From 15f17ff46908f34a65d43465c633c863d665d61c Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 07:44:23 +0000 Subject: [PATCH 01/84] added new translation function --- src/pydna/utils.py | 32 ++++++++++++++++++++++++++++++++ 1 file changed, 32 insertions(+) diff --git a/src/pydna/utils.py b/src/pydna/utils.py index 9dfa350b..4c1c0ba3 100644 --- a/src/pydna/utils.py +++ b/src/pydna/utils.py @@ -26,6 +26,7 @@ import itertools import random import subprocess as _subprocess +from bisect import bisect as _bisect from pydna.codon import weights as _weights from pydna.codon import rare_codons as _rare_codons @@ -38,6 +39,37 @@ _complement_table = _maketrans(_ambiguous_dna_complement) +def three_frame_orfs( + dna: str, + limit: int = 100, + startcodons: tuple[str, ...] = ("ATG",), + stopcodons: tuple[str, ...] = ("TAG", "TAA", "TGA"), +): + """Overlapping orfs in three frames.""" + limit /= 3 + dna = dna.upper() + + orfs = [] + + for frame in (0, 1, 2): + + codons = [dna[i : i + 3] for i in range(frame, len(dna), 3)] + + startdindices = [i for i, cd in enumerate(codons) if cd in startcodons] + stopdindices = [i for i, cd in enumerate(codons) if cd in stopcodons] + + for startindex in startdindices: + try: + stopindex = stopdindices[_bisect(stopdindices, startindex)] + except IndexError: + pass + else: + if stopindex - startindex >= limit: + orfs.append((frame, startindex * 3 + frame, (stopindex + 1) * 3 + frame)) + + return orfs + + def shift_location(original_location, shift, lim): """docstring.""" newparts = [] From d333558a05859446ed21db68dfed5e56d936e63e Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 07:47:21 +0000 Subject: [PATCH 02/84] new orfs method for Seq based on three_frame_orfs function --- src/pydna/seq.py | 13 +++++++++++-- 1 file changed, 11 insertions(+), 2 deletions(-) diff --git a/src/pydna/seq.py b/src/pydna/seq.py index e00b0905..cdbc7632 100644 --- a/src/pydna/seq.py +++ b/src/pydna/seq.py @@ -84,7 +84,7 @@ def express(self, organism="sce"): x.add_row(val) return x - def orfs(self, minsize=30): + def orfs2(self, minsize=30): """docstring.""" orf = _re.compile(f"ATG(?:...){{{minsize},}}?(?:TAG|TAA|TGA)", flags=_re.IGNORECASE) start = 0 @@ -95,11 +95,20 @@ def orfs(self, minsize=30): match = orf.search(s, pos=start) if match: matches.append(slice(match.start(), match.end())) - start = start + match.start() + 1 + start = match.start() + 1 else: break return sorted([self[sl] for sl in matches], key=len, reverse=True) + def orfs(self, minsize=100): + dna = self._data.decode("ASCII") + from pydna.utils import three_frame_orfs + + orfs = [] + for frame, x, y in three_frame_orfs(dna, limit=minsize): + orfs.append((x, y)) + return orfs + def seguid(self): """Url safe SEGUID [#]_ for the sequence. From 5717dc03cb971519ae1f9509453c053f1db44f3b Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 07:49:53 +0000 Subject: [PATCH 03/84] new orfs_to_features method for Dseqrecord --- src/pydna/dseqrecord.py | 21 +++++++++++++++++++++ 1 file changed, 21 insertions(+) diff --git a/src/pydna/dseqrecord.py b/src/pydna/dseqrecord.py index 2cce8923..c8ab2e3b 100644 --- a/src/pydna/dseqrecord.py +++ b/src/pydna/dseqrecord.py @@ -1122,6 +1122,27 @@ def orfs(self, minsize=30): """docstring.""" return tuple(Dseqrecord(s) for s in self.seq.orfs(minsize=minsize)) + def orfs_to_features(self, minsize=30): + """docstring.""" + features = [] + for strand, s in ((1, self.seq), (-1, self.seq.rc())): + for x, y in s.orfs(minsize=minsize): + orf = self[x:y] + features.append( + _SeqFeature( + _SimpleLocation(x, y, strand=strand), + type="CDS", + qualifiers={ + "note": f"{y-x}bp {(y-x)//3}aa", + "checksum": orf.seguid(), + "codon_start": 1, + "transl_table": 11, + "translation": str(orf.seq[x:y].translate())[:-1], + }, + ) + ) + return features + def _copy_to_clipboard(self, sequence_format): """docstring.""" from pyperclip import copy From 37cbe3ee2447cd1487588d33e7129ecdae3dd2fb Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 07:51:54 +0000 Subject: [PATCH 04/84] new extract_from_text functions that also returns the intervening text between sequences --- src/pydna/parsers.py | 27 +++++++++++++++++++++++++-- 1 file changed, 25 insertions(+), 2 deletions(-) diff --git a/src/pydna/parsers.py b/src/pydna/parsers.py index dff22732..bbecdc70 100644 --- a/src/pydna/parsers.py +++ b/src/pydna/parsers.py @@ -11,6 +11,7 @@ import re as _re import io as _io import textwrap as _textwrap +from itertools import pairwise from Bio import SeqIO as _SeqIO from pydna.genbankfile import GenbankFile as _GenbankFile from pydna.dseqrecord import Dseqrecord as _Dseqrecord @@ -30,13 +31,35 @@ # use https://regex101.com to get an idea how it works. +# def extract_from_text(text): +# return _re.finditer(gb_fasta_embl_regex, _textwrap.dedent(str(text) + "\n\n"), flags=_re.MULTILINE) + + def extract_from_text(text): - return _re.findall(gb_fasta_embl_regex, _textwrap.dedent(str(text) + "\n\n"), flags=_re.MULTILINE) + data = _textwrap.dedent(str(text)) + mos = list(_re.finditer(gb_fasta_embl_regex, data + "\n\n", flags=_re.MULTILINE)) + + class mo(object): + + def start(self): + return len(data) + + def end(self): + return 0 + + mofirst = molast = mo() + + gaps = [] + + for mo1, mo2 in pairwise([mofirst] + mos + [molast]): + gaps.append(data[mo1.end() : mo2.start()]) + + return [mo.group(0) for mo in mos], gaps def embl_gb_fasta(text, ds, path=None): - chunks = extract_from_text(text) + chunks, gaps = extract_from_text(text) result_list = [] for chunk in chunks: From 1fc277dfd5e0913274799613a1d43dc347af7b99 Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 10:26:50 +0000 Subject: [PATCH 05/84] bugfix orfs for Seq and Dsecrecord --- src/pydna/dseqrecord.py | 2 +- src/pydna/utils.py | 6 ++++-- tests/test_module_dseqrecord.py | 12 ++++++++++-- tests/test_module_seq.py | 14 +------------- 4 files changed, 16 insertions(+), 18 deletions(-) diff --git a/src/pydna/dseqrecord.py b/src/pydna/dseqrecord.py index c8ab2e3b..69cfc622 100644 --- a/src/pydna/dseqrecord.py +++ b/src/pydna/dseqrecord.py @@ -1120,7 +1120,7 @@ def lower(self): def orfs(self, minsize=30): """docstring.""" - return tuple(Dseqrecord(s) for s in self.seq.orfs(minsize=minsize)) + return tuple(Dseqrecord(self[x:y]) for x, y in self.seq.orfs(minsize=minsize)) def orfs_to_features(self, minsize=30): """docstring.""" diff --git a/src/pydna/utils.py b/src/pydna/utils.py index 4c1c0ba3..5768d93f 100644 --- a/src/pydna/utils.py +++ b/src/pydna/utils.py @@ -27,6 +27,7 @@ import random import subprocess as _subprocess from bisect import bisect as _bisect +from math import ceil as _ceil from pydna.codon import weights as _weights from pydna.codon import rare_codons as _rare_codons @@ -46,7 +47,8 @@ def three_frame_orfs( stopcodons: tuple[str, ...] = ("TAG", "TAA", "TGA"), ): """Overlapping orfs in three frames.""" - limit /= 3 + # breakpoint() + limit = _ceil(limit / 3) - 1 dna = dna.upper() orfs = [] @@ -66,7 +68,7 @@ def three_frame_orfs( else: if stopindex - startindex >= limit: orfs.append((frame, startindex * 3 + frame, (stopindex + 1) * 3 + frame)) - + # print(stopindex, startindex, limit) return orfs diff --git a/tests/test_module_dseqrecord.py b/tests/test_module_dseqrecord.py index 40ed09ab..a2e9b60b 100644 --- a/tests/test_module_dseqrecord.py +++ b/tests/test_module_dseqrecord.py @@ -8,10 +8,18 @@ def test_orfs(): from pydna.dseqrecord import Dseqrecord - s = Dseqrecord("atgaaattttaa") + s = Dseqrecord("AatgaaataaT") - assert s.orfs(2) == (s,) + assert s.orfs(9)[0].seq == s.seq[1:-1] + assert s.orfs(10) == tuple() + s = Dseqrecord( + "tctgcaataATGGGTAATGAAATCGATGAGAAAAATCAGGCCCCCGTGCAACAAGAATGCCTGAAAGAGATGATTCAGAATGGGCATGCTCGGCGTATGGGATCTGTTGAAGATCTGTATGTTGCTCTCAACAGACAAAACTTATATCGAAACTTCTGCACATATGGAGAATTGAGTGATTACTGTACTAGGGATCAGCTCACATTAGCTTTGAGGGAAATCTGCCTGAAAAATCCAACTCTTTTACATATTGTTCTACCAACAAGATGGCCAAATCATGAAAATTATTATCGCAGTTCCGAATACTATTCACGGCCACATCCAGTGCATGATTATATTTCAGTATTACAAGAATTGAAACTGAGTGGTGTGGTTCTCAATGAACAACCTGAGTACAGTGCAGTAATGAAGCAAATATTAGAAGAATTCAAAAATAGTAAGGGTTCCTATACTGCAAAAATTTTTAAACTTACTACCACTTTGACTATTCCTTACTTTGGACCAACAGGACCGAGTTGGCGGCTAATTTGTCTTCCAGAAGAGCACACAGAAAAGTGGAAAAAATTTATCTTTGTATCTAATCATTGCATGTCTGATGGTCGGTCTTCGATCCACTTTTTTCATGATTTAAGAGACGAATTAAATAATATTAAAACTCCACCAAAAAAATTAGATTACATTTTCAAGTACGAGGAGGATTACCAATTATTGAGGAAACTTCCAGAACCGATCGAAAAGGTGATAGACTTTAGACCACCGTACTTGTTTATTCCGAAGTCACTTCTTTCGGGTTTCATCTACAATCATTTGAGATTTTCTTCAAAAGGTGTCTGTATGAGAATGGATGATGTGGAAAAAACCGATGATGTTGTCACCGAGATCATCAATATTTCACCAACAGAATTTCAAGCGATTAAAGCAAATATTAAATCAAATATCCAAGGTAAGTGTACTATCACTCCGTTTTTACATGTTTGTTGGTTTGTATCTCTTCATAAATGGGGTAAATTTTTCAAACCATTGAACTTCGAATGGCTTACGGATATTTTTATCCCCGCAGATTGCCGCTCACAACTACCAGATGATGATGAAATGAGACAGATGTACAGATATGGCGCTAACGTTGGATTTATTGACTTCACCCCCTGGATAAGCGAATTTGACATGAATGATAACAAAGAAAATTTTTGGCCACTTATTGAGCACTACCATGAAGTAATTTCGGAAGCTTTAAGAAATAAAAAGCATCTCCATGGCTTAGGGTTCAATATACAAGGCTTCGTTCAAAAATATGTGAACATTGACAAGGTAATGTGCGATCGTGCCATCGGGAAAAGACGCGGAGGTACATTGTTAAGCAATGTAGGTCTGTTTAATCAGTTAGAGGAGCCCGATGCCAAATATTCTATATGCGATTTGGCATTTGGCCAATTTCAAGGATCCTGGCACCAAGCATTTTCCTTGGGTGTTTGTTCGACTAATGTAAAGGGGATGAATATTGTTGTTGCTTCAACAAAGAATGTTGTTGGTAGTCAAGAATCTCTCGAAGAGCTTTGCTCCATTTACAAAGCTCTCCTTTTAGGCCCTTAA" + ) + + lens = (1581, 1521, 1494, 1185, 1002) + for orf, ln in zip(s.orfs(1002), lens): + assert len(orf) == ln def test_cas9(): from pydna.dseqrecord import Dseqrecord diff --git a/tests/test_module_seq.py b/tests/test_module_seq.py index a9e496e4..f715dc65 100644 --- a/tests/test_module_seq.py +++ b/tests/test_module_seq.py @@ -81,7 +81,7 @@ def test_stopcodon(): def test_orf(): s = Seq("atgaaattttaa") - assert s.orfs(2) == [Seq("atgaaattttaa")] + assert s.orfs(2) == [(0, 12)] def test_no_orf(): @@ -89,18 +89,6 @@ def test_no_orf(): assert s2.orfs(2) == [] -def test_orfs(): - from pydna.dseqrecord import Dseqrecord - - s = Dseqrecord( - "tctgcaataATGGGTAATGAAATCGATGAGAAAAATCAGGCCCCCGTGCAACAAGAATGCCTGAAAGAGATGATTCAGAATGGGCATGCTCGGCGTATGGGATCTGTTGAAGATCTGTATGTTGCTCTCAACAGACAAAACTTATATCGAAACTTCTGCACATATGGAGAATTGAGTGATTACTGTACTAGGGATCAGCTCACATTAGCTTTGAGGGAAATCTGCCTGAAAAATCCAACTCTTTTACATATTGTTCTACCAACAAGATGGCCAAATCATGAAAATTATTATCGCAGTTCCGAATACTATTCACGGCCACATCCAGTGCATGATTATATTTCAGTATTACAAGAATTGAAACTGAGTGGTGTGGTTCTCAATGAACAACCTGAGTACAGTGCAGTAATGAAGCAAATATTAGAAGAATTCAAAAATAGTAAGGGTTCCTATACTGCAAAAATTTTTAAACTTACTACCACTTTGACTATTCCTTACTTTGGACCAACAGGACCGAGTTGGCGGCTAATTTGTCTTCCAGAAGAGCACACAGAAAAGTGGAAAAAATTTATCTTTGTATCTAATCATTGCATGTCTGATGGTCGGTCTTCGATCCACTTTTTTCATGATTTAAGAGACGAATTAAATAATATTAAAACTCCACCAAAAAAATTAGATTACATTTTCAAGTACGAGGAGGATTACCAATTATTGAGGAAACTTCCAGAACCGATCGAAAAGGTGATAGACTTTAGACCACCGTACTTGTTTATTCCGAAGTCACTTCTTTCGGGTTTCATCTACAATCATTTGAGATTTTCTTCAAAAGGTGTCTGTATGAGAATGGATGATGTGGAAAAAACCGATGATGTTGTCACCGAGATCATCAATATTTCACCAACAGAATTTCAAGCGATTAAAGCAAATATTAAATCAAATATCCAAGGTAAGTGTACTATCACTCCGTTTTTACATGTTTGTTGGTTTGTATCTCTTCATAAATGGGGTAAATTTTTCAAACCATTGAACTTCGAATGGCTTACGGATATTTTTATCCCCGCAGATTGCCGCTCACAACTACCAGATGATGATGAAATGAGACAGATGTACAGATATGGCGCTAACGTTGGATTTATTGACTTCACCCCCTGGATAAGCGAATTTGACATGAATGATAACAAAGAAAATTTTTGGCCACTTATTGAGCACTACCATGAAGTAATTTCGGAAGCTTTAAGAAATAAAAAGCATCTCCATGGCTTAGGGTTCAATATACAAGGCTTCGTTCAAAAATATGTGAACATTGACAAGGTAATGTGCGATCGTGCCATCGGGAAAAGACGCGGAGGTACATTGTTAAGCAATGTAGGTCTGTTTAATCAGTTAGAGGAGCCCGATGCCAAATATTCTATATGCGATTTGGCATTTGGCCAATTTCAAGGATCCTGGCACCAAGCATTTTCCTTGGGTGTTTGTTCGACTAATGTAAAGGGGATGAATATTGTTGTTGCTTCAACAAAGAATGTTGTTGGTAGTCAAGAATCTCTCGAAGAGCTTTGCTCCATTTACAAAGCTCTCCTTTTAGGCCCTTAA" - ) - - lens = (1581, 1002, 159, 123, 123, 117, 105) - for orf, ln in zip(s.orfs(), lens): - assert len(orf) == ln - - if __name__ == "__main__": args = [ __file__, From c27e76256c99af2bd930bab83f38e9fad01e52a6 Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 10:37:21 +0000 Subject: [PATCH 06/84] added crispr tests --- tests/test_module_crispr.py | 25 ++++++++++++++++--------- 1 file changed, 16 insertions(+), 9 deletions(-) diff --git a/tests/test_module_crispr.py b/tests/test_module_crispr.py index 62349323..b4fec732 100644 --- a/tests/test_module_crispr.py +++ b/tests/test_module_crispr.py @@ -23,17 +23,24 @@ def test_crispr(): """ ) - containing_sgRNA = Dseqrecord("GTTACTTTACCCGACGTCCCgttttagagctagaaatagcaagttaaaataagg") - target = Dseqrecord("GTTACTTTACCCGACGTCCCaGG") - assert [f.seq for f in target.cut([cas9(ps) for ps in protospacer(containing_sgRNA)])] == [a, b] - assert [f.seq for f in target.cut([cas9(ps) for ps in protospacer(containing_sgRNA.rc())])] == [a, b] - assert [f.seq for f in target.rc().cut([cas9(ps) for ps in protospacer(containing_sgRNA)])] == [b.rc(), a.rc()] - assert [f.seq for f in target.rc().cut([cas9(ps) for ps in protospacer(containing_sgRNA.rc())])] == [ - b.rc(), - a.rc(), - ] + sgr_text = "GTTACTTTACCCGACGTCCCgttttagagctagaaatagcaagttaaaataagg" + target = "GTTACTTTACCCGACGTCCCaGG" + + for sg, tgt in [(sgr_text, target), + (sgr_text.upper(), target.lower()), + (sgr_text.lower(), target.upper())]: + containing_sgRNA = Dseqrecord(sgr_text) + target = Dseqrecord(target) + + assert [f.seq for f in target.cut([cas9(ps) for ps in protospacer(containing_sgRNA)])] == [a, b] + assert [f.seq for f in target.cut([cas9(ps) for ps in protospacer(containing_sgRNA.rc())])] == [a, b] + assert [f.seq for f in target.rc().cut([cas9(ps) for ps in protospacer(containing_sgRNA)])] == [b.rc(), a.rc()] + assert [f.seq for f in target.rc().cut([cas9(ps) for ps in protospacer(containing_sgRNA.rc())])] == [ + b.rc(), + a.rc(), + ] if __name__ == "__main__": From 4c4e4cc87942065a6c873972aa71a1b9f13aca5c Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 10:46:22 +0000 Subject: [PATCH 07/84] added pairwise for older Python versions --- src/pydna/parsers.py | 17 +++++++++++++++-- 1 file changed, 15 insertions(+), 2 deletions(-) diff --git a/src/pydna/parsers.py b/src/pydna/parsers.py index bbecdc70..b9e81efc 100644 --- a/src/pydna/parsers.py +++ b/src/pydna/parsers.py @@ -11,7 +11,7 @@ import re as _re import io as _io import textwrap as _textwrap -from itertools import pairwise + from Bio import SeqIO as _SeqIO from pydna.genbankfile import GenbankFile as _GenbankFile from pydna.dseqrecord import Dseqrecord as _Dseqrecord @@ -21,6 +21,19 @@ from Bio.SeqFeature import SeqFeature as _SeqFeature import xml.etree.ElementTree as _et +try: + from itertools import pairwise as _pairwise +except ImportError: + + def _pairwise(iterable): + # pairwise('ABCDEFG') → AB BC CD DE EF FG + iterator = iter(iterable) + a = next(iterator, None) + for b in iterator: + yield a, b + a = b + + # "^>.+?^(?=$|LOCUS|ID|>|\#)|^(?:LOCUS|ID).+?^//" # "(?:^>.+\n^(?:^[^>]+?)(?=\n\n|>|^LOCUS|ID))|(?:(?:^LOCUS|ID)(?:(?:.|\n)+?)^//)" @@ -51,7 +64,7 @@ def end(self): gaps = [] - for mo1, mo2 in pairwise([mofirst] + mos + [molast]): + for mo1, mo2 in _pairwise([mofirst] + mos + [molast]): gaps.append(data[mo1.end() : mo2.start()]) return [mo.group(0) for mo in mos], gaps From f948b8c5699288b77c33558fd1ae25271ec66a20 Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Wed, 27 Mar 2024 10:50:26 +0000 Subject: [PATCH 08/84] older type hint --- src/pydna/parsers.py | 120 ------------------------------------------- src/pydna/utils.py | 6 ++- 2 files changed, 4 insertions(+), 122 deletions(-) diff --git a/src/pydna/parsers.py b/src/pydna/parsers.py index b9e81efc..0106aad2 100644 --- a/src/pydna/parsers.py +++ b/src/pydna/parsers.py @@ -207,123 +207,3 @@ def parse_assembly_xml(data): doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS) _os.environ["pydna_cached_funcs"] = cached - - data = """\ - - - >f50 14-mer - CCCGTACAAAGGGA - >r50 12-mer - CTGATGCCGCGC - >a - CCCGTACAAAGGGAACATCCACACTTTGGTGAATCGAAGCGCGGCATCAG - - - >f49 19-mer - GATTTCCTTTTGGATACCT - >r49 16-mer - AAGTCTAAGGACCACG - >b - GATTTCCTTTTGGATACCTGAAACAAAGCCCATCGTGGTCCTTAGACTT - - - >f48 13-mer - TCCCTACACCGAC - >r48 16-mer - ATGAAGCTCGTCACAT - >c - TCCCTACACCGACGTACGATGCAACTGTGTGGATGTGACGAGCTTCAT - - - """ - - data = """\ - - - >f50 14-mer - CCCGTACAAAGGGA - >r50 12-mer - CTGATGCCGCGC - >a - CCCGTACAAAGGGAACATCCACACTTTGGTGAATCGAAGCGCGGCATCAG - - - >b - GATTTCCTTTTGGATACCTGAAACAAAGCCCATCGTGGTCCTTAGACTT - - - >f48 13-mer - TCCCTACACCGAC - >r48 16-mer - ATGAAGCTCGTCACAT - >c - TCCCTACACCGACGTACGATGCAACTGTGTGGATGTGACGAGCTTCAT - - - """ - - example = parse_assembly_xml(data) - - # #!/usr/bin/env python3 - # # -*- coding: utf-8 -*- - # """ - # Created on Sat Apr 22 07:39:14 2023 - - # @author: bjorn - # """ - - # import xml.dom.minidom as minidom - - # from lxml import etree - - # ng = """\ - # - # - # - # - # - # - # - # - # - # - # - # - # """ - - # from io import StringIO - - # f = StringIO(ng) - # relaxng_doc = etree.parse(f) - # relaxng = etree.RelaxNG(relaxng_doc) - - # xml = StringIO("""\ - # - # 1 - # 2 - # 3 - # - # """) - - # doc = etree.parse(xml) - # relaxng.validate(doc) - - # doc = minidom.parseString(xml) # or minidom.parse(filename) - # assert doc.documentElement.tagName == "assembly" - # root = doc.getElementsByTagName('assembly')[0] # or doc.documentElement - # items = [n for n in root.childNodes if n.nodeType == doc.ELEMENT_NODE] - - # for item in items: - # print(item.childNodes[0].data) - - # import xml.etree.ElementTree as ET - # xml = """\ - # - # 1 - # 2 - # 3 - # - # """ - # root = ET.fromstring(xml) - # for child in root: - # print(child.tag, child.attrib, child.text) diff --git a/src/pydna/utils.py b/src/pydna/utils.py index 5768d93f..08078f87 100644 --- a/src/pydna/utils.py +++ b/src/pydna/utils.py @@ -43,8 +43,10 @@ def three_frame_orfs( dna: str, limit: int = 100, - startcodons: tuple[str, ...] = ("ATG",), - stopcodons: tuple[str, ...] = ("TAG", "TAA", "TGA"), + startcodons: tuple = ("ATG",), + stopcodons: tuple = ("TAG", "TAA", "TGA"), + # startcodons: tuple[str, ...] = ("ATG",), + # stopcodons: tuple[str, ...] = ("TAG", "TAA", "TGA"), ): """Overlapping orfs in three frames.""" # breakpoint() From 4d842312a80306dfc9e31657bdef24049d0fe34c Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Thu, 18 Apr 2024 10:50:22 +0000 Subject: [PATCH 09/84] =?UTF-8?q?Deploying=20to=20gh-pages=20from=20@=20Bj?= =?UTF-8?q?ornFJohansson/pydna@da3e7e9cf4b379d15a2ea8b0e59f6402c53c9bfc=20?= =?UTF-8?q?=F0=9F=9A=80?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- .buildinfo | 4 + _modules/index.html | 124 + _modules/pydna.html | 529 ++ _modules/pydna/amplicon.html | 291 + _modules/pydna/amplify.html | 643 +++ 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new file mode 100644 index 00000000..3cf0f2cb --- /dev/null +++ b/.buildinfo @@ -0,0 +1,4 @@ +# Sphinx build info version 1 +# This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done. +config: b15f69282f10bdafa15277343ea3a8aa +tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/_modules/index.html b/_modules/index.html new file mode 100644 index 00000000..ef422c37 --- /dev/null +++ b/_modules/index.html @@ -0,0 +1,124 @@ + + + + + + Overview: module code — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+
    +
    • +
  • Overview: module code
    • +
  • +
    • +
+
+
+
+ +
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna.html b/_modules/pydna.html new file mode 100644 index 00000000..8d118176 --- /dev/null +++ b/_modules/pydna.html @@ -0,0 +1,529 @@ + + + + + + pydna — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""
+:copyright: Copyright 2013-2023 by Björn Johansson. All rights reserved.
+:license:   This code is part of the pydna package, governed by the
+            license in LICENSE.txt that should be included as part
+            of this package.
+
+pydna
+=====
+Pydna is a python package providing code for simulation of the creation of
+recombinant DNA molecules using
+`molecular biology <https://en.wikipedia.org/wiki/Molecular_biology>`_
+techniques. Development of pydna happens in this Github `repository <https://github.com/BjornFJohansson/pydna>`_.
+
+Provided:
+  1. PCR simulation
+  2. Assembly simulation based on shared identical sequences
+  3. Primer design for amplification of a given sequence
+  4. Automatic design of primer tails for Gibson assembly
+     or homologous recombination.
+  5. Restriction digestion and cut&paste cloning
+  6. Agarose gel simulation
+  7. Download sequences from Genbank
+  8. Parsing various sequence formats including the capacity to
+     handle broken Genbank format
+
+pydna package layout
+--------------------
+
+The most important modules and how to import functions or classes from
+them are listed below. Class names starts with a capital letter,
+functions with a lowercase letter:
+
+::
+
+      from pydna.module import function
+      from pydna.module import Class
+
+      Example: from pydna.gel import Gel
+
+      pydna
+         ├── amplify
+         │         ├── Anneal
+         │         └── pcr
+         ├── assembly
+         │          └── Assembly
+         ├── design
+         │        ├── assembly_fragments
+         │        └── primer_design
+         ├── download
+         │          └── download_text
+         ├── dseqrecord
+         │            └── Dseqrecord
+         ├── gel
+         │     └── Gel
+         ├── genbank
+         │         ├── genbank
+         │         └── Genbank
+         ├── parsers
+         │         ├── parse
+         │         └── parse_primers
+         └── readers
+                   ├── read
+                   └── read_primers
+
+
+
+How to use the documentation
+----------------------------
+Documentation is available as docstrings provided in the source code for
+each module.
+These docstrings can be inspected by reading the source code directly.
+See further below on how to obtain the code for pydna.
+
+In the python shell, use the built-in ``help`` function to view a
+function's docstring::
+
+  >>> from pydna import readers
+  >>> help(readers.read)
+  ... # doctest: +SKIP
+
+The doctrings are also used to provide an automaticly generated reference
+manual available online at
+`read the docs <https://pydna.readthedocs.io>`_.
+
+Docstrings can be explored using `IPython <http://ipython.org/>`_, an
+advanced Python shell with
+TAB-completion and introspection capabilities. To see which functions
+are available in `pydna`,
+type `pydna.<TAB>` (where `<TAB>` refers to the TAB key).
+Use `pydna.open_config_folder?<ENTER>`to view the docstring or
+`pydna.open_config_folder??<ENTER>` to view the source code.
+
+In the `Spyder IDE <https://github.com/spyder-ide/spyder>`_ it is possible
+to place the cursor immediately before the name of a module,class or
+function and press ctrl+i to bring up docstrings in a separate window in Spyder
+
+Code snippets are indicated by three greater-than signs::
+
+    >>> x=41
+    >>> x=x+1
+    >>> x
+    42
+
+pydna source code
+-----------------
+
+The pydna source code is
+`available on Github <https://github.com/BjornFJohansson/pydna>`_.
+
+How to get more help
+--------------------
+
+Please join the
+`Google group <https://groups.google.com/forum/#!forum/pydna>`_
+for pydna, this is the preferred location for help. If you find bugs
+in pydna itself, open an issue at the
+`Github repository <https://github.com/BjornFJohansson/pydna/issues>`_.
+
+Examples of pydna in use
+------------------------
+
+See this repository for a collection of
+ `examples <https://github.com/MetabolicEngineeringGroupCBMA/pydna-examples?tab=readme-ov-file#pydna-examples>`_.
+
+"""
+
+
+from pydna.utils import open_folder as _open_folder
+from pathlib import Path as _Path
+import os as _os
+import logging as _logging
+import logging.handlers as _handlers
+import appdirs as _appdirs
+import configparser as _configparser
+from pydna._pretty import PrettyTable as _PrettyTable
+
+
+__author__ = "Björn Johansson"
+__copyright__ = "Copyright 2013 - 2021 Björn Johansson"
+__credits__ = ["Björn Johansson", "Mark Budde"]
+__license__ = "BSD"
+__maintainer__ = "Björn Johansson"
+__email__ = "bjorn_johansson@bio.uminho.pt"
+__status__ = "Development"  # "Production" #"Prototype"
+__version__ = "0.0.0-post.1+da3e7e9"
+
+
+# create config directory
+_os.environ["pydna_config_dir"] = _os.getenv("pydna_config_dir", _appdirs.user_config_dir("pydna"))
+config_dir = _Path(_os.environ["pydna_config_dir"])
+config_dir.mkdir(parents=True, exist_ok=True)
+
+# set path for the pydna.ini file
+_ini_path = config_dir / "pydna.ini"
+
+# define user_data_dir
+user_data_dir = _Path(_appdirs.user_data_dir("pydna"))
+
+default_ini = {
+    "ape": "put/path/to/ape/here",
+    "cached_funcs": "pydna.genbank.genbank.nucleotide",
+    "data_dir": str(user_data_dir),
+    "email": "someone@example.com",
+    "enzymes": str(user_data_dir / "enzymes.md"),
+    "log_dir": _appdirs.user_log_dir("pydna"),
+    "loglevel": str(_logging.WARNING),
+    "primers": str(user_data_dir / "primers.md"),
+    "assembly_limit": str(10),
+}
+
+# initiate a config parser instance
+_parser = _configparser.ConfigParser()
+
+# if a pydna.ini exists, it is read
+if _ini_path.exists():
+    _parser.read(_ini_path)
+else:  # otherwise it is created with default settings
+    _parser["main"] = default_ini
+    with open(_ini_path, "w", encoding="utf-8") as f:  # TODO needs encoding?
+        _parser.write(f)
+
+# pydna related environmental variables are set
+# from pydna.ini if they are not set already
+_main = _parser["main"]
+
+for key in default_ini:
+    _os.environ[f"pydna_{key}"] = _os.getenv(f"pydna_{key}", _main.get(key, default_ini[key]))
+
+logdir = _Path(_os.environ["pydna_log_dir"])
+
+# create log directory if not present
+logdir.mkdir(parents=True, exist_ok=True)
+_logmsg = "Log directory {}".format(logdir)
+
+# create logger
+_logger = _logging.getLogger("pydna")
+_logger.setLevel(int(_os.environ["pydna_loglevel"]))
+_hdlr = _handlers.RotatingFileHandler(
+    logdir / "pydna.log",
+    mode="a",
+    maxBytes=10 * 1024 * 1024,
+    backupCount=10,
+    encoding="utf-8",
+)
+
+_formatter = _logging.Formatter(("%(asctime)s %(levelname)s" " %(funcName)s %(message)s"))
+_hdlr.setFormatter(_formatter)
+_logger.addHandler(_hdlr)
+_logger.info(_logmsg)
+_logger.info("Environmental variable pydna_ape          = %s", _os.environ["pydna_ape"])
+_logger.info("Environmental variable pydna_cached_funcs = %s", _os.environ["pydna_cached_funcs"])
+_logger.info("Environmental variable pydna_data_dir     = %s", _os.environ["pydna_data_dir"])
+_logger.info("Environmental variable pydna_email        = %s", _os.environ["pydna_email"])
+_logger.info("Environmental variable pydna_log_dir      = %s", _os.environ["pydna_log_dir"])
+_logger.info("Environmental variable pydna_loglevel     = %s", _os.environ["pydna_loglevel"])
+_logger.info("Environmental variable pydna_primers      = %s", _os.environ["pydna_primers"])
+_logger.info(
+    "Environmental variable pydna_assembly_limit = %s",
+    _os.environ["pydna_assembly_limit"],
+)
+
+# create cache directory if not present
+
+_Path(_os.environ["pydna_data_dir"]).mkdir(parents=True, exist_ok=True)
+
+# find out if optional dependecies for gel module are in place
+#
+#
+# def _missing_modules_for_gel():
+#    import importlib
+#    from importlib import util
+#
+#    _missing = []
+#    for _optm in ["scipy", "PIL", "numpy", "pyparsing", "requests"]:
+#        _missing.extend([_optm] if not util.find_spec(_optm) else [])
+#    del importlib
+#    del util
+#    return _missing
+#
+#
+# _missing = _missing_modules_for_gel()
+#
+# if _missing:
+#    _logger.warning(
+#        "gel simulation will NOT be available." " Missing modules: %s",
+#        ", ".join(_missing),
+#    )
+# else:
+#    _logger.info("gel simulation is available," " optional dependencies were found.")
+#
+
+_logger.info("__version__ = %s", __version__)
+
+
+class _PydnaWarning(Warning):
+    """Pydna warning.
+
+    Pydna uses this warning (or subclasses of it), to make it easy to
+    silence all warning messages:
+
+    >>> import warnings
+    >>> from pydna import _PydnaWarning
+    >>> warnings.simplefilter('ignore', _PydnaWarning)
+
+    Consult the warnings module documentation for more details.
+    """
+
+    pass
+
+
+class _PydnaDeprecationWarning(_PydnaWarning):
+    """pydna deprecation warning.
+
+    Pydna uses this warning instead of the built in DeprecationWarning
+    since those are ignored by default since Python 2.7.
+
+    To silence all our deprecation warning messages, use:
+
+    >>> import warnings
+    >>> from pydna import _PydnaDeprecationWarning
+    >>> warnings.simplefilter('ignore', _PydnaDeprecationWarning)
+
+    Code marked as deprecated will be removed in a future version
+    of Pydna. This can be discussed in the Pydna google group:
+    https://groups.google.com/forum/#!forum/pydna
+
+    """
+
+    pass
+
+
+

+[docs]
+def open_current_folder():
+    """Open the current working directory.
+
+    Opens in the default file manager. The location for this folder is
+    given by the :func:`os.getcwd` function
+    """
+    return _open_folder(_os.getcwd())

+
+
+
+_logger.info("Current working directory = os.getcwd() = %s", _os.getcwd())
+
+
+

+[docs]
+def open_cache_folder():
+    """Open the pydna cache folder.
+
+    Opens in the default file manager. The location for this folder is stored
+    in the *pydna_data_dir* environmental variable.
+    """
+    return _open_folder(_os.environ["pydna_data_dir"])

+
+
+
+

+[docs]
+def open_config_folder():
+    """Open the pydna configuration folder.
+
+    Opens in the default file manager. The location for this folder is stored
+    in the *pydna_config_dir* environmental variable.
+
+    The `pydna.ini` file can be edited to make pydna quicker to use.
+    See the documentation of the :class:configparser.ConfigParser´ class.
+
+    Below is the content of a typical `pydna.ini` file on a Linux
+    system.
+
+    ::
+
+        [main]
+        loglevel=30
+        email=myemail@example.org
+        data_dir=/home/bjorn/.local/share/pydna
+        log_dir=/home/bjorn/.cache/pydna/log
+        ape=tclsh /home/bjorn/.ApE/AppMain.tcl
+        cached_funcs=Genbank_nucleotide
+        primers=/home/bjorn/Dropbox/wikidata/PRIMERS.txt
+        enzymes=/home/bjorn/Dropbox/wikidata/RestrictionEnzymes.txt
+
+    The email address is set to someone@example.com by default. If you change
+    this to you own address, the :func:`pydna.genbank.genbank` function can be
+    used to download sequences from Genbank directly without having to
+    explicitly add the email address.
+
+    Pydna can cache results from the following functions or methods:
+
+    - :func:`pydna.genbank.Genbank.nucleotide`   Genbank_nucleotide
+    - :func:`pydna.amplify.Anneal`               amplify_Anneal
+    - :func:`pydna.assembly.Assembly`            assembly_Assembly
+    - :func:`pydna.download.download_text`       download.download_text
+    - :func:`pydna.dseqrecord.Dseqrecord.synced` Dseqrecord_synced
+
+    These can be added separated by a comma to the cached_funcs entry
+    in **pydna.ini** file or the pydna_cached_funcs environment variable.
+
+    """
+    return _open_folder(_os.environ["pydna_config_dir"])

+
+
+
+

+[docs]
+def open_log_folder():
+    """docstring."""
+    return _open_folder(_os.environ["pydna_log_dir"])

+
+
+
+

+[docs]
+def get_env():
+    """Print a an ascii table containing all environmental variables.
+
+    Pydna related variables have names that starts with `pydna_`
+    """
+    _table = _PrettyTable(["Variable", "Value"])
+    # _table.set_style(_prettytable.DEFAULT)
+    _table.align["Variable"] = "l"  # Left align
+    _table.align["Value"] = "l"  # Left align
+    _table.padding_width = 1  # One space between column edges and contents
+    for k, v in sorted(_os.environ.items()):
+        if k.lower().startswith("pydna"):
+            _table.add_row([k, v])
+    return _table

+
+
+
+
+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/amplicon.html b/_modules/pydna/amplicon.html new file mode 100644 index 00000000..01bc3f7d --- /dev/null +++ b/_modules/pydna/amplicon.html @@ -0,0 +1,291 @@ + + + + + + pydna.amplicon — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.amplicon

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+# doctest: +NORMALIZE_WHITESPACE
+# doctest: +SKIP
+"""This module provides the :class:`Amplicon` class for PCR simulation.
+This class is not meant to be use directly but is
+used by the :mod:`amplify` module"""
+
+from pydna.tm import dbd_program as _dbd_program
+from pydna.tm import program as _program
+from pydna.primer import Primer as _Primer
+from pydna._pretty import pretty_str as _pretty_str
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+from pydna.seqrecord import SeqRecord as _SeqRecord
+import textwrap as _textwrap
+import copy as _copy
+import logging as _logging
+
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+
+
+

+[docs]
+class Amplicon(_Dseqrecord):
+    """The Amplicon class holds information about a PCR reaction involving two
+    primers and one template. This class is used by the Anneal class and is not
+    meant to be instantiated directly.
+
+    Parameters
+    ----------
+    forward_primer : SeqRecord(Biopython)
+        SeqRecord object holding the forward (sense) primer
+
+    reverse_primer : SeqRecord(Biopython)
+        SeqRecord object holding the reverse (antisense) primer
+
+    template : Dseqrecord
+        Dseqrecord object holding the template (circular or linear)
+
+
+    """
+
+    def __init__(self, record, *args, template=None, forward_primer=None, reverse_primer=None, **kwargs):
+        super().__init__(record, *args)
+        self.template = template
+        self.forward_primer = forward_primer
+        self.reverse_primer = reverse_primer
+        self.__dict__.update(kwargs)
+
+        # https://medium.com/@chipiga86/circular-references-without-memory-
+        # leaks-and-destruction-of-objects-in-python-43da57915b8d
+
+

+[docs]
+    @classmethod
+    def from_SeqRecord(cls, record, *args, path=None, **kwargs):
+        obj = super().from_SeqRecord(record, *args, **kwargs)
+        obj.path = path
+        return obj

+
+
+    def __getitem__(self, sl):
+        answer = _copy.copy(self)
+        answer.seq = answer.seq.__getitem__(sl)
+        # answer.seq.alphabet = self.seq.alphabet
+        sr = _SeqRecord("n" * len(self))
+        sr.features = self.features
+        answer.features = _SeqRecord.__getitem__(sr, sl).features
+        return answer
+
+    def __repr__(self):
+        """returns a short string representation of the object"""
+        return "Amplicon({})".format(self.__len__())
+
+    def _repr_pretty_(self, p, cycle):
+        p.text("Amplicon({})".format(self.__len__()))
+
+    def _repr_html_(self):
+        return "Amplicon({})".format(self.__len__())
+
+

+[docs]
+    def reverse_complement(self):
+        r = type(self)(super().reverse_complement())
+        r.template = self.template.rc()
+        r.forward_primer = _copy.copy(self.reverse_primer)
+        r.reverse_primer = _copy.copy(self.forward_primer)
+        r.forward_primer.position, r.reverse_primer.position = r.reverse_primer.position, r.forward_primer.position
+        return r

+
+
+    rc = reverse_complement
+
+

+[docs]
+    def figure(self):
+        """
+        This method returns a simple figure of the two primers binding
+        to a part of the template.
+
+        ::
+
+         5tacactcaccgtctatcattatc...cgactgtatcatctgatagcac3
+                                    ||||||||||||||||||||||
+                                   3gctgacatagtagactatcgtg5
+         5tacactcaccgtctatcattatc3
+          |||||||||||||||||||||||
+         3atgtgagtggcagatagtaatag...gctgacatagtagactatcgtg5
+
+
+
+        Returns
+        -------
+        figure:string
+             A string containing a text representation of the primers
+             annealing on the template (see example above).
+        """
+
+        fp = self.forward_primer
+        rp = self.reverse_primer
+        tp = self.template
+        ft = len(fp) - fp._fp  # forward tail length
+        # rt = len(rp) - rp._fp  # reverse tail length
+        faz = tp[fp.position - fp._fp : fp.position].seq
+        raz = tp[rp.position : rp.position + rp._fp].seq
+        sp3 = " " * (len(fp.seq) + 3)
+        # breakpoint()
+        fzc = tp.seq.crick[::-1][fp.position - fp._fp : fp.position]
+        rzc = tp.seq.crick[::-1][rp.position : rp.position + rp._fp]
+        f = f"""
+            {" " *ft}5{faz}...{raz}3
+             {sp3}{"|" * rp._fp}
+            {sp3}3{rp.seq[::-1]}5
+            5{fp.seq}3
+             {"|" *fp._fp:>{len(fp)}}
+            {" " *ft}3{fzc}...{rzc}5
+            """
+        # breakpoint()
+        return _pretty_str(_textwrap.dedent(f).strip("\n"))

+
+
+

+[docs]
+    def set_forward_primer_footprint(self, length):
+        self.forward_primer = _Primer(self.forward_primer.tail + self.seq[:length], footprint=length)

+
+
+

+[docs]
+    def set_reverse_primer_footprint(self, length):
+        self.reverse_primer = _Primer(self.reverse_primer.tail + self.seq[:length], footprint=length)

+
+
+

+[docs]
+    def program(self):
+        return _program(self)

+
+
+

+[docs]
+    def dbd_program(self):
+        return _dbd_program(self)

+
+
+

+[docs]
+    def primers(self):
+        return self.forward_primer, self.reverse_primer

+

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/amplify.html b/_modules/pydna/amplify.html new file mode 100644 index 00000000..bf428c87 --- /dev/null +++ b/_modules/pydna/amplify.html @@ -0,0 +1,643 @@ + + + + + + pydna.amplify — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.amplify

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+# doctest: +NORMALIZE_WHITESPACE
+# doctest: +SKIP
+"""This module provide the :class:`Anneal` class and the :func:`pcr` function
+for PCR simulation. The pcr function is simpler to use, but expects only one
+PCR product. The Anneal class should be used if more flexibility is required.
+
+Primers with 5' tails as well as inverse PCR on circular templates are handled
+correctly."""
+
+from pydna._pretty import pretty_str as _pretty_str
+from pydna.utils import flatten as _flatten
+
+# from pydna.utils import memorize as _memorize
+from pydna.utils import rc as _rc
+from pydna.amplicon import Amplicon as _Amplicon
+from pydna.primer import Primer as _Primer
+from pydna.seqrecord import SeqRecord as _SeqRecord
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+from Bio.SeqFeature import SeqFeature as _SeqFeature
+from Bio.SeqFeature import SimpleLocation as _SimpleLocation
+from Bio.SeqFeature import CompoundLocation as _CompoundLocation
+from pydna.seq import Seq as _Seq
+import itertools as _itertools
+import re as _re
+import copy as _copy
+import operator as _operator
+import os as _os
+import logging as _logging
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+
+_table = {  # IUPAC Ambiguity Codes for Nucleotide Degeneracy and U for Uracile
+    "A": "A",
+    "C": "C",
+    "G": "G",
+    "T": "T",
+    "U": "A",  # XXX
+    "R": "(A|G)",
+    "Y": "(C|T)",
+    "S": "(G|C)",
+    "W": "(A|T)",
+    "K": "(G|T)",
+    "M": "(A|C)",
+    "B": "(C|G|T)",
+    "D": "(A|G|T)",
+    "H": "(A|C|T)",
+    "V": "(A|C|G)",
+    "N": "(A|G|C|T)",
+}
+
+
+def _annealing_positions(primer, template, limit):
+    """Finds the annealing position(s) for a primer on a template where the
+    primer anneals perfectly with at least limit nucleotides in the 3' part.
+    The primer is the lower strand in the figure below.
+
+    start is a position (integer)
+
+    footprint and tail are strings.
+
+    ::
+
+        <- - - - - - - - - - template - - - - - - - - - - - - - >
+
+        <------- start (int) ------>
+     5'-...gctactacacacgtactgactgcctccaagatagagtcagtaaccacactcgat...3'
+           ||||||||||||||||||||||||||||||||||||||||||||||||
+                                  3'-gttctatctcagtcattggtgtATAGTG-5'
+
+                                     <-footprint length -->
+
+    Parameters
+    ----------
+    primer : string
+        The primer sequence 5'-3'
+
+    template : string
+        The template sequence 5'-3'
+
+    limit : int = 15, optional
+        footprint needs to be at least of length limit.
+
+    Returns
+    -------
+    describe : list of tuples (int, int)
+        [ (start1, footprint1), (start2, footprint2) ,..., ]
+    """
+
+    # return empty list if primer too short
+    if len(primer) < limit:
+        return []
+
+    prc = _rc(primer)
+
+    # head is minimum part of primer that must anneal
+    head = prc[:limit].upper()
+
+    # Make regex pattern that reflects extended IUPAC DNA code
+    head = "".join(_table[key] for key in head)
+
+    positions = [m.start() for m in _re.finditer(f"(?={head})", template, _re.I)]
+
+    if positions:
+        tail = prc[limit:].lower()
+        length = len(tail)
+        results = []
+        for match_start in positions:
+            tm = template[match_start + limit : match_start + limit + length].lower()
+            footprint = len(list(_itertools.takewhile(lambda x: x[0] == x[1], zip(tail, tm))))
+            results.append((match_start, footprint + limit))
+        return results
+    return []
+
+
+# class _Memoize(type):
+#     @_memorize("pydna.amplify.Anneal")
+#     def __call__(cls, *args, **kwargs):
+#         return super().__call__(*args, **kwargs)
+
+
+

+[docs]
+class Anneal(object):  # ), metaclass=_Memoize):
+    """The Anneal class has the following important attributes:
+
+    Attributes
+    ----------
+    forward_primers : list
+        Description of `forward_primers`.
+    reverse_primers : list
+        Description of `reverse_primers`.
+    template : Dseqrecord
+        A copy of the template argument. Primers annealing sites has been
+        added as features that can be visualized in a seqence editor such as
+        ApE.
+    limit : int, optional
+        The limit of PCR primer annealing, default is 13 bp."""
+
+    def __init__(self, primers, template, limit=13, **kwargs):
+        r"""The Anneal class has to be initiated with at least an iterable of
+        primers and a template.
+
+
+
+        Parameters
+        ----------
+        primers : iterable of :class:`Primer` or Biopython SeqRecord like
+                  objects Primer sequences 5'-3'.
+
+        template : Dseqrecord
+            The template sequence 5'-3'.
+
+        limit : int, optional
+            limit length of the annealing part of the primers.
+
+        Attributes
+        ----------
+        products: list
+            A list of Amplicon objects, one for each primer pair that may
+            form a PCR product.
+
+
+        Examples
+        --------
+        >>> from pydna.readers import read
+        >>> from pydna.amplify import Anneal
+        >>> from pydna.dseqrecord import Dseqrecord as Ds
+        >>> t = Ds("tacactcaccgtctatcattatcta" +
+        ...        "gatc"*240 +
+        ...        "ctatcgactgtatcatctgatagcac")
+        >>> from Bio.SeqRecord import SeqRecord
+        >>> p1 = read(">p1\ntacactcaccgtctatcattatc", ds = False)
+        >>> p2 = read(">p2\ngtgctatcagatgatacagtcg", ds = False)
+        >>> ann = Anneal((p1, p2), t)
+        >>> print(ann.report())
+        Template name 1011 bp linear limit=13:
+        p1 anneals forward (--->) at 23
+        p2 anneals reverse (<---) at 989
+        >>> ann.products
+        [Amplicon(1011)]
+        >>> amplicon_list = ann.products
+        >>> amplicon = amplicon_list.pop()
+        >>> amplicon
+        Amplicon(1011)
+        >>> print(amplicon.figure())
+        5tacactcaccgtctatcattatc...cgactgtatcatctgatagcac3
+                                   ||||||||||||||||||||||
+                                  3gctgacatagtagactatcgtg5
+        5tacactcaccgtctatcattatc3
+         |||||||||||||||||||||||
+        3atgtgagtggcagatagtaatag...gctgacatagtagactatcgtg5
+        >>> print(amplicon)
+        Dseqrecord
+        circular: False
+        size: 1011
+        ID: 1011bp
+        Name: 1011bp_PCR_prod
+        Description: pcr_product_p1_p2
+        Number of features: 2
+        /molecule_type=DNA
+        Dseq(-1011)
+        taca..gcac
+        atgt..cgtg
+        >>> print(amplicon.program())
+        |95°C|95°C               |    |tmf:57.2
+        |____|_____          72°C|72°C|tmr:58.5
+        |3min|30s  \ 57.9°C _____|____|45s/kb
+        |    |      \______/ 0:45|5min|GC 49%
+        |    |       30s         |    |1011bp
+        >>>
+
+        """
+        self.primers = primers
+        self.template = _copy.deepcopy(template)
+
+        self.limit = limit
+        self.kwargs = kwargs
+
+        self._products = None
+
+        self.forward_primers = []
+        self.reverse_primers = []
+
+        twl = len(self.template.seq.watson)
+        tcl = len(self.template.seq.crick)
+
+        if self.template.circular:
+            tw = self.template.seq.watson + self.template.seq.watson
+            tc = self.template.seq.crick + self.template.seq.crick
+        else:
+            tw = self.template.seq.watson
+            tc = self.template.seq.crick
+
+        for p in self.primers:
+            self.forward_primers.extend(
+                (
+                    _Primer(
+                        p,
+                        #          template = self.template,
+                        position=tcl - pos - min(self.template.seq.ovhg, 0),
+                        footprint=fp,
+                    )
+                    for pos, fp in _annealing_positions(str(p.seq), tc, self.limit)
+                    if pos < tcl
+                )
+            )
+            self.reverse_primers.extend(
+                (
+                    _Primer(
+                        p,
+                        #          template = self.template,
+                        position=pos + max(0, self.template.seq.ovhg),
+                        footprint=fp,
+                    )
+                    for pos, fp in _annealing_positions(str(p.seq), tw, self.limit)
+                    if pos < twl
+                )
+            )
+
+        self.forward_primers.sort(key=_operator.attrgetter("position"))
+        self.reverse_primers.sort(key=_operator.attrgetter("position"), reverse=True)
+
+        for fp in self.forward_primers:
+            if fp.position - fp._fp >= 0:
+                start = fp.position - fp._fp
+                end = fp.position
+                self.template.features.append(
+                    _SeqFeature(
+                        _SimpleLocation(start, end, strand=1),
+                        type="primer_bind",
+                        qualifiers={
+                            "label": [fp.name],
+                            "PCR_conditions": [f"primer sequence:{fp.seq}"],
+                            "ApEinfo_fwdcolor": ["#baffa3"],
+                            "ApEinfo_revcolor": ["#ffbaba"],
+                        },
+                    )
+                )
+            else:
+                start = len(self.template) - fp._fp + fp.position
+                end = start + fp._fp - len(self.template)
+                sf = _SeqFeature(
+                    _CompoundLocation(
+                        [
+                            _SimpleLocation(start, len(self.template)),
+                            _SimpleLocation(0, end),
+                        ]
+                    ),
+                    type="primer_bind",
+                    qualifiers={
+                        "label": [fp.name],
+                        "PCR_conditions": [f"primer sequence:{fp.seq}"],
+                        "ApEinfo_fwdcolor": ["#baffa3"],
+                        "ApEinfo_revcolor": ["#ffbaba"],
+                    },
+                )
+                self.template.features.append(sf)
+
+        for rp in self.reverse_primers:
+            if rp.position + rp._fp <= len(self.template):
+                start = rp.position
+                end = rp.position + rp._fp
+                self.template.features.append(
+                    _SeqFeature(
+                        _SimpleLocation(start, end, strand=-1),
+                        type="primer_bind",
+                        qualifiers={
+                            "label": [rp.name],
+                            "PCR_conditions": [f"primer sequence:{rp.seq}"],
+                            "ApEinfo_fwdcolor": ["#baffa3"],
+                            "ApEinfo_revcolor": ["#ffbaba"],
+                        },
+                    )
+                )
+            else:
+                start = rp.position
+                end = rp.position + rp._fp - len(self.template)
+                self.template.features.append(
+                    _SeqFeature(
+                        _CompoundLocation(
+                            [
+                                _SimpleLocation(0, end, strand=-1),
+                                _SimpleLocation(start, len(self.template), strand=-1),
+                            ],
+                        ),
+                        type="primer_bind",
+                        qualifiers={"label": [rp.name]},
+                    )
+                )
+
+    @property
+    def products(self):
+        if self._products:
+            return self._products
+
+        self._products = []
+
+        for fp in self.forward_primers:
+            for rp in self.reverse_primers:
+                if self.template.circular:
+                    shift = fp.position - fp._fp
+                    tpl = self.template.shifted(shift)  # shift template so that it starts where the fp starts anneling
+                    feats = tpl[: rp.position + rp._fp].features
+                    fp.position = fp._fp  # New position of fp becomes the footprint length
+                    rp.position = (rp.position - shift) % len(self.template)  # Shift the rp position as well
+                elif fp.position <= rp.position:  # pcr products only formed if fp anneals forward of rp
+                    feats = self.template[
+                        fp.position - fp._fp : rp.position + rp._fp
+                    ].features  # Save features covered by primers
+                    tpl = self.template
+                else:
+                    continue
+                if tpl.circular and fp.position == rp.position:
+                    prd = _Dseqrecord(fp) + _Dseqrecord(rp).reverse_complement()
+                else:
+                    prd = _Dseqrecord(fp) + tpl[fp.position : rp.position] + _Dseqrecord(rp).reverse_complement()
+                prd.features = feats
+                full_tmpl_features = [
+                    f for f in self.template.features if f.location.start == 0 and f.location.end == len(self.template)
+                ]
+                new_identifier = ""
+                if full_tmpl_features:
+                    ft = full_tmpl_features[0]
+                    if "label" in ft.qualifiers:
+                        new_identifier = " ".join(ft.qualifiers["label"])
+                    elif "note" in ft.qualifiers:
+                        new_identifier = " ".join(ft.qualifiers["note"])
+
+                from pydna.utils import (
+                    identifier_from_string as _identifier_from_string,
+                )  # TODO:  clean this up
+
+                prd.name = (
+                    _identifier_from_string(new_identifier)[:16]
+                    or self.kwargs.get("name")
+                    or f"{len(prd)}bp_PCR_prod"[:16]
+                )
+                prd.id = _identifier_from_string(new_identifier)[:16] or self.kwargs.get("id") or f"{len(prd)}bp"[:16]
+                prd.description = self.kwargs.get("description") or "pcr_product_{}_{}".format(
+                    fp.description, rp.description
+                )
+
+                amplicon = _Amplicon(
+                    prd,
+                    template=tpl,
+                    forward_primer=fp,
+                    reverse_primer=rp,
+                    **self.kwargs,
+                )
+
+                # amplicon.forward_primer.amplicon = amplicon
+                # amplicon.reverse_primer.amplicon = amplicon
+
+                self._products.append(amplicon)
+
+        return self._products
+
+    def __repr__(self):
+        """returns a short string representation"""
+        return "Reaction(products = {})".format(len(self.forward_primers * len(self.reverse_primers)))
+
+    def __str__(self):
+        """returns a short report describing if or where primer
+        anneal on the template."""
+
+        mystring = "Template {name} {size} bp {top} limit={limit}:\n".format(
+            name=self.template.name,
+            size=len(self.template),
+            top={True: "circular", False: "linear"}[self.template.circular],
+            limit=self.limit,
+        )
+        if self.forward_primers:
+            for p in self.forward_primers:
+                mystring += "{name} anneals forward (--->) at {pos}\n".format(name=p.name, pos=p.position)
+        else:
+            mystring += "No forward primers anneal...\n"
+        # mystring +="\n"
+        if self.reverse_primers:
+            for p in self.reverse_primers:
+                mystring += "{name} anneals reverse (<---) at {pos}\n".format(name=p.name, pos=p.position)
+        else:
+            mystring += "No reverse primers anneal...\n"
+        return _pretty_str(mystring.strip())
+
+    report = __str__

+
+
+
+

+[docs]
+def pcr(*args, **kwargs):
+    """pcr is a convenience function for the Anneal class to simplify its
+    usage, especially from the command line. If more than one or no PCR
+    product is formed, a ValueError is raised.
+
+    args is any iterable of Dseqrecords or an iterable of iterables of
+    Dseqrecords. args will be greedily flattened.
+
+    Parameters
+    ----------
+
+    args : iterable containing sequence objects
+        Several arguments are also accepted.
+
+    limit : int = 13, optional
+        limit length of the annealing part of the primers.
+
+    Notes
+    -----
+
+    sequences in args could be of type:
+
+    * string
+    * Seq
+    * SeqRecord (or subclass)
+    * Dseqrecord (or sublcass)
+
+    The last sequence will be assumed to be the template while
+    all preceeding sequences will be assumed to be primers.
+
+    This is a powerful function, use with care!
+
+    Returns
+    -------
+
+    product : Amplicon
+        An :class:`pydna.amplicon.Amplicon` object representing the PCR
+        product. The direction of the PCR product will be the same as for
+        the template sequence.
+
+    Examples
+    --------
+
+    >>> from pydna.dseqrecord import Dseqrecord
+    >>> from pydna.readers import read
+    >>> from pydna.amplify import pcr
+    >>> from pydna.primer import Primer
+    >>> template = Dseqrecord("tacactcaccgtctatcattatctac\
+tatcgactgtatcatctgatagcac")
+    >>> from Bio.SeqRecord import SeqRecord
+    >>> p1 = Primer("tacactcaccgtctatcattatc")
+    >>> p2 = Primer("cgactgtatcatctgatagcac").reverse_complement()
+    >>> pcr(p1, p2, template)
+    Amplicon(51)
+    >>> pcr([p1, p2], template)
+    Amplicon(51)
+    >>> pcr((p1,p2,), template)
+    Amplicon(51)
+    >>>
+
+    """
+
+    output = _flatten(args)  # flatten
+    new = []
+    for s in output:
+        if hasattr(s, "watson"):
+            s = _SeqRecord(_Seq(s.watson))
+        elif hasattr(s, "transcribe"):
+            s = _SeqRecord(s)
+        elif isinstance(s, str):
+            s = _SeqRecord(_Seq(s))
+        elif hasattr(s, "features"):
+            pass
+        else:
+            raise TypeError(
+                "arguments need to be a string, Bio.Seq, SeqRecord" ", Primer, Dseqrecord or Amplicon object"
+            )
+        new.append(s)
+
+    # A single Amplicon object
+    if len(new) == 1 and hasattr(new[0], "forward_primer"):
+        new = [new[0].forward_primer, new[0].reverse_primer, new[0].template]
+
+    if not hasattr(new[-1].seq, "watson"):
+        new[-1] = _Dseqrecord(s)
+
+    anneal_primers = Anneal(new[:-1], new[-1], **kwargs)
+
+    if len(anneal_primers.products) == 1:
+        return anneal_primers.products[0]
+    elif len(anneal_primers.products) == 0:
+        raise ValueError(f"No PCR product! {anneal_primers.report()}")
+    raise ValueError("PCR not specific! {format(anneal_primers.report()}")

+
+
+
+if __name__ == "__main__":
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/assembly.html b/_modules/pydna/assembly.html new file mode 100644 index 00000000..32031640 --- /dev/null +++ b/_modules/pydna/assembly.html @@ -0,0 +1,629 @@ + + + + + + pydna.assembly — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.assembly

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""Assembly of sequences by homologous recombination.
+
+Should also be useful for related techniques such as Gibson assembly and fusion
+PCR. Given a list of sequences (Dseqrecords), all sequences are analyzed for
+shared homology longer than the set limit.
+
+A graph is constructed where each overlapping region form a node and
+sequences separating the overlapping regions form edges.
+
+
+::
+
+
+                -- A --
+    catgatctacgtatcgtgt     -- B --
+                atcgtgtactgtcatattc
+                            catattcaaagttct
+
+
+
+    --x--> A --y--> B --z-->   (Graph)
+
+    Nodes:
+
+    A : atcgtgt
+    B : catattc
+
+    Edges:
+
+    x : catgatctacgt
+    y : actgt
+    z : aaagttct
+
+
+The NetworkX package is used to trace linear and circular paths through the
+graph.
+"""
+import os as _os
+from Bio.SeqFeature import ExactPosition as _ExactPosition
+from Bio.SeqFeature import SimpleLocation as _SimpleLocation
+from Bio.SeqFeature import CompoundLocation as _CompoundLocation
+from pydna.utils import rc as _rc
+
+# from pydna.utils import memorize as _memorize
+from pydna._pretty import pretty_str as _pretty_str
+from pydna.contig import Contig as _Contig
+from pydna.common_sub_strings import common_sub_strings
+
+from pydna.common_sub_strings import terminal_overlap
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+import networkx as _nx
+from copy import deepcopy as _deepcopy
+import itertools as _itertools
+import logging as _logging
+
+# from func_timeout import func_set_timeout
+# from wrapt_timeout_decorator import timeout
+from pydna.threading_timer_decorator_exit import exit_after
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+
+
+terminal_overlap
+
+
+

+[docs]
+class Assembly(object):  # , metaclass=_Memoize):
+    """Assembly of a list of linear DNA fragments into linear or circular
+    constructs. The Assembly is meant to replace the Assembly method as it
+    is easier to use. Accepts a list of Dseqrecords (source fragments) to
+    initiate an Assembly object. Several methods are available for analysis
+    of overlapping sequences, graph construction and assembly.
+
+    Parameters
+    ----------
+
+    fragments : list
+        a list of Dseqrecord objects.
+    limit : int, optional
+        The shortest shared homology to be considered
+    algorithm : function, optional
+        The algorithm used to determine the shared sequences.
+    max_nodes : int
+        The maximum number of nodes in the graph. This can be tweaked to
+        manage sequences with a high number of shared sub sequences.
+
+
+
+    Examples
+    --------
+
+    >>> from pydna.assembly import Assembly
+    >>> from pydna.dseqrecord import Dseqrecord
+    >>> a = Dseqrecord("acgatgctatactgCCCCCtgtgctgtgctcta")
+    >>> b = Dseqrecord("tgtgctgtgctctaTTTTTtattctggctgtatc")
+    >>> c = Dseqrecord("tattctggctgtatcGGGGGtacgatgctatactg")
+    >>> x = Assembly((a,b,c), limit=14)
+    >>> x
+    Assembly
+    fragments....: 33bp 34bp 35bp
+    limit(bp)....: 14
+    G.nodes......: 6
+    algorithm....: common_sub_strings
+    >>> x.assemble_circular()
+    [Contig(o59), Contig(o59)]
+    >>> x.assemble_circular()[0].seq.watson
+    'acgatgctatactgCCCCCtgtgctgtgctctaTTTTTtattctggctgtatcGGGGGt'
+
+
+    """
+
+    def __init__(self, frags=None, limit=25, algorithm=common_sub_strings):
+        # Fragments is a string subclass with some extra properties
+        # The order of the fragments has significance
+        fragments = []
+        for f in frags:
+            fragments.append(
+                {
+                    "upper": str(f.seq).upper(),
+                    "mixed": str(f.seq),
+                    "name": f.name,
+                    "features": f.features,
+                    "nodes": [],
+                }
+            )
+
+        # rcfragments is a dict with fragments as keys and the reverse
+        # complement as value
+        rcfragments = dict(
+            (
+                f["mixed"],
+                {
+                    "upper": str(frc.seq).upper(),
+                    "mixed": str(frc.seq),
+                    "name": frc.name,
+                    "features": frc.features,
+                    "nodes": [],
+                },
+            )
+            for f, frc in zip(fragments, (f.rc() for f in frags))
+        )
+        # The nodemap dict holds nodes and their reverse complements
+        nodemap = {
+            "begin": "end",
+            "end": "begin",
+            "begin_rc": "end_rc",
+            "end_rc": "begin_rc",
+        }
+
+        # all combinations of fragments are compared.
+        # see https://docs.python.org/3.10/library/itertools.html
+        # itertools.combinations('ABCD', 2)-->  AB AC AD BC BD CD
+        for first, secnd in _itertools.combinations(fragments, 2):
+            if first["upper"] == secnd["upper"]:
+                continue
+
+            firrc = rcfragments[first["mixed"]]
+            secrc = rcfragments[secnd["mixed"]]
+
+            # matches is a list of tuples of three integers describing
+            # overlapping sequences:
+            # (start position in first, start position in secnd, length)
+            # This comparison is done using uppercase strings, see _
+            # Fragment class
+            matches = algorithm(first["upper"], secnd["upper"], limit)
+
+            for start_in_first, start_in_secnd, length in matches:
+                # node is a string and represent the shared sequence in upper
+                # case.
+                node = first["upper"][start_in_first : start_in_first + length]
+
+                first["nodes"].append((start_in_first, length, node))
+                secnd["nodes"].append((start_in_secnd, length, node))
+
+                # The same node exists between the reverse complements of
+                # first and secnd
+                # The new positions are calculated from the length of the
+                # fragment and
+                # the overlapping sequence
+                start_in_firrc = len(first["upper"]) - start_in_first - length
+                start_in_secrc = len(secnd["upper"]) - start_in_secnd - length
+                # noderc is the reverse complement of node
+                noderc = firrc["upper"][start_in_firrc : start_in_firrc + length]
+                firrc["nodes"].append((start_in_firrc, length, noderc))
+                secrc["nodes"].append((start_in_secrc, length, noderc))
+                nodemap[node] = noderc
+
+            # first is also compared to the rc of secnd
+            matches = algorithm(first["upper"], secrc["upper"], limit)
+
+            for start_in_first, start_in_secrc, length in matches:
+                node = first["upper"][start_in_first : start_in_first + length]
+                first["nodes"].append((start_in_first, length, node))
+                secrc["nodes"].append((start_in_secrc, length, node))
+
+                start_in_firrc, start_in_secnd = (
+                    len(first["upper"]) - start_in_first - length,
+                    len(secnd["upper"]) - start_in_secrc - length,
+                )
+                noderc = firrc["upper"][start_in_firrc : start_in_firrc + length]
+                firrc["nodes"].append((start_in_firrc, length, noderc))
+                secnd["nodes"].append((start_in_secnd, length, noderc))
+                nodemap[node] = noderc
+
+        # A directed graph class that can store multiedges.
+        # Multiedges are multiple edges between two nodes. Each edge can hold
+        # optional data or attributes.
+        # https://networkx.github.io/documentation/stable/reference/classes/
+        # multidigraph.html
+
+        order = 0
+        G = _nx.MultiDiGraph()
+        # loop through all fragments their and reverse complements
+
+        for f in fragments:
+            f["nodes"] = sorted(set(f["nodes"]))
+
+        for f in rcfragments.values():
+            f["nodes"] = sorted(set(f["nodes"]))
+
+        for f in _itertools.chain(fragments, rcfragments.values()):
+            # nodes are sorted in place in the order of their position
+            # duplicates are removed (same position and sequence)
+            # along the fragment since nodes are a tuple (position(int),
+            # sequence(str))
+
+            before = G.order()
+            G.add_nodes_from(
+                (node, {"order": order + od, "length": length})
+                for od, (start, length, node) in enumerate(n for n in f["nodes"] if n[2] not in G)
+            )
+            order += G.order() - before
+
+            for (start1, length1, node1), (
+                start2,
+                length2,
+                node2,
+            ) in _itertools.combinations(f["nodes"], 2):
+                feats = [
+                    ft
+                    for ft in f["features"]
+                    if start1 <= ft.location.start and start2 + G.nodes[node2]["length"] >= ft.location.end
+                ]
+
+                # for feat in feats:
+                #     feat.location += -start1
+
+                G.add_edge(
+                    node1,
+                    node2,  # nodes (strings)
+                    piece=slice(start1, start2),  # slice
+                    features=feats,  # features
+                    seq=f["mixed"],  # mixed case string
+                    name=f["name"],
+                )  # string
+
+        self.G = _nx.create_empty_copy(G)
+        self.G.add_edges_from(sorted(G.edges(data=True), key=lambda t: len(t[2].get("seq", 1)), reverse=True))
+        self.nodemap = {**nodemap, **{nodemap[i]: i for i in nodemap}}
+        self.limit = limit
+        self.fragments = fragments
+        self.rcfragments = rcfragments
+        self.algorithm = algorithm
+
+    @exit_after(int(_os.getenv("pydna_assembly_limit", 10)))
+    def assemble_linear(self, start=None, end=None, max_nodes=None):
+        G = _nx.MultiDiGraph(self.G)
+
+        G.add_nodes_from(["begin", "begin_rc", "end", "end_rc"], length=0)
+
+        # add edges from "begin" to nodes in the first
+        # sequence in self.fragments
+        firstfragment = self.fragments[0]
+        for start, length, node in firstfragment["nodes"][::-1]:
+            G.add_edge(
+                "begin",
+                node,
+                piece=slice(0, start),
+                features=[f for f in firstfragment["features"] if start + length >= f.location.end],
+                seq=firstfragment["mixed"],
+                name=firstfragment["name"],
+            )
+
+        # add edges from "begin_rc" to nodes in the reverse complement of the
+        # first sequence
+        firstfragmentrc = self.rcfragments[firstfragment["mixed"]]
+        for start, length, node in firstfragmentrc["nodes"][::-1]:
+            G.add_edge(
+                "begin_rc",
+                node,
+                piece=slice(0, start),
+                features=[f for f in firstfragmentrc["features"] if start + length >= f.location.end],
+                seq=firstfragmentrc["mixed"],
+                name=firstfragmentrc["name"],
+            )
+
+        # add edges from nodes in last sequence to "end"
+        lastfragment = self.fragments[-1]
+        for start, length, node in lastfragment["nodes"]:
+            G.add_edge(
+                node,
+                "end",
+                piece=slice(start, len(lastfragment["mixed"])),
+                features=[f for f in lastfragment["features"] if start <= f.location.start],
+                seq=lastfragment["mixed"],
+                name=lastfragment["name"],
+            )
+            # breakpoint()
+
+        # add edges from nodes in last reverse complement sequence to "end_rc"
+        lastfragmentrc = self.rcfragments[lastfragment["mixed"]]
+        for start, length, node in lastfragmentrc["nodes"]:
+            G.add_edge(
+                node,
+                "end_rc",
+                piece=slice(start, len(lastfragmentrc["mixed"])),
+                features=[f for f in lastfragmentrc["features"] if start <= f.location.start],
+                seq=lastfragmentrc["mixed"],
+                name=lastfragmentrc["name"],
+            )
+
+        max_nodes = max_nodes or len(self.fragments)
+
+        linearpaths = list(
+            _itertools.chain(
+                _nx.all_simple_paths(_nx.DiGraph(G), "begin", "end", cutoff=max_nodes),
+                _nx.all_simple_paths(_nx.DiGraph(G), "begin", "end_rc", cutoff=max_nodes),
+                _nx.all_simple_paths(_nx.DiGraph(G), "begin_rc", "end", cutoff=max_nodes),
+                _nx.all_simple_paths(_nx.DiGraph(G), "begin_rc", "end_rc", cutoff=max_nodes),
+            )
+        )
+
+        lps = {}
+
+        for lp in linearpaths:
+            edgelol = []
+
+            for u, v in zip(lp, lp[1:]):
+                e = []
+                for d in G[u][v].values():
+                    e.append((u, v, d))
+                edgelol.append(e)
+
+            for edges in _itertools.product(*edgelol):
+                # TODO explain
+                if [
+                    True
+                    for ((u, v, e), (x, y, z)) in zip(edges, edges[1:])
+                    if ((e["seq"], e["piece"].stop) == (z["seq"], z["piece"].start))
+                ]:
+                    continue
+                ct = "".join(e["seq"][e["piece"]] for u, v, e in edges)
+                key = ct.upper()
+
+                if key in lps:
+                    continue  # TODO: is this test needed?
+                sg = _nx.DiGraph()
+                sg.add_edges_from(edges)
+                sg.add_nodes_from((n, d) for n, d in G.nodes(data=True) if n in lp)
+
+                edgefeatures = []
+                offset = 0
+                for u, v, e in edges:
+                    feats = _deepcopy(e["features"])
+                    for f in feats:
+                        f.location += offset - e["piece"].start
+                    edgefeatures.extend(feats)
+                    offset += e["piece"].stop - e["piece"].start
+
+                lps[key] = ct, edgefeatures, sg, {n: self.nodemap[n] for n in lp}
+
+        return sorted(
+            (
+                _Contig.from_string(
+                    lp[0],
+                    features=lp[1],
+                    graph=lp[2],
+                    nodemap=lp[3],
+                    linear=True,
+                    circular=False,
+                )
+                for lp in lps.values()
+            ),
+            key=len,
+            reverse=True,
+        )
+
+    @exit_after(int(_os.getenv("pydna_assembly_limit", 10)))
+    def assemble_circular(self, length_bound=None):
+        cps = {}  # circular assembly
+        cpsrc = {}
+        cpaths = sorted(_nx.simple_cycles(self.G, length_bound=length_bound), key=len)
+        cpaths_sorted = []
+        for cpath in cpaths:
+            order, node = min((self.G.nodes[node]["order"], node) for node in cpath)
+            i = cpath.index(node)
+            cpaths_sorted.append((order, cpath[i:] + cpath[:i]))
+        cpaths_sorted.sort()
+
+        for (
+            _,
+            cp,
+        ) in cpaths_sorted:  # cpaths is a list of nodes representing a circular assembly
+            edgelol = []  # edgelol is a list of lists of all edges along cp
+            cp += cp[0:1]
+            for u, v in zip(cp, cp[1:]):
+                e = []
+                for d in self.G[u][v].values():
+                    e.append((u, v, d))
+                edgelol.append(e)
+
+            for edges in _itertools.product(*edgelol):
+                if [
+                    True
+                    for ((u, v, e), (x, y, z)) in zip(edges, edges[1:])
+                    if ((e["seq"], e["piece"].stop) == (z["seq"], z["piece"].start))
+                ]:
+                    continue
+                ct = "".join(e["seq"][e["piece"]] for u, v, e in edges)
+                key = ct.upper()
+
+                if key in cps or key in cpsrc:
+                    continue  # TODO: is test in cpsrc needed?
+                sg = _nx.DiGraph()
+                sg.add_edges_from(edges)
+                sg.add_nodes_from((n, d) for n, d in self.G.nodes(data=True) if n in cp)
+
+                edgefeatures = []
+                offset = 0
+
+                for u, v, e in edges:
+                    feats = _deepcopy(e["features"])
+                    for feat in feats:
+                        feat.location += offset
+                    edgefeatures.extend(feats)
+                    offset += e["piece"].stop - e["piece"].start
+                    for f in edgefeatures:
+                        if f.location.start > len(ct) and f.location.end > len(ct):
+                            f.location += -len(ct)
+                        elif f.location.end > len(ct):
+                            f.location = _CompoundLocation(
+                                (
+                                    _SimpleLocation(f.location.start, _ExactPosition(len(ct))),
+                                    _SimpleLocation(_ExactPosition(0), f.location.end - len(ct)),
+                                )
+                            )
+
+                cps[key] = cpsrc[_rc(key)] = (
+                    ct,
+                    edgefeatures,
+                    sg,
+                    {n: self.nodemap[n] for n in cp[:-1]},
+                    cp,
+                )
+
+        return sorted(
+            (
+                _Contig.from_string(
+                    cp[0],
+                    features=cp[1],
+                    graph=cp[2],
+                    nodemap=cp[3],
+                    linear=False,
+                    circular=True,
+                )
+                for cp in cps.values()
+            ),
+            key=len,
+            reverse=True,
+        )
+
+    def __repr__(self):
+        # https://pyformat.info
+        return _pretty_str(
+            "Assembly\n"
+            "fragments..: {sequences}\n"
+            "limit(bp)..: {limit}\n"
+            "G.nodes....: {nodes}\n"
+            "algorithm..: {al}".format(
+                sequences=" ".join("{}bp".format(len(x["mixed"])) for x in self.fragments),
+                limit=self.limit,
+                nodes=self.G.order(),
+                al=self.algorithm.__name__,
+            )
+        )

+
+
+
+example_fragments = (
+    _Dseqrecord("AacgatCAtgctcc", name="a"),
+    _Dseqrecord("TtgctccTAAattctgc", name="b"),
+    _Dseqrecord("CattctgcGAGGacgatG", name="c"),
+)
+
+
+linear_results = (
+    _Dseqrecord("AacgatCAtgctccTAAattctgcGAGGacgatG", name="abc"),
+    _Dseqrecord("ggagcaTGatcgtCCTCgcagaatG", name="ac_rc"),
+    _Dseqrecord("AacgatG", name="ac"),
+)
+
+
+circular_results = (
+    _Dseqrecord("acgatCAtgctccTAAattctgcGAGG", name="abc", circular=True),
+    _Dseqrecord("ggagcaTGatcgtCCTCgcagaatTTA", name="abc_rc", circular=True),
+)
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/common_sub_strings.html b/_modules/pydna/common_sub_strings.html new file mode 100644 index 00000000..a5bf59bd --- /dev/null +++ b/_modules/pydna/common_sub_strings.html @@ -0,0 +1,491 @@ + + + + + + pydna.common_sub_strings — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.common_sub_strings

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""This module is based on the Py-rstr-max package that
+was written by Romain Brixtel (rbrixtel_at_gmail_dot_com)
+(https://brixtel.users.greyc.fr) and is available from
+https://code.google.com/p/py-rstr-max
+https://github.com/gip0/py-rstr-max
+the original code was covered by an MIT licence."""
+
+
+# from array import array as _array
+# import itertools as _itertools
+from operator import itemgetter as _itemgetter
+
+
+# def _kark_sort(s, SA, n, K):
+#     def radixpass(a, b, r, s, n, k):
+#         c = _array("i", [0] * (k + 1))
+#         for i in range(n):
+#             c[r[a[i] + s]] += 1
+
+#         somme = 0
+#         for i in range(k + 1):
+#             freq, c[i] = c[i], somme
+#             somme += freq
+
+#         for i in range(n):
+#             b[c[r[a[i] + s]]] = a[i]
+#             c[r[a[i] + s]] += 1
+
+#     n0 = (n + 2) // 3
+#     n1 = (n + 1) // 3
+#     n2 = n // 3
+#     n02 = n0 + n2
+
+#     SA12 = _array("i", [0] * (n02 + 3))
+#     SA0 = _array("i", [0] * n0)
+
+#     s12 = [i for i in range(n + (n0 - n1)) if i % 3]
+#     s12.extend([0] * 3)
+#     s12 = _array("i", s12)
+
+#     radixpass(s12, SA12, s, 2, n02, K)
+#     radixpass(SA12, s12, s, 1, n02, K)
+#     radixpass(s12, SA12, s, 0, n02, K)
+
+#     name = 0
+#     c0, c1, c2 = -1, -1, -1
+#     for i in range(n02):
+#         if s[SA12[i]] != c0 or s[SA12[i] + 1] != c1 or s[SA12[i] + 2] != c2:
+#             name += 1
+#             c0 = s[SA12[i]]
+#             c1 = s[SA12[i] + 1]
+#             c2 = s[SA12[i] + 2]
+#         if SA12[i] % 3 == 1:
+#             s12[SA12[i] // 3] = name
+#         else:
+#             s12[SA12[i] // 3 + n0] = name
+
+#     if name < n02:
+#         _kark_sort(s12, SA12, n02, name + 1)
+#         for i in range(n02):
+#             s12[SA12[i]] = i + 1
+#     else:
+#         for i in range(n02):
+#             SA12[s12[i] - 1] = i
+
+#     s0 = _array("i", [SA12[i] * 3 for i in range(n02) if SA12[i] < n0])
+#     radixpass(s0, SA0, s, 0, n0, K)
+
+#     p = j = k = 0
+#     t = n0 - n1
+#     while k < n:
+#         i = SA12[t] * 3 + 1 if SA12[t] < n0 else (SA12[t] - n0) * 3 + 2
+#         j = SA0[p] if p < n0 else 0
+
+#         if SA12[t] < n0:
+#             test = (s12[SA12[t] + n0] <= s12[j // 3]) if (s[i] == s[j]) else (s[i] < s[j])
+#         elif s[i] == s[j]:
+#             test = s12[SA12[t] - n0 + 1] <= s12[j // 3 + n0] if (s[i + 1] == s[j + 1]) else s[i + 1] < s[j + 1]
+#         else:
+#             test = s[i] < s[j]
+#         if test:
+#             SA[k] = i
+#             t += 1
+#             if t == n02:
+#                 k += 1
+#                 while p < n0:
+#                     SA[k] = SA0[p]
+#                     p += 1
+#                     k += 1
+#         else:
+#             SA[k] = j
+#             p += 1
+#             if p == n0:
+#                 k += 1
+#                 while t < n02:
+#                     SA[k] = (SA12[t] * 3) + 1 if SA12[t] < n0 else ((SA12[t] - n0) * 3) + 2
+#                     t += 1
+#                     k += 1
+#         k += 1
+
+
+# class _Rstr_max:
+#     def __init__(self):
+#         self.array_str = []
+
+#     def add_str(self, str_unicode):
+#         self.array_str.append(str_unicode)
+
+#     def _step1_sort_suffix(self):
+#         char_frontier = chr(2)
+
+#         self.global_suffix = char_frontier.join(self.array_str)
+
+#         nbChars = len(self.global_suffix)
+#         init = [-1] * nbChars
+#         self.idxString = _array("i", init)
+#         self.idxPos = _array("i", init)
+#         self.endAt = _array("i", init)
+
+#         k = idx = 0
+#         for mot in self.array_str:
+#             last = k + len(mot)
+#             for p in range(len(mot)):
+#                 self.idxString[k] = idx
+#                 self.idxPos[k] = p
+#                 self.endAt[k] = last
+#                 k += 1
+#             idx += 1
+#             k += 1
+
+#         s = self.global_suffix
+#         alphabet = [None] + sorted(set(s))
+#         k = len(alphabet)
+#         n = len(s)
+#         t = dict((c, i) for i, c in enumerate(alphabet))
+#         SA = _array("i", [0] * (n + 3))
+#         _kark_sort(_array("i", [t[c] for c in s] + [0] * 3), SA, n, k)
+#         self.res = SA[:n]
+
+#     def _step2_lcp(self):
+#         n = len(self.res)
+#         init = [0] * n
+#         rank = _array("i", init)
+#         LCP = _array("i", init)
+
+#         s = self.global_suffix
+#         suffix__array = self.res
+#         endAt = self.endAt
+
+#         for i in range(len(self.array_str), n):
+#             v = self.res[i]
+#             rank[v] = i
+
+#         l = 0
+#         for j in range(n):
+#             if l > 0:
+#                 l -= 1
+#             i = rank[j]
+#             j2 = suffix__array[i - 1]
+#             if i:
+#                 while l + j < endAt[j] and l + j2 < endAt[j2] and s[j + l] == s[j2 + l]:
+#                     l += 1
+#                 LCP[i - 1] = l
+#             else:
+#                 l = 0
+#         self.lcp = LCP
+
+#     def _step3_rstr(self):
+#         prev_len = 0
+#         idx = 0
+#         results = {}
+#         len_lcp = len(self.lcp) - 1
+
+#         class Stack:
+#             pass
+
+#         stack = Stack()
+#         stack._top = 0
+#         stack.lst_max = []
+
+#         # if len(self.res) == 0 :
+#         #  return {}
+
+#         pos1 = self.res[0]
+#         for idx in range(len_lcp):
+#             current_len = self.lcp[idx]
+#             pos2 = self.res[idx + 1]
+#             end_ = max(pos1, pos2) + current_len
+#             n = prev_len - current_len
+#             if n < 0:
+#                 # pushMany
+#                 stack.lst_max.append([-n, idx, end_])
+#                 stack._top += -n
+#             elif n > 0:
+#                 self.removeMany(stack, results, n, idx)
+#             elif stack._top > 0 and end_ > stack.lst_max[-1][-1]:
+#                 # setMax
+#                 stack.lst_max[-1][-1] = end_
+
+#             prev_len = current_len
+#             pos1 = pos2
+
+#         if stack._top > 0:
+#             self.removeMany(stack, results, stack._top, idx + 1)
+
+#         return results
+
+#     def removeMany(self, stack, results, m, idxEnd):
+#         prevStart = -1
+#         while m > 0:
+#             n, idxStart, maxEnd = stack.lst_max.pop()
+#             if prevStart != idxStart:
+#                 # idStr = self.idxString[maxEnd-1]
+#                 # pos = self.idxPos[maxEnd-1]
+#                 id_ = (maxEnd, idxEnd - idxStart + 1)
+#                 if id_ not in results or results[id_][0] < stack._top:
+#                     results[id_] = (stack._top, idxStart)
+#                 prevStart = idxStart
+#             m -= n
+#             stack._top -= n
+#         if m < 0:
+#             stack.lst_max.append([-m, idxStart, maxEnd - n - m])
+#             stack._top -= m
+
+#     def go(self):
+#         self._step1_sort_suffix()
+#         self._step2_lcp()
+#         return self._step3_rstr()
+
+
+# def common_sub_strings_py(stringx: str, stringy: str, limit=25):
+#     """Finds all common substrings between stringx and stringy
+#     longer than limit. This function is case sensitive.
+#     The substrings may overlap.
+
+#     returns a list of tuples describing the substrings
+#     The list is sorted longest -> shortest.
+
+#     Parameters
+#     ----------
+#     stringx : str
+#     stringy : str
+#     limit : int, optional
+
+#     Returns
+#     -------
+#     list of tuple
+#         [(startx1, starty1, length1),(startx2, starty2, length2), ...]
+
+#         startx1 = startposition in x, where substring 1 starts
+#         starty1 = position in y where substring 1 starts
+#         length1 = lenght of substring
+
+
+#     Examples
+#     --------
+
+#     >>> from pydna.common_sub_strings import common_sub_strings
+#     >>> common_sub_strings("gatgatttcggtagtta", "gtcagtatgtctatctatcgcg", limit=3)
+#     [(1, 6, 3), (7, 17, 3), (10, 4, 3), (12, 3, 3)]
+
+#     ::
+
+#         Overlaps   Symbols
+#         (1, 6,  3)   ---
+#         (7, 17, 3)   +++
+#         (10, 4, 3)   ...
+#         (12, 3, 3)   ===
+
+
+#                     ===
+#         gatgatttcggtagtta           stringx
+#          ---   +++...
+
+#             ...
+#         gtcagtatgtctatctatcgcg      stringy
+#            ===---        +++
+
+#     """
+#     rstr = _Rstr_max()
+#     rstr.add_str("&".join((stringx, stringy)))
+#     r = rstr.go()
+#     match = {}
+#     for (offset_end, nb), (l, start_plage) in r.items():
+#         if l < limit:
+#             continue
+#         startsx = []
+#         startsy = []
+#         for o in range(start_plage, start_plage + nb):
+#             offset = rstr.idxPos[rstr.res[o]]
+#             if offset > len(stringx):
+#                 startsy.append(offset - len(stringx) - 1)
+#             else:
+#                 startsx.append(offset)
+
+#         for a, b in _itertools.product(startsx, startsy):
+#             match[(a, b)] = max(match.get((a, b)) or 0, l)
+
+#     match = [(key[0], key[1], val) for key, val in list(match.items())]
+
+#     match.sort()
+
+#     match.sort(key=_itemgetter(2), reverse=True)
+
+#     return match
+
+
+

+[docs]
+def common_sub_strings(stringx: str, stringy: str, limit=25):
+    from pydivsufsort import common_substrings
+
+    match = common_substrings(stringx, stringy, limit=limit)
+    match.sort()
+    match.sort(key=_itemgetter(2), reverse=True)
+    return match

+
+
+
+

+[docs]
+def terminal_overlap(stringx: str, stringy: str, limit=15):
+    """Finds the the flanking common substrings between stringx and stringy
+    longer than limit. This means that the results only contains substrings
+    that starts or ends at the the ends of stringx and stringy.
+
+    This function is case sensitive.
+
+    returns a list of tuples describing the substrings
+    The list is sorted longest -> shortest.
+
+    Parameters
+    ----------
+    stringx : str
+    stringy : str
+    limit : int, optional
+
+    Returns
+    -------
+    list of tuple
+        [(startx1,starty1,length1),(startx2,starty2,length2), ...]
+
+        startx1 = startposition in x, where substring 1 starts
+        starty1 = position in y where substring 1 starts
+        length1 = lenght of substring
+
+
+    Examples
+    --------
+
+    >>> from pydna.common_sub_strings import terminal_overlap
+    >>> terminal_overlap("agctatgtatcttgcatcgta", "gcatcgtagtctatttgcttac", limit=8)
+    [(13, 0, 8)]
+
+    ::
+
+                        <-- 8 ->
+           <---- 13 --->
+           agctatgtatcttgcatcgta                    stringx
+                        gcatcgtagtctatttgcttac      stringy
+                        0
+
+    """
+    return [
+        m
+        for m in common_sub_strings(stringx, stringy, limit)
+        if (m[0] == 0 and m[1] + m[2] == len(stringy)) or (m[1] == 0 and m[0] + m[2] == len(stringx))
+    ]

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/contig.html b/_modules/pydna/contig.html new file mode 100644 index 00000000..28fc0e32 --- /dev/null +++ b/_modules/pydna/contig.html @@ -0,0 +1,370 @@ + + + + + + pydna.contig — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.contig

+# -*- coding: utf-8 -*-
+import textwrap as _textwrap
+import networkx as _nx
+from pydna._pretty import pretty_str as _pretty_str
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+from pydna.utils import rc as _rc
+
+
+

+[docs]
+class Contig(_Dseqrecord):
+    """This class holds information about a DNA assembly. This class is instantiated by
+    the :class:`Assembly` class and is not meant to be used directly.
+
+    """
+
+    def __init__(self, record, *args, graph=None, nodemap=None, **kwargs):
+        super().__init__(record, *args, **kwargs)
+        self.graph = graph
+        self.nodemap = nodemap
+
+

+[docs]
+    @classmethod
+    def from_string(cls, record: str = "", *args, graph=None, nodemap=None, **kwargs):
+        obj = super().from_string(record, *args, **kwargs)
+        obj.graph = graph
+        obj.nodemap = nodemap
+        return obj

+
+
+

+[docs]
+    @classmethod
+    def from_SeqRecord(cls, record, *args, graph=None, nodemap=None, **kwargs):
+        obj = super().from_SeqRecord(record, *args, **kwargs)
+        obj.graph = graph
+        obj.nodemap = nodemap
+        return obj

+
+
+    def __repr__(self):
+        return "Contig({}{})".format({True: "-", False: "o"}[not self.circular], len(self))
+
+    def _repr_pretty_(self, p, cycle):
+        """returns a short string representation of the object"""
+        p.text("Contig({}{})".format({True: "-", False: "o"}[not self.circular], len(self)))
+
+    def _repr_html_(self):
+        return "<pre>" + self.figure() + "</pre>"
+
+

+[docs]
+    def reverse_complement(self):
+        answer = type(self)(super().reverse_complement())
+        g = _nx.DiGraph()
+        nm = self.nodemap
+        g.add_edges_from([(nm[v], nm[u], d) for u, v, d in list(self.graph.edges(data=True))[::-1]])
+        g.add_nodes_from((nm[n], d) for n, d in list(self.graph.nodes(data=True))[::-1])
+        for u, v, ed in g.edges(data=True):
+            ed["name"] = ed["name"][:-3] if ed["name"].endswith("_rc") else "{}_rc".format(ed["name"])[:13]
+            ed["seq"] = _rc(ed["seq"])
+            ln = len(ed["seq"])
+            start, stop = ed["piece"].start, ed["piece"].stop
+            ed["piece"] = slice(ln - stop - g.nodes[u]["length"], ln - start - g.nodes[v]["length"])
+            ed["features"] = [f._flip(ln) for f in ed["features"]]
+        answer.graph = g
+        answer.nodemap = {v: k for k, v in self.nodemap.items()}
+        return answer

+
+
+    rc = reverse_complement
+
+

+[docs]
+    def detailed_figure(self):
+        """Returns a text representation of the assembled fragments.
+
+        Linear:
+
+        ::
+
+            acgatgctatactgCCCCCtgtgctgtgctcta
+                               TGTGCTGTGCTCTA
+                               tgtgctgtgctctaTTTTTtattctggctgtatc
+
+
+
+        Circular:
+
+        ::
+
+            ||||||||||||||
+            acgatgctatactgCCCCCtgtgctgtgctcta
+                               TGTGCTGTGCTCTA
+                               tgtgctgtgctctaTTTTTtattctggctgtatc
+                                                  TATTCTGGCTGTATC
+                                                  tattctggctgtatcGGGGGtacgatgctatactg
+                                                                       ACGATGCTATACTG
+
+
+        """
+
+        fig = ""
+        fragmentposition = 0
+        nodeposition = 0
+        mylist = []
+        for u, v, e in self.graph.edges(data=True):
+            nodeposition += e["piece"].stop - e["piece"].start
+            fragmentposition -= e["piece"].start
+            mylist.append([fragmentposition, e["seq"]])
+            mylist.append([nodeposition, v.upper()])
+            fragmentposition += e["piece"].stop
+
+        if self.circular:
+            edges = list(self.graph.edges(data=True))
+            nodeposition = edges[0][2]["piece"].start
+            nodelength = len(v)
+            mylist = [[nodeposition, "|" * nodelength]] + mylist
+        else:
+            mylist = mylist[:-1]
+
+        firstpos = -1 * min(0, min(mylist)[0])
+
+        for p, s in mylist:
+            fig += "{}{}\n".format(" " * (p + firstpos), s)
+
+        return _pretty_str(fig)

+
+
+

+[docs]
+    def figure(self):
+        r"""Compact ascii representation of the assembled fragments.
+
+        Each fragment is represented by:
+
+        ::
+
+         Size of common 5' substring|Name and size of DNA fragment|
+         Size of common 5' substring
+
+        Linear:
+
+        ::
+
+          frag20| 6
+                 \\/
+                 /\\
+                  6|frag23| 6
+                           \\/
+                           /\\
+                            6|frag14
+
+
+        Circular:
+
+        ::
+
+          -|2577|61
+         |       \\/
+         |       /\\
+         |       61|5681|98
+         |               \\/
+         |               /\\
+         |               98|2389|557
+         |                       \\/
+         |                       /\\
+         |                       557-
+         |                          |
+          --------------------------
+
+
+        """
+        nodes = list(self.graph.nodes(data=True))
+        edges = list(self.graph.edges(data=True))
+
+        if not self.circular:
+            r"""
+            frag20| 6
+                   \/
+                   /\
+                    6|frag23| 6
+                             \/
+                             /\
+                              6|frag14
+            """
+
+            f = edges[0]
+
+            space2 = len(f[2]["name"])
+
+            fig = ("{name}|{o2:>2}\n" "{space2} \\/\n" "{space2} /\\\n").format(
+                name=f[2]["name"], o2=nodes[1][1]["length"], space2=" " * space2
+            )
+            space = space2  # len(f.name)
+
+            for i, f in enumerate(edges[1:-1]):
+                name = "{o1:>2}|{name}|".format(o1=nodes[i + 1][1]["length"], name=f[2]["name"])
+                space2 = len(name)
+
+                fig += ("{space} {name}{o2:>2}\n" "{space} {space2}\\/\n" "{space} {space2}/\\\n").format(
+                    name=name,
+                    o2=nodes[i + 2][1]["length"],
+                    space=" " * space,
+                    space2=" " * space2,
+                )
+
+                space += space2
+
+            f = edges[-1]
+            fig += ("{space} {o1:>2}|{name}").format(name=f[2]["name"], o1=nodes[-2][1]["length"], space=" " * (space))
+
+        else:  # circular
+            r"""
+             -|2577|61
+            |       \/
+            |       /\
+            |       61|5681|98
+            |               \/
+            |               /\
+            |               98|2389|557
+            |                       \/
+            |                       /\
+            |                       557-
+            |                          |
+             --------------------------
+            """
+
+            nodes.append(nodes[0])
+            f = edges[0]
+
+            space = len(f[2]["name"]) + 3
+
+            fig = (" -|{name}|{o2:>2}\n" "|{space}\\/\n" "|{space}/\\\n").format(
+                name=f[2]["name"], o2=nodes[1][1]["length"], space=" " * space
+            )
+
+            for i, f in enumerate(edges[1:]):
+                name = "{o1:>2}|{name}|".format(o1=nodes[i + 1][1]["length"], name=f[2]["name"])
+                space2 = len(name)
+                fig += ("|{space}{name}{o2:>2}\n" "|{space}{space2}\\/\n" "|{space}{space2}/\\\n").format(
+                    o2=nodes[i + 2][1]["length"],
+                    name=name,
+                    space=" " * space,
+                    space2=" " * space2,
+                )
+                space += space2
+
+            fig += "|{space}{o1:>2}-\n".format(space=" " * (space), o1=nodes[0][1]["length"])
+            fig += "|{space}   |\n".format(space=" " * (space))
+            fig += " {space}".format(space="-" * (space + 3))
+        return _pretty_str(_textwrap.dedent(fig))

+

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/design.html b/_modules/pydna/design.html new file mode 100644 index 00000000..aa83c844 --- /dev/null +++ b/_modules/pydna/design.html @@ -0,0 +1,828 @@ + + + + + + pydna.design — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.design

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+"""This module contain functions for primer design for various purposes.
+
+- :func:primer_design for designing primers for a sequence or a matching primer for an existing primer. Returns an :class:`Amplicon` object (same as the :mod:`amplify` module returns).
+
+- :func:assembly_fragments Adds tails to primers for a linear assembly through homologous recombination or Gibson assembly.
+
+- :func:circular_assembly_fragments Adds tails to primers for a circular assembly through homologous recombination or Gibson assembly.
+
+"""
+
+from pydna.tm import tm_default as _tm_default
+import math as _math
+import os as _os
+import copy as _copy
+from pydna.amplicon import Amplicon as _Amplicon
+from pydna.amplify import Anneal as _Anneal
+from pydna.amplify import pcr as _pcr
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+from pydna.primer import Primer as _Primer
+import logging as _logging
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+
+
+

+[docs]
+def primer_design(template, fp=None, rp=None, limit=13, target_tm=55.0, tm_func=_tm_default, **kwargs):
+    """This function designs a forward primer and a reverse primer for PCR amplification
+    of a given template sequence.
+
+    The template argument is a Dseqrecord object or equivalent containing the template sequence.
+
+    The optional fp and rp arguments can contain an existing primer for the sequence (either the forward or reverse primer).
+    One or the other primers can be specified, not both (since then there is nothing to design!, use the pydna.amplify.pcr function instead).
+
+    If one of the primers is given, the other primer is designed to match in terms of Tm.
+    If both primers are designed, they will be designed to target_tm
+
+    tm_func is a function that takes an ascii string representing an oligonuceotide as argument and returns a float.
+    Some useful functions can be found in the :mod:`pydna.tm` module, but can be substituted for a custom made function.
+
+    The function returns a pydna.amplicon.Amplicon class instance. This object has
+    the object.forward_primer and object.reverse_primer properties which contain the designed primers.
+
+
+    Parameters
+    ----------
+
+    template : pydna.dseqrecord.Dseqrecord
+        a Dseqrecord object. The only required argument.
+
+    fp, rp : pydna.primer.Primer, optional
+        optional pydna.primer.Primer objects containing one primer each.
+
+    target_tm : float, optional
+        target tm for the primers, set to 55°C by default.
+
+    tm_func : function
+        Function used for tm calculation. This function takes an ascii string
+        representing an oligonuceotide as argument and returns a float.
+        Some useful functions can be found in the :mod:`pydna.tm` module, but can be
+        substituted for a custom made function.
+
+    Returns
+    -------
+    result : Amplicon
+
+    Examples
+    --------
+
+    >>> from pydna.dseqrecord import Dseqrecord
+    >>> t=Dseqrecord("atgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatg")
+    >>> t
+    Dseqrecord(-64)
+    >>> from pydna.design import primer_design
+    >>> ampl = primer_design(t)
+    >>> ampl
+    Amplicon(64)
+    >>> ampl.forward_primer
+    f64 17-mer:5'-atgactgctaacccttc-3'
+    >>> ampl.reverse_primer
+    r64 18-mer:5'-catcgtaagtttcgaacg-3'
+    >>> print(ampl.figure())
+    5atgactgctaacccttc...cgttcgaaacttacgatg3
+                         ||||||||||||||||||
+                        3gcaagctttgaatgctac5
+    5atgactgctaacccttc3
+     |||||||||||||||||
+    3tactgacgattgggaag...gcaagctttgaatgctac5
+    >>> pf = "GGATCC" + ampl.forward_primer
+    >>> pr = "GGATCC" + ampl.reverse_primer
+    >>> pf
+    f64 23-mer:5'-GGATCCatgactgct..ttc-3'
+    >>> pr
+    r64 24-mer:5'-GGATCCcatcgtaag..acg-3'
+    >>> from pydna.amplify import pcr
+    >>> pcr_prod = pcr(pf, pr, t)
+    >>> print(pcr_prod.figure())
+          5atgactgctaacccttc...cgttcgaaacttacgatg3
+                               ||||||||||||||||||
+                              3gcaagctttgaatgctacCCTAGG5
+    5GGATCCatgactgctaacccttc3
+           |||||||||||||||||
+          3tactgacgattgggaag...gcaagctttgaatgctac5
+    >>> print(pcr_prod.seq)
+    GGATCCatgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatgGGATCC
+    >>> from pydna.primer import Primer
+    >>> pf = Primer("atgactgctaacccttccttggtgttg", id="myprimer")
+    >>> ampl = primer_design(t, fp = pf)
+    >>> ampl.forward_primer
+    myprimer 27-mer:5'-atgactgctaaccct..ttg-3'
+    >>> ampl.reverse_primer
+    r64 32-mer:5'-catcgtaagtttcga..atc-3'
+    """
+
+    def design(target_tm, template):
+        """returns a string"""
+        tmp = 0
+        length = limit
+        tlen = len(template)
+        p = str(template.seq[:length])
+        while tmp < target_tm:
+            length += 1
+            p = str(template.seq[:length])
+            tmp = tm_func(p)
+            if length >= tlen:
+                break
+        ps = p[:-1]
+        tmps = tm_func(str(ps))
+        _module_logger.debug(((p, tmp), (ps, tmps)))
+        return min((abs(target_tm - tmp), p), (abs(target_tm - tmps), ps))[1]
+
+    if not fp and not rp:
+        _module_logger.debug("no primer given, design forward primer:")
+        fp = _Primer((design(target_tm, template)))
+        target_tm = tm_func(str(fp.seq))
+        _module_logger.debug("no primer given, design reverse primer:")
+        rp = _Primer(design(target_tm, template.reverse_complement()))
+    elif fp and not rp:
+        try:
+            fp = _Anneal((fp,), template).forward_primers.pop()
+        except IndexError:
+            raise ValueError("Forward primer does not anneal")
+        except Exception:  # pragma: no cover
+            print("Unexpected error")
+            raise
+        target_tm = tm_func(fp.footprint)
+        _module_logger.debug("forward primer given, design reverse primer:")
+        rp = _Primer(design(target_tm, template.reverse_complement()))
+    elif not fp and rp:
+        try:
+            rp = _Anneal((rp,), template).reverse_primers.pop()
+        except IndexError:
+            raise ValueError("Reverse primer does not anneal")
+        except Exception:  # pragma: no cover
+            print("Unexpected error")
+            raise
+        target_tm = tm_func(rp.footprint)
+        _module_logger.debug("reverse primer given, design forward primer:")
+        fp = _Primer(design(target_tm, template))
+    else:
+        raise ValueError("Specify maximum one of the two primers.")
+
+    if fp.id == "id":  # <unknown id>
+        fp.id = "f{}".format(len(template))
+
+    if rp.id == "id":
+        rp.id = "r{}".format(len(template))
+
+    if fp.name == "name":
+        fp.name = "f{}".format(len(template))
+
+    if rp.name == "name":
+        rp.name = "r{}".format(len(template))
+
+    fp.description = fp.id + " " + template.accession
+    rp.description = rp.id + " " + template.accession
+
+    ampl = _Anneal((fp, rp), template, limit=limit)
+
+    prod = ampl.products[0] if ampl.products else _Amplicon("")
+
+    if len(ampl.products) > 1:
+        import warnings as _warnings
+        from pydna import _PydnaWarning
+
+        _warnings.warn("designed primers do not yield a unique PCR product", _PydnaWarning)
+
+    return prod

+
+
+
+

+[docs]
+def assembly_fragments(f, overlap=35, maxlink=40):
+    """This function return a list of :mod:`pydna.amplicon.Amplicon` objects where
+    primers have been modified with tails so that the fragments can be fused in
+    the order they appear in the list by for example Gibson assembly or homologous
+    recombination.
+
+    Given that we have two linear :mod:`pydna.amplicon.Amplicon` objects a and b
+
+    we can modify the reverse primer of a and forward primer of b with tails to allow
+    fusion by fusion PCR, Gibson assembly or in-vivo homologous recombination.
+    The basic requirements for the primers for the three techniques are the same.
+
+    ::
+
+
+
+            _________ a _________
+           /                     \\
+           agcctatcatcttggtctctgca
+                             |||||
+                            <gacgt
+           agcct>
+           |||||
+           tcggatagtagaaccagagacgt
+
+                                   __________ b ________
+                                  /                     \\
+                                  TTTATATCGCATGACTCTTCTTT
+                                                    |||||
+                                                   <AGAAA
+                                  TTTAT>
+                                  |||||
+                                  AAATATAGCGTACTGAGAAGAAA
+
+
+           agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
+           ||||||||||||||||||||||||||||||||||||||||||||||
+           tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
+           \\___________________ c ______________________/
+
+
+    Design tailed primers incorporating a part of the next or previous fragment to be assembled.
+
+    ::
+
+
+      agcctatcatcttggtctctgca
+      |||||||||||||||||||||||
+                      gagacgtAAATATA
+
+      |||||||||||||||||||||||
+      tcggatagtagaaccagagacgt
+
+
+                             TTTATATCGCATGACTCTTCTTT
+                             |||||||||||||||||||||||
+
+                      ctctgcaTTTATAT
+                             |||||||||||||||||||||||
+                             AAATATAGCGTACTGAGAAGAAA
+
+    PCR products with flanking sequences are formed in the PCR process.
+
+    ::
+
+      agcctatcatcttggtctctgcaTTTATAT
+      ||||||||||||||||||||||||||||||
+      tcggatagtagaaccagagacgtAAATATA
+                      \\____________/
+
+                         identical
+                         sequences
+                       ____________
+                      /            \\
+                      ctctgcaTTTATATCGCATGACTCTTCTTT
+                      ||||||||||||||||||||||||||||||
+                      gagacgtAAATATAGCGTACTGAGAAGAAA
+
+    The fragments can be fused by any of the techniques mentioned earlier to form c:
+
+    ::
+
+      agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
+      ||||||||||||||||||||||||||||||||||||||||||||||
+      tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
+
+
+    The first argument of this function is a list of sequence objects containing
+    Amplicons and other similar objects.
+
+    **At least every second sequence object needs to be an Amplicon**
+
+    This rule exists because if a sequence object is that is not a PCR product
+    is to be fused with another fragment, that other fragment needs to be an Amplicon
+    so that the primer of the other object can be modified to include the whole stretch
+    of sequence homology needed for the fusion. See the example below where a is a
+    non-amplicon (a linear plasmid  vector for instance)
+
+    ::
+
+       _________ a _________           __________ b ________
+      /                     \\         /                     \\
+      agcctatcatcttggtctctgca   <-->  TTTATATCGCATGACTCTTCTTT
+      |||||||||||||||||||||||         |||||||||||||||||||||||
+      tcggatagtagaaccagagacgt                          <AGAAA
+                                      TTTAT>
+                                      |||||||||||||||||||||||
+                                <-->  AAATATAGCGTACTGAGAAGAAA
+
+
+           agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
+           ||||||||||||||||||||||||||||||||||||||||||||||
+           tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
+           \\___________________ c ______________________/
+
+
+    In this case only the forward primer of b is fitted with a tail with a part a:
+
+    ::
+
+
+      agcctatcatcttggtctctgca
+      |||||||||||||||||||||||
+      tcggatagtagaaccagagacgt
+
+
+                             TTTATATCGCATGACTCTTCTTT
+                             |||||||||||||||||||||||
+                                              <AGAAA
+               tcttggtctctgcaTTTATAT
+                             |||||||||||||||||||||||
+                             AAATATAGCGTACTGAGAAGAAA
+
+    PCR products with flanking sequences are formed in the PCR process.
+
+    ::
+
+      agcctatcatcttggtctctgcaTTTATAT
+      ||||||||||||||||||||||||||||||
+      tcggatagtagaaccagagacgtAAATATA
+                      \\____________/
+
+                         identical
+                         sequences
+                       ____________
+                      /            \\
+                      ctctgcaTTTATATCGCATGACTCTTCTTT
+                      ||||||||||||||||||||||||||||||
+                      gagacgtAAATATAGCGTACTGAGAAGAAA
+
+    The fragments can be fused by for example Gibson assembly:
+
+    ::
+
+      agcctatcatcttggtctctgcaTTTATAT
+      ||||||||||||||||||||||||||||||
+      tcggatagtagaacca
+
+                                   TCGCATGACTCTTCTTT
+                      ||||||||||||||||||||||||||||||
+                      gagacgtAAATATAGCGTACTGAGAAGAAA
+
+    to form c:
+
+    ::
+
+      agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
+      ||||||||||||||||||||||||||||||||||||||||||||||
+      tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
+
+
+    The first argument of this function is a list of sequence objects containing
+    Amplicons and other similar objects.
+
+    The overlap argument controls how many base pairs of overlap required between
+    adjacent sequence fragments. In the junction between Amplicons, tails with the
+    length of about half of this value is added to the two primers
+    closest to the junction.
+
+    ::
+
+            >       <
+            Amplicon1
+                     Amplicon2
+                     >       <
+
+                     ⇣
+
+            >       <-
+            Amplicon1
+                     Amplicon2
+                    ->       <
+
+    In the case of an Amplicon adjacent to a Dseqrecord object, the tail will
+    be twice as long (1*overlap) since the
+    recombining sequence is present entirely on this primer:
+
+    ::
+
+            Dseqrecd1
+                     Amplicon1
+                     >       <
+
+                     ⇣
+
+            Dseqrecd1
+                     Amplicon1
+                   -->       <
+
+    Note that if the sequence of DNA fragments starts or stops with an Amplicon,
+    the very first and very last prinmer will not be modified i.e. assembles are
+    always assumed to be linear. There are simple tricks around that for circular
+    assemblies depicted in the last two examples below.
+
+    The maxlink arguments controls the cut off length for sequences that will be
+    synhtesized by adding them to primers for the adjacent fragment(s). The
+    argument list may contain short spacers (such as spacers between fusion proteins).
+
+
+    ::
+
+        Example 1: Linear assembly of PCR products (pydna.amplicon.Amplicon class objects) ------
+
+
+        >       <         >       <
+        Amplicon1         Amplicon3
+                 Amplicon2         Amplicon4
+                 >       <         >       <
+
+                             ⇣
+                             pydna.design.assembly_fragments
+                             ⇣
+
+        >       <-       ->       <-                      pydna.assembly.Assembly
+        Amplicon1         Amplicon3
+                 Amplicon2         Amplicon4     ➤  Amplicon1Amplicon2Amplicon3Amplicon4
+                ->       <-       ->       <
+
+
+        Example 2: Linear assembly of alternating Amplicons and other fragments
+
+
+        >       <         >       <
+        Amplicon1         Amplicon2
+                 Dseqrecd1         Dseqrecd2
+
+                             ⇣
+                             pydna.design.assembly_fragments
+                             ⇣
+
+        >       <--     -->       <--                     pydna.assembly.Assembly
+        Amplicon1         Amplicon2
+                 Dseqrecd1         Dseqrecd2     ➤  Amplicon1Dseqrecd1Amplicon2Dseqrecd2
+
+
+        Example 3: Linear assembly of alternating Amplicons and other fragments
+
+
+        Dseqrecd1         Dseqrecd2
+                 Amplicon1         Amplicon2
+                 >       <       -->       <
+
+                             ⇣
+                     pydna.design.assembly_fragments
+                             ⇣
+                                                          pydna.assembly.Assembly
+        Dseqrecd1         Dseqrecd2
+                 Amplicon1         Amplicon2     ➤  Dseqrecd1Amplicon1Dseqrecd2Amplicon2
+               -->       <--     -->       <
+
+
+        Example 4: Circular assembly of alternating Amplicons and other fragments
+
+                         ->       <==
+        Dseqrecd1         Amplicon2
+                 Amplicon1         Dseqrecd1
+               -->       <-
+                             ⇣
+                             pydna.design.assembly_fragments
+                             ⇣
+                                                           pydna.assembly.Assembly
+                         ->       <==
+        Dseqrecd1         Amplicon2                    -Dseqrecd1Amplicon1Amplicon2-
+                 Amplicon1                       ➤    |                             |
+               -->       <-                            -----------------------------
+
+        ------ Example 5: Circular assembly of Amplicons
+
+        >       <         >       <
+        Amplicon1         Amplicon3
+                 Amplicon2         Amplicon1
+                 >       <         >       <
+
+                             ⇣
+                             pydna.design.assembly_fragments
+                             ⇣
+
+        >       <=       ->       <-
+        Amplicon1         Amplicon3
+                 Amplicon2         Amplicon1
+                ->       <-       +>       <
+
+                             ⇣
+                     make new Amplicon using the Amplicon1.template and
+                     the last fwd primer and the first rev primer.
+                             ⇣
+                                                           pydna.assembly.Assembly
+        +>       <=       ->       <-
+         Amplicon1         Amplicon3                  -Amplicon1Amplicon2Amplicon3-
+                  Amplicon2                      ➤   |                             |
+                 ->       <-                          -----------------------------
+
+
+
+
+    Parameters
+    ----------
+
+    f : list of :mod:`pydna.amplicon.Amplicon` and other Dseqrecord like objects
+        list Amplicon and Dseqrecord object for which fusion primers should be constructed.
+
+    overlap : int, optional
+        Length of required overlap between fragments.
+
+    maxlink : int, optional
+        Maximum length of spacer sequences that may be present in f. These will be included in tails for designed primers.
+
+    Returns
+    -------
+    seqs : list of :mod:`pydna.amplicon.Amplicon` and other Dseqrecord like objects :mod:`pydna.amplicon.Amplicon` objects
+
+        ::
+
+          [Amplicon1,
+           Amplicon2, ...]
+
+
+    Examples
+    --------
+
+    >>> from pydna.dseqrecord import Dseqrecord
+    >>> from pydna.design import primer_design
+    >>> a=primer_design(Dseqrecord("atgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatg"))
+    >>> b=primer_design(Dseqrecord("ccaaacccaccaggtaccttatgtaagtacttcaagtcgccagaagacttcttggtcaagttgcc"))
+    >>> c=primer_design(Dseqrecord("tgtactggtgctgaaccttgtatcaagttgggtgttgacgccattgccccaggtggtcgtttcgtt"))
+    >>> from pydna.design import assembly_fragments
+    >>> # We would like a circular recombination, so the first sequence has to be repeated
+    >>> fa1,fb,fc,fa2 = assembly_fragments([a,b,c,a])
+    >>> # Since all fragments are Amplicons, we need to extract the rp of the 1st and fp of the last fragments.
+    >>> from pydna.amplify import pcr
+    >>> fa = pcr(fa2.forward_primer, fa1.reverse_primer, a)
+    >>> [fa,fb,fc]
+    [Amplicon(100), Amplicon(101), Amplicon(102)]
+    >>> fa.name, fb.name, fc.name = "fa fb fc".split()
+    >>> from pydna.assembly import Assembly
+    >>> assemblyobj = Assembly([fa,fb,fc])
+    >>> assemblyobj
+    Assembly
+    fragments....: 100bp 101bp 102bp
+    limit(bp)....: 25
+    G.nodes......: 6
+    algorithm....: common_sub_strings
+    >>> assemblyobj.assemble_linear()
+    [Contig(-231), Contig(-166), Contig(-36)]
+    >>> assemblyobj.assemble_circular()[0].seguid()
+    'cdseguid=85t6tfcvWav0wnXEIb-lkUtrl4s'
+    >>> (a+b+c).looped().seguid()
+    'cdseguid=85t6tfcvWav0wnXEIb-lkUtrl4s'
+    >>> print(assemblyobj.assemble_circular()[0].figure())
+     -|fa|36
+    |     \\/
+    |     /\\
+    |     36|fb|36
+    |           \\/
+    |           /\\
+    |           36|fc|36
+    |                 \\/
+    |                 /\\
+    |                 36-
+    |                    |
+     --------------------
+    >>>
+
+    """
+    # sanity check for arguments
+    nf = [item for item in f if len(item) > maxlink]
+    if not all(hasattr(i[0], "template") or hasattr(i[1], "template") for i in zip(nf, nf[1:])):
+        raise ValueError("Every second fragment larger than maxlink has to be an Amplicon object")
+
+    _module_logger.debug("### assembly fragments ###")
+    _module_logger.debug("overlap     = %s", overlap)
+    _module_logger.debug("max_link    = %s", maxlink)
+
+    f = [_copy.copy(f) for f in f]
+
+    first_fragment_length = len(f[0])
+    last_fragment_length = len(f[-1])
+
+    if first_fragment_length <= maxlink:
+        # first fragment should be removed and added to second fragment (new first fragment) forward primer
+        f[1].forward_primer = f[0].seq._data.decode("ASCII") + f[1].forward_primer
+        _module_logger.debug("first fragment removed since len(f[0]) = %s", first_fragment_length)
+        f = f[1:]
+    else:
+        _module_logger.debug("first fragment stays since len(f[0]) = %s", first_fragment_length)
+
+    if last_fragment_length <= maxlink:
+        f[-2].reverse_primer = f[-1].seq.reverse_complement()._data.decode("ASCII") + f[-2].reverse_primer
+        f = f[:-1]
+        _module_logger.debug("last fragment removed since len(f[%s]) = %s", len(f), last_fragment_length)
+    else:
+        _module_logger.debug("last fragment stays since len(f[%s]) = %s", len(f), last_fragment_length)
+
+    empty = _Dseqrecord("")
+
+    _module_logger.debug(f)
+
+    _module_logger.debug("loop through fragments in groups of three:")
+
+    tail_length = _math.ceil(overlap / 2)
+
+    for i in range(len(f) - 1):
+        first = f[i]
+        secnd = f[i + 1]
+
+        secnd_len = len(secnd)
+
+        _module_logger.debug("first = %s", str(first.seq))
+        _module_logger.debug("secnd = %s", str(secnd.seq))
+
+        if secnd_len <= maxlink:
+            _module_logger.debug("secnd is smaller or equal to maxlink; should be added to primer(s)")
+            third = f[i + 2]
+            _module_logger.debug("third = %s", str(third.seq))
+            if hasattr(f[i], "template") and hasattr(third, "template"):
+                _module_logger.debug(
+                    "secnd is is flanked by amplicons, so half of secnd should be added each flanking primers"
+                )
+
+                first.reverse_primer = (
+                    secnd.seq.reverse_complement()._data.decode("ASCII")[secnd_len // 2 :] + first.reverse_primer
+                )
+                third.forward_primer = secnd.seq._data.decode("ASCII")[secnd_len // 2 :] + third.forward_primer
+
+                lnk = (
+                    third.seq.reverse_complement()._data.decode("ASCII")
+                    + secnd.reverse_complement().seq._data.decode("ASCII")[: secnd_len // 2]
+                )[-tail_length:]
+                _module_logger.debug("1 %s", lnk)
+                first.reverse_primer = lnk + first.reverse_primer
+
+                lnk = (first.seq._data.decode("ASCII") + secnd.seq._data.decode("ASCII")[: secnd_len // 2])[
+                    -tail_length:
+                ]
+                _module_logger.debug("2 %s", lnk)
+                third.forward_primer = lnk + third.forward_primer
+
+            elif hasattr(first, "template"):
+                first.reverse_primer = secnd.seq.reverse_complement()._data.decode("ASCII") + first.reverse_primer
+                lnk = str(third.seq[:overlap].reverse_complement())
+                first.reverse_primer = lnk + first.reverse_primer
+            elif hasattr(third, "template"):
+                third.forward_primer = secnd.seq._data.decode("ASCII") + third.forward_primer
+                lnk = str(first.seq[-overlap:])
+                third.forward_primer = lnk + third.forward_primer
+            secnd = empty
+            f[i + 2] = third
+        else:  # secnd is larger than maxlink
+            if hasattr(first, "template") and hasattr(secnd, "template"):
+                lnk = str(first.seq[-tail_length:])
+                # _module_logger.debug("4 %s", lnk)
+                secnd.forward_primer = lnk + secnd.forward_primer
+                lnk = str(secnd.seq[:tail_length].reverse_complement())
+                # _module_logger.debug("5 %s", lnk)
+                first.reverse_primer = lnk + first.reverse_primer
+            elif hasattr(first, "template"):
+                lnk = str(secnd.seq[:overlap].reverse_complement())
+                # _module_logger.debug("6 %s", lnk)
+                first.reverse_primer = lnk + first.reverse_primer
+            elif hasattr(secnd, "template"):
+                lnk = str(first.seq[-overlap:])
+                # _module_logger.debug("7 %s", lnk)
+                secnd.forward_primer = lnk + secnd.forward_primer
+        f[i] = first
+        f[i + 1] = secnd
+
+    _module_logger.debug("loop ended")
+
+    f = [item for item in f if len(item)]
+
+    return [
+        (
+            _pcr(
+                p.forward_primer,
+                p.reverse_primer,
+                p.template,
+                limit=min((p.forward_primer._fp, p.reverse_primer._fp)),
+            )
+            if hasattr(p, "template")
+            else p
+        )
+        for p in f
+    ]

+
+
+
+

+[docs]
+def circular_assembly_fragments(f, overlap=35, maxlink=40):
+    fragments = assembly_fragments(f + f[0:1], overlap=overlap, maxlink=maxlink)
+
+    if hasattr(fragments[0], "template"):
+        fragments[0] = _pcr((fragments[-1].forward_primer, fragments[0].reverse_primer), fragments[0].template)
+    return fragments[:-1]

+
+
+
+if __name__ == "__main__":
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/dseq.html b/_modules/pydna/dseq.html new file mode 100644 index 00000000..f78ba98c --- /dev/null +++ b/_modules/pydna/dseq.html @@ -0,0 +1,1978 @@ + + + + + + pydna.dseq — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.dseq

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+"""Provides the Dseq class for handling double stranded DNA sequences.
+
+Dseq is a subclass of :class:`Bio.Seq.Seq`. The Dseq class
+is mostly useful as a part of the :class:`pydna.dseqrecord.Dseqrecord` class
+which can hold more meta data.
+
+The Dseq class support the notion of circular and linear DNA topology.
+"""
+
+
+import copy as _copy
+import itertools as _itertools
+import re as _re
+import sys as _sys
+import math as _math
+
+from pydna.seq import Seq as _Seq
+from Bio.Seq import _translate_str
+
+from pydna._pretty import pretty_str as _pretty_str
+from seguid import ldseguid as _ldseguid
+from seguid import cdseguid as _cdseguid
+
+from pydna.utils import rc as _rc
+from pydna.utils import flatten as _flatten
+from pydna.utils import cuts_overlap as _cuts_overlap
+
+from pydna.common_sub_strings import common_sub_strings as _common_sub_strings
+from Bio.Restriction import RestrictionBatch as _RestrictionBatch
+from Bio.Restriction import CommOnly
+
+from typing import Tuple
+
+
+

+[docs]
+class Dseq(_Seq):
+    """Dseq holds information for a double stranded DNA fragment.
+
+    Dseq also holds information describing the topology of
+    the DNA fragment (linear or circular).
+
+    Parameters
+    ----------
+    watson : str
+        a string representing the watson (sense) DNA strand.
+
+    crick : str, optional
+        a string representing the crick (antisense) DNA strand.
+
+    ovhg : int, optional
+        A positive or negative number to describe the stagger between the
+        watson and crick strands.
+        see below for a detailed explanation.
+
+    linear : bool, optional
+        True indicates that sequence is linear, False that it is circular.
+
+    circular : bool, optional
+        True indicates that sequence is circular, False that it is linear.
+
+
+    Examples
+    --------
+    Dseq is a subclass of the Biopython Seq object. It stores two
+    strings representing the watson (sense) and crick(antisense) strands.
+    two properties called linear and circular, and a numeric value ovhg
+    (overhang) describing the stagger for the watson and crick strand
+    in the 5' end of the fragment.
+
+    The most common usage is probably to create a Dseq object as a
+    part of a Dseqrecord object (see :class:`pydna.dseqrecord.Dseqrecord`).
+
+    There are three ways of creating a Dseq object directly listed below, but you can also
+    use the function Dseq.from_full_sequence_and_overhangs() to create a Dseq:
+
+    Only one argument (string):
+
+    >>> from pydna.dseq import Dseq
+    >>> Dseq("aaa")
+    Dseq(-3)
+    aaa
+    ttt
+
+    The given string will be interpreted as the watson strand of a
+    blunt, linear double stranded sequence object. The crick strand
+    is created automatically from the watson strand.
+
+    Two arguments (string, string):
+
+    >>> from pydna.dseq import Dseq
+    >>> Dseq("gggaaat","ttt")
+    Dseq(-7)
+    gggaaat
+       ttt
+
+    If both watson and crick are given, but not ovhg an attempt
+    will be made to find the best annealing between the strands.
+    There are limitations to this. For long fragments it is quite
+    slow. The length of the annealing sequences have to be at least
+    half the length of the shortest of the strands.
+
+    Three arguments (string, string, ovhg=int):
+
+    The ovhg parameter is an integer describing the length of the
+    crick strand overhang in the 5' end of the molecule.
+
+    The ovhg parameter controls the stagger at the five prime end::
+
+        dsDNA       overhang
+
+          nnn...    2
+        nnnnn...
+
+         nnnn...    1
+        nnnnn...
+
+        nnnnn...    0
+        nnnnn...
+
+        nnnnn...   -1
+         nnnn...
+
+        nnnnn...   -2
+          nnn...
+
+    Example of creating Dseq objects with different amounts of stagger:
+
+    >>> Dseq(watson="agt", crick="actta", ovhg=-2)
+    Dseq(-7)
+    agt
+      attca
+    >>> Dseq(watson="agt",crick="actta",ovhg=-1)
+    Dseq(-6)
+    agt
+     attca
+    >>> Dseq(watson="agt",crick="actta",ovhg=0)
+    Dseq(-5)
+    agt
+    attca
+    >>> Dseq(watson="agt",crick="actta",ovhg=1)
+    Dseq(-5)
+     agt
+    attca
+    >>> Dseq(watson="agt",crick="actta",ovhg=2)
+    Dseq(-5)
+      agt
+    attca
+
+    If the ovhg parameter is specified a crick strand also
+    needs to be supplied, otherwise an exception is raised.
+
+    >>> Dseq(watson="agt", ovhg=2)
+    Traceback (most recent call last):
+      File "<stdin>", line 1, in <module>
+      File "/usr/local/lib/python2.7/dist-packages/pydna_/dsdna.py", line 169, in __init__
+        else:
+    ValueError: ovhg defined without crick strand!
+
+
+    The shape of the fragment is set by circular = True, False
+
+    Note that both ends of the DNA fragment has to be compatible to set
+    circular = True.
+
+
+    >>> Dseq("aaa","ttt")
+    Dseq(-3)
+    aaa
+    ttt
+    >>> Dseq("aaa","ttt",ovhg=0)
+    Dseq(-3)
+    aaa
+    ttt
+    >>> Dseq("aaa","ttt",ovhg=1)
+    Dseq(-4)
+     aaa
+    ttt
+    >>> Dseq("aaa","ttt",ovhg=-1)
+    Dseq(-4)
+    aaa
+     ttt
+    >>> Dseq("aaa", "ttt", circular = True , ovhg=0)
+    Dseq(o3)
+    aaa
+    ttt
+
+    >>> a=Dseq("tttcccc","aaacccc")
+    >>> a
+    Dseq(-11)
+        tttcccc
+    ccccaaa
+    >>> a.ovhg
+    4
+
+    >>> b=Dseq("ccccttt","ccccaaa")
+    >>> b
+    Dseq(-11)
+    ccccttt
+        aaacccc
+    >>> b.ovhg
+    -4
+    >>>
+
+    Coercing to string
+
+    >>> str(a)
+    'ggggtttcccc'
+
+    A Dseq object can be longer that either the watson or crick strands.
+
+    ::
+
+        <-- length -->
+        GATCCTTT
+             AAAGCCTAG
+
+        <-- length -->
+              GATCCTTT
+        AAAGCCCTA
+
+    The slicing of a linear Dseq object works mostly as it does for a string.
+
+    >>> s="ggatcc"
+    >>> s[2:3]
+    'a'
+    >>> s[2:4]
+    'at'
+    >>> s[2:4:-1]
+    ''
+    >>> s[::2]
+    'gac'
+    >>> from pydna.dseq import Dseq
+    >>> d=Dseq(s, circular=False)
+    >>> d[2:3]
+    Dseq(-1)
+    a
+    t
+    >>> d[2:4]
+    Dseq(-2)
+    at
+    ta
+    >>> d[2:4:-1]
+    Dseq(-0)
+    <BLANKLINE>
+    <BLANKLINE>
+    >>> d[::2]
+    Dseq(-3)
+    gac
+    ctg
+
+
+    The slicing of a circular Dseq object has a slightly different meaning.
+
+
+    >>> s="ggAtCc"
+    >>> d=Dseq(s, circular=True)
+    >>> d
+    Dseq(o6)
+    ggAtCc
+    ccTaGg
+    >>> d[4:3]
+    Dseq(-5)
+    CcggA
+    GgccT
+
+
+    The slice [X:X] produces an empty slice for a string, while this
+    will return the linearized sequence starting at X:
+
+    >>> s="ggatcc"
+    >>> d=Dseq(s, circular=True)
+    >>> d
+    Dseq(o6)
+    ggatcc
+    cctagg
+    >>> d[3:3]
+    Dseq(-6)
+    tccgga
+    aggcct
+    >>>
+
+
+    See Also
+    --------
+    pydna.dseqrecord.Dseqrecord
+
+    """
+
+    trunc = 30
+
+    def __init__(
+        self,
+        watson,
+        crick=None,
+        ovhg=None,
+        circular=False,
+        pos=0,
+    ):
+        if crick is None:
+            if ovhg is None:
+                crick = _rc(watson)
+                ovhg = 0
+                try:
+                    self._data = bytes(watson, encoding="ASCII")
+                except TypeError:
+                    self._data = watson
+                    watson = watson.decode("ASCII")
+                    crick = crick.decode("ASCII")
+            else:  # ovhg given, but no crick strand
+                raise ValueError("ovhg defined without crick strand!")
+        else:  # crick strand given
+            if ovhg is None:  # ovhg not given
+                olaps = _common_sub_strings(
+                    str(watson).lower(),
+                    str(_rc(crick).lower()),
+                    int(_math.log(len(watson)) / _math.log(4)),
+                )
+                try:
+                    F, T, L = olaps[0]
+                except IndexError:
+                    raise ValueError("Could not anneal the two strands." " Please provide ovhg value")
+                ovhgs = [ol[1] - ol[0] for ol in olaps if ol[2] == L]
+                if len(ovhgs) > 1:
+                    raise ValueError("More than one way of annealing the" " strands. Please provide ovhg value")
+                ovhg = T - F
+
+                sns = (ovhg * " ") + _pretty_str(watson)
+                asn = (-ovhg * " ") + _pretty_str(_rc(crick))
+
+                self._data = bytes(
+                    "".join([a.strip() or b.strip() for a, b in _itertools.zip_longest(sns, asn, fillvalue=" ")]),
+                    encoding="ASCII",
+                )
+
+            else:  # ovhg given
+                if ovhg == 0:
+                    if len(watson) == len(crick):
+                        self._data = bytes(watson, encoding="ASCII")
+                    elif len(watson) > len(crick):
+                        self._data = bytes(watson, encoding="ASCII")
+                    else:
+                        self._data = bytes(
+                            watson + _rc(crick[: len(crick) - len(watson)]),
+                            encoding="ASCII",
+                        )
+                elif ovhg > 0:
+                    if ovhg + len(watson) > len(crick):
+                        self._data = bytes(_rc(crick[-ovhg:]) + watson, encoding="ASCII")
+                    else:
+                        self._data = bytes(
+                            _rc(crick[-ovhg:]) + watson + _rc(crick[: len(crick) - ovhg - len(watson)]),
+                            encoding="ASCII",
+                        )
+                else:  # ovhg < 0
+                    if -ovhg + len(crick) > len(watson):
+                        self._data = bytes(
+                            watson + _rc(crick[: -ovhg + len(crick) - len(watson)]),
+                            encoding="ASCII",
+                        )
+                    else:
+                        self._data = bytes(watson, encoding="ASCII")
+
+        self.circular = circular
+        self.watson = _pretty_str(watson)
+        self.crick = _pretty_str(crick)
+        self.length = len(self._data)
+        self.ovhg = ovhg
+        self.pos = pos
+
+

+[docs]
+    @classmethod
+    def quick(
+        cls,
+        watson: str,
+        crick: str,
+        ovhg=0,
+        circular=False,
+        pos=0,
+    ):
+        obj = cls.__new__(cls)  # Does not call __init__
+        obj.watson = _pretty_str(watson)
+        obj.crick = _pretty_str(crick)
+        obj.ovhg = ovhg
+        obj.circular = circular
+        obj.length = max(len(watson) + max(0, ovhg), len(crick) + max(0, -ovhg))
+        obj.pos = pos
+        wb = bytes(watson, encoding="ASCII")
+        cb = bytes(crick, encoding="ASCII")
+        obj._data = _rc(cb[-max(0, ovhg) or len(cb) :]) + wb + _rc(cb[: max(0, len(cb) - ovhg - len(wb))])
+        return obj

+
+
+

+[docs]
+    @classmethod
+    def from_string(
+        cls,
+        dna: str,
+        *args,
+        # linear=True,
+        circular=False,
+        **kwargs,
+    ):
+        obj = cls.__new__(cls)  # Does not call __init__
+        obj.watson = _pretty_str(dna)
+        obj.crick = _pretty_str(_rc(dna))
+        obj.ovhg = 0
+        obj.circular = circular
+        # obj._linear = linear
+        obj.length = len(dna)
+        obj.pos = 0
+        obj._data = bytes(dna, encoding="ASCII")
+        return obj

+
+
+

+[docs]
+    @classmethod
+    def from_representation(cls, dsdna: str, *args, **kwargs):
+        obj = cls.__new__(cls)  # Does not call __init__
+        w, c, *r = [ln for ln in dsdna.splitlines() if ln]
+        ovhg = obj.ovhg = len(w) - len(w.lstrip()) - (len(c) - len(c.lstrip()))
+        watson = obj.watson = _pretty_str(w.strip())
+        crick = obj.crick = _pretty_str(c.strip()[::-1])
+        obj.circular = False
+        # obj._linear = True
+        obj.length = max(len(watson) + max(0, ovhg), len(crick) + max(0, -ovhg))
+        obj.pos = 0
+        wb = bytes(watson, encoding="ASCII")
+        cb = bytes(crick, encoding="ASCII")
+        obj._data = _rc(cb[-max(0, ovhg) or len(cb) :]) + wb + _rc(cb[: max(0, len(cb) - ovhg - len(wb))])
+        return obj

+
+
+

+[docs]
+    @classmethod
+    def from_full_sequence_and_overhangs(cls, full_sequence: str, crick_ovhg: int, watson_ovhg: int):
+        """Create a linear Dseq object from a full sequence and the 3' overhangs of each strand.
+
+        The order of the parameters is like this because the 3' overhang of the crick strand is the one
+        on the left side of the sequence.
+
+
+        Parameters
+        ----------
+        full_sequence: str
+            The full sequence of the Dseq object.
+
+        crick_ovhg: int
+            The overhang of the crick strand in the 3' end. Equivalent to Dseq.ovhg.
+
+        watson_ovhg: int
+            The overhang of the watson strand in the 5' end.
+
+        Returns
+        -------
+        Dseq
+            A Dseq object.
+
+        Examples
+        --------
+
+        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=2)
+        Dseq(-6)
+          AAAA
+        TTTT
+        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=2)
+        Dseq(-6)
+        AAAAAA
+          TT
+        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=-2)
+        Dseq(-6)
+          AA
+        TTTTTT
+        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=-2)
+        Dseq(-6)
+        AAAA
+          TTTT
+
+        """
+        full_sequence_rev = str(Dseq(full_sequence).reverse_complement())
+        watson = full_sequence
+        crick = full_sequence_rev
+
+        # If necessary, we trim the left side
+        if crick_ovhg < 0:
+            crick = crick[:crick_ovhg]
+        elif crick_ovhg > 0:
+            watson = watson[crick_ovhg:]
+
+        # If necessary, we trim the right side
+        if watson_ovhg < 0:
+            watson = watson[:watson_ovhg]
+        elif watson_ovhg > 0:
+            crick = crick[watson_ovhg:]
+
+        return Dseq(watson, crick=crick, ovhg=crick_ovhg)

+
+
+    # @property
+    # def ovhg(self):
+    #     """The ovhg property. This cannot be set directly, but is a
+    #     consequence of how the watson and crick strands anneal to
+    #     each other"""
+    #     return self._ovhg
+
+    # @property
+    # def linear(self):
+    #     """The linear property can not be set directly.
+    #     Use an empty slice [:] to create a linear object."""
+    #     return self._linear
+
+    # @property
+    # def circular(self):
+    #     """The circular property can not be set directly.
+    #     Use :meth:`looped` to create a circular Dseq object"""
+    #     return self._circular
+
+

+[docs]
+    def mw(self):
+        """This method returns the molecular weight of the DNA molecule
+        in g/mol. The following formula is used::
+
+               MW = (A x 313.2) + (T x 304.2) +
+                    (C x 289.2) + (G x 329.2) +
+                    (N x 308.9) + 79.0
+        """
+        nts = (self.watson + self.crick).lower()
+
+        return (
+            313.2 * nts.count("a")
+            + 304.2 * nts.count("t")
+            + 289.2 * nts.count("c")
+            + 329.2 * nts.count("g")
+            + 308.9 * nts.count("n")
+            + 79.0
+        )

+
+
+

+[docs]
+    def upper(self):
+        """Return an upper case copy of the sequence.
+
+        >>> from pydna.dseq import Dseq
+        >>> my_seq = Dseq("aAa")
+        >>> my_seq
+        Dseq(-3)
+        aAa
+        tTt
+        >>> my_seq.upper()
+        Dseq(-3)
+        AAA
+        TTT
+
+        Returns
+        -------
+        Dseq
+            Dseq object in uppercase
+
+        See also
+        --------
+        pydna.dseq.Dseq.lower
+
+        """
+        return self.quick(
+            self.watson.upper(),
+            self.crick.upper(),
+            ovhg=self.ovhg,
+            # linear=self.linear,
+            circular=self.circular,
+            pos=self.pos,
+        )

+
+
+

+[docs]
+    def lower(self):
+        """Return a lower case copy of the sequence.
+
+        >>> from pydna.dseq import Dseq
+        >>> my_seq = Dseq("aAa")
+        >>> my_seq
+        Dseq(-3)
+        aAa
+        tTt
+        >>> my_seq.lower()
+        Dseq(-3)
+        aaa
+        ttt
+
+        Returns
+        -------
+        Dseq
+            Dseq object in lowercase
+
+        See also
+        --------
+        pydna.dseq.Dseq.upper
+        """
+        return self.quick(
+            self.watson.lower(),
+            self.crick.lower(),
+            ovhg=self.ovhg,
+            # linear=self.linear,
+            circular=self.circular,
+            pos=self.pos,
+        )

+
+
+

+[docs]
+    def find(self, sub, start=0, end=_sys.maxsize):
+        """This method behaves like the python string method of the same name.
+
+        Returns an integer, the index of the first occurrence of substring
+        argument sub in the (sub)sequence given by [start:end].
+
+        Returns -1 if the subsequence is NOT found.
+
+        Parameters
+        ----------
+
+        sub : string or Seq object
+            a string or another Seq object to look for.
+
+        start : int, optional
+            slice start.
+
+        end : int, optional
+            slice end.
+
+        Examples
+        --------
+        >>> from pydna.dseq import Dseq
+        >>> seq = Dseq("atcgactgacgtgtt")
+        >>> seq
+        Dseq(-15)
+        atcgactgacgtgtt
+        tagctgactgcacaa
+        >>> seq.find("gac")
+        3
+        >>> seq = Dseq(watson="agt",crick="actta",ovhg=-2)
+        >>> seq
+        Dseq(-7)
+        agt
+          attca
+        >>> seq.find("taa")
+        2
+        """
+
+        if not self.circular:
+            return _Seq.find(self, sub, start, end)
+
+        return (_pretty_str(self) + _pretty_str(self)).find(sub, start, end)

+
+
+    def __getitem__(self, sl):
+        """Returns a subsequence. This method is used by the slice notation"""
+
+        if not self.circular:
+            x = len(self.crick) - self.ovhg - len(self.watson)
+
+            sns = (self.ovhg * " " + self.watson + x * " ")[sl]
+            asn = (-self.ovhg * " " + self.crick[::-1] + -x * " ")[sl]
+
+            ovhg = max((len(sns) - len(sns.lstrip()), -len(asn) + len(asn.lstrip())), key=abs)
+
+            return Dseq(
+                sns.strip(),
+                asn[::-1].strip(),
+                ovhg=ovhg,
+                # linear=True
+            )
+        else:
+            sl = slice(sl.start or 0, sl.stop or len(self), sl.step)
+            if sl.start > len(self) or sl.stop > len(self):
+                return Dseq("")
+            if sl.start < sl.stop:
+                return Dseq(
+                    self.watson[sl],
+                    self.crick[::-1][sl][::-1],
+                    ovhg=0,
+                    # linear=True
+                )
+            else:
+                try:
+                    stp = abs(sl.step)
+                except TypeError:
+                    stp = 1
+                start = sl.start
+                stop = sl.stop
+
+                w = self.watson[(start or len(self)) :: stp] + self.watson[: (stop or 0) : stp]
+                c = self.crick[len(self) - stop :: stp] + self.crick[: len(self) - start : stp]
+
+                return Dseq(w, c, ovhg=0)  # , linear=True)
+
+    def __eq__(self, other):
+        """Compare to another Dseq object OR an object that implements
+        watson, crick and ovhg properties. This comparison is case
+        insensitive.
+
+        """
+        try:
+            same = (
+                other.watson.lower() == self.watson.lower()
+                and other.crick.lower() == self.crick.lower()
+                and other.ovhg == self.ovhg
+                and self.circular == other.circular
+            )
+            # Also test for alphabet ?
+        except AttributeError:
+            same = False
+        return same
+
+    def __repr__(self):
+        """Returns a representation of the sequence, truncated if
+        longer than 30 bp"""
+
+        if len(self) > Dseq.trunc:
+            if self.ovhg > 0:
+                d = self.crick[-self.ovhg :][::-1]
+                hej = len(d)
+                if len(d) > 10:
+                    d = "{}..{}".format(d[:4], d[-4:])
+                a = len(d) * " "
+
+            elif self.ovhg < 0:
+                a = self.watson[: max(0, -self.ovhg)]
+                hej = len(a)
+                if len(a) > 10:
+                    a = "{}..{}".format(a[:4], a[-4:])
+                d = len(a) * " "
+            else:
+                a = ""
+                d = ""
+                hej = 0
+
+            x = self.ovhg + len(self.watson) - len(self.crick)
+
+            if x > 0:
+                c = self.watson[len(self.crick) - self.ovhg :]
+                y = len(c)
+                if len(c) > 10:
+                    c = "{}..{}".format(c[:4], c[-4:])
+                f = len(c) * " "
+            elif x < 0:
+                f = self.crick[:-x][::-1]
+                y = len(f)
+                if len(f) > 10:
+                    f = "{}..{}".format(f[:4], f[-4:])
+                c = len(f) * " "
+            else:
+                c = ""
+                f = ""
+                y = 0
+
+            L = len(self) - hej - y
+            x1 = -min(0, self.ovhg)
+            x2 = x1 + L
+            x3 = -min(0, x)
+            x4 = x3 + L
+
+            b = self.watson[x1:x2]
+            e = self.crick[x3:x4][::-1]
+
+            if len(b) > 10:
+                b = "{}..{}".format(b[:4], b[-4:])
+                e = "{}..{}".format(e[:4], e[-4:])
+
+            return _pretty_str("{klass}({top}{size})\n" "{a}{b}{c}\n" "{d}{e}{f}").format(
+                klass=self.__class__.__name__,
+                top={False: "-", True: "o"}[self.circular],
+                size=len(self),
+                a=a,
+                b=b,
+                c=c,
+                d=d,
+                e=e,
+                f=f,
+            )
+
+        else:
+            return _pretty_str(
+                "{}({}{})\n{}\n{}".format(
+                    self.__class__.__name__,
+                    {False: "-", True: "o"}[self.circular],
+                    len(self),
+                    self.ovhg * " " + self.watson,
+                    -self.ovhg * " " + self.crick[::-1],
+                )
+            )
+
+

+[docs]
+    def reverse_complement(self, inplace=False):
+        """Dseq object where watson and crick have switched places.
+
+        This represents the same double stranded sequence.
+
+        Examples
+        --------
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("catcgatc")
+        >>> a
+        Dseq(-8)
+        catcgatc
+        gtagctag
+        >>> b=a.reverse_complement()
+        >>> b
+        Dseq(-8)
+        gatcgatg
+        ctagctac
+        >>>
+
+        """
+        return Dseq.quick(
+            self.crick,
+            self.watson,
+            ovhg=len(self.watson) - len(self.crick) + self.ovhg,
+            circular=self.circular,
+        )

+
+
+    rc = reverse_complement  # alias for reverse_complement
+
+

+[docs]
+    def shifted(self, shift):
+        """Shifted version of a circular Dseq object."""
+        if not self.circular:
+            raise TypeError("DNA is not circular.")
+        shift = shift % len(self)
+        if not shift:
+            return _copy.deepcopy(self)
+        else:
+            return (self[shift:] + self[:shift]).looped()

+
+
+

+[docs]
+    def looped(self):
+        """Circularized Dseq object.
+
+        This can only be done if the two ends are compatible,
+        otherwise a TypeError is raised.
+
+        Examples
+        --------
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("catcgatc")
+        >>> a
+        Dseq(-8)
+        catcgatc
+        gtagctag
+        >>> a.looped()
+        Dseq(o8)
+        catcgatc
+        gtagctag
+        >>> a.T4("t")
+        Dseq(-8)
+        catcgat
+         tagctag
+        >>> a.T4("t").looped()
+        Dseq(o7)
+        catcgat
+        gtagcta
+        >>> a.T4("a")
+        Dseq(-8)
+        catcga
+          agctag
+        >>> a.T4("a").looped()
+        Traceback (most recent call last):
+          File "<stdin>", line 1, in <module>
+          File "/usr/local/lib/python2.7/dist-packages/pydna/dsdna.py", line 357, in looped
+            if type5 == type3 and str(sticky5) == str(rc(sticky3)):
+        TypeError: DNA cannot be circularized.
+        5' and 3' sticky ends not compatible!
+        >>>
+
+        """
+        if self.circular:
+            return self
+        type5, sticky5 = self.five_prime_end()
+        type3, sticky3 = self.three_prime_end()
+        if type5 == type3 and str(sticky5) == str(_rc(sticky3)):
+            nseq = Dseq.quick(
+                self.watson,
+                self.crick[-self.ovhg :] + self.crick[: -self.ovhg],
+                ovhg=0,
+                # linear=False,
+                circular=True,
+            )
+            # assert len(nseq.crick) == len(nseq.watson)
+            return nseq
+        else:
+            raise TypeError("DNA cannot be circularized.\n" "5' and 3' sticky ends not compatible!")

+
+
+

+[docs]
+    def tolinear(self):  # pragma: no cover
+        """Returns a blunt, linear copy of a circular Dseq object. This can
+        only be done if the Dseq object is circular, otherwise a
+        TypeError is raised.
+
+        This method is deprecated, use slicing instead. See example below.
+
+        Examples
+        --------
+
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("catcgatc", circular=True)
+        >>> a
+        Dseq(o8)
+        catcgatc
+        gtagctag
+        >>> a[:]
+        Dseq(-8)
+        catcgatc
+        gtagctag
+        >>>
+
+        """
+        import warnings as _warnings
+        from pydna import _PydnaDeprecationWarning
+
+        _warnings.warn(
+            "tolinear method is obsolete; " "please use obj[:] " "instead of obj.tolinear().",
+            _PydnaDeprecationWarning,
+        )
+        if not self.circular:
+            raise TypeError("DNA is not circular.\n")
+        selfcopy = _copy.copy(self)
+        selfcopy.circular = False
+        return selfcopy  # self.__class__(self.watson, linear=True)

+
+
+

+[docs]
+    def five_prime_end(self):
+        """Returns a tuple describing the structure of the 5' end of
+        the DNA fragment
+
+        Examples
+        --------
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("aaa", "ttt")
+        >>> a
+        Dseq(-3)
+        aaa
+        ttt
+        >>> a.five_prime_end()
+        ('blunt', '')
+        >>> a=Dseq("aaa", "ttt", ovhg=1)
+        >>> a
+        Dseq(-4)
+         aaa
+        ttt
+        >>> a.five_prime_end()
+        ("3'", 't')
+        >>> a=Dseq("aaa", "ttt", ovhg=-1)
+        >>> a
+        Dseq(-4)
+        aaa
+         ttt
+        >>> a.five_prime_end()
+        ("5'", 'a')
+        >>>
+
+        See also
+        --------
+        pydna.dseq.Dseq.three_prime_end
+
+        """
+        if self.watson and not self.crick:
+            return "5'", self.watson.lower()
+        if not self.watson and self.crick:
+            return "3'", self.crick.lower()
+        if self.ovhg < 0:
+            sticky = self.watson[: -self.ovhg].lower()
+            type_ = "5'"
+        elif self.ovhg > 0:
+            sticky = self.crick[-self.ovhg :].lower()
+            type_ = "3'"
+        else:
+            sticky = ""
+            type_ = "blunt"
+        return type_, sticky

+
+
+

+[docs]
+    def three_prime_end(self):
+        """Returns a tuple describing the structure of the 5' end of
+        the DNA fragment
+
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("aaa", "ttt")
+        >>> a
+        Dseq(-3)
+        aaa
+        ttt
+        >>> a.three_prime_end()
+        ('blunt', '')
+        >>> a=Dseq("aaa", "ttt", ovhg=1)
+        >>> a
+        Dseq(-4)
+         aaa
+        ttt
+        >>> a.three_prime_end()
+        ("3'", 'a')
+        >>> a=Dseq("aaa", "ttt", ovhg=-1)
+        >>> a
+        Dseq(-4)
+        aaa
+         ttt
+        >>> a.three_prime_end()
+        ("5'", 't')
+        >>>
+
+        See also
+        --------
+        pydna.dseq.Dseq.five_prime_end
+
+        """
+
+        ovhg = len(self.watson) - len(self.crick) + self.ovhg
+
+        if ovhg < 0:
+            sticky = self.crick[:-ovhg].lower()
+            type_ = "5'"
+        elif ovhg > 0:
+            sticky = self.watson[-ovhg:].lower()
+            type_ = "3'"
+        else:
+            sticky = ""
+            type_ = "blunt"
+        return type_, sticky

+
+
+

+[docs]
+    def watson_ovhg(self):
+        """Returns the overhang of the watson strand at the three prime."""
+        return len(self.watson) - len(self.crick) + self.ovhg

+
+
+    def __add__(self, other):
+        """Simulates ligation between two DNA fragments.
+
+        Add other Dseq object at the end of the sequence.
+        Type error is raised if any of the points below are fulfilled:
+
+        * one or more objects are circular
+        * if three prime sticky end of self is not the same type
+          (5' or 3') as the sticky end of other
+        * three prime sticky end of self complementary with five
+          prime sticky end of other.
+
+        Phosphorylation and dephosphorylation is not considered.
+
+        DNA is allways presumed to have the necessary 5' phospate
+        group necessary for ligation.
+
+        """
+        # test for circular DNA
+        if self.circular:
+            raise TypeError("circular DNA cannot be ligated!")
+        try:
+            if other.circular:
+                raise TypeError("circular DNA cannot be ligated!")
+        except AttributeError:
+            pass
+
+        self_type, self_tail = self.three_prime_end()
+        other_type, other_tail = other.five_prime_end()
+
+        if self_type == other_type and str(self_tail) == str(_rc(other_tail)):
+            answer = Dseq.quick(self.watson + other.watson, other.crick + self.crick, self.ovhg)
+        elif not self:
+            answer = _copy.copy(other)
+        elif not other:
+            answer = _copy.copy(self)
+        else:
+            raise TypeError("sticky ends not compatible!")
+        return answer
+
+    def __mul__(self, number):
+        if not isinstance(number, int):
+            raise TypeError("TypeError: can't multiply Dseq by non-int of type {}".format(type(number)))
+        if number <= 0:
+            return self.__class__("")
+        new = _copy.copy(self)
+        for i in range(number - 1):
+            new += self
+        return new
+
+    def _fill_in_five_prime(self, nucleotides):
+        stuffer = ""
+        type, se = self.five_prime_end()
+        if type == "5'":
+            for n in _rc(se):
+                if n in nucleotides:
+                    stuffer += n
+                else:
+                    break
+        return self.crick + stuffer, self.ovhg + len(stuffer)
+
+    def _fill_in_three_prime(self, nucleotides):
+        stuffer = ""
+        type, se = self.three_prime_end()
+        if type == "5'":
+            for n in _rc(se):
+                if n in nucleotides:
+                    stuffer += n
+                else:
+                    break
+        return self.watson + stuffer
+
+

+[docs]
+    def fill_in(self, nucleotides=None):
+        """Fill in of five prime protruding end with a DNA polymerase
+        that has only DNA polymerase activity (such as exo-klenow [#]_)
+        and any combination of A, G, C or T. Default are all four
+        nucleotides together.
+
+        Parameters
+        ----------
+
+        nucleotides : str
+
+        Examples
+        --------
+
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("aaa", "ttt")
+        >>> a
+        Dseq(-3)
+        aaa
+        ttt
+        >>> a.fill_in()
+        Dseq(-3)
+        aaa
+        ttt
+        >>> b=Dseq("caaa", "cttt")
+        >>> b
+        Dseq(-5)
+        caaa
+         tttc
+        >>> b.fill_in()
+        Dseq(-5)
+        caaag
+        gtttc
+        >>> b.fill_in("g")
+        Dseq(-5)
+        caaag
+        gtttc
+        >>> b.fill_in("tac")
+        Dseq(-5)
+        caaa
+         tttc
+        >>> c=Dseq("aaac", "tttg")
+        >>> c
+        Dseq(-5)
+         aaac
+        gttt
+        >>> c.fill_in()
+        Dseq(-5)
+         aaac
+        gttt
+        >>>
+
+        References
+        ----------
+        .. [#] http://en.wikipedia.org/wiki/Klenow_fragment#The_exo-_Klenow_fragment
+
+        """
+        if not nucleotides:
+            nucleotides = "GATCRYWSMKHBVDN"
+        nucleotides = set(nucleotides.lower() + nucleotides.upper())
+        crick, ovhg = self._fill_in_five_prime(nucleotides)
+        watson = self._fill_in_three_prime(nucleotides)
+        return Dseq(watson, crick, ovhg)

+
+
+

+[docs]
+    def transcribe(self):
+        return _Seq(self.watson).transcribe()

+
+
+

+[docs]
+    def translate(self, table="Standard", stop_symbol="*", to_stop=False, cds=False, gap="-"):
+        return _Seq(_translate_str(str(self), table, stop_symbol, to_stop, cds, gap=gap))

+
+
+

+[docs]
+    def mung(self):
+        """
+        Simulates treatment a nuclease with 5'-3' and 3'-5' single
+        strand specific exonuclease activity (such as mung bean nuclease [#]_)
+
+        ::
+
+             ggatcc    ->     gatcc
+              ctaggg          ctagg
+
+              ggatcc   ->      ggatc
+             tcctag            cctag
+
+         >>> from pydna.dseq import Dseq
+         >>> b=Dseq("caaa", "cttt")
+         >>> b
+         Dseq(-5)
+         caaa
+          tttc
+         >>> b.mung()
+         Dseq(-3)
+         aaa
+         ttt
+         >>> c=Dseq("aaac", "tttg")
+         >>> c
+         Dseq(-5)
+          aaac
+         gttt
+         >>> c.mung()
+         Dseq(-3)
+         aaa
+         ttt
+
+
+
+        References
+        ----------
+        .. [#] http://en.wikipedia.org/wiki/Mung_bean_nuclease
+
+
+        """
+        return Dseq(self.watson[max(0, -self.ovhg) : min(len(self.watson), len(self.crick) - self.ovhg)])

+
+
+

+[docs]
+    def T4(self, nucleotides=None):
+        """Fill in five prime protruding ends and chewing back
+        three prime protruding ends by a DNA polymerase providing both
+        5'-3' DNA polymerase activity and 3'-5' nuclease acitivty
+        (such as T4 DNA polymerase). This can be done in presence of any
+        combination of the four A, G, C or T. Removing one or more nucleotides
+        can facilitate engineering of sticky ends. Default are all four nucleotides together.
+
+        Parameters
+        ----------
+        nucleotides : str
+
+
+        Examples
+        --------
+
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("gatcgatc")
+        >>> a
+        Dseq(-8)
+        gatcgatc
+        ctagctag
+        >>> a.T4()
+        Dseq(-8)
+        gatcgatc
+        ctagctag
+        >>> a.T4("t")
+        Dseq(-8)
+        gatcgat
+         tagctag
+        >>> a.T4("a")
+        Dseq(-8)
+        gatcga
+          agctag
+        >>> a.T4("g")
+        Dseq(-8)
+        gatcg
+           gctag
+        >>>
+
+        """
+
+        if not nucleotides:
+            nucleotides = "GATCRYWSMKHBVDN"
+        nucleotides = set(nucleotides.lower() + nucleotides.upper())
+        type, se = self.five_prime_end()
+        if type == "5'":
+            crick, ovhg = self._fill_in_five_prime(nucleotides)
+        else:
+            if type == "3'":
+                ovhg = 0
+                crick = self.crick[: -len(se)]
+            else:
+                ovhg = 0
+                crick = self.crick
+        x = len(crick) - 1
+        while x >= 0:
+            if crick[x] in nucleotides:
+                break
+            x -= 1
+        ovhg = x - len(crick) + 1 + ovhg
+        crick = crick[: x + 1]
+        if not crick:
+            ovhg = 0
+        watson = self.watson
+        type, se = self.three_prime_end()
+        if type == "5'":
+            watson = self._fill_in_three_prime(nucleotides)
+        else:
+            if type == "3'":
+                watson = self.watson[: -len(se)]
+        x = len(watson) - 1
+        while x >= 0:
+            if watson[x] in nucleotides:
+                break
+            x -= 1
+        watson = watson[: x + 1]
+        return Dseq(watson, crick, ovhg)

+
+
+    t4 = T4  # alias for the T4 method.
+
+

+[docs]
+    def exo1_front(self, n=1):
+        """5'-3' resection at the start (left side) of the molecule."""
+        d = _copy.deepcopy(self)
+        d.ovhg += n
+        d.watson = d.watson[n:]
+        return d

+
+
+

+[docs]
+    def exo1_end(self, n=1):
+        """5'-3' resection at the end (right side) of the molecule."""
+        d = _copy.deepcopy(self)
+        d.crick = d.crick[n:]
+        return d

+
+
+

+[docs]
+    def no_cutters(self, batch: _RestrictionBatch = None):
+        """Enzymes in a RestrictionBatch not cutting sequence."""
+        if not batch:
+            batch = CommOnly
+        ana = batch.search(self)
+        ncut = {enz: sitelist for (enz, sitelist) in ana.items() if not sitelist}
+        return _RestrictionBatch(ncut)

+
+
+

+[docs]
+    def unique_cutters(self, batch: _RestrictionBatch = None):
+        """Enzymes in a RestrictionBatch cutting sequence once."""
+        if not batch:
+            batch = CommOnly
+        return self.n_cutters(n=1, batch=batch)

+
+
+    once_cutters = unique_cutters  # alias for unique_cutters
+
+

+[docs]
+    def twice_cutters(self, batch: _RestrictionBatch = None):
+        """Enzymes in a RestrictionBatch cutting sequence twice."""
+        if not batch:
+            batch = CommOnly
+        return self.n_cutters(n=2, batch=batch)

+
+
+

+[docs]
+    def n_cutters(self, n=3, batch: _RestrictionBatch = None):
+        """Enzymes in a RestrictionBatch cutting n times."""
+        if not batch:
+            batch = CommOnly
+        ana = batch.search(self)
+        ncut = {enz: sitelist for (enz, sitelist) in ana.items() if len(sitelist) == n}
+        return _RestrictionBatch(ncut)

+
+
+

+[docs]
+    def cutters(self, batch: _RestrictionBatch = None):
+        """Enzymes in a RestrictionBatch cutting sequence at least once."""
+        if not batch:
+            batch = CommOnly
+        ana = batch.search(self)
+        ncut = {enz: sitelist for (enz, sitelist) in ana.items() if sitelist}
+        return _RestrictionBatch(ncut)

+
+
+

+[docs]
+    def seguid(self):
+        """SEGUID checksum for the sequence."""
+        if self.circular:
+            cs = _cdseguid(self.watson.upper(), self.crick.upper(), alphabet="{DNA-extended}")
+        else:
+            """docstring."""
+            w = f"{self.ovhg*'-'}{self.watson}{'-'*(-self.ovhg+len(self.crick)-len(self.watson))}".upper()
+            c = f"{'-'*(self.ovhg+len(self.watson)-len(self.crick))}{self.crick}{-self.ovhg*'-'}".upper()
+            cs = _ldseguid(w, c, alphabet="{DNA-extended}")
+        return cs

+
+
+

+[docs]
+    def isblunt(self):
+        """isblunt.
+
+        Return True if Dseq is linear and blunt and
+        false if staggered or circular.
+
+        Examples
+        --------
+        >>> from pydna.dseq import Dseq
+        >>> a=Dseq("gat")
+        >>> a
+        Dseq(-3)
+        gat
+        cta
+        >>> a.isblunt()
+        True
+        >>> a=Dseq("gat", "atcg")
+        >>> a
+        Dseq(-4)
+         gat
+        gcta
+        >>> a.isblunt()
+        False
+        >>> a=Dseq("gat", "gatc")
+        >>> a
+        Dseq(-4)
+        gat
+        ctag
+        >>> a.isblunt()
+        False
+        >>> a=Dseq("gat", circular=True)
+        >>> a
+        Dseq(o3)
+        gat
+        cta
+        >>> a.isblunt()
+        False
+        """
+        return self.ovhg == 0 and len(self.watson) == len(self.crick) and not self.circular

+
+
+

+[docs]
+    def cas9(self, RNA: str):
+        """docstring."""
+        bRNA = bytes(RNA, "ASCII")
+        slices = []
+        cuts = [0]
+        for m in _re.finditer(bRNA, self._data):
+            cuts.append(m.start() + 17)
+        cuts.append(self.length)
+        slices = tuple(slice(x, y, 1) for x, y in zip(cuts, cuts[1:]))
+        return slices

+
+
+

+[docs]
+    def terminal_transferase(self, nucleotides="a"):
+        """docstring."""
+        ovhg = self.ovhg
+        if self.ovhg >= 0:
+            ovhg += len(nucleotides)
+        return Dseq(self.watson + nucleotides, self.crick + nucleotides, ovhg)

+
+
+

+[docs]
+    def cut(self, *enzymes):
+        """Returns a list of linear Dseq fragments produced in the digestion.
+        If there are no cuts, an empty list is returned.
+
+        Parameters
+        ----------
+
+        enzymes : enzyme object or iterable of such objects
+            A Bio.Restriction.XXX restriction objects or iterable.
+
+        Returns
+        -------
+        frags : list
+            list of Dseq objects formed by the digestion
+
+
+        Examples
+        --------
+
+        >>> from pydna.dseq import Dseq
+        >>> seq=Dseq("ggatccnnngaattc")
+        >>> seq
+        Dseq(-15)
+        ggatccnnngaattc
+        cctaggnnncttaag
+        >>> from Bio.Restriction import BamHI,EcoRI
+        >>> type(seq.cut(BamHI))
+        <class 'tuple'>
+        >>> for frag in seq.cut(BamHI): print(repr(frag))
+        Dseq(-5)
+        g
+        cctag
+        Dseq(-14)
+        gatccnnngaattc
+            gnnncttaag
+        >>> seq.cut(EcoRI, BamHI) ==  seq.cut(BamHI, EcoRI)
+        True
+        >>> a,b,c = seq.cut(EcoRI, BamHI)
+        >>> a+b+c
+        Dseq(-15)
+        ggatccnnngaattc
+        cctaggnnncttaag
+        >>>
+
+        """
+
+        cutsites = self.get_cutsites(*enzymes)
+        cutsite_pairs = self.get_cutsite_pairs(cutsites)
+        return tuple(self.apply_cut(*cs) for cs in cutsite_pairs)

+
+
+

+[docs]
+    def cutsite_is_valid(self, cutsite):
+        """Returns False if:
+        - Cut positions fall outside the sequence (could be moved to Biopython)
+        - Overhang is not double stranded
+        - Recognition site is not double stranded or is outside the sequence
+        - For enzymes that cut twice, it checks that at least one possibility is valid
+        """
+
+        assert cutsite is not None, "cutsite is None"
+
+        enz = cutsite[1]
+        watson, crick, ovhg = self.get_cut_parameters(cutsite, True)
+
+        # The cut positions fall within the sequence
+        # This could go into Biopython
+        if not self.circular and crick < 0 or crick > len(self):
+            return False
+
+        # The overhang is double stranded
+        overhang_dseq = self[watson:crick] if ovhg < 0 else self[crick:watson]
+        if overhang_dseq.ovhg != 0 or overhang_dseq.watson_ovhg() != 0:
+            return False
+
+        # The recognition site is double stranded and within the sequence
+        start_of_recognition_site = watson - enz.fst5
+        if start_of_recognition_site < 0:
+            start_of_recognition_site += len(self)
+        end_of_recognition_site = start_of_recognition_site + enz.size
+        if self.circular:
+            end_of_recognition_site %= len(self)
+        recognition_site = self[start_of_recognition_site:end_of_recognition_site]
+        if len(recognition_site) == 0 or recognition_site.ovhg != 0 or recognition_site.watson_ovhg() != 0:
+            if enz.scd5 is None:
+                return False
+            else:
+                # For enzymes that cut twice, this might be referring to the second one
+                start_of_recognition_site = watson - enz.scd5
+                if start_of_recognition_site < 0:
+                    start_of_recognition_site += len(self)
+                end_of_recognition_site = start_of_recognition_site + enz.size
+                if self.circular:
+                    end_of_recognition_site %= len(self)
+                recognition_site = self[start_of_recognition_site:end_of_recognition_site]
+
+                if len(recognition_site) == 0 or recognition_site.ovhg != 0 or recognition_site.watson_ovhg() != 0:
+                    return False
+
+        return True

+
+
+

+[docs]
+    def get_cutsites(self, *enzymes):
+        """Returns a list of cutsites, represented represented as `((cut_watson, ovhg), enz)`:
+
+        - `cut_watson` is a positive integer contained in `[0,len(seq))`, where `seq` is the sequence
+          that will be cut. It represents the position of the cut on the watson strand, using the full
+          sequence as a reference. By "full sequence" I mean the one you would get from `str(Dseq)`.
+        - `ovhg` is the overhang left after the cut. It has the same meaning as `ovhg` in
+          the `Bio.Restriction` enzyme objects, or pydna's `Dseq` property.
+        - `enz` is the enzyme object. It's not necessary to perform the cut, but can be
+           used to keep track of which enzyme was used.
+
+        Cuts are only returned if the recognition site and overhang are on the double-strand
+        part of the sequence.
+
+        Parameters
+        ----------
+
+        enzymes : Union[_RestrictionBatch,list[_RestrictionType]]
+
+        Returns
+        -------
+        list[tuple[tuple[int,int], _RestrictionType]]
+
+        Examples
+        --------
+
+        >>> from Bio.Restriction import EcoRI
+        >>> from pydna.dseq import Dseq
+        >>> seq = Dseq('AAGAATTCAAGAATTC')
+        >>> seq.get_cutsites(EcoRI)
+        [((3, -4), EcoRI), ((11, -4), EcoRI)]
+
+        `cut_watson` is defined with respect to the "full sequence", not the
+        watson strand:
+
+        >>> dseq = Dseq.from_full_sequence_and_overhangs('aaGAATTCaa', 1, 0)
+        >>> dseq
+        Dseq(-10)
+         aGAATTCaa
+        ttCTTAAGtt
+        >>> dseq.get_cutsites([EcoRI])
+        [((3, -4), EcoRI)]
+
+        Cuts are only returned if the recognition site and overhang are on the double-strand
+        part of the sequence.
+
+        >>> Dseq('GAATTC').get_cutsites([EcoRI])
+        [((1, -4), EcoRI)]
+        >>> Dseq.from_full_sequence_and_overhangs('GAATTC', -1, 0).get_cutsites([EcoRI])
+        []
+
+        """
+
+        if len(enzymes) == 1 and isinstance(enzymes[0], _RestrictionBatch):
+            # argument is probably a RestrictionBatch
+            enzymes = [e for e in enzymes[0]]
+
+        enzymes = _flatten(enzymes)
+        out = list()
+        for e in enzymes:
+            # Positions of the cut on the watson strand. They are 1-based, so we subtract
+            # 1 to get 0-based positions
+            cuts_watson = [c - 1 for c in e.search(self, linear=(not self.circular))]
+
+            out += [((w, e.ovhg), e) for w in cuts_watson]
+
+        return sorted([cutsite for cutsite in out if self.cutsite_is_valid(cutsite)])

+
+
+

+[docs]
+    def left_end_position(self) -> Tuple[int, int]:
+        """
+        The index in the full sequence of the watson and crick start positions.
+
+        full sequence (str(self)) for all three cases is AAA
+        ::
+
+            AAA              AA               AAT
+             TT             TTT               TTT
+            Returns (0, 1)  Returns (1, 0)    Returns (0, 0)
+
+
+        """
+        if self.ovhg > 0:
+            return self.ovhg, 0
+        return 0, -self.ovhg

+
+
+

+[docs]
+    def right_end_position(self) -> Tuple[int, int]:
+        """The index in the full sequence of the watson and crick end positions.
+
+        full sequence (str(self)) for all three cases is AAA
+
+        ```
+        AAA               AA                   AAA
+        TT                TTT                  TTT
+        Returns (3, 2)    Returns (2, 3)       Returns (3, 3)
+        ```
+
+        """
+        if self.watson_ovhg() < 0:
+            return len(self) + self.watson_ovhg(), len(self)
+        return len(self), len(self) - self.watson_ovhg()

+
+
+

+[docs]
+    def get_cut_parameters(self, cut: tuple, is_left: bool):
+        """For a given cut expressed as ((cut_watson, ovhg), enz), returns
+        a tuple (cut_watson, cut_crick, ovhg).
+
+        - cut_watson: see get_cutsites docs
+        - cut_crick: equivalent of cut_watson in the crick strand
+        - ovhg: see get_cutsites docs
+
+        The cut can be None if it represents the left or right end of the sequence.
+        Then it will return the position of the watson and crick ends with respect
+        to the "full sequence". The `is_left` parameter is only used in this case.
+
+        """
+        if cut is not None:
+            watson, ovhg = cut[0]
+            crick = watson - ovhg
+            if self.circular:
+                crick %= len(self)
+            return watson, crick, ovhg
+
+        assert not self.circular, "Circular sequences should not have None cuts"
+
+        if is_left:
+            return *self.left_end_position(), self.ovhg
+        # In the right end, the overhang does not matter
+        return *self.right_end_position(), self.watson_ovhg()

+
+
+

+[docs]
+    def apply_cut(self, left_cut, right_cut):
+        """Extracts a subfragment of the sequence between two cuts.
+
+        For more detail see the documentation of get_cutsite_pairs.
+
+        Parameters
+        ----------
+        left_cut : Union[tuple[tuple[int,int], _RestrictionType], None]
+        right_cut: Union[tuple[tuple[int,int], _RestrictionType], None]
+
+        Returns
+        -------
+        Dseq
+
+        Examples
+        --------
+        >>> from Bio.Restriction import EcoRI
+        >>> from pydna.dseq import Dseq
+        >>> dseq = Dseq('aaGAATTCaaGAATTCaa')
+        >>> cutsites = dseq.get_cutsites([EcoRI])
+        >>> cutsites
+        [((3, -4), EcoRI), ((11, -4), EcoRI)]
+        >>> p1, p2, p3 = dseq.get_cutsite_pairs(cutsites)
+        >>> p1
+        (None, ((3, -4), EcoRI))
+        >>> dseq.apply_cut(*p1)
+        Dseq(-7)
+        aaG
+        ttCTTAA
+        >>> p2
+        (((3, -4), EcoRI), ((11, -4), EcoRI))
+        >>> dseq.apply_cut(*p2)
+        Dseq(-12)
+        AATTCaaG
+            GttCTTAA
+        >>> p3
+        (((11, -4), EcoRI), None)
+        >>> dseq.apply_cut(*p3)
+        Dseq(-7)
+        AATTCaa
+            Gtt
+
+        >>> dseq = Dseq('TTCaaGAA', circular=True)
+        >>> cutsites = dseq.get_cutsites([EcoRI])
+        >>> cutsites
+        [((6, -4), EcoRI)]
+        >>> pair = dseq.get_cutsite_pairs(cutsites)[0]
+        >>> pair
+        (((6, -4), EcoRI), ((6, -4), EcoRI))
+        >>> dseq.apply_cut(*pair)
+        Dseq(-12)
+        AATTCaaG
+            GttCTTAA
+
+        """
+        if _cuts_overlap(left_cut, right_cut, len(self)):
+            raise ValueError("Cuts overlap")
+
+        left_watson, left_crick, ovhg_left = self.get_cut_parameters(left_cut, True)
+        right_watson, right_crick, _ = self.get_cut_parameters(right_cut, False)
+        return Dseq(
+            str(self[left_watson:right_watson]),
+            # The line below could be easier to understand as _rc(str(self[left_crick:right_crick])), but it does not preserve the case
+            str(self.reverse_complement()[len(self) - right_crick : len(self) - left_crick]),
+            ovhg=ovhg_left,
+        )

+
+
+

+[docs]
+    def get_cutsite_pairs(self, cutsites):
+        """Returns pairs of cutsites that render the edges of the resulting fragments.
+
+        A fragment produced by restriction is represented by a tuple of length 2 that
+        may contain cutsites or `None`:
+
+            - Two cutsites: represents the extraction of a fragment between those two
+              cutsites, in that orientation. To represent the opening of a circular
+              molecule with a single cutsite, we put the same cutsite twice.
+            - `None`, cutsite: represents the extraction of a fragment between the left
+              edge of linear sequence and the cutsite.
+            - cutsite, `None`: represents the extraction of a fragment between the cutsite
+              and the right edge of a linear sequence.
+
+        Parameters
+        ----------
+        cutsites : list[tuple[tuple[int,int], _RestrictionType]]
+
+        Returns
+        -------
+        list[tuple[tuple[tuple[int,int], _RestrictionType]|None],tuple[tuple[int,int], _RestrictionType]|None]
+
+        Examples
+        --------
+
+        >>> from Bio.Restriction import EcoRI
+        >>> from pydna.dseq import Dseq
+        >>> dseq = Dseq('aaGAATTCaaGAATTCaa')
+        >>> cutsites = dseq.get_cutsites([EcoRI])
+        >>> cutsites
+        [((3, -4), EcoRI), ((11, -4), EcoRI)]
+        >>> dseq.get_cutsite_pairs(cutsites)
+        [(None, ((3, -4), EcoRI)), (((3, -4), EcoRI), ((11, -4), EcoRI)), (((11, -4), EcoRI), None)]
+
+        >>> dseq = Dseq('TTCaaGAA', circular=True)
+        >>> cutsites = dseq.get_cutsites([EcoRI])
+        >>> cutsites
+        [((6, -4), EcoRI)]
+        >>> dseq.get_cutsite_pairs(cutsites)
+        [(((6, -4), EcoRI), ((6, -4), EcoRI))]
+        """
+        if len(cutsites) == 0:
+            return []
+        if not self.circular:
+            cutsites = [None, *cutsites, None]
+        else:
+            # Add the first cutsite at the end, for circular cuts
+            cutsites.append(cutsites[0])
+
+        return list(zip(cutsites, cutsites[1:]))

+

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/dseqrecord.html b/_modules/pydna/dseqrecord.html new file mode 100644 index 00000000..46df9d6f --- /dev/null +++ b/_modules/pydna/dseqrecord.html @@ -0,0 +1,1588 @@ + + + + + + pydna.dseqrecord — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.dseqrecord

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+"""This module provides the :class:`Dseqrecord` class, for handling double stranded
+DNA sequences. The Dseqrecord holds sequence information in the form of a :class:`pydna.dseq.Dseq`
+object. The Dseq and Dseqrecord classes are subclasses of Biopythons
+Seq and SeqRecord classes, respectively.
+
+The Dseq and Dseqrecord classes support the notion of circular and linear DNA topology.
+"""
+from Bio.Restriction import RestrictionBatch as _RestrictionBatch
+from Bio.Restriction import CommOnly
+from pydna.dseq import Dseq as _Dseq
+from pydna._pretty import pretty_str as _pretty_str
+from pydna.utils import flatten as _flatten, location_boundaries as _location_boundaries
+
+# from pydna.utils import memorize as _memorize
+from pydna.utils import rc as _rc
+from pydna.utils import shift_location as _shift_location
+from pydna.utils import shift_feature as _shift_feature
+from pydna.common_sub_strings import common_sub_strings as _common_sub_strings
+from Bio.SeqFeature import SeqFeature as _SeqFeature
+from Bio import SeqIO
+from Bio.SeqFeature import CompoundLocation as _CompoundLocation
+from Bio.SeqFeature import SimpleLocation as _SimpleLocation
+from pydna.seqrecord import SeqRecord as _SeqRecord
+from Bio.Seq import translate as _translate
+from pydna.utils import identifier_from_string as _identifier_from_string
+import copy as _copy
+import operator as _operator
+import os as _os
+import re as _re
+import time as _time
+import datetime as _datetime
+
+
+import logging as _logging
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+
+
+try:
+    from IPython.display import display_html as _display_html
+except ImportError:
+
+    def _display_html(item, raw=None):
+        return item
+
+
+

+[docs]
+class Dseqrecord(_SeqRecord):
+    """Dseqrecord is a double stranded version of the Biopython SeqRecord [#]_ class.
+    The Dseqrecord object holds a Dseq object describing the sequence.
+    Additionally, Dseqrecord hold meta information about the sequence in the
+    from of a list of SeqFeatures, in the same way as the SeqRecord does.
+
+    The Dseqrecord can be initialized with a string, Seq, Dseq, SeqRecord
+    or another Dseqrecord. The sequence information will be stored in a
+    Dseq object in all cases.
+
+    Dseqrecord objects can be read or parsed from sequences in FASTA, EMBL or Genbank formats.
+    See the :mod:`pydna.readers` and :mod:`pydna.parsers` modules for further information.
+
+    There is a short representation associated with the Dseqrecord.
+    ``Dseqrecord(-3)`` represents a linear sequence of length 2
+    while ``Dseqrecord(o7)``
+    represents a circular sequence of length 7.
+
+    Dseqrecord and Dseq share the same concept of length. This length can be larger
+    than each strand alone if they are staggered as in the example below.
+
+    ::
+
+        <-- length -->
+        GATCCTTT
+             AAAGCCTAG
+
+
+
+
+    Parameters
+    ----------
+    record  : string, Seq, SeqRecord, Dseq or other Dseqrecord object
+        This data will be used to form the seq property
+
+    circular : bool, optional
+        True or False reflecting the shape of the DNA molecule
+
+    linear : bool, optional
+        True or False reflecting the shape of the DNA molecule
+
+
+    Examples
+    --------
+
+    >>> from pydna.dseqrecord import Dseqrecord
+    >>> a=Dseqrecord("aaa")
+    >>> a
+    Dseqrecord(-3)
+    >>> a.seq
+    Dseq(-3)
+    aaa
+    ttt
+    >>> from pydna.seq import Seq
+    >>> b=Dseqrecord(Seq("aaa"))
+    >>> b
+    Dseqrecord(-3)
+    >>> b.seq
+    Dseq(-3)
+    aaa
+    ttt
+    >>> from Bio.SeqRecord import SeqRecord
+    >>> c=Dseqrecord(SeqRecord(Seq("aaa")))
+    >>> c
+    Dseqrecord(-3)
+    >>> c.seq
+    Dseq(-3)
+    aaa
+    ttt
+
+    References
+    ----------
+
+    .. [#] http://biopython.org/wiki/SeqRecord
+
+    """
+
+    def __init__(
+        self,
+        record,
+        *args,
+        circular=None,
+        n=5e-14,  # mol ( = 0.05 pmol)
+        **kwargs,
+    ):
+        _module_logger.info("### Dseqrecord initialized ###")
+        _module_logger.info("argument circular = %s", circular)
+        _module_logger.info("circular = %s", circular)
+
+        if isinstance(record, str):
+            _module_logger.info("record is a string")
+            super().__init__(
+                _Dseq.from_string(
+                    record,
+                    # linear=linear,
+                    circular=bool(circular),
+                ),
+                *args,
+                **kwargs,
+            )
+
+        # record is a Dseq object ?
+        elif hasattr(record, "watson"):
+            if circular is False:
+                record = record[:]
+            elif circular is True:
+                record = record.looped()
+            _module_logger.info("record is a Dseq object")
+            super().__init__(record, *args, **kwargs)
+
+        # record is a Bio.Seq object ?
+        elif hasattr(record, "transcribe"):
+            _module_logger.info("record is a Seq object")
+            super().__init__(
+                _Dseq(
+                    str(record),
+                    # linear=linear,
+                    circular=bool(circular),
+                ),
+                *args,
+                **kwargs,
+            )
+
+        # record is a Bio.SeqRecord or Dseqrecord object ?
+        elif hasattr(record, "features"):
+            _module_logger.info("record is a Bio.SeqRecord or Dseqrecord object")
+            for key, value in list(record.__dict__.items()):
+                setattr(self, key, value)
+            self.letter_annotations = {}
+            # record.seq is a Dseq object ?
+            if hasattr(record.seq, "watson"):
+                new_seq = _copy.copy(record.seq)
+                if circular is False:
+                    new_seq = new_seq[:]
+                elif circular is True:
+                    new_seq = new_seq.looped()
+                self.seq = new_seq
+            # record.seq is Bio.SeqRecord object ?
+            else:
+                self.seq = _Dseq(
+                    str(record.seq),
+                    # linear=linear,
+                    circular=bool(circular),
+                )
+        else:
+            raise ValueError("don't know what to do with {}".format(record))
+
+        self.map_target = None
+        self.n = n  # amount, set to 5E-14 which is 5 pmols
+        self.annotations.update({"molecule_type": "DNA"})
+
+

+[docs]
+    @classmethod
+    def from_string(
+        cls,
+        record: str = "",
+        *args,
+        # linear=True,
+        circular=False,
+        n=5e-14,
+        **kwargs,
+    ):
+        """docstring."""
+        # def from_string(cls, record:str="", *args,
+        # linear=True, circular=False, n = 5E-14, **kwargs):
+        obj = cls.__new__(cls)  # Does not call __init__
+        obj._per_letter_annotations = {}
+        obj.seq = _Dseq.quick(
+            record,
+            _rc(record),
+            ovhg=0,
+            # linear=linear,
+            circular=circular,
+        )
+        obj.id = _pretty_str("id")
+        obj.name = _pretty_str("name")
+        obj.description = _pretty_str("description")
+        obj.dbxrefs = []
+        obj.annotations = {"molecule_type": "DNA"}
+        obj.features = []
+        obj.map_target = None
+        obj.n = n
+        obj.__dict__.update(kwargs)
+        return obj

+
+
+

+[docs]
+    @classmethod
+    def from_SeqRecord(
+        cls,
+        record: _SeqRecord,
+        *args,
+        circular=None,
+        n=5e-14,
+        **kwargs,
+    ):
+        obj = cls.__new__(cls)  # Does not call __init__
+        obj._per_letter_annotations = record._per_letter_annotations
+        obj.id = record.id
+        obj.name = record.name
+        obj.description = record.description
+        obj.dbxrefs = record.dbxrefs
+        obj.annotations = {"molecule_type": "DNA"}
+        obj.annotations.update(record.annotations)
+        obj.features = record.features
+        obj.map_target = None
+        obj.n = n
+        if circular is None:
+            circular = record.annotations.get("topology") == "circular"
+        obj.seq = _Dseq.quick(str(record.seq), _rc(str(record.seq)), ovhg=0, circular=circular)
+        return obj

+
+
+    @property
+    def circular(self):
+        """The circular property can not be set directly.
+        Use :meth:`looped`"""
+        return self.seq.circular
+
+

+[docs]
+    def m(self):
+        """This method returns the mass of the DNA molecule in grams. This is
+        calculated as the product between the molecular weight of the Dseq object
+        and the"""
+        return self.seq.mw() * self.n  # Da(g/mol) * mol = g

+
+
+

+[docs]
+    def extract_feature(self, n):
+        """Extracts a feature and creates a new Dseqrecord object.
+
+        Parameters
+        ----------
+        n  : int
+            Indicates the feature to extract
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a=Dseqrecord("atgtaa")
+        >>> a.add_feature(2,4)
+        >>> b=a.extract_feature(0)
+        >>> b
+        Dseqrecord(-2)
+        >>> b.seq
+        Dseq(-2)
+        gt
+        ca
+
+        """
+        return super().extract_feature(n)

+
+
+

+[docs]
+    def add_feature(self, x=None, y=None, seq=None, type_="misc", strand=1, *args, **kwargs):
+        """Add a feature of type misc to the feature list of the sequence.
+
+        Parameters
+        ----------
+        x  : int
+            Indicates start of the feature
+        y  : int
+            Indicates end of the feature
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a=SeqRecord("atgtaa")
+        >>> a.features
+        []
+        >>> a.add_feature(2,4)
+        >>> a.features
+        [SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4), strand=1), type='misc', qualifiers=...)]
+        """
+        if x and y and self.circular and x > y:
+            pass
+        else:
+            super().add_feature(x, y, seq, type_, strand=strand, *args, **kwargs)
+            return
+
+        qualifiers = {}
+        qualifiers.update(kwargs)
+
+        location = _CompoundLocation(
+            (
+                _SimpleLocation(x, self.seq.length, strand=strand),
+                _SimpleLocation(0, y, strand=strand),
+            )
+        )
+
+        sf = _SeqFeature(location, type=type_, qualifiers=qualifiers)
+
+        if "label" not in qualifiers:
+            qualifiers["label"] = [f"ft{len(location)}"]
+
+        if sf.extract(self).isorf():
+            qualifiers["label"] = [f"orf{len(location)}"]
+
+        self.features.append(sf)

+
+
+

+[docs]
+    def seguid(self):
+        """Url safe SEGUID for the sequence.
+
+        This checksum is the same as seguid but with base64.urlsafe
+        encoding instead of the normal base64. This means that
+        the characters + and / are replaced with - and _ so that
+        the checksum can be part of a URL.
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a = Dseqrecord("aa")
+        >>> a.seguid()
+        'ldseguid=TEwydy0ugvGXh3VJnVwgtxoyDQA'
+
+        """
+        return self.seq.seguid()

+
+
+

+[docs]
+    def looped(self):
+        """
+        Circular version of the Dseqrecord object.
+
+        The underlying linear Dseq object has to have compatible ends.
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a=Dseqrecord("aaa")
+        >>> a
+        Dseqrecord(-3)
+        >>> b=a.looped()
+        >>> b
+        Dseqrecord(o3)
+        >>>
+
+        See Also
+        --------
+        pydna.dseq.Dseq.looped
+        """
+        new = _copy.copy(self)
+        # for key, value in list(self.__dict__.items()):
+        #     setattr(new, key, value)
+        new._seq = self.seq.looped()
+        five_prime = self.seq.five_prime_end()
+        for fn, fo in zip(new.features, self.features):
+            if five_prime[0] == "5'":
+                pass
+                # fn.location = fn.location + self.seq.ovhg
+            elif five_prime[0] == "3'":
+                fn.location = fn.location + (-self.seq.ovhg)
+            if fn.location.start < 0:
+                loc1 = _SimpleLocation(len(new) + fn.location.start, len(new), strand=fn.location.strand)
+                loc2 = _SimpleLocation(0, fn.location.end, strand=fn.location.strand)
+                fn.location = _CompoundLocation([loc1, loc2])
+
+            if fn.location.end > len(new):
+                loc1 = _SimpleLocation(fn.location.start, len(new), strand=fn.location.strand)
+                loc2 = _SimpleLocation(0, fn.location.end - len(new), strand=fn.location.strand)
+                fn.location = _CompoundLocation([loc1, loc2])
+
+            fn.qualifiers = fo.qualifiers
+
+        return new

+
+
+

+[docs]
+    def tolinear(self):  # pragma: no cover
+        """
+        Returns a linear, blunt copy of a circular Dseqrecord object. The
+        underlying Dseq object has to be circular.
+
+        This method is deprecated, use slicing instead. See example below.
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a=Dseqrecord("aaa", circular = True)
+        >>> a
+        Dseqrecord(o3)
+        >>> b=a[:]
+        >>> b
+        Dseqrecord(-3)
+        >>>
+
+        """
+        import warnings as _warnings
+        from pydna import _PydnaDeprecationWarning
+
+        _warnings.warn(
+            "tolinear method is obsolete; " "please use obj[:] " "instead of obj.tolinear().",
+            _PydnaDeprecationWarning,
+        )
+        new = _copy.copy(self)
+        for key, value in list(self.__dict__.items()):
+            setattr(new, key, value)
+        # new._seq = self.seq.tolinear()
+        for fn, fo in zip(new.features, self.features):
+            fn.qualifiers = fo.qualifiers
+
+        return new

+
+
+

+[docs]
+    def terminal_transferase(self, nucleotides="a"):
+        """docstring."""
+        newseq = _copy.deepcopy(self)
+        newseq.seq = self.seq.terminal_transferase(nucleotides)
+        for feature in newseq.features:
+            feature.location += len(nucleotides)
+        return newseq

+
+
+

+[docs]
+    def format(self, f="gb"):
+        """Returns the sequence as a string using a format supported by Biopython
+        SeqIO [#]_. Default is "gb" which is short for Genbank.
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> x=Dseqrecord("aaa")
+        >>> x.annotations['date'] = '02-FEB-2013'
+        >>> x
+        Dseqrecord(-3)
+        >>> print(x.format("gb"))
+        LOCUS       name                       3 bp    DNA     linear   UNK 02-FEB-2013
+        DEFINITION  description.
+        ACCESSION   id
+        VERSION     id
+        KEYWORDS    .
+        SOURCE      .
+          ORGANISM  .
+                    .
+        FEATURES             Location/Qualifiers
+        ORIGIN
+                1 aaa
+        //
+
+
+        References
+        ----------
+
+        .. [#] http://biopython.org/wiki/SeqIO
+
+
+        """
+
+        s = super().format(f).strip()
+
+        if f in ("genbank", "gb"):
+            if self.circular:
+                return _pretty_str(s[:55] + "circular" + s[63:])
+            else:
+                return _pretty_str(s[:55] + "linear  " + s[63:])
+        else:
+            return _pretty_str(s).strip()

+
+
+

+[docs]
+    def write(self, filename=None, f="gb"):
+        """Writes the Dseqrecord to a file using the format f, which must
+        be a format supported by Biopython SeqIO for writing [#]_. Default
+        is "gb" which is short for Genbank. Note that Biopython SeqIO reads
+        more formats than it writes.
+
+        Filename is the path to the file where the sequece is to be
+        written. The filename is optional, if it is not given, the
+        description property (string) is used together with the format.
+
+        If obj is the Dseqrecord object, the default file name will be:
+
+        ``<obj.locus>.<f>``
+
+        Where <f> is "gb" by default. If the filename already exists and
+        AND the sequence it contains is different, a new file name will be
+        used so that the old file is not lost:
+
+        ``<obj.locus>_NEW.<f>``
+
+        References
+        ----------
+        .. [#] http://biopython.org/wiki/SeqIO
+
+        """
+        msg = ""
+        if not filename:
+            filename = "{name}.{type}".format(name=self.locus, type=f)
+            # generate a name if no name was given
+        # if not isinstance(filename, str):  # is filename a string???
+        #     raise ValueError("filename has to be a string, got", type(filename))
+        name, ext = _os.path.splitext(filename)
+        msg = f"<font face=monospace><a href='{filename}' target='_blank'>{filename}</a></font><br>"
+        if not _os.path.isfile(filename):
+            with open(filename, "w", encoding="utf8") as fp:
+                fp.write(self.format(f))
+        else:
+            from pydna.readers import read
+
+            old_file = read(filename)
+
+            if self.seq != old_file.seq:
+                # If new sequence is different, the old file is
+                # renamed with "_OLD_" suffix:
+                oldmtime = _datetime.datetime.fromtimestamp(_os.path.getmtime(filename)).isoformat()
+                tstmp = int(_time.time() * 1_000_000)
+                old_filename = f"{name}_OLD_{tstmp}{ext}"
+                _os.rename(filename, old_filename)
+                with open(filename, "w", encoding="utf8") as fp:
+                    fp.write(self.format(f))
+                newmtime = _datetime.datetime.fromtimestamp(_os.path.getmtime(filename)).isoformat()
+                msg = f"""
+                <table style="padding:10px 10px;
+                word-break:normal;
+                border-color:#fe0000;
+                border-collapse:collapse;
+                border-spacing:1;
+                font-family:monospace;
+                font-size:large;
+                font-weight:bold;
+                text-align:left;
+                border: 5px solid red;">
+                <thead>
+                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
+                    <th style="color:#fe0000;border: 1px solid;text-align:center;font-size:xxx-large;text-align:left;">&#9888</th>
+                    <th style="color:#f56b00;border: 1px solid;text-align:left;" colspan="2">Sequence change</th>
+                  </tr>
+                </thead>
+                <tbody>
+                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
+                    <td>Filename</td>
+                    <td style="color:#fe0000;border: 1px solid;text-align:left;"><a href='{filename}' target='_blank'>{filename}</a></td>
+                    <td style="color:#32cb00;border: 1px solid;text-align:left;"><a href='{old_filename}' target='_blank'>{old_filename}</a></td>
+                  </tr>
+                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
+                    <td >Saved</td>
+                    <td style="color:#fe0000;border: 1px solid;text-align:left;">{newmtime}</td>
+                    <td style="color:#32cb00;border: 1px solid;text-align:left;">{oldmtime}</td>
+                  </tr>
+                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
+                    <td>Length</td>
+                    <td style="color:#fe0000;border: 1px solid;text-align:left;">{len(self)}</td>
+                    <td style="color:#32cb00;border: 1px solid;text-align:left;">{len(old_file)}</td>
+                  </tr>
+                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
+                    <td>SEGUID</td>
+                    <td style="color:#fe0000;border: 1px solid;text-align:left;">{self.seguid()}</td>
+                    <td style="color:#32cb00;border: 1px solid;text-align:left;">{old_file.seguid()}</td>
+                  </tr>
+                </tbody>
+                </table>
+                """
+            elif "seguid" in old_file.annotations.get("comment", ""):
+                pattern = r"(ldseguid|cdseguid)-(\S{27})(_[0-9]{4}-[0-9]{2}-[0-9]{2}T[0-9]{2}:[0-9]{2}:[0-9]{2}\.[0-9]{6}){0,1}"
+                # seguid=NNNNNNNNNNNNNNNNNNNNNNNNNNN_2020-10-10T11:11:11.111111
+                oldstamp = _re.search(pattern, old_file.description)
+                newstamp = _re.search(pattern, self.description)
+                newdescription = self.description
+                if oldstamp and newstamp:
+                    if oldstamp.group(0)[:35] == newstamp.group(0)[:35]:
+                        newdescription = newdescription.replace(newstamp.group(0), oldstamp.group(0))
+                elif oldstamp:
+                    newdescription += " " + oldstamp.group(0)
+                newobj = _copy.copy(self)
+                newobj.description = newdescription
+
+                with open(filename, "w", encoding="utf8") as fp:
+                    fp.write(newobj.format(f))
+            else:
+                with open(filename, "w", encoding="utf8") as fp:
+                    fp.write(self.format(f))
+        return _display_html(msg, raw=True)

+
+
+

+[docs]
+    def find(self, other):
+        # TODO allow strings, seqs, seqrecords or Dseqrecords
+        # TODO check for linearity of other, raise exception if not
+        # TODO add tests and docstring for this method
+        o = str(other.seq).upper()
+
+        if not self.circular:
+            s = str(self.seq).upper()
+        else:
+            # allow wrapping around origin
+            s = str(self.seq).upper() + str(self.seq).upper()[: len(other) - 1]
+        return s.find(o)

+
+
+    def __str__(self):
+        return ("Dseqrecord\n" "circular: {}\n" "size: {}\n").format(self.circular, len(self)) + _SeqRecord.__str__(
+            self
+        )
+
+    def __contains__(self, other):
+        if other.lower() in str(self.seq).lower():
+            return True
+        else:
+            s = self.seq.watson.replace(" ", "")
+            ln = len(s)
+            spc = 3 - ln % 3 if ln % 3 else 0
+            s = "n" * spc + s + "nnn"
+            for frame in range(3):
+                if other.lower() in _translate(s[frame : frame + spc + ln]).lower():
+                    return True
+        return False
+
+

+[docs]
+    def find_aminoacids(self, other):
+        """
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> s=Dseqrecord("atgtacgatcgtatgctggttatattttag")
+        >>> s.seq.translate()
+        Seq('MYDRMLVIF*')
+        >>> "RML" in s
+        True
+        >>> "MMM" in s
+        False
+        >>> s.seq.rc().translate()
+        Seq('LKYNQHTIVH')
+        >>> "QHT" in s.rc()
+        True
+        >>> "QHT" in s
+        False
+        >>> slc = s.find_aa("RML")
+        >>> slc
+        slice(9, 18, None)
+        >>> s[slc]
+        Dseqrecord(-9)
+        >>> code = s[slc].seq
+        >>> code
+        Dseq(-9)
+        cgtatgctg
+        gcatacgac
+        >>> code.translate()
+        Seq('RML')
+        """
+        other = str(other).lower()
+        assert self.seq.watson == "".join(self.seq.watson.split())
+        s = self.seq.watson
+        ln = len(s)
+        spc = 3 - ln % 3 if ln % 3 else 0
+        s = s + "n" * spc + "nnn"
+        start = None
+        for frame in range(3):
+            try:
+                start = _translate(s[frame : frame + ln + spc]).lower().index(other)
+                break
+            except ValueError:
+                pass
+        oh = self.seq.ovhg if self.seq.ovhg > 0 else 0
+        if start is None:
+            return None  # TODO return an emoty slice or False...?
+        else:
+            return slice(frame + start * 3 + oh, frame + (start + len(other)) * 3 + oh)

+
+
+    find_aa = find_aminoacids
+
+

+[docs]
+    def map_trace_files(self, pth, limit=25):  # TODO allow path-like objects
+        import glob
+
+        traces = []
+        for name in glob.glob(pth):
+            trace = SeqIO.read(name, "abi").lower()
+            trace.annotations["filename"] = trace.fname = name
+            traces.append(trace)
+        if not traces:
+            raise ValueError("No trace files found in {}".format(pth))
+        if hasattr(self.map_target, "step"):
+            area = self.map_target
+        elif hasattr(self.map_target, "extract"):
+            area = slice(self.map_target.location.start, self.map_target.location.end)
+        else:
+            area = None  # TODO allow other objects as well and do some checks on map target
+
+        if area:
+            self.matching_reads = []
+            self.not_matching_reads = []
+            target = str(self[area].seq).lower()
+            target_rc = str(self[area].seq.rc()).lower()
+            for trace in traces:
+                if target in str(trace.seq) or target_rc in str(trace.seq):
+                    self.matching_reads.append(trace)
+                else:
+                    self.not_matching_reads.append(trace)
+            reads = self.matching_reads
+        else:
+            self.matching_reads = None
+            self.not_matching_reads = None
+            reads = traces
+
+        matching_reads = []
+
+        for read_ in reads:
+            matches = _common_sub_strings(str(self.seq).lower(), str(read_.seq), limit)
+
+            if not matches:
+                continue
+
+            if len(matches) > 1:
+                newmatches = [
+                    matches[0],
+                ]
+                for i, x in enumerate(matches[1:]):
+                    g, f, h = matches[i]
+                    if g + h < x[0] and f + h < x[1]:
+                        newmatches.append(x)
+            else:  # len(matches)==1
+                newmatches = matches
+
+            matching_reads.append(read_)
+
+            if len(newmatches) > 1:
+                ms = []
+                for m in newmatches:
+                    ms.append(_SimpleLocation(m[0], m[0] + m[2]))
+                loc = _CompoundLocation(ms)
+            else:
+                a, b, c = newmatches[0]
+                loc = _SimpleLocation(a, a + c)
+
+            self.features.append(
+                _SeqFeature(
+                    loc,
+                    qualifiers={"label": [read_.annotations["filename"]]},
+                    type="trace",
+                )
+            )
+
+        return [x.annotations["filename"] for x in matching_reads]

+
+
+    def __repr__(self):
+        return "Dseqrecord({}{})".format({True: "-", False: "o"}[not self.circular], len(self))
+
+    def _repr_pretty_(self, p, cycle):
+        p.text("Dseqrecord({}{})".format({True: "-", False: "o"}[not self.circular], len(self)))
+
+    def __add__(self, other):
+        if hasattr(other, "seq") and hasattr(other.seq, "watson"):
+            other = _copy.deepcopy(other)
+            other_five_prime = other.seq.five_prime_end()
+            if other_five_prime[0] == "5'":
+                # add other.seq.ovhg
+                for f in other.features:
+                    f.location = f.location + other.seq.ovhg
+            elif other_five_prime[0] == "3'":
+                # subtract other.seq.ovhg (sign change)
+                for f in other.features:
+                    f.location = f.location + (-other.seq.ovhg)
+
+            answer = Dseqrecord(_SeqRecord.__add__(self, other))
+            answer.n = min(self.n, other.n)
+        else:
+            answer = Dseqrecord(_SeqRecord.__add__(self, Dseqrecord(other)))
+            answer.n = self.n
+        return answer
+
+    def __mul__(self, number):
+        if not isinstance(number, int):
+            raise TypeError("TypeError: can't multiply Dseqrecord by non-int of type {}".format(type(number)))
+        if self.circular:
+            raise TypeError("TypeError: can't multiply circular Dseqrecord.")
+        if number > 0:
+            new = _copy.copy(self)
+            for i in range(1, number):
+                new += self
+            return new
+        else:
+            return self.__class__("")
+
+    def __getitem__(self, sl):
+        """docstring."""
+        answer = Dseqrecord(_copy.copy(self))
+        answer.seq = self.seq.__getitem__(sl)
+        # answer.seq.alphabet = self.seq.alphabet
+        # breakpoint()
+        sl_start = sl.start or 0  # 6
+        sl_stop = sl.stop or len(self.seq)  # 1
+
+        if not self.circular or sl_start < sl_stop:
+            # TODO: special case for sl_end == 0 in circular sequences
+            # related to https://github.com/BjornFJohansson/pydna/issues/161
+            if self.circular and sl.stop == 0:
+                sl = slice(sl.start, len(self.seq), sl.step)
+            answer.features = super().__getitem__(sl).features
+        elif self.circular and sl_start > sl_stop:
+            answer.features = self.shifted(sl_start).features
+            # origin-spanning features should only be included after shifting
+            # in cases where the slice comprises the entire sequence, but then
+            # sl_start == sl_stop and the second condition is not met
+            answer.features = [
+                f
+                for f in answer.features
+                if (
+                    _location_boundaries(f.location)[1] <= answer.seq.length
+                    and _location_boundaries(f.location)[0] < _location_boundaries(f.location)[1]
+                )
+            ]
+
+        elif self.circular and sl_start == sl_stop:
+            cut = ((sl_start, 0), None)
+            return self.apply_cut(cut, cut)
+        else:
+            answer = Dseqrecord("")
+        identifier = "part_{id}".format(id=self.id)
+        if answer.features:
+            sf = max(answer.features, key=len)  # default
+            if "label" in sf.qualifiers:
+                identifier = " ".join(sf.qualifiers["label"])
+            elif "note" in sf.qualifiers:
+                identifier = " ".join(sf.qualifiers["note"])
+        answer.id = _identifier_from_string(identifier)[:16]
+        answer.name = _identifier_from_string("part_{name}".format(name=self.name))[:16]
+        return answer
+
+    def __eq__(self, other):
+        """docstring."""
+        try:
+            if self.seq == other.seq and str(self.__dict__) == str(other.__dict__):
+                return True
+        except AttributeError:
+            pass
+        return False
+
+    def __ne__(self, other):
+        """docstring."""
+        return not self.__eq__(other)
+
+    def __hash__(self):
+        """__hash__ must be based on __eq__."""
+        return hash((str(self.seq).lower(), str(tuple(sorted(self.__dict__.items())))))
+
+

+[docs]
+    def linearize(self, *enzymes):
+        """Similar to `:func:cut`.
+
+        Throws an exception if there is not excactly one cut
+        i.e. none or more than one digestion products.
+        """
+        if not self.seq.circular:
+            raise TypeError("Can only linearize circular molecules!")
+        fragments = self.cut(*enzymes)
+        if len(fragments) > 1:
+            raise TypeError("More than one fragment is formed!")
+        elif not fragments:
+            raise TypeError("The enzyme(s) do not cut!")
+        answer = fragments[0]
+        answer.id = "{name}_lin".format(name=self.name)
+        answer.name = answer.id[:16]
+        return fragments[0]

+
+
+

+[docs]
+    def no_cutters(self, batch: _RestrictionBatch = None):
+        """docstring."""
+        return self.seq.no_cutters(batch=batch or CommOnly)

+
+
+

+[docs]
+    def unique_cutters(self, batch: _RestrictionBatch = None):
+        """docstring."""
+        return self.seq.unique_cutters(batch=batch or CommOnly)

+
+
+

+[docs]
+    def once_cutters(self, batch: _RestrictionBatch = None):
+        """docstring."""
+        return self.seq.once_cutters(batch=batch or CommOnly)

+
+
+

+[docs]
+    def twice_cutters(self, batch: _RestrictionBatch = None):
+        """docstring."""
+        return self.seq.twice_cutters(batch=batch or CommOnly)

+
+
+

+[docs]
+    def n_cutters(self, n=3, batch: _RestrictionBatch = None):
+        """docstring."""
+        return self.seq.n_cutters(n=n, batch=batch or CommOnly)

+
+
+

+[docs]
+    def cutters(self, batch: _RestrictionBatch = None):
+        """docstring."""
+        return self.seq.cutters(batch=batch or CommOnly)

+
+
+

+[docs]
+    def number_of_cuts(self, *enzymes):
+        """The number of cuts by digestion with the Restriction enzymes
+        contained in the iterable."""
+        return sum([len(enzyme.search(self.seq)) for enzyme in _flatten(enzymes)])

+
+
+

+[docs]
+    def cas9(self, RNA: str):
+        """docstring."""
+        fragments = []
+        result = []
+        for target in (self.seq, self.seq.rc()):
+            fragments = [self[sl.start : sl.stop] for sl in target.cas9(RNA)]
+            result.append(fragments)
+        return result

+
+
+

+[docs]
+    def reverse_complement(self):
+        """Reverse complement.
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a=Dseqrecord("ggaatt")
+        >>> a
+        Dseqrecord(-6)
+        >>> a.seq
+        Dseq(-6)
+        ggaatt
+        ccttaa
+        >>> a.reverse_complement().seq
+        Dseq(-6)
+        aattcc
+        ttaagg
+        >>>
+
+        See Also
+        --------
+        pydna.dseq.Dseq.reverse_complement
+
+        """
+        answer = type(self)(super().reverse_complement())
+        answer.name = "{}_rc".format(self.name[:13])
+        answer.description = self.description + "_rc"
+        answer.id = self.id + "_rc"
+        answer.seq.circular = self.seq.circular
+        # answer.seq._linear = self.seq.linear
+        return answer

+
+
+    rc = reverse_complement
+
+    # @_memorize("pydna.dseqrecord.Dseqrecord.synced")
+

+[docs]
+    def synced(self, ref, limit=25):
+        """This method returns a new circular sequence (Dseqrecord object), which has been rotated
+        in such a way that there is maximum overlap between the sequence and
+        ref, which may be a string, Biopython Seq, SeqRecord object or
+        another Dseqrecord object.
+
+        The reason for using this could be to rotate a new recombinant plasmid so
+        that it starts at the same position after cloning. See the example below:
+
+
+        Examples
+        --------
+
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a=Dseqrecord("gaat", circular=True)
+        >>> a.seq
+        Dseq(o4)
+        gaat
+        ctta
+        >>> d = a[2:] + a[:2]
+        >>> d.seq
+        Dseq(-4)
+        atga
+        tact
+        >>> insert=Dseqrecord("CCC")
+        >>> recombinant = (d+insert).looped()
+        >>> recombinant.seq
+        Dseq(o7)
+        atgaCCC
+        tactGGG
+        >>> recombinant.synced(a).seq
+        Dseq(o7)
+        gaCCCat
+        ctGGGta
+
+        """
+
+        if not self.circular:
+            raise TypeError("Only circular DNA can be synced!")
+
+        newseq = _copy.copy(self)
+
+        s = str(self.seq.watson).lower()
+        s_rc = str(self.seq.crick).lower()
+
+        if hasattr(ref, "seq"):
+            r = ref.seq
+            if hasattr(r, "watson"):
+                r = str(r.watson).lower()
+            else:
+                r = str(r).lower()
+        else:
+            r = str(ref.lower())
+
+        lim = min(limit, limit * (len(s) // limit) + 1)
+
+        c = _common_sub_strings(s + s, r, limit=lim)
+        d = _common_sub_strings(s_rc + s_rc, r, limit=lim)
+
+        c = [(x[0], x[2]) for x in c if x[1] == 0]
+        d = [(x[0], x[2]) for x in d if x[1] == 0]
+
+        if not c and not d:
+            raise TypeError("There is no overlap between sequences!")
+
+        if c:
+            start, length = c.pop(0)
+        else:
+            start, length = 0, 0
+
+        if d:
+            start_rc, length_rc = d.pop(0)
+        else:
+            start_rc, length_rc = 0, 0
+
+        if length_rc > length:
+            start = start_rc
+            newseq = newseq.rc()
+
+        if start == 0:
+            result = newseq
+        else:
+            result = newseq.shifted(start)
+        _module_logger.info("synced")
+        return result

+
+
+

+[docs]
+    def upper(self):
+        """Returns an uppercase copy.
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> my_seq = Dseqrecord("aAa")
+        >>> my_seq.seq
+        Dseq(-3)
+        aAa
+        tTt
+        >>> upper = my_seq.upper()
+        >>> upper.seq
+        Dseq(-3)
+        AAA
+        TTT
+        >>>
+
+
+        Returns
+        -------
+        Dseqrecord
+            Dseqrecord object in uppercase
+
+
+        See also
+        --------
+        pydna.dseqrecord.Dseqrecord.lower"""
+
+        upper = _copy.deepcopy(self)
+        upper.seq = upper.seq.upper()
+        return upper

+
+
+

+[docs]
+    def lower(self):
+        """>>> from pydna.dseqrecord import Dseqrecord
+        >>> my_seq = Dseqrecord("aAa")
+        >>> my_seq.seq
+        Dseq(-3)
+        aAa
+        tTt
+        >>> upper = my_seq.upper()
+        >>> upper.seq
+        Dseq(-3)
+        AAA
+        TTT
+        >>> lower = my_seq.lower()
+        >>> lower
+        Dseqrecord(-3)
+        >>>
+
+        Returns
+        -------
+        Dseqrecord
+            Dseqrecord object in lowercase
+
+        See also
+        --------
+        pydna.dseqrecord.Dseqrecord.upper
+
+        """
+        lower = _copy.deepcopy(self)
+        lower.seq = lower.seq.lower()
+        return lower

+
+
+

+[docs]
+    def orfs(self, minsize=300):
+        """docstring."""
+        return tuple(Dseqrecord(self[x:y]) for x, y in self.seq.orfs(minsize=minsize))

+
+
+

+[docs]
+    def orfs_to_features(self, minsize=300):
+        """docstring."""
+        features = []
+        for strand, s in ((1, self.seq), (-1, self.seq.rc())):
+            for x, y in s.orfs(minsize=minsize):
+                orf = self[x:y]
+                prt = orf.translate()
+                features.append(
+                    _SeqFeature(
+                        _SimpleLocation(x, y, strand=strand),
+                        type="CDS",
+                        qualifiers={
+                            "note": f"{y-x}bp {(y-x)//3}aa",
+                            "checksum": [orf.seguid() + " (DNA)", prt.seguid() + " (protein)"],
+                            "codon_start": 1,
+                            "transl_table": 11,
+                            "translation": str(prt.seq),
+                        },
+                    )
+                )
+        return features

+
+
+    def _copy_to_clipboard(self, sequence_format):
+        """docstring."""
+        from pyperclip import copy
+
+        copy(self.format(sequence_format))
+        return None
+
+

+[docs]
+    def copy_gb_to_clipboard(self):
+        """docstring."""
+        self._copy_to_clipboard("gb")
+        return None

+
+
+

+[docs]
+    def copy_fasta_to_clipboard(self):
+        """docstring."""
+        self._copy_to_clipboard("fasta")
+        return None

+
+
+

+[docs]
+    def figure(self, feature=0, highlight="\x1b[48;5;11m", plain="\x1b[0m"):
+        """docstring."""
+        if self.features:
+            f = self.features[feature]
+            locations = sorted(self.features[feature].location.parts, key=_SimpleLocation.start.fget)
+            strand = f.location.strand
+        else:
+            locations = [_SimpleLocation(0, 0, 1)]
+            strand = 1
+
+        ovhg = self.seq.ovhg + len(self.seq.watson) - len(self.seq.crick)
+
+        w = f"{self.seq.ovhg*chr(32)}{self.seq.watson}{-ovhg*chr(32)}"
+        c = f"{-self.seq.ovhg*chr(32)}{self.seq.crick[::-1]}{ovhg*chr(32)}"
+
+        if strand == 1:
+            s1, s2 = w, c
+        else:
+            s1, s2 = c, w
+
+        wfe = [f"{highlight}{s1[part.start:part.end]}{plain}" for part in locations]
+
+        wfe.append("")
+
+        wof = [s1[0 : locations[0].start]]
+        for f, s in zip(locations, locations[1:]):
+            wof.append(s1[f.end : s.start])
+        wof.append(s1[locations[-1].end : len(self)])
+
+        topology = {True: "-", False: "o"}[not self.circular]
+        result = f"{self.__class__.__name__}({topology}{len(self)})\n"
+
+        s1 = "".join(f + s for f, s in zip(wof, wfe))
+
+        if strand == 1:
+            result += f"{s1}\n{s2}"
+        else:
+            result += f"{s2}\n{s1}"
+        return _pretty_str(result)

+
+
+

+[docs]
+    def shifted(self, shift):
+        """Circular Dseqrecord with a new origin <shift>.
+
+        This only works on circular Dseqrecords. If we consider the following
+        circular sequence:
+
+
+        | ``GAAAT   <-- watson strand``
+        | ``CTTTA   <-- crick strand``
+
+        The T and the G on the watson strand are linked together as well
+        as the A and the C of the of the crick strand.
+
+        if ``shift`` is 1, this indicates a new origin at position 1:
+
+        |    new origin at the | symbol:
+        |
+        | ``G|AAAT``
+        | ``C|TTTA``
+
+        new sequence:
+
+        | ``AAATG``
+        | ``TTTAC``
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a=Dseqrecord("aaat",circular=True)
+        >>> a
+        Dseqrecord(o4)
+        >>> a.seq
+        Dseq(o4)
+        aaat
+        ttta
+        >>> b=a.shifted(1)
+        >>> b
+        Dseqrecord(o4)
+        >>> b.seq
+        Dseq(o4)
+        aata
+        ttat
+
+        """
+        if not self.circular:
+            raise TypeError("Sequence is linear, origin can only be " "shifted for circular sequences.\n")
+        ln = len(self)
+        if not shift % ln:
+            return _copy.deepcopy(self)  # shift is a multiple of ln or 0
+        else:
+            shift %= ln  # 0<=shift<=ln
+        newseq = (self.seq[shift:] + self.seq[:shift]).looped()
+        newfeatures = _copy.deepcopy(self.features)
+        for feature in newfeatures:
+            feature.location = _shift_location(feature.location, -shift, ln)
+        newfeatures.sort(key=_operator.attrgetter("location.start"))
+        answer = _copy.deepcopy(self)
+        answer.features = newfeatures
+        answer.seq = newseq
+        return answer

+
+
+

+[docs]
+    def cut(self, *enzymes):
+        """Digest a Dseqrecord object with one or more restriction enzymes.
+
+        returns a list of linear Dseqrecords. If there are no cuts, an empty
+        list is returned.
+
+        See also :func:`Dseq.cut`
+        Parameters
+        ----------
+
+        enzymes : enzyme object or iterable of such objects
+            A Bio.Restriction.XXX restriction object or iterable of such.
+
+        Returns
+        -------
+        Dseqrecord_frags : list
+            list of Dseqrecord objects formed by the digestion
+
+        Examples
+        --------
+        >>> from pydna.dseqrecord import Dseqrecord
+        >>> a=Dseqrecord("ggatcc")
+        >>> from Bio.Restriction import BamHI
+        >>> a.cut(BamHI)
+        (Dseqrecord(-5), Dseqrecord(-5))
+        >>> frag1, frag2 = a.cut(BamHI)
+        >>> frag1.seq
+        Dseq(-5)
+        g
+        cctag
+        >>> frag2.seq
+        Dseq(-5)
+        gatcc
+            g
+
+
+        """
+
+        cutsites = self.seq.get_cutsites(*enzymes)
+        cutsite_pairs = self.seq.get_cutsite_pairs(cutsites)
+        return tuple(self.apply_cut(*cs) for cs in cutsite_pairs)

+
+
+

+[docs]
+    def apply_cut(self, left_cut, right_cut):
+        dseq = self.seq.apply_cut(left_cut, right_cut)
+        # TODO: maybe remove depending on https://github.com/BjornFJohansson/pydna/issues/161
+
+        if left_cut == right_cut:
+            # Not really a cut, but to handle the general case
+            if left_cut is None:
+                features = _copy.deepcopy(self.features)
+            else:
+                # The features that span the origin if shifting with left_cut, but that do not cross
+                # the cut site should be included, and if there is a feature within the cut site, it should
+                # be duplicated. See https://github.com/BjornFJohansson/pydna/issues/180 for a practical example.
+                #
+                # Let's say we are going to open a circular plasmid like below (| inidicate cuts, numbers indicate
+                # features)
+                #
+                #    3333|3
+                #    1111
+                #     000
+                # XXXXatg|YYY
+                # XXX|tacYYYY
+                #     000
+                #     2222
+                #
+                left_watson, left_crick, left_ovhg = self.seq.get_cut_parameters(left_cut, True)
+                initial_shift = left_watson if left_ovhg < 0 else left_crick
+                features = self.shifted(initial_shift).features
+                # for f in features:
+                #     print(f.id, f.location, _location_boundaries(f.location))
+                # Here, we have done what's shown below (* indicates the origin).
+                # The features 0 and 2 have the right location for the final product:
+                #
+                #    3*3333
+                #    1*111
+                # XXXX*atgYYY
+                # XXXX*tacYYY
+                #      000
+                #      2222
+
+                features_need_transfer = [
+                    f for f in features if (_location_boundaries(f.location)[1] <= abs(left_ovhg))
+                ]
+                features_need_transfer = [
+                    _shift_feature(f, -abs(left_ovhg), len(self)) for f in features_need_transfer
+                ]
+
+                #                                           ^                ^^^^^^^^^
+                # Now we have shifted the features that end before the cut (0 and 1, but not 3), as if
+                # they referred to the below sequence (* indicates the origin):
+                #
+                #    1111
+                #     000
+                # XXXXatg*YYY
+                # XXXXtac*YYY
+                #
+                # The features 0 and 1 would have the right location if the final sequence had the same length
+                # as the original one. However, the final product is longer because of the overhang.
+
+                features += [_shift_feature(f, abs(left_ovhg), len(dseq)) for f in features_need_transfer]
+                #                             ^                ^^^^^^^^^
+                # So we shift back by the same amount in the opposite direction, but this time we pass the
+                # length of the final product.
+                # print(*features, sep='\n')
+                # Features like 3 are removed here
+                features = [
+                    f
+                    for f in features
+                    if (
+                        _location_boundaries(f.location)[1] <= len(dseq)
+                        and _location_boundaries(f.location)[0] <= _location_boundaries(f.location)[1]
+                    )
+                ]
+        else:
+            left_watson, left_crick, left_ovhg = self.seq.get_cut_parameters(left_cut, True)
+            right_watson, right_crick, right_ovhg = self.seq.get_cut_parameters(right_cut, False)
+
+            left_edge = left_crick if left_ovhg > 0 else left_watson
+            right_edge = right_watson if right_ovhg > 0 else right_crick
+            features = self[left_edge:right_edge].features
+
+        return Dseqrecord(dseq, features=features)

+

+
+
+
+if __name__ == "__main__":
+    cache = _os.getenv("pydna_cache")
+    _os.environ["pydna_cache"] = "nocache"
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    # _os.environ["pydna_cache"] = cache
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/editor.html b/_modules/pydna/editor.html new file mode 100644 index 00000000..f4bb4b3f --- /dev/null +++ b/_modules/pydna/editor.html @@ -0,0 +1,232 @@ + + + + + + pydna.editor — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.editor

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+"""This module provides a class for opening a sequence using an editor
+that accepts a file as a command line argument.
+
+ApE - A plasmid Editor [#]_ is and excellent editor for this purpose.
+
+References
+----------
+
+.. [#] http://biologylabs.utah.edu/jorgensen/wayned/ape/
+
+"""
+
+import time as _time
+import tempfile as _tempfile
+import os as _os
+import subprocess as _subprocess
+import operator as _operator
+import string as _string
+import copy as _copy
+import uuid as _uuid
+
+_wl = "{}{}-_.()".format(_string.ascii_letters, _string.digits)
+
+
+

+[docs]
+class Editor:
+    """
+    The Editor class needs to be instantiated before use.
+
+    Parameters
+    ----------
+
+    shell_command_for_editor : str
+        String containing the path to the editor
+
+    tmpdir : str, optional
+        String containing path to the temprary directory where sequence
+        files are stored before opening.
+
+    Examples
+    --------
+
+    >>> import pydna
+    >>> #ape = pydna.Editor("tclsh8.6 /home/bjorn/.ApE/apeextractor/ApE.vfs/lib/app-AppMain/AppMain.tcl")
+    >>> #ape.open("aaa") # This command opens the sequence in the ApE editor
+
+    """
+
+    def __init__(self, shell_command_for_editor, tmpdir=None):
+        self.path_to_editor = shell_command_for_editor
+        self.tmpdir = tmpdir or _os.path.join(_tempfile.gettempdir(), "ApE")
+        try:
+            _os.makedirs(self.tmpdir)
+        except OSError:
+            pass
+
+

+[docs]
+    def open(self, seq_to_open):
+        """Open a sequence for editing in an external (DNA) editor.
+
+        Parameters
+        ----------
+        args : SeqRecord or Dseqrecord object
+
+        """
+        seq = _copy.deepcopy(seq_to_open)
+        for feature in seq.features:
+            qf = feature.qualifiers
+            if "label" not in qf:
+                try:
+                    qf["label"] = qf["note"]
+                except KeyError:
+                    qf["label"] = ["feat{}".format(len(feature))]
+            if "ApEinfo_fwdcolor" not in qf:
+                qf["ApEinfo_fwdcolor"] = "#ffff49"
+            if "ApEinfo_revcolor" not in qf:
+                qf["ApEinfo_revcolor"] = "#ffe6cc"
+
+        seq.features.sort(key=_operator.attrgetter("location.start"))
+        name = "{name}.gb".format(
+            name="".join(c for c in seq.name.strip().replace(" ", "_") if c in _wl)
+            or _uuid.uuid3(_uuid.NAMESPACE_DNS, seq.name)
+        )
+        tdir = _tempfile.mkdtemp(dir=self.tmpdir)
+        tpth = _os.path.join(tdir, name)
+
+        with open(tpth, "w") as f:
+            f.write(seq.format("gb"))
+
+        _subprocess.Popen(
+            "{} {}".format(self.path_to_editor, tpth),
+            shell=True,
+            stdout=_tempfile.TemporaryFile(),
+            stderr=_tempfile.TemporaryFile(),
+        ).pid
+        _time.sleep(0.5)

+

+
+
+
+apeloader = Editor(_os.getenv("pydna_ape"))
+
+
+

+[docs]
+def ape(*args, **kwargs):
+    """docstring."""
+    return apeloader.open(*args, **kwargs)

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/genbank.html b/_modules/pydna/genbank.html new file mode 100644 index 00000000..97584ba7 --- /dev/null +++ b/_modules/pydna/genbank.html @@ -0,0 +1,337 @@ + + + + + + pydna.genbank — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.genbank

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+"""This module provides a class for downloading sequences from genbank
+called Genbank and an function that does the same thing called genbank.
+
+The function can be used if the environmental variable **pydna_email** has
+been set to a valid email address. The easiest way to do this permanantly is to edit the
+`pydna.ini` file. See the documentation of :func:`pydna.open_config_folder`"""
+
+from pydna.utils import memorize as _memorize
+from pydna.genbankrecord import GenbankRecord as _GenbankRecord
+from pydna.readers import read as _read
+
+from Bio import Entrez as _Entrez
+import re as _re
+import os as _os
+import logging as _logging
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+
+
+# TODO http://httpbin.org/ use for testing?
+
+
+

+[docs]
+class Genbank(object):
+    """Class to facilitate download from genbank. It is easier and
+    quicker to use the :func:`pydna.genbank.genbank` function directly.
+
+    Parameters
+    ----------
+    users_email : string
+        Has to be a valid email address. You should always tell
+        Genbanks who you are, so that they can contact you.
+
+    Examples
+    --------
+
+    >>> from pydna.genbank import Genbank
+    >>> gb=Genbank("bjornjobb@gmail.com")
+    >>> rec = gb.nucleotide("LP002422.1")   # <- entry from genbank
+    >>> print(len(rec))
+    1
+    """
+
+    def __init__(self, users_email: str, *args, tool="pydna", **kwargs):
+        if not _re.match(r"[A-Z0-9._%+-]+@[A-Z0-9.-]+\.[A-Z]{2,4}", users_email, _re.IGNORECASE):
+            raise ValueError("email address {} is not valid.".format(users_email))
+
+        _module_logger.info("#### Genbank ititiation ####")
+        _module_logger.info("Genbank initiated with email: %s", users_email)
+        _module_logger.info("Genbank initiated with tool : %s", tool)
+
+        if users_email == "someone@example.com":
+            raise ValueError("you have to set your email address in order to download from Genbank")
+        self.email = users_email
+        self.tool = tool
+
+    def __repr__(self):
+        """This method returns a short representation containing the email used to initiate."""
+        return "GenbankConnection({})".format(self.email)
+
+    @_memorize("pydna.genbank.Genbank.nucleotide")
+    def nucleotide(self, item: str, seq_start=None, seq_stop=None, strand=1):
+        """This method downloads a genbank nuclotide record from genbank. This method is
+        cached by default. This can be controlled by editing the **pydna_cached_funcs** environment
+        variable. The best way to do this permanently is to edit the edit the
+        `pydna.ini` file. See the documentation of :func:`pydna.open_config_folder`
+
+        Item is a string containing one genbank accession number
+        for a nucleotide file. Genbank nucleotide accession numbers have this format:
+
+        | A12345   = 1 letter  + 5 numerals
+        | AB123456 = 2 letters + 6 numerals
+
+        The accession number is sometimes followed by a point and version number
+
+        | BK006936.2
+
+        Item can also contain optional interval information in the following formats:
+
+        | BK006936.2 REGION: complement(613900..615202)
+        | NM_005546 REGION: 1..100
+        | NM_005546 REGION: complement(1..100)
+        | 21614549:1-100
+        | 21614549:c100-1
+        | 21614549 1-100
+        | 21614549 c100-1
+
+        It is useful to set an interval for large genbank records to limit the download time.
+        The items above containing interval information and can be obtained directly by
+        looking up an entry in Genbank and setting the `Change region shown` on the
+        upper right side of the page. The `ACCESSION` line of the displayed Genbank
+        file will have the formatting shown.
+
+        Alternatively, seq_start and seq_stop can be set explicitly to the sequence intervals to be
+        downloaded.
+
+        If strand is 2. "c", "C", "crick", "Crick", "antisense","Antisense",
+        "2", 2, "-" or "-1", the antisense (Crick) strand is returned, otherwise
+        the sense (Watson) strand is returned.
+
+        Result is returned as a :class:`pydna.genbankrecord.GenbankRecord` object.
+
+        References
+        ----------
+
+        .. [#]   http://www.dsimb.inserm.fr/~fuchs/M2BI/AnalSeq/Annexes/Sequences/Accession_Numbers.htm
+        .. [#]   http://www.ncbi.nlm.nih.gov/books/NBK25499/#chapter4.EFetch
+        """
+        matches = (
+            (1, _re.search(r"(REGION:\s(?P<start>\d+)\.\.(?P<stop>\d+))", item)),
+            (
+                2,
+                _re.search(r"(REGION: complement\((?P<start>\d+)\.\.(?P<stop>\d+)\))", item),
+            ),
+            (1, _re.search(r"(:|\s)(?P<start>\d+)-(?P<stop>\d+)", item)),
+            (2, _re.search(r"(:|\s)c(?P<start>\d+)-(?P<stop>\d+)", item)),
+        )
+
+        for strand_, match in matches:
+            if match:
+                seq_start = match.group("start")
+                seq_stop = match.group("stop")
+                item = item[: match.start()]
+                strand = strand_
+                break
+
+        if strand not in [1, 2]:
+            try:
+                strand = {"c": 2, "crick": 2, "antisense": 2, "2": 2, "-": 2, "-1": 2}[strand.lower()]
+            except (KeyError, AttributeError):
+                strand = 1
+
+        _module_logger.info("#### Genbank download ####")
+        _module_logger.info("item  %s", item)
+        _module_logger.info("start %s", seq_start)
+        _module_logger.info("stop  %s", seq_stop)
+
+        _module_logger.info("strand  %s", str(strand))
+
+        _Entrez.email = self.email
+        _Entrez.tool = self.tool
+
+        seq_start = int(seq_start) if seq_start else None
+        seq_stop = int(seq_stop) if seq_stop else None
+
+        _module_logger.info("Entrez.email  %s", self.email)
+        text = _Entrez.efetch(
+            db="nuccore",
+            id=item,
+            rettype="gbwithparts",
+            seq_start=seq_start,
+            seq_stop=seq_stop,
+            strand=strand,
+            retmode="text",
+        ).read()
+
+        _module_logger.info("text[:160]  %s", text[:160])
+
+        return _GenbankRecord(_read(text), item=item, start=seq_start, stop=seq_stop, strand=strand)

+
+
+
+

+[docs]
+def genbank(accession: str = "CS570233.1", *args, **kwargs):
+    """
+    Download a genbank nuclotide record.
+
+    This function takes the same paramenters as the
+    :func:pydna.genbank.Genbank.nucleotide method. The email address stored
+    in the `pydna_email` environment variable is used. The easiest way set
+    this permanantly is to edit the `pydna.ini` file.
+    See the documentation of :func:`pydna.open_config_folder`
+
+    if no accession is given, a `very short Genbank
+    entry <https://www.ncbi.nlm.nih.gov/nuccore/CS570233.1>`_
+    is used as an example (see below). This can be useful for testing the
+    connection to Genbank.
+
+    Please note that this result is also cached by default by settings in
+    the pydna.ini file.
+    See the documentation of :func:`pydna.open_config_folder`
+
+    ::
+
+        LOCUS       CS570233                  14 bp    DNA     linear   PAT 18-MAY-2007
+        DEFINITION  Sequence 6 from Patent WO2007025016.
+        ACCESSION   CS570233
+        VERSION     CS570233.1
+        KEYWORDS    .
+        SOURCE      synthetic construct
+          ORGANISM  synthetic construct
+                    other sequences; artificial sequences.
+        REFERENCE   1
+          AUTHORS   Shaw,R.W. and Cottenoir,M.
+          TITLE     Inhibition of metallo-beta-lactamase by double-stranded dna
+          JOURNAL   Patent: WO 2007025016-A1 6 01-MAR-2007;
+                    Texas Tech University System (US)
+        FEATURES             Location/Qualifiers
+             source          1..14
+                             /organism="synthetic construct"
+                             /mol_type="unassigned DNA"
+                             /db_xref="taxon:32630"
+                             /note="This is a 14bp aptamer inhibitor."
+        ORIGIN
+                1 atgttcctac atga
+        //
+
+    """
+    email = _os.getenv("pydna_email")
+    _module_logger.info("#### genbank function called ####")
+    _module_logger.info("email      %s", email)
+    _module_logger.info("accession  %s", email)
+    gb = Genbank(email)
+    return gb.nucleotide(accession, *args, **kwargs)

+
+
+
+if __name__ == "__main__":
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+    pass
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/genbankfile.html b/_modules/pydna/genbankfile.html new file mode 100644 index 00000000..6ae79e95 --- /dev/null +++ b/_modules/pydna/genbankfile.html @@ -0,0 +1,160 @@ + + + + + + pydna.genbankfile — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.genbankfile

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+
+
+

+[docs]
+class GenbankFile(_Dseqrecord):
+    def __init__(self, record, *args, path=None, **kwargs):
+        super().__init__(record, *args, **kwargs)
+        self.path = path
+
+

+[docs]
+    @classmethod
+    def from_SeqRecord(cls, record, *args, path=None, **kwargs):
+        obj = super().from_SeqRecord(record, *args, **kwargs)
+        obj.path = path
+        return obj

+
+
+    def __repr__(self):
+        """returns a short string representation of the object"""
+        return "File({})({}{})".format(self.id, {True: "-", False: "o"}[not self.circular], len(self))
+
+    def _repr_pretty_(self, p, cycle):
+        """returns a short string representation of the object"""
+        p.text("File({})({}{})".format(self.id, {True: "-", False: "o"}[not self.circular], len(self)))
+
+    def _repr_html_(self):
+        return "<a href='{path}' target='_blank'>{path}</a><br>".format(path=self.path)
+
+

+[docs]
+    def reverse_complement(self):
+        answer = type(self)(super().reverse_complement(), path=self.path)
+        return answer

+
+
+    rc = reverse_complement

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/genbankfixer.html b/_modules/pydna/genbankfixer.html new file mode 100644 index 00000000..b47731be --- /dev/null +++ b/_modules/pydna/genbankfixer.html @@ -0,0 +1,720 @@ + + + + + + pydna.genbankfixer — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.genbankfixer

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the pydna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+# doctest: +NORMALIZE_WHITESPACE
+# doctest: +SKIP
+# doctest: +IGNORE_EXCEPTION_DETAIL
+"""This module provides the :func:`gbtext_clean` function which can clean up broken Genbank files enough to
+pass the BioPython Genbank parser
+
+Almost all of this code was lifted from BioJSON (https://github.com/levskaya/BioJSON) by Anselm Levskaya.
+The original code was not accompanied by any software licence. This parser is based on pyparsing.
+
+There are some modifications to deal with fringe cases.
+
+The parser first produces JSON as an intermediate format which is then formatted back into a
+string in Genbank format.
+
+The parser is not complete, so some fields do not survive the roundtrip (see below).
+This should not be a difficult fix. The returned result has two properties,
+.jseq which is the intermediate JSON produced by the parser and .gbtext
+which is the formatted genbank string."""
+
+
+import re as _re
+import pyparsing as _pp
+
+GoodLocus = (
+    _pp.Literal("LOCUS")
+    + _pp.Word(_pp.alphas + _pp.nums + "-_()." + "\\").setResultsName("name")
+    + _pp.Word(_pp.nums).setResultsName("size")
+    + _pp.Suppress(_pp.CaselessLiteral("bp"))
+    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
+    + (_pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular")).setResultsName("topology")
+    + _pp.Optional(_pp.Word(_pp.alphas), default="   ").setResultsName("divcode")
+    + _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date")
+)
+
+# Older versions of ApE don't include a LOCUS name! Need separate def for this case:
+BrokenLocus1 = (
+    _pp.Literal("LOCUS").setResultsName("name")
+    + _pp.Word(_pp.nums).setResultsName("size")
+    + _pp.Suppress(_pp.CaselessLiteral("bp"))
+    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
+    + (_pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular")).setResultsName("topology")
+    + _pp.Optional(_pp.Word(_pp.alphas), default="   ").setResultsName("divcode")
+    + _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date")
+)
+
+# LOCUS       YEplac181	5741 bp 	DNA	SYN
+BrokenLocus2 = (
+    _pp.Literal("LOCUS")
+    + _pp.Word(_pp.alphas + _pp.nums + "-_()." + "\\").setResultsName("name")
+    + _pp.Word(_pp.nums).setResultsName("size")
+    + _pp.Suppress(_pp.CaselessLiteral("bp"))
+    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
+    + _pp.Optional(
+        _pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular"),
+        default="linear",
+    ).setResultsName("topology")
+    + _pp.Optional(_pp.Word(_pp.alphas), default="   ").setResultsName("divcode")
+    + _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date")
+)
+
+BrokenLocus3 = (
+    _pp.Literal("LOCUS")
+    + _pp.Word(_pp.alphas + _pp.nums + "-_()." + "\\").setResultsName("name")
+    + _pp.Word(_pp.nums).setResultsName("size")
+    + _pp.Suppress(_pp.CaselessLiteral("bp"))
+    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
+    + _pp.Optional(
+        _pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular"),
+        default="linear",
+    ).setResultsName("topology")
+    + _pp.Word(_pp.alphas).setResultsName("divcode")
+    + _pp.Optional(
+        _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date"),
+        default="19-MAR-1970",
+    ).setResultsName("date")
+)
+
+LocusEntry = GoodLocus | BrokenLocus1 | BrokenLocus2 | BrokenLocus3
+
+# ===============================================================================
+# Generic Entry
+
+# this catches everything but the FEATURES and SEQUENCE entries, really should add parsing code for
+# ACCESSION, COMMENTS, REFERENCE, ORGANISM, etc.
+# (Though these entries are generally useless when it comes to hacking on DNA)
+
+# All entries in a genbank file headed by an all-caps title with no space between start-of-line and title
+CapWord = _pp.Word("ABCDEFGHIJKLMNOPQRSTUVWXYZ")
+# after titled line, all subsequent lines have to have at least one space in front of them
+# this is how we split up the genbank record
+SpacedLine = _pp.White(min=1) + _pp.CharsNotIn("\n") + _pp.LineEnd()
+# HeaderLine = CapWord + CharsNotIn("\n") + LineEnd()
+GenericEntry = _pp.Group(
+    CapWord + _pp.Combine(_pp.CharsNotIn("\n") + _pp.LineEnd() + _pp.ZeroOrMore(SpacedLine))
+).setResultsName("generics", listAllMatches=True)
+
+
+# ===============================================================================
+# Definition Entry
+# SuppressedSpacedLine =  Suppress(White(min=1)) + CharsNotIn("\n") + LineEnd()
+# DefinitionEntry =  Suppress(Literal("DEFINITION")) + Combine(CharsNotIn("\n") + LineEnd() + ZeroOrMore( SuppressedSpacedLine ))
+
+# ===============================================================================
+# GenBank Feature Table Parser
+
+# ==== Genbank Location String Parser
+#
+# a string of slices w. functional modifiers that go at most two levels deep
+# single position is just a number i.e. 23423
+# slice is N1..N2  w. N1<N2
+# i.e.
+# 23..88  --> seq[23:89] in python syntax (genbank uses inclusive slicing)
+# 234..555
+# complement(234..434) --> rc(seq[234:435])
+# join(23..343,454..666,777..999) --> seq[23:344]+seq[454:667]+seq[777:1000]
+# complement(join(23..343,454..666,777..999))
+# join(complement(34..123),complement(333..565))
+#
+# additionally the slices can have ambiguous locs like <454..999 or 232..>331
+# also note the dumb 34.38 fuzzy slice notation
+# i.e. <45..900  says the real feature starts "somewhere" before pos 45
+#       45.48 says feature somewhere between bases 45->48
+# lot of weird annotations best avoided because they connote ~useless knowledge for synthetic design
+#
+# if you don't know where something is, don't use it or guess and move on
+
+LPAREN = _pp.Suppress("(")
+RPAREN = _pp.Suppress(")")
+SEP = _pp.Suppress(_pp.Literal(".."))
+
+# recognize numbers w. < & > uncertainty specs, then strip the <> chars to make it fixed
+gbIndex = _pp.Word(_pp.nums + "<>").setParseAction(lambda s, l_, t: int(t[0].replace("<", "").replace(">", "")))
+SimpleSlice = _pp.Group(gbIndex + SEP + gbIndex) | _pp.Group(gbIndex).setParseAction(
+    lambda s, l_, t: [[t[0][0], t[0][0]]]
+)
+
+# recursive def for nested function syntax:  f( g(), g() )
+complexSlice = _pp.Forward()
+(
+    complexSlice
+    << (_pp.Literal("complement") | _pp.Literal("join"))
+    + LPAREN
+    + (_pp.delimitedList(complexSlice) | _pp.delimitedList(SimpleSlice))
+    + RPAREN
+)
+featLocation = _pp.Group(SimpleSlice | complexSlice)
+
+
+

+[docs]
+def parseGBLoc(s, l_, t):
+    """retwingles parsed genbank location strings, assumes no joins of RC and FWD sequences"""
+    strand = 1
+    locationlist = []
+
+    # see if there are any complement operators
+    for entry in t[0]:
+        if entry == "complement":
+            strand = -1
+
+    for entry in t[0]:
+        if not isinstance(entry, str):
+            locationlist.append([entry[0], entry[1]])
+
+    # return locationlist and strand spec
+    return [["location", locationlist], ["strand", strand]]

+
+
+
+featLocation.setParseAction(parseGBLoc)
+
+# ==== Genbank Feature Key-Value Pairs
+
+
+

+[docs]
+def strip_multiline(s, l_, t):
+    whitespace = _re.compile("[\n]{1}[ ]+")
+    return whitespace.sub(" ", t[0])

+
+
+
+

+[docs]
+def toInt(s, l_, t):
+    return int(t[0])

+
+
+
+# Quoted KeyVal:   /key="value"
+QuoteFeaturekeyval = _pp.Group(
+    _pp.Suppress("/")
+    + _pp.Word(_pp.alphas + _pp.nums + "_-")
+    + _pp.Suppress("=")
+    + _pp.QuotedString('"', multiline=True).setParseAction(strip_multiline)
+)
+
+# UnQuoted KeyVal: /key=value  (I'm assuming it doesn't do multilines this way? wrong! ApE does store long labels this way! sigh.)
+# NoQuoteFeaturekeyval = Group(Suppress('/') + Word(alphas+nums+"_-") + Suppress('=') + OneOrMore(CharsNotIn("\n")) )
+keyvalspacedline = _pp.White(exact=21) + _pp.CharsNotIn("/") + _pp.OneOrMore(_pp.CharsNotIn("\n")) + _pp.LineEnd()
+NoQuoteFeaturekeyval = _pp.Group(
+    _pp.Suppress("/")
+    + _pp.Word(_pp.alphas + _pp.nums + "_-")
+    + _pp.Suppress("=")
+    + _pp.Combine(_pp.CharsNotIn("\n") + _pp.LineEnd() + _pp.ZeroOrMore(keyvalspacedline))
+)
+
+# Special Case for Numerical Vals:  /bases=12  OR  /bases="12"
+NumFeaturekeyval = _pp.Group(
+    _pp.Suppress("/")
+    + _pp.Word(_pp.alphas + _pp.nums + "_-")
+    + _pp.Suppress("=")
+    + (_pp.Suppress('"') + _pp.Word(_pp.nums).setParseAction(toInt) + _pp.Suppress('"'))
+    | (_pp.Word(_pp.nums).setParseAction(toInt))
+)
+
+# Key Only KeyVal: /pseudo
+# post-parse convert it into a pair to resemble the structure of the first three cases i.e. [pseudo, True]
+FlagFeaturekeyval = _pp.Group(_pp.Suppress("/") + _pp.Word(_pp.alphas + _pp.nums + "_-")).setParseAction(
+    lambda s, l_, t: [[t[0][0], True]]
+)
+
+Feature = _pp.Group(
+    _pp.Word(_pp.alphas + _pp.nums + "_-").setParseAction(lambda s, l_, t: [["type", t[0]]])
+    + featLocation.setResultsName("location")
+    + _pp.OneOrMore(NumFeaturekeyval | QuoteFeaturekeyval | NoQuoteFeaturekeyval | FlagFeaturekeyval)
+)
+
+FeaturesEntry = (
+    _pp.Literal("FEATURES")
+    + _pp.Literal("Location/Qualifiers")
+    + _pp.Group(_pp.OneOrMore(Feature)).setResultsName("features")
+)
+
+# ===============================================================================
+# GenBank Sequence Parser
+
+# sequence is just a column-spaced big table of dna nucleotides
+# should it recognize full IUPAC alphabet?  NCBI uses n for unknown region
+Sequence = _pp.OneOrMore(_pp.Suppress(_pp.Word(_pp.nums)) + _pp.OneOrMore(_pp.Word("ACGTacgtNn")))
+
+# Group(  ) hides the setResultsName names def'd inside, such that one needs to first access this group and then access the dict of contents inside
+SequenceEntry = _pp.Suppress(_pp.Literal("ORIGIN")) + Sequence.setParseAction(
+    lambda s, l_, t: "".join(t)
+).setResultsName("sequence")
+
+
+# ===============================================================================
+# Final GenBank Parser
+
+# GB files with multiple records split by "//" sequence at beginning of line
+GBEnd = _pp.Literal("//")
+
+# Begin w. LOCUS, slurp all entries, then stop at the end!
+GB = LocusEntry + _pp.OneOrMore(FeaturesEntry | SequenceEntry | GenericEntry) + GBEnd
+
+# NCBI often returns sets of GB files
+multipleGB = _pp.OneOrMore(_pp.Group(GB))
+
+# ===============================================================================
+# End Genbank Parser
+# ===============================================================================
+
+
+# ===============================================================================
+# Main JSON Conversion Routine
+
+
+

+[docs]
+def strip_indent(str):
+    whitespace = _re.compile("[\n]{1}(COMMENT){0,1}[ ]+")
+    return whitespace.sub("\n", str)

+
+
+
+

+[docs]
+def concat_dict(dlist):
+    """more or less dict(list of string pairs) but merges
+    vals with the same keys so no duplicates occur
+    """
+    newdict = {}
+    for e in dlist:
+        if e[0] in newdict.keys():
+            newdict[e[0]] = newdict[e[0]] + strip_indent(e[1])
+        else:
+            newdict[e[0]] = strip_indent(e[1])
+    return newdict

+
+
+
+

+[docs]
+def toJSON(gbkstring):
+    parsed = multipleGB.parseString(gbkstring)
+
+    jseqlist = []
+
+    for seq in parsed:
+        # for item in seq.asList():
+        #    print(item)
+
+        # import sys;sys.exit(42)
+
+        # Print to STDOUT some details (useful for long multi-record parses)
+        # print(seq['name'], ":  length:", len(seq['sequence']) , " #features:" , len(seq['features'].asList()))
+
+        # build JSON object
+
+        nl = []
+        if "features" in seq:
+            for a in list(map(dict, seq["features"].asList())):
+                dct = {}
+                for key in a:
+                    val = a[key]
+                    # print(key, a[key])
+                    dct[key] = a[key]
+                    if isinstance(val, str):
+                        dct[key] = a[key].strip()
+                nl.append(dct)
+
+        # import sys;sys.exit(42)
+
+        # print(list(map(dict, hej))[2]["codon_start"])
+
+        jseq = {
+            "__format__": "jseq v0.1",
+            "name": seq["name"],
+            "size": seq["size"],
+            "seqtype": seq["seqtype"],
+            "divcode": seq["divcode"],
+            "date": seq["date"],
+            "topology": seq["topology"],
+            "sequence": seq["sequence"],
+            "features": nl,
+            "annotations": concat_dict(seq["generics"]),
+        }
+        jseqlist.append(jseq)
+
+    return jseqlist

+
+
+
+

+[docs]
+def wrapstring(str_, rowstart, rowend, padfirst=True):
+    """
+    wraps the provided string in lines of length rowend-rowstart
+    and padded on the left by rowstart.
+    -> if padfirst is false the first line is not padded
+    """
+    rowlen = rowend - rowstart
+    leftpad = rowstart
+    wrappedstr = ""
+
+    # no wrapping needed, single line
+    if len(str_) / rowlen < 1:
+        if padfirst:
+            return leftpad * " " + str_ + "\n"
+        else:
+            return str_ + "\n"
+
+    # multiple lines so wrap:
+    for linenum in range(1 + int(len(str_) / rowlen)):
+        if linenum == 0 and not padfirst:
+            wrappedstr += str_[linenum * rowlen : (linenum + 1) * rowlen] + "\n"
+        else:
+            wrappedstr += " " * leftpad + str_[linenum * rowlen : (linenum + 1) * rowlen] + "\n"
+    #    if str_.startswith("/translation="):
+    #        print(str_)
+    #        print(wrappedstr)
+    #        print(".................................")
+    return wrappedstr

+
+
+
+

+[docs]
+def locstr(locs, strand):
+    "genbank formatted location string, assumes no join'd combo of rev and fwd seqs"
+    # slice format is like: 1..10,20..30,101..200
+    locstr = ",".join(map((lambda x: str(x[0]) + ".." + str(x[1])), locs))
+    if len(locs) > 1:
+        locstr = "join(" + locstr + ")"
+    if int(strand) == -1:
+        locstr = "complement(" + locstr + ")"
+    return locstr

+
+
+
+

+[docs]
+def originstr(sequence):
+    "formats dna sequence as broken, numbered lines ala genbank"
+    wordlen = 10
+    cols = 6
+    rowlen = wordlen * cols
+    outstr = ""
+    for linenum in range(int(len(sequence) / rowlen) + 1):
+        pos = linenum * rowlen
+        # position of string for this row, then six blocks of dna
+        outstr += (
+            (" " * 9 + str(pos + 1))[-9:]
+            + " "
+            + sequence[pos : pos + 10]
+            + " "
+            + sequence[pos + 10 : pos + 20]
+            + " "
+            + sequence[pos + 20 : pos + 30]
+            + " "
+            + sequence[pos + 30 : pos + 40]
+            + " "
+            + sequence[pos + 40 : pos + 50]
+            + " "
+            + sequence[pos + 50 : pos + 60]
+            + "\n"
+        )
+    return outstr

+
+
+
+

+[docs]
+def toGB(jseq):
+    "parses json jseq data and prints out ApE compatible genbank"
+
+    # construct the LOCUS header string
+    #  LOCUS format:
+    #    Positions  Contents
+    #    ---------  --------
+    #    00:06      LOCUS
+    #    06:12      spaces
+    #    12:??      Locus name
+    #    ??:??      space
+    #    ??:40      Length of sequence, right-justified
+    #    40:44      space, bp, space
+    #    44:47      Blank, ss-, ds-, ms-
+    #    47:54      Blank, DNA, RNA, tRNA, mRNA, uRNA, snRNA, cDNA
+    #    54:55      space
+    #    55:63      Blank (implies linear), linear or circular
+    #    63:64      space
+    #    64:67      The division code (e.g. BCT, VRL, INV)
+    #    67:68      space
+    #    68:79      Date, in the form dd-MMM-yyyy (e.g., 15-MAR-1991)
+
+    name = jseq["name"] or "default"
+    size = jseq["size"] or "100"
+    seqtype = jseq["seqtype"] or "DNA"
+    prefix = ""
+    for p in ["ds-", "ss-", "ms-"]:
+        a, *b = seqtype.split(p)
+        if b:
+            prefix = p
+            seqtype = b.pop()
+            break
+    prefix = prefix or "ds-"
+    topology = jseq["topology"] or "linear"
+    divcode = jseq["divcode"] or "   "
+    date = jseq["date"] or "19-MAR-1970"
+
+    locusstr = "LOCUS       {name:<24} {size:>4} bp {prefix}{seqtype:<4}    {topology:<8} {divcode} {date}\n".format(
+        name=name,
+        size=size,
+        prefix=prefix,
+        seqtype=seqtype,
+        topology=topology,
+        divcode=divcode,
+        date=date,
+    )
+
+    # All these fields are left empty
+    gbprops = (
+        "DEFINITION  .\n"
+        + "ACCESSION   \n"
+        + "VERSION     \n"
+        + "SOURCE      .\n"
+        + "ORGANISM  .\n"
+        + "COMMENT     \n"
+        + "COMMENT     ApEinfo:methylated:1\n"
+        + "FEATURES             Location/Qualifiers\n"
+    )
+
+    # build the feature table
+    featuresstr = ""
+    if "features" in jseq:
+        for feat in jseq["features"]:
+            fstr = (
+                " " * 5
+                + feat["type"]
+                + " " * (16 - len(feat["type"]))
+                + wrapstring(locstr(feat["location"], feat["strand"]), 21, 80, False)
+            )
+            for k in feat.keys():
+                if k not in ["type", "location", "strand"]:
+                    # ApE idiosyncrasy: don't wrap val in quotation marks
+                    if k in [
+                        "ApEinfo_label",
+                        "ApEinfo_fwdcolor",
+                        "ApEinfo_revcolor",
+                        "label",
+                    ]:
+                        fstr += wrapstring("/" + str(k) + "=" + str(feat[k]), 21, 80)
+                    # standard: wrap val in quotes
+                    else:
+                        fstr += wrapstring("/" + str(k) + "=" + '"' + str(feat[k]) + '"', 21, 80)
+            featuresstr += fstr
+
+    # the spaced, numbered sequence
+    gborigin = "ORIGIN\n" + originstr(jseq["sequence"]) + "//\n"
+
+    return locusstr + gbprops + featuresstr + gborigin

+
+
+
+

+[docs]
+def gbtext_clean(gbtext):
+    """This function takes a string containing **one** genbank sequence
+    in Genbank format and returns a named tuple containing two fields,
+    the gbtext containing a string with the corrected genbank sequence and
+    jseq which contains the JSON intermediate.
+
+    Examples
+    --------
+
+    >>> s = '''LOCUS       New_DNA      3 bp    DNA   CIRCULAR SYN        19-JUN-2013
+    ... DEFINITION  .
+    ... ACCESSION
+    ... VERSION
+    ... SOURCE      .
+    ...   ORGANISM  .
+    ... COMMENT
+    ... COMMENT     ApEinfo:methylated:1
+    ... ORIGIN
+    ...         1 aaa
+    ... //'''
+    >>> from pydna.readers import read
+    >>> read(s)  # doctest: +SKIP
+    /home/bjorn/anaconda3/envs/bjorn36/lib/python3.6/site-packages/Bio/GenBank/Scanner.py:1388: BiopythonParserWarning: Malformed LOCUS line found - is this correct?
+    :'LOCUS       New_DNA      3 bp    DNA   CIRCULAR SYN        19-JUN-2013\\n'
+      "correct?\\n:%r" % line, BiopythonParserWarning)
+    Traceback (most recent call last):
+      File "/home/bjorn/python_packages/pydna/pydna/readers.py", line 48, in read
+        results = results.pop()
+    IndexError: pop from empty list
+    <BLANKLINE>
+    During handling of the above exception, another exception occurred:
+    <BLANKLINE>
+    Traceback (most recent call last):
+      File "<stdin>", line 1, in <module>
+      File "/home/bjorn/python_packages/pydna/pydna/readers.py", line 50, in read
+        raise ValueError("No sequences found in data:\\n({})".format(data[:79]))
+    ValueError: No sequences found in data:
+    (LOCUS       New_DNA      3 bp    DNA   CIRCULAR SYN        19-JUN-2013
+    DEFINITI)
+    >>> from pydna.genbankfixer import gbtext_clean
+    >>> s2, j2 = gbtext_clean(s)
+    >>> print(s2)
+    LOCUS       New_DNA                    3 bp ds-DNA     circular SYN 19-JUN-2013
+    DEFINITION  .
+    ACCESSION
+    VERSION
+    SOURCE      .
+    ORGANISM  .
+    COMMENT
+    COMMENT     ApEinfo:methylated:1
+    FEATURES             Location/Qualifiers
+    ORIGIN
+            1 aaa
+    //
+    >>> s3 = read(s2)
+    >>> s3
+    Dseqrecord(o3)
+    >>> print(s3.format())
+    LOCUS       New_DNA                    3 bp    DNA     circular SYN 19-JUN-2013
+    DEFINITION  .
+    ACCESSION   New_DNA
+    VERSION     New_DNA
+    KEYWORDS    .
+    SOURCE
+      ORGANISM  .
+                .
+    COMMENT
+                ApEinfo:methylated:1
+    FEATURES             Location/Qualifiers
+    ORIGIN
+            1 aaa
+    //"""
+
+    jseqlist = toJSON(gbtext)
+    jseq = jseqlist.pop()
+    from collections import namedtuple as _namedtuple
+    from pydna._pretty import pretty_str as _pretty_str
+
+    Result = _namedtuple("Result", "gbtext jseq")
+    result = Result(_pretty_str(toGB(jseq).strip()), jseq)
+    return result

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/genbankrecord.html b/_modules/pydna/genbankrecord.html new file mode 100644 index 00000000..2343be6c --- /dev/null +++ b/_modules/pydna/genbankrecord.html @@ -0,0 +1,293 @@ + + + + + + pydna.genbankrecord — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.genbankrecord

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+from pydna._pretty import pretty_str as _ps
+import os as _os
+
+
+

+[docs]
+class GenbankRecord(_Dseqrecord):
+    def __init__(self, record, *args, item="accession", start=None, stop=None, strand=1, **kwargs):
+        super().__init__(record, *args, **kwargs)
+        self.item = item
+        self.start = start
+        self.stop = stop
+        self.strand = strand
+        self._repr = item
+        if self.start is not None and self.stop is not None:
+            self._repr += " {}-{}".format(self.start, self.stop)
+        self._linktemplate = "<a href='https://www.ncbi.nlm.nih.gov/nuccore/{item}?from={start}&to={stop}&strand={strand}' target='_blank'>{text}</a>"
+        self.hyperlink = _ps(
+            self._linktemplate.format(
+                item=self.item,
+                start=self.start or "",
+                stop=self.stop or "",
+                strand=self.strand,
+                text=self._repr,
+            )
+        )
+
+

+[docs]
+    @classmethod
+    def from_string(
+        cls,
+        record: str = "",
+        *args,
+        item="accession",
+        start=None,
+        stop=None,
+        strand=1,
+        **kwargs,
+    ):
+        """docstring."""
+        obj = super().from_string(record, *args, **kwargs)
+        obj.item = item
+        obj.start = start
+        obj.stop = stop
+        obj.strand = strand
+        obj._repr = item
+        if obj.start is not None and obj.stop is not None:
+            obj._repr += " {}-{}".format(obj.start, obj.stop)
+        obj._linktemplate = "<a href='https://www.ncbi.nlm.nih.gov/nuccore/{item}?from={start}&to={stop}&strand={strand}' target='_blank'>{text}</a>"
+        obj.hyperlink = _ps(
+            obj._linktemplate.format(
+                item=obj.item,
+                start=obj.start or "",
+                stop=obj.stop or "",
+                strand=obj.strand,
+                text=obj._repr,
+            )
+        )
+        return obj

+
+
+

+[docs]
+    @classmethod
+    def from_SeqRecord(cls, record, *args, item="accession", start=None, stop=None, strand=1, **kwargs):
+        obj = super().from_SeqRecord(record, *args, **kwargs)
+        obj.item = item
+        obj.start = start
+        obj.stop = stop
+        obj.strand = strand
+        obj._repr = item
+        if obj.start is not None and obj.stop is not None:
+            obj._repr += " {}-{}".format(obj.start, obj.stop)
+        obj._linktemplate = "<a href='https://www.ncbi.nlm.nih.gov/nuccore/{item}?from={start}&to={stop}&strand={strand}' target='_blank'>{text}</a>"
+        obj.hyperlink = _ps(
+            obj._linktemplate.format(
+                item=obj.item,
+                start=obj.start or "",
+                stop=obj.stop or "",
+                strand=obj.strand,
+                text=obj._repr,
+            )
+        )
+        return obj

+
+
+    def __getitem__(self, sl):
+        answer = super().__getitem__(sl)
+        answer.item = self.item
+        answer.start = (self.start or 0) + (sl.start or 0)
+        answer.stop = (self.start or 0) + (sl.stop or 0)
+        answer.strand = self.strand
+        return answer
+
+    def __repr__(self):
+        """returns a short string representation of the object"""
+        return "Gbnk({}{} {})".format({True: "-", False: "o"}[not self.circular], len(self), self._repr)
+
+    def _repr_pretty_(self, p, cycle):
+        """returns a short string representation of the object"""
+        p.text(self.__repr__())
+
+    def _repr_html_(self):
+        return self.hyperlink
+
+

+[docs]
+    def reverse_complement(self):
+        answer = type(self)(
+            super().reverse_complement(),
+            item=self.item,
+            start=self.start,
+            stop=self.stop,
+            strand={1: 2, 2: 1}[self.strand],
+        )
+        return answer

+
+
+    rc = reverse_complement
+
+

+[docs]
+    def pydna_code(self):
+        """docstring."""  # FIXME
+
+        code = (
+            "from pydna.genbank import Genbank\n"
+            f"gb = Genbank('{_os.environ['pydna_email']}')\n"
+            f"seq = gb.nucleotide('{self.item}'"
+        )
+        if self.start and self.start:
+            code += (
+                ",\n"
+                f"                    seq_start={self.start},\n"
+                f"                    seq_stop={self.stop},\n"
+                f"                    strand={self.strand})"
+            )
+        else:
+            code += ")"
+
+        return _ps(code)

+
+
+

+[docs]
+    def biopython_code(self):
+        """docstring."""  # FIXME
+
+        code = (
+            "from Bio import Entrez, SeqIO\n"
+            f"Entrez.email = '{_os.environ['pydna_email']}'\n"
+            "handle = Entrez.efetch(db='nuccore',\n"
+            f"                       id='{self.item}',\n"
+            "                       rettype='gbwithparts',\n"
+            "                       retmode='text',"
+        )
+        if self.start and self.stop:
+            code += (
+                "\n"
+                f"                       seq_start={self.start},\n"
+                f"                       seq_stop={self.stop},\n"
+                f"                       strand={self.strand})\n"
+            )
+        else:
+            code += ")\n"
+
+        code += "record = SeqIO.read(handle, 'genbank')"
+
+        return _ps(code)

+

+
+
+
+if __name__ == "__main__":
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/myprimers.html b/_modules/pydna/myprimers.html new file mode 100644 index 00000000..9786d4ea --- /dev/null +++ b/_modules/pydna/myprimers.html @@ -0,0 +1,344 @@ + + + + + + pydna.myprimers — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.myprimers

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+"""
+Provides a practical way to access a list of primer sequences in a text file.
+
+The path of a text file can be specified in the pydna.ini file or by the
+´pydna_primers´ environment variable.
+
+The file is expected to contain sequences in FASTA, Genbank or EMBL formats or
+any format readable by the parse_primers function.
+
+The primer list is expected to follow the convension below. The primer name is
+expected to begin with the number.
+
+can have the format below for example:
+
+::
+
+    >2_third_primer
+    tgagtagtcgtagtcgtcgtat
+
+    >1_second_primer
+    tgatcgtcatgctgactatactat
+
+    >0_first_primer
+    ctaggatcgtagatctagctg
+    ...
+
+The primerlist funtion returns a list of :class:`pydna.primer.Primer` objects
+primerdict returns a dict where the key is the id of the object.
+"""
+
+import os as _os
+import re as _re
+from typing import Iterable
+from pathlib import Path
+import copy as _copy
+from keyword import iskeyword as _iskeyword
+from pydna.parsers import parse_primers as _parse_primers
+from pydna._pretty import pretty_str as _pretty_str
+from collections import UserList as _UserList
+from pydna.utils import open_folder as _open_folder
+from builtins import __dict__ as _kw
+
+
+

+[docs]
+class PrimerList(_UserList):
+    """Read a text file with primers.
+
+    The primers can be of any format readable by the parse_primers
+    function. Lines beginning with # are ignored. Path defaults to
+    the path given by the pydna_primers environment variable.
+
+    The primer list does not accept new primers. Use the
+    assign_numbers_to_new_primers method and paste the new
+    primers at the top of the list.
+
+    The primer list remembers the numbers of accessed primers.
+    The indices of accessed primers are stored in the .accessed
+    property.
+    """
+
+    def __init__(
+        self,
+        initlist: Iterable = None,
+        path: (str, Path) = None,
+        *args,
+        identifier: str = "p",
+        **kwargs,
+    ):
+        if initlist:
+            self.data = initlist
+            self.path = None
+        else:
+            self.path = Path(path or _os.environ["pydna_primers"])
+            self.path.parent.mkdir(parents=True, exist_ok=True)
+            self.data = _parse_primers(self.path.read_text())[::-1]
+        # super().__init__(*args, **kwargs)
+        self.accessed_indices = []
+        if identifier.isidentifier() and not _iskeyword(identifier) and identifier not in _kw:
+            self.identifier = identifier
+        else:
+            raise ValueError(f"{identifier} is not a valid identifier.")
+
+    def __getitem__(self, i):
+        """Save indices of accessed items."""
+        if isinstance(i, slice):
+            result = self.__class__(self.data[i])
+            for ind in range(i.start, i.stop, i.step or 1):
+                if ind not in self.accessed_indices:
+                    self.accessed_indices.append(ind)
+        else:
+            try:
+                result = self.data[i]
+            except IndexError as e:
+                raise (e)
+            else:
+                if i not in self.accessed_indices:
+                    self.accessed_indices.append(i)
+        return result
+
+    def __setitem__(self, i, item):
+        """Items already present can be set to the same value."""
+        if abs(i) > len(self):
+            raise IndexError(f"index {i} does not exist.")
+        else:
+            if str(item.seq).lower() != str(self.data[i].seq).lower():
+                raise ValueError("Cannot change existing primer.")
+        if i not in self.accessed_indices:
+            self.accessed_indices.append(i)
+
+    @property
+    def accessed(self):
+        """docstring."""
+        return [self.data[i] for i in self.accessed_indices]
+
+

+[docs]
+    def assign_numbers(self, lst: list):
+        """Find new primers in lst.
+
+        Returns a string containing new primers with their assigned
+        numbers. This string can be copied and pasted to the primer
+        text file.
+        """
+        new = []
+        found = []
+        oldstrs = [str(p.seq).upper() for p in self.data]
+        # no = len(oldstrs)
+        no, *rest = self.data[-1].name.split("_")
+        no = int(no) + 1
+        for p in lst[::-1]:
+            try:
+                i = oldstrs.index(str(p.seq).upper())
+            except ValueError:
+                i = no + len(new)
+                # suffix = p.id.removeprefix(f"{str(i)}_") # use this after removing python 3.8
+                suffix = p.id[len(f"{str(i)}_") :] if p.id.startswith(f"{str(i)}_") else p.id
+                # suffix.lstrip("_")
+                newprimer = _copy.copy(p)
+                newprimer.id = f"{i}_{suffix}"
+                new.append(newprimer)
+            else:
+                found.append(self[i])
+        new = new[::-1]
+        newold = new + found
+        return _pretty_str("\n".join([p.format("primer") for p in newold]))

+
+
+

+[docs]
+    def pydna_code_from_list(self, lst: list):
+        """Pydna code for a list of primer objects."""
+        indices = []
+        prstrs = [str(p.seq).upper() for p in self.data]
+        err = None
+        for p in lst:
+            try:
+                prstrs.index(str(p.seq).upper())
+            except ValueError as e:
+                print(f"{p.format('primer')}")
+                err = e
+            else:
+                indices.append(self.data.index(p))
+        if err:
+            raise ValueError("At least one primer not in list.")
+
+        curly = "{}"
+        msg = "from pydna.parsers import parse_primers\n\n"
+        msg += f"{self.identifier} = {curly}\n\n"
+        msg += ", ".join(f"{self.identifier}[{i}]" for i in indices)
+        msg += " = parse_primers('''\n\n"
+        msg += "\n".join(self[i].format("primer") for i in indices)
+        msg += "\n''')"
+        return _pretty_str(msg)

+
+
+

+[docs]
+    def open_folder(self):
+        """Open folder where primer file is located."""
+        if self.path:
+            _open_folder(self.path.parent)
+        else:
+            raise ValueError("path property not set.")

+
+
+    code = pydna_code_from_list

+
+
+
+

+[docs]
+def check_primer_numbers(pl: list = None):
+    """Find primers whose number do not match position in list."""
+    if not pl:
+        pl = PrimerList()
+    primers_with_wrong_number = []
+    for i, p in enumerate(pl):
+        if not p.name.startswith(str(i)):
+            primers_with_wrong_number.append(p)
+    return primers_with_wrong_number

+
+
+
+

+[docs]
+def undefined_sequence(pl: list = None):
+    """Primers in list with N or n instead of a sequence."""
+    if not pl:
+        pl = PrimerList()
+    return [p for p in pl if _re.match("N+", str(p.seq.upper()))]

+
+
+
+

+[docs]
+def find_duplicate_primers(pl: list = None):
+    """Find a list of lists with duplicated primer sequences."""
+    if not pl:
+        pl = PrimerList()
+    pg = {}
+    for p in pl:
+        pg.setdefault(str(p.seq).upper(), []).append(p)
+    return [pl for ps, pl in pg.items() if len(pl) > 1]

+
+
+
+if __name__ == "__main__":
+    cache = _os.getenv("pydna_cache")
+    _os.environ["pydna_cache"] = "nocache"
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cache"] = cache
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/parsers.html b/_modules/pydna/parsers.html new file mode 100644 index 00000000..a7949b7f --- /dev/null +++ b/_modules/pydna/parsers.html @@ -0,0 +1,333 @@ + + + + + + pydna.parsers — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.parsers

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""Provides two functions, parse and parse_primers"""
+
+import os as _os
+import re as _re
+import io as _io
+import textwrap as _textwrap
+
+from Bio import SeqIO as _SeqIO
+from pydna.genbankfile import GenbankFile as _GenbankFile
+from pydna.dseqrecord import Dseqrecord as _Dseqrecord
+from pydna.primer import Primer as _Primer
+
+# from pydna.amplify import pcr as _pcr
+# from copy import deepcopy as _deepcopy
+# from Bio.SeqFeature import SeqFeature as _SeqFeature
+# import xml.etree.ElementTree as _et
+
+try:
+    from itertools import pairwise as _pairwise
+except ImportError:
+
+    def _pairwise(iterable):
+        # pairwise('ABCDEFG') → AB BC CD DE EF FG
+        iterator = iter(iterable)
+        a = next(iterator, None)
+        for b in iterator:
+            yield a, b
+            a = b
+
+
+# "^>.+?^(?=$|LOCUS|ID|>|\#)|^(?:LOCUS|ID).+?^//"
+# "(?:^>.+\n^(?:^[^>]+?)(?=\n\n|>|^LOCUS|ID))|(?:(?:^LOCUS|ID)(?:(?:.|\n)+?)^//)"
+
+# gb_fasta_embl_regex = r"(?:>.+\n^(?:^[^>]+?)(?=\n\n|>|LOCUS|ID))|(?:(?:LOCUS|ID)(?:(?:.|\n)+?)^//)"
+
+gb_fasta_embl_regex = r"(?:^>.+\n^(?:^[^>]+?)(?=\n\n|>|^LOCUS|^ID))|(?:(?:^LOCUS|^ID)(?:(?:.|\n)+?)^//)"
+
+# The gb_fasta_embl_regex is meant to be able to extract sequences from
+# text where sequences are mixed with other contents as well
+# use https://regex101.com to get an idea how it works.
+
+
+

+[docs]
+def extract_from_text(text):
+    """docstring."""
+    data = _textwrap.dedent(str(text))
+    mos = list(_re.finditer(gb_fasta_embl_regex, data + "\n\n", flags=_re.MULTILINE))
+
+    class Fakemo(object):
+        def start(self):
+            return len(data)
+
+        def end(self):
+            return 0
+
+    mofirst = molast = Fakemo()
+
+    gaps = []
+
+    for mo1, mo2 in _pairwise([mofirst] + mos + [molast]):
+        gaps.append(data[mo1.end() : mo2.start()])
+
+    return tuple(mo.group(0) for mo in mos), tuple(gaps)

+
+
+
+

+[docs]
+def embl_gb_fasta(text):
+    """Parse embl, genbank or fasta format from text.
+
+    Returns list of Bio.SeqRecord.SeqRecord
+
+    annotations["molecule_type"]
+    annotations["topology"]
+
+    """
+    chunks, gaps = extract_from_text(text)
+    result_list = []
+    # topology = "linear"
+
+    for chunk in chunks:
+        handle = _io.StringIO(chunk)
+        # circular = False
+        first_line = chunk.splitlines()[0].lower().split()
+        try:
+            parsed = _SeqIO.read(handle, "embl")
+        except ValueError:
+            handle.seek(0)
+            try:
+                parsed = _SeqIO.read(handle, "genbank")
+            except ValueError:
+                handle.seek(0)
+                try:
+                    parsed = _SeqIO.read(handle, "fasta")
+                except ValueError:
+                    handle.close()
+                    continue
+                else:
+                    # hack to pick up molecule_type from FASTA header line
+                    if "protein" in first_line:
+                        parsed.annotations["molecule_type"] = "protein"
+                        parsed.annotations["topology"] = "linear"
+                    else:
+                        parsed.annotations["molecule_type"] = "DNA"
+            # else:
+            #     if _re.match(r"LOCUS\s+(\S+)\s+(\S+)\s+aa", " ".join(first_line)):
+            #         parsed.annotations["molecule_type"] = "protein"
+            #         parsed.annotations["topology"] = "linear"
+        handle.close()
+        # hack to pick up topology from FASTA and malformed gb files
+        first_line = chunk.splitlines()[0].lower().split()
+        parsed.annotations["topology"] = "linear"
+        if "circular" in first_line:
+            parsed.annotations["topology"] = "circular"
+        # assert parsed.annotations.get("topology"), "topology must be set"
+        assert parsed.annotations.get("molecule_type"), "molecule_type  must be set"
+        if not parsed.annotations.get("molecule_type"):
+            print(parsed)
+        result_list.append(parsed)
+    return tuple(result_list)

+
+
+
+

+[docs]
+def parse(data, ds=True):
+    """Return *all* DNA sequences found in data.
+
+    If no sequences are found, an empty list is returned. This is a greedy
+    function, use carefully.
+
+    Parameters
+    ----------
+    data : string or iterable
+        The data parameter is a string containing:
+
+        1. an absolute path to a local file.
+           The file will be read in text
+           mode and parsed for EMBL, FASTA
+           and Genbank sequences. Can be
+           a string or a Path object.
+
+        2. a string containing one or more
+           sequences in EMBL, GENBANK,
+           or FASTA format. Mixed formats
+           are allowed.
+
+        3. data can be a list or other iterable where the elements are 1 or 2
+
+    ds : bool
+        If True double stranded :class:`Dseqrecord` objects are returned.
+        If False single stranded :class:`Bio.SeqRecord` [#]_ objects are
+        returned.
+
+    Returns
+    -------
+    list
+        contains Dseqrecord or SeqRecord objects
+
+    References
+    ----------
+    .. [#] http://biopython.org/wiki/SeqRecord
+
+    See Also
+    --------
+    read
+
+    """
+
+    # a string is an iterable datatype but on Python2.x
+    # it doesn't have an __iter__ method.
+    if not hasattr(data, "__iter__") or isinstance(data, (str, bytes)):
+        data = (data,)
+
+    sequences = []
+
+    for item in data:
+        try:
+            # item is a path to a utf-8 encoded text file?
+            with open(item, "r", encoding="utf-8") as f:
+                raw = f.read()
+        except IOError:
+            # item was not a path, add sequences parsed from item
+            raw = item
+            path = None
+        else:
+            # item was a readable text file, seqences are parsed from the file
+            path = item
+        finally:
+            newsequences = embl_gb_fasta(raw)
+            # nfs = [_SeqFeature() for f in parsed.features]
+            # for f, nf in zip(parsed.features, nfs):
+            #     nf.__dict__ = _deepcopy(f.__dict__)
+            # parsed.features = nfs
+            for s in newsequences:
+                if ds and path:
+                    sequences.append(_GenbankFile.from_SeqRecord(s, path=path))
+                elif ds:
+                    sequences.append(_Dseqrecord.from_SeqRecord(s))
+                else:
+                    sequences.append(s)
+    return sequences

+
+
+
+

+[docs]
+def parse_primers(data):
+    """docstring."""
+    return [_Primer(x) for x in parse(data, ds=False)]

+
+
+
+if __name__ == "__main__":
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/primer.html b/_modules/pydna/primer.html new file mode 100644 index 00000000..c2a8f169 --- /dev/null +++ b/_modules/pydna/primer.html @@ -0,0 +1,180 @@ + + + + + + pydna.primer — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.primer

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""This module provide the Primer class that is a subclass of the biopython SeqRecord."""
+
+from pydna.seq import Seq as _Seq
+from pydna.seqrecord import SeqRecord as _SeqRecord
+
+
+

+[docs]
+class Primer(_SeqRecord):
+    """Primer and its position on a template, footprint and tail."""
+
+    def __init__(self, record, *args, amplicon=None, position=None, footprint=0, **kwargs):
+        if hasattr(record, "features"):  # Seqrecord
+            self.__dict__.update(record.__dict__)
+            self.__dict__.update(kwargs)
+        elif hasattr(record, "transcribe"):  # Seq
+            super().__init__(record, *args, **kwargs)
+        else:  # string?
+            super().__init__(_Seq(record), *args, **kwargs)
+        self.amplicon = amplicon
+        self.position = position
+        self._fp = footprint or len(record)
+
+    @property
+    def footprint(self):
+        return self.seq[-self._fp :] if self._fp else ""
+
+    @property
+    def tail(self):
+        return self.seq[: -self._fp] if self._fp else ""
+
+    def __repr__(self):
+        s = min((self.seq, "{}..{}".format(self.seq[:15], self.seq[-3:])), key=len)
+        return "{id} {len}-mer:5'-{seq}-3'".format(id=self.id, len=len(self), seq=s)
+
+    def __radd__(self, other):
+        new = super().__radd__(other)
+        return Primer(new, position=self.position, footprint=self._fp)
+
+    def __getitem__(self, index):
+        result = super().__getitem__(index)
+        if hasattr(index, "indices"):  # index is a slice
+            i1, i2, i3 = index.indices(len(self))
+            j1, j2, j3 = slice(-(self._fp or 0), None).indices(len(self))
+            result._fp = self._fp - (i1 - j1 > 0) * abs(i1 - j1)
+        return result
+
+

+[docs]
+    def reverse_complement(self, *args, **kwargs):
+        """Return the reverse complement of the sequence."""
+        answer = super().reverse_complement(*args, **kwargs)
+        answer.amplicon = None
+        answer.position = None
+        answer._fp = len(self)
+        return answer

+

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/readers.html b/_modules/pydna/readers.html new file mode 100644 index 00000000..da43040a --- /dev/null +++ b/_modules/pydna/readers.html @@ -0,0 +1,177 @@ + + + + + + pydna.readers — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.readers

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""Provides two functions, read and read_primer."""
+from pydna.parsers import parse as _parse
+from pydna.primer import Primer as _Primer
+
+
+

+[docs]
+def read(data, ds=True):
+    """This function is similar the :func:`parse` function but expects one and only
+    one sequence or and exception is thrown.
+
+    Parameters
+    ----------
+    data : string
+        see below
+    ds : bool
+        Double stranded or single stranded DNA, if True return
+        Dseqrecord objects, else Bio.SeqRecord objects.
+
+    Returns
+    -------
+    Dseqrecord
+        contains the first Dseqrecord or SeqRecord object parsed.
+
+    Notes
+    -----
+
+    The data parameter is similar to the data parameter for :func:`parse`.
+
+    See Also
+    --------
+    parse
+
+    """
+
+    try:
+        (result,) = _parse(data, ds)
+    except ValueError as err:
+        if "too many" in str(err):
+            print(f"More than one sequence found in data:\n({str(data)[:79]})")
+        elif "not enough" in str(err):
+            print(f"No sequence found in data:\n({str(data)[:79]})")
+        raise
+    return result

+
+
+
+

+[docs]
+def read_primer(data):
+    """Use this function to read a primer sequence from a string or a local file.
+    The usage is similar to the :func:`parse_primer` function."""
+
+    return _Primer(read(data, ds=False))

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/seqrecord.html b/_modules/pydna/seqrecord.html new file mode 100644 index 00000000..4f6701f2 --- /dev/null +++ b/_modules/pydna/seqrecord.html @@ -0,0 +1,923 @@ + + + + + + pydna.seqrecord — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.seqrecord

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""
+A subclass of the Biopython SeqRecord class.
+
+Has a number of extra methods and uses
+the :class:`pydna._pretty_str.pretty_str` class instread of str for a
+nicer output in the IPython shell.
+"""
+
+
+from Bio.SeqFeature import SeqFeature as _SeqFeature
+from pydna._pretty import pretty_str as _pretty_str
+
+from pydna.seq import ProteinSeq as _ProteinSeq
+from pydna.common_sub_strings import common_sub_strings as _common_sub_strings
+
+from Bio.Data.CodonTable import TranslationError as _TranslationError
+from Bio.SeqRecord import SeqRecord as _SeqRecord
+from Bio.SeqFeature import SimpleLocation as _SimpleLocation
+from Bio.SeqFeature import CompoundLocation as _CompoundLocation
+from pydna.seq import Seq as _Seq
+from pydna._pretty import PrettyTable as _PrettyTable
+
+import re as _re
+import pickle as _pickle
+from copy import copy as _copy
+
+from pydna import _PydnaWarning
+from warnings import warn as _warn
+
+import logging as _logging
+import datetime
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+
+
+

+[docs]
+class SeqRecord(_SeqRecord):
+    """
+    A subclass of the Biopython SeqRecord class.
+
+    Has a number of extra methods and uses
+    the :class:`pydna._pretty_str.pretty_str` class instread of str for a
+    nicer output in the IPython shell.
+    """
+
+    def __init__(self, seq, *args, id="id", name="name", description="description", **kwargs):
+        if isinstance(seq, str):
+            seq = _Seq(seq)
+        super().__init__(seq, *args, id=id, name=name, description=description, **kwargs)
+        self._fix_attributes()
+
+    def _fix_attributes(self):
+        self.id = _pretty_str(self.id)
+        self.name = _pretty_str(self.name)
+        self.description = _pretty_str(self.description)
+
+        self.annotations.update({"molecule_type": "DNA"})
+        self.map_target = None
+
+        if not hasattr(self.seq, "transcribe"):
+            self.seq = _Seq(self.seq)
+
+        self.seq._data = b"".join(self.seq._data.split())  # remove whitespaces
+        self.annotations = {_pretty_str(k): _pretty_str(v) for k, v in self.annotations.items()}
+
+

+[docs]
+    @classmethod
+    def from_Bio_SeqRecord(clc, sr: _SeqRecord):
+        """Creates a pydnaSeqRecord from a Biopython SeqRecord."""
+        # https://stackoverflow.com/questions/15404256/changing-the-\
+        # class-of-a-python-object-casting
+        sr.__class__ = clc
+        sr._fix_attributes()
+        return sr

+
+
+    @property
+    def locus(self):
+        """Alias for name property."""
+        return self.name
+
+    @locus.setter
+    def locus(self, value):
+        """Alias for name property."""
+        if len(value) > 16:
+            shortvalue = value[:16]
+            _warn(
+                ("locus property {} truncated" "to 16 chars {}").format(value, shortvalue),
+                _PydnaWarning,
+                stacklevel=2,
+            )
+            value = shortvalue
+        self.name = value
+        return
+
+    @property
+    def accession(self):
+        """Alias for id property."""
+        return self.id
+
+    @accession.setter
+    def accession(self, value):
+        """Alias for id property."""
+        self.id = value
+        return
+
+    @property
+    def definition(self):
+        """Alias for description property."""
+        return self.description
+
+    @definition.setter
+    def definition(self, value):
+        """Alias for id property."""
+        self.description = value
+        return
+
+

+[docs]
+    def reverse_complement(self, *args, **kwargs):
+        """Return the reverse complement of the sequence."""
+        answer = super().reverse_complement(*args, **kwargs)
+        answer = type(self).from_Bio_SeqRecord(answer)
+        return answer

+
+
+    rc = reverse_complement
+
+

+[docs]
+    def isorf(self, table=1):
+        """Detect if sequence is an open reading frame (orf) in the 5'-3'.
+
+        direction.
+
+        Translation tables are numbers according to the NCBI numbering [#]_.
+
+        Parameters
+        ----------
+        table  : int
+            Sets the translation table, default is 1 (standard code)
+
+        Returns
+        -------
+        bool
+            True if sequence is an orf, False otherwise.
+
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a=SeqRecord("atgtaa")
+        >>> a.isorf()
+        True
+        >>> b=SeqRecord("atgaaa")
+        >>> b.isorf()
+        False
+        >>> c=SeqRecord("atttaa")
+        >>> c.isorf()
+        False
+
+        References
+        ----------
+        .. [#] http://www.ncbi.nlm.nih.gov/Taxonomy/Utils/wprintgc.cgi?mode=c
+
+        """
+        try:
+            self.seq.translate(table=table, cds=True)
+        except _TranslationError:
+            return False
+        else:
+            return True

+
+
+

+[docs]
+    def translate(self):
+        """docstring."""
+        p = super().translate()
+        return ProteinSeqRecord(_ProteinSeq(p.seq[:-1]))

+
+
+

+[docs]
+    def add_colors_to_features_for_ape(self):
+        """Assign colors to features.
+
+        compatible with
+        the `ApE editor <http://jorgensen.biology.utah.edu/wayned/ape/>`_.
+
+        """
+        cols = (
+            "#66ffa3",
+            "#84ff66",
+            "#e0ff66",
+            "#ffc166",
+            "#ff6666",
+            "#ff99d6",
+            "#ea99ff",
+            "#ad99ff",
+            "#99c1ff",
+            "#99ffff",
+            "#99ffc1",
+            "#adff99",
+            "#eaff99",
+            "#ffd699",
+            "#ff9999",
+            "#ffccea",
+            "#f4ccff",
+            "#d6ccff",
+            "#cce0ff",
+            "#ccffff",
+            "#ccffe0",
+            "#d6ffcc",
+            "#f4ffcc",
+            "#ffeacc",
+            "#ffcccc",
+            "#ff66c1",
+            "#e066ff",
+            "#8466ff",
+            "#66a3ff",
+            "#66ffff",
+        )
+
+        for i, f in enumerate(self.features):
+            f.qualifiers["ApEinfo_fwdcolor"] = [cols[i % len(cols)]]
+            f.qualifiers["ApEinfo_revcolor"] = [cols[::-1][i % len(cols)]]

+
+
+

+[docs]
+    def add_feature(self, x=None, y=None, seq=None, type_="misc", strand=1, *args, **kwargs):
+        """Add a feature of type misc to the feature list of the sequence.
+
+        Parameters
+        ----------
+        x  : int
+            Indicates start of the feature
+        y  : int
+            Indicates end of the feature
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a=SeqRecord("atgtaa")
+        >>> a.features
+        []
+        >>> a.add_feature(2,4)
+        >>> a.features
+        [SeqFeature(SimpleLocation(ExactPosition(2),
+                                   ExactPosition(4),
+                                   strand=1),
+                    type='misc',
+                    qualifiers=...)]
+        """
+        qualifiers = {}
+        qualifiers.update(kwargs)
+
+        if seq:
+            if hasattr(seq, "seq"):
+                seq = seq.seq
+                if hasattr(seq, "watson"):
+                    seq = str(seq.watson).lower()
+                else:
+                    seq = str(seq).lower()
+            else:
+                seq = str(seq).lower()
+            x = self.seq.lower().find(seq)
+            if x == -1:
+                raise TypeError("Could not find {}".format(seq))
+            y = x + len(seq)
+        else:
+            x = x or 0
+            y = y or len(self)
+
+        if "label" not in qualifiers:
+            qualifiers["label"] = ["ft{}".format(y - x)]
+
+            if self[x:y].isorf() or self[x:y].reverse_complement().isorf():
+                qualifiers["label"] = ["orf{}".format(y - x)]
+
+        try:
+            location = _SimpleLocation(x, y, strand=strand)
+        except ValueError as err:
+            if self.circular:
+                location = _CompoundLocation(
+                    (
+                        _SimpleLocation(x, self.seq.length, strand=strand),
+                        _SimpleLocation(0, y, strand=strand),
+                    )
+                )
+            else:
+                raise err
+
+        sf = _SeqFeature(location, type=type_, qualifiers=qualifiers)
+
+        self.features.append(sf)
+
+        """
+        In [11]: a.seq.translate()
+        Out[11]: Seq('K', ExtendedIUPACProtein())
+        """

+
+
+

+[docs]
+    def list_features(self):
+        """Print ASCII table with all features.
+
+        Examples
+        --------
+        >>> from pydna.seq import Seq
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a=SeqRecord(Seq("atgtaa"))
+        >>> a.add_feature(2,4)
+        >>> print(a.list_features())
+        +-----+---------------+-----+-----+-----+-----+------+------+
+        | Ft# | Label or Note | Dir | Sta | End | Len | type | orf? |
+        +-----+---------------+-----+-----+-----+-----+------+------+
+        |   0 | L:ft2         | --> | 2   | 4   |   2 | misc |  no  |
+        +-----+---------------+-----+-----+-----+-----+------+------+
+        """
+        x = _PrettyTable(["Ft#", "Label or Note", "Dir", "Sta", "End", "Len", "type", "orf?"])
+        x.align["Ft#"] = "r"  # Left align
+        x.align["Label or Note"] = "l"  # Left align
+        x.align["Len"] = "r"
+        x.align["Sta"] = "l"
+        x.align["End"] = "l"
+        x.align["type"] = "l"
+        x.padding_width = 1  # One space between column edges and contents
+        for i, sf in enumerate(self.features):
+            try:
+                lbl = sf.qualifiers["label"]
+            except KeyError:
+                try:
+                    lbl = sf.qualifiers["note"]
+                except KeyError:
+                    lbl = "nd"
+                else:
+                    lbl = "N:{}".format(" ".join(lbl).strip())
+            else:
+                lbl = "L:{}".format(" ".join(lbl).strip())
+            x.add_row(
+                [
+                    i,
+                    lbl[:16],
+                    {1: "-->", -1: "<--", 0: "---", None: "---"}[sf.location.strand],
+                    sf.location.start,
+                    sf.location.end,
+                    len(sf),
+                    sf.type,
+                    {True: "yes", False: "no"}[
+                        self.extract_feature(i).isorf() or self.extract_feature(i).reverse_complement().isorf()
+                    ],
+                ]
+            )
+        return x

+
+
+

+[docs]
+    def extract_feature(self, n):
+        """Extract feature and return a new SeqRecord object.
+
+        Parameters
+        ----------
+        n  : int
+        Indicates the feature to extract
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a=SeqRecord("atgtaa")
+        >>> a.add_feature(2,4)
+        >>> b=a.extract_feature(0)
+        >>> b
+        SeqRecord(seq=Seq('gt'), id='ft2', name='part_name',
+                  description='description', dbxrefs=[])
+        """
+        return self.features[n].extract(self)

+
+
+

+[docs]
+    def sorted_features(self):
+        """Return a list of the features sorted by start position.
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a=SeqRecord("atgtaa")
+        >>> a.add_feature(3,4)
+        >>> a.add_feature(2,4)
+        >>> print(a.features)
+        [SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
+                                   strand=1),
+                    type='misc', qualifiers=...),
+         SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
+                                   strand=1),
+                    type='misc', qualifiers=...)]
+        >>> print(a.sorted_features())
+        [SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
+                                   strand=1),
+                    type='misc', qualifiers=...),
+         SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
+                                   strand=1),
+                    type='misc', qualifiers=...)]
+        """
+        return sorted(self.features, key=lambda x: x.location.start)

+
+
+

+[docs]
+    def seguid(self):
+        """Return the url safe SEGUID [#]_ for the sequence.
+
+        This checksum is the same as seguid but with base64.urlsafe
+        encoding instead of the normal base 64. This means that
+        the characters + and / are replaced with - and _ so that
+        the checksum can be a part of and URL or a filename.
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a=SeqRecord("gattaca")
+        >>> a.seguid() # original seguid is +bKGnebMkia5kNg/gF7IORXMnIU
+        'lsseguid=tp2jzeCM2e3W4yxtrrx09CMKa_8'
+
+        References
+        ----------
+        .. [#] http://wiki.christophchamp.com/index.php/SEGUID
+        """
+        return self.seq.seguid()

+
+
+

+[docs]
+    def comment(self, newcomment=""):
+        """docstring."""
+        result = self.annotations.get("comment", "")
+        if newcomment:
+            self.annotations["comment"] = (result + "\n" + newcomment).strip()
+            result = _pretty_str(self.annotations["comment"])
+        return result

+
+
+

+[docs]
+    def datefunction():
+        """docstring."""
+        return datetime.datetime.now().replace(microsecond=0).isoformat()

+
+
+

+[docs]
+    def stamp(self, now=datefunction, tool="pydna", separator=" ", comment=""):
+        """Add seguid checksum to COMMENTS sections
+
+        The checksum is stored in object.annotations["comment"].
+        This shows in the COMMENTS section of a formatted genbank file.
+
+        For blunt linear sequences:
+
+        ``SEGUID <seguid>``
+
+        For circular sequences:
+
+        ``cSEGUID <seguid>``
+
+        Fore linear sequences which are not blunt:
+
+        ``lSEGUID <seguid>``
+
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a = SeqRecord("aa")
+        >>> a.stamp()
+        'lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttjU'
+        >>> a.annotations["comment"][:41]
+        'pydna lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttj'
+        """
+        chksum = self.seq.seguid()
+        oldcomment = self.annotations.get("comment", "")
+        oldstamp = _re.findall(r"..seguid=\S{27}", oldcomment)
+        if oldstamp and oldstamp[0] == chksum:
+            return _pretty_str(oldstamp[0])
+        elif oldstamp:
+            _warn(
+                f"Stamp change.\nNew: {chksum}\nOld: {oldstamp[0]}",
+                _PydnaWarning,
+            )
+        self.annotations["comment"] = (f"{oldcomment}\n" f"{tool} {chksum} {now()} {comment}").strip()
+        return _pretty_str(chksum)

+
+
+

+[docs]
+    def lcs(self, other, *args, limit=25, **kwargs):
+        """Return the longest common substring between the sequence.
+
+        and another sequence (other). The other sequence can be a string,
+        Seq, SeqRecord, Dseq or DseqRecord.
+        The method returns a SeqFeature with type "read" as this method
+        is mostly used to map sequence reads to the sequence. This can be
+        changed by passing a type as keyword with some other string value.
+
+        Examples
+        --------
+        >>> from pydna.seqrecord import SeqRecord
+        >>> a = SeqRecord("GGATCC")
+        >>> a.lcs("GGATCC", limit=6)
+        SeqFeature(SimpleLocation(ExactPosition(0),
+                                  ExactPosition(6), strand=1),
+                                  type='read',
+                                  qualifiers=...)
+        >>> a.lcs("GATC", limit=4)
+        SeqFeature(SimpleLocation(ExactPosition(1),
+                                  ExactPosition(5), strand=1),
+                                  type='read',
+                                  qualifiers=...)
+        >>> a = SeqRecord("CCCCC")
+        >>> a.lcs("GGATCC", limit=6)
+        SeqFeature(None)
+
+        """
+        # longest_common_substring
+        # https://biopython.org/wiki/ABI_traces
+        if hasattr(other, "seq"):
+            r = other.seq
+            if hasattr(r, "watson"):
+                r = str(r.watson).lower()
+            else:
+                r = str(r).lower()
+        else:
+            r = str(other.lower())
+
+        olaps = _common_sub_strings(str(self.seq).lower(), r, limit=limit or 25)
+
+        try:
+            start_in_self, start_in_other, length = olaps.pop(0)
+        except IndexError:
+            result = _SeqFeature()
+        else:
+            label = "sequence" if not hasattr(other, "name") else other.name
+            result = _SeqFeature(
+                _SimpleLocation(start_in_self, start_in_self + length, strand=1),
+                type=kwargs.get("type") or "read",
+                qualifiers={
+                    "label": [kwargs.get("label") or label],
+                    "ApEinfo_fwdcolor": ["#DAFFCF"],
+                    "ApEinfo_revcolor": ["#DFFDFF"],
+                },
+            )
+        return result

+
+
+

+[docs]
+    def gc(self):
+        """Return GC content."""
+        return self.seq.gc()

+
+
+

+[docs]
+    def cai(self, organism="sce"):
+        """docstring."""
+        return self.seq.cai(organism=organism)

+
+
+

+[docs]
+    def rarecodons(self, organism="sce"):
+        """docstring."""
+        sfs = []
+        for slc in self.seq.rarecodons(organism):
+            cdn = self.seq._data[slc].decode("ASCII")
+            sfs.append(
+                _SeqFeature(
+                    _SimpleLocation(slc.start, slc.stop),
+                    type=f"rare_codon_{organism}",
+                    qualifiers={"label": [cdn]},
+                )
+            )
+        return sfs

+
+
+

+[docs]
+    def startcodon(self, organism="sce"):
+        """docstring."""
+        return self.seq.startcodon()

+
+
+

+[docs]
+    def stopcodon(self, organism="sce"):
+        """docstring."""
+        return self.seq.stopcodon()

+
+
+

+[docs]
+    def express(self, organism="sce"):
+        """docstring."""
+        return self.seq.express()

+
+
+

+[docs]
+    def copy(self):
+        """docstring."""
+        return _copy(self)

+
+
+    def __lt__(self, other):
+        """docstring."""
+        try:
+            return str(self.seq) < str(other.seq)
+        except AttributeError:
+            # I don't know how to compare to other
+            return NotImplemented
+
+    def __gt__(self, other):
+        """docstring."""
+        try:
+            return str(self.seq) > str(other.seq)
+        except AttributeError:
+            # I don't know how to compare to other
+            return NotImplemented
+
+    def __eq__(self, other):
+        """docstring."""
+        try:
+            if self.seq == other.seq and str(self.__dict__) == str(other.__dict__):
+                return True
+        except AttributeError:
+            pass
+        return False
+
+    def __ne__(self, other):
+        """docstring."""
+        return not self.__eq__(other)
+
+    def __hash__(self):
+        """__hash__ must be based on __eq__."""
+        return hash((str(self.seq).lower(), str(tuple(sorted(self.__dict__.items())))))
+
+    def __str__(self):
+        """docstring."""
+        return _pretty_str(super().__str__())
+
+    def __repr__(self):
+        """docstring."""
+        return _pretty_str(super().__repr__())
+
+    def __format__(self, format):
+        """docstring."""
+
+        def removeprefix(text, prefix):
+            """Until Python 3.8 is dropped, then use str.removeprefix."""
+            if text.startswith(prefix):
+                return text[len(prefix) :]
+            return text
+
+        if format == "pydnafasta":
+            return _pretty_str(
+                f">{self.id} {len(self)} bp {dict(((True,'circular'),(False,'linear')))[self.seq.circular]}\n{str(self.seq)}\n"
+            )
+        if format == "primer":
+            return _pretty_str(
+                f">{self.id} {len(self)}-mer{removeprefix(self.description, self.name).strip()}\n{str(self.seq)}\n"
+            )
+        return _pretty_str(super().__format__(format))
+
+    def __add__(self, other):
+        """docstring."""
+        answer = super().__add__(other)
+        if answer.name == "<unknown name>":
+            answer.name = "name"
+        if answer.id == "<unknown id>":
+            answer.id = "id"
+        if answer.description == "<unknown description>":
+            answer.description = "description"
+        answer = type(self).from_Bio_SeqRecord(answer)
+        return answer
+
+    def __getitem__(self, index):
+        """docstring."""
+        from pydna.utils import (
+            identifier_from_string as _identifier_from_string,
+        )  # TODO: clean this up
+
+        answer = super().__getitem__(index)
+        if len(answer) < 2:
+            return answer
+        identifier = "part_{id}".format(id=self.id)
+        if answer.features:
+            sf = max(answer.features, key=len)  # default
+            if "label" in sf.qualifiers:
+                identifier = " ".join(sf.qualifiers["label"])
+            elif "note" in sf.qualifiers:
+                identifier = " ".join(sf.qualifiers["note"])
+        answer.id = _identifier_from_string(identifier)[:16]
+        answer.name = _identifier_from_string(f"part_{self.name}")[:16]
+        return answer
+
+    def __bool__(self):
+        """Boolean value of an instance of this class (True).
+
+        This behaviour is for backwards compatibility, since until the
+        __len__ method was added, a SeqRecord always evaluated as True.
+
+        Note that in comparison, a Seq object will evaluate to False if it
+        has a zero length sequence.
+
+        WARNING: The SeqRecord may in future evaluate to False when its
+        sequence is of zero length (in order to better match the Seq
+        object behaviour)!
+        """
+        return bool(self.seq)
+
+

+[docs]
+    def dump(self, filename, protocol=None):
+        """docstring."""
+        from pathlib import Path
+
+        pth = Path(filename)
+        if not pth.suffix:
+            pth = pth.with_suffix(".pickle")
+        with open(pth, "wb") as f:
+            _pickle.dump(self, f, protocol=protocol)
+        return _pretty_str(pth)

+

+
+
+
+

+[docs]
+class ProteinSeqRecord(SeqRecord):
+
+

+[docs]
+    def reverse_complement(self, *args, **kwargs):
+        raise NotImplementedError("Not defined for protein.")

+
+
+    rc = reverse_complement
+
+

+[docs]
+    def isorf(self, *args, **kwargs):
+        raise NotImplementedError("Not defined for protein.")

+
+
+

+[docs]
+    def gc(self):
+        raise NotImplementedError("Not defined for protein.")

+
+
+

+[docs]
+    def cai(self, *args, **kwargs):
+        raise NotImplementedError("Not defined for protein.")

+
+
+

+[docs]
+    def rarecodons(self, *args, **kwargs):
+        raise NotImplementedError("Not defined for protein.")

+
+
+

+[docs]
+    def startcodon(self, *args, **kwargs):
+        raise NotImplementedError("Not defined for protein.")

+
+
+

+[docs]
+    def stopcodon(self, *args, **kwargs):
+        raise NotImplementedError("Not defined for protein.")

+
+
+

+[docs]
+    def express(self, *args, **kwargs):
+        raise NotImplementedError("Not defined for protein.")

+
+
+    def __format__(self, format):
+        """docstring."""
+        return _pretty_str(_SeqRecord.__format__(self, format))

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=(doctest.ELLIPSIS | doctest.NORMALIZE_WHITESPACE))
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/threading_timer_decorator_exit.html b/_modules/pydna/threading_timer_decorator_exit.html new file mode 100644 index 00000000..db684dd0 --- /dev/null +++ b/_modules/pydna/threading_timer_decorator_exit.html @@ -0,0 +1,213 @@ + + + + + + pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.threading_timer_decorator_exit

+# -*- coding: utf-8 -*-
+####### License: MIT
+"""MIT License
+
+Copyright (c) 2015 Aaron Hall
+
+Permission is hereby granted, free of charge, to any person obtaining a copy
+of this software and associated documentation files (the "Software"), to deal
+in the Software without restriction, including without limitation the rights
+to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+copies of the Software, and to permit persons to whom the Software is
+furnished to do so, subject to the following conditions:
+
+The above copyright notice and this permission notice shall be included in all
+copies or substantial portions of the Software.
+
+THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
+SOFTWARE.
+"""
+
+import sys
+import threading
+from time import sleep
+import _thread as thread
+
+
+def cdquit(fn_name):  # pragma: no cover
+    # print to stderr, unbuffered in Python 2.
+    print("{0} took too long".format(fn_name), file=sys.stderr)
+    sys.stderr.flush()  # Python 3 stderr is likely buffered.
+    thread.interrupt_main()  # raises KeyboardInterrupt
+
+
+def exit_after(s):
+    """
+    use as decorator to exit process if
+    function takes longer than s seconds
+    """
+
+    def outer(fn):
+        def inner(*args, **kwargs):
+            timer = threading.Timer(s, cdquit, args=[fn.__name__])
+            timer.start()
+            try:
+                result = fn(*args, **kwargs)
+            finally:
+                timer.cancel()
+            return result
+
+        return inner
+
+    return outer
+
+
+@exit_after(1)
+def a():  # pragma: no cover
+    print("a")
+
+
+@exit_after(2)
+def b():  # pragma: no cover
+    print("b")
+    sleep(1)
+
+
+@exit_after(3)
+def c():  # pragma: no cover
+    print("c")
+    sleep(2)
+
+
+@exit_after(4)
+def d():  # pragma: no cover
+    print("d started")
+    for i in range(10):
+        sleep(1)
+        print(i)
+
+
+@exit_after(5)
+def countdown(n):  # pragma: no cover
+    print("countdown started", flush=True)
+    for i in range(n, -1, -1):
+        print(i, end=", ", flush=True)
+        sleep(1)
+    print("countdown finished")
+
+
+def main():  # pragma: no cover
+    a()
+    b()
+    c()
+    try:
+        d()
+    except KeyboardInterrupt as error:
+        print("d should not have finished, printing error as expected:")
+        print(error)
+    countdown(3)
+    countdown(10)
+    print("This should not print!!!")
+
+
+if __name__ == "__main__":
+    main()
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/tm.html b/_modules/pydna/tm.html new file mode 100644 index 00000000..01071fb1 --- /dev/null +++ b/_modules/pydna/tm.html @@ -0,0 +1,471 @@ + + + + + + pydna.tm — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.tm

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+
+"""This module provide functions for melting temperature calculations."""
+
+
+import math as _math
+from Bio.SeqUtils import MeltingTemp as _mt
+from Bio.SeqUtils import gc_fraction as _GC
+
+import textwrap as _textwrap
+from pydna._pretty import pretty_str as _pretty_str
+
+# See the documentation for Bio.SeqUtils.MeltingTemp for more details
+# The 10X Taq Buffer with (NH4)2SO4 is commercialized by companies like
+# ThermoFisher, although we make it ourselves
+# 10X Buffer Composition
+# 750 mM Tris-HCl (pH 8.8 at 25°C),
+# 200 mM (NH4)2SO4,
+# 0.1% (v/v) Tween 20.
+
+
+

+[docs]
+def tm_default(
+    seq,
+    check=True,
+    strict=True,
+    c_seq=None,
+    shift=0,
+    nn_table=_mt.DNA_NN4,  # DNA_NN4: values from SantaLucia & Hicks (2004)
+    tmm_table=None,
+    imm_table=None,
+    de_table=None,
+    dnac1=500 / 2,  # I assume 500 µM of each primer in the PCR mix
+    dnac2=500 / 2,  # This is what MELTING and Primer3Plus do
+    selfcomp=False,
+    Na=40,
+    K=0,
+    Tris=75.0,  # We use the 10X Taq Buffer with (NH4)2SO4 (above)
+    Mg=1.5,  # 1.5 mM Mg2+ is often seen in modern protocols
+    dNTPs=0.8,  # I assume 200 µM of each dNTP
+    saltcorr=7,  # Tm = 81.5 + 0.41(%GC) - 600/N + 16.6 x log[Na+]
+    func=_mt.Tm_NN,  # Used by Primer3Plus to calculate the product Tm.
+):
+    return func(
+        seq,
+        check=check,
+        strict=strict,
+        c_seq=c_seq,
+        shift=shift,
+        nn_table=nn_table,
+        tmm_table=tmm_table,
+        imm_table=imm_table,
+        de_table=de_table,
+        dnac1=dnac1,
+        dnac2=dnac2,
+        selfcomp=selfcomp,
+        Na=Na,
+        K=K,
+        Tris=Tris,
+        Mg=Mg,
+        dNTPs=dNTPs,
+        saltcorr=saltcorr,
+    )

+
+
+
+

+[docs]
+def tm_dbd(
+    seq,
+    check=True,
+    strict=True,
+    c_seq=None,
+    shift=0,
+    nn_table=_mt.DNA_NN3,
+    tmm_table=None,
+    imm_table=None,
+    de_table=None,
+    dnac1=250,
+    dnac2=250,
+    selfcomp=False,
+    Na=50,
+    K=0,
+    Tris=0,
+    Mg=1.5,
+    dNTPs=0.8,
+    saltcorr=1,
+    func=_mt.Tm_NN,
+):
+    return func(
+        seq,
+        check=check,
+        strict=strict,
+        c_seq=c_seq,
+        shift=shift,
+        nn_table=nn_table,
+        tmm_table=tmm_table,
+        imm_table=imm_table,
+        de_table=de_table,
+        dnac1=dnac1,
+        dnac2=dnac2,
+        selfcomp=selfcomp,
+        Na=Na,
+        K=K,
+        Tris=Tris,
+        Mg=Mg,
+        dNTPs=dNTPs,
+        saltcorr=saltcorr,
+    )

+
+
+
+

+[docs]
+def tm_product(seq: str, K=0.050):
+    """Tm calculation for the amplicon.
+
+    according to:
+
+    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal
+    ing temperature for DNA amplification in vitro
+    http://www.ncbi.nlm.nih.gov/pubmed/2243783
+    """
+    tmp = 81.5 + 0.41 * _GC(seq) * 100 + 16.6 * _math.log10(K) - 675 / len(seq)
+    return tmp

+
+
+
+

+[docs]
+def ta_default(fp: str, rp: str, seq: str, tm=tm_default, tm_product=tm_product):
+    """Ta calculation.
+
+    according to:
+
+    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal
+    ing temperature for DNA amplification in vitro
+    http://www.ncbi.nlm.nih.gov/pubmed/2243783
+
+    The formula described uses the length and GC content of the product and
+    salt concentration (monovalent cations)
+    """
+    return 0.3 * min((tm(fp), tm(rp))) + 0.7 * tm_product(seq) - 14.9

+
+
+
+

+[docs]
+def ta_dbd(fp, rp, seq, tm=tm_dbd, tm_product=None):
+    return min((tm(fp), tm(rp))) + 3

+
+
+
+

+[docs]
+def program(amplicon, tm=tm_default, ta=ta_default):
+    r"""Returns a string containing a text representation of a suggested
+    PCR program using Taq or similar polymerase.
+
+    ::
+
+     |95°C|95°C               |    |tmf:59.5
+     |____|_____          72°C|72°C|tmr:59.7
+     |3min|30s  \ 59.1°C _____|____|60s/kb
+     |    |      \______/ 0:32|5min|GC 51%
+     |    |       30s         |    |1051bp
+
+    """
+
+    taq_extension_rate = 45  # seconds/kB PCR product length (1min/kb)
+    extension_time_taq = max(30, int(taq_extension_rate * len(amplicon) / 1000))
+    # seconds
+
+    f = _textwrap.dedent(
+        r"""
+        |95°C|95°C               |    |tmf:{tmf:.1f}
+        |____|_____          72°C|72°C|tmr:{tmr:.1f}
+        |3min|30s  \ {ta:.1f}°C _____|____|{rate}s/kb
+        |    |      \______/{0:2}:{1:0>2}|5min|GC {GC}%
+        |    |       30s         |    |{size}bp
+        """.format(
+            rate=taq_extension_rate,
+            size=len(amplicon.seq),
+            ta=round(
+                ta(
+                    amplicon.forward_primer.footprint,
+                    amplicon.reverse_primer.footprint,
+                    str(amplicon.seq),
+                ),
+                1,
+            ),
+            tmf=tm(amplicon.forward_primer.footprint),
+            tmr=tm(amplicon.reverse_primer.footprint),
+            GC=int(amplicon.gc() * 100),
+            *map(int, divmod(extension_time_taq, 60)),
+        )
+    ).strip()
+
+    return _pretty_str(f)

+
+
+
+taq_program = program
+
+
+

+[docs]
+def dbd_program(amplicon, tm=tm_dbd, ta=ta_dbd):
+    r"""Text representation of a suggested PCR program.
+
+    Using a polymerase with a DNA binding domain such as Pfu-Sso7d.
+
+    ::
+
+     |98°C|98°C               |    |tmf:53.8
+     |____|_____          72°C|72°C|tmr:54.8
+     |30s |10s  \ 57.0°C _____|____|15s/kb
+     |    |      \______/ 0:15|5min|GC 51%
+     |    |       10s         |    |1051bp
+
+
+     |98°C|98°C      |    |tmf:82.5
+     |____|____      |    |tmr:84.4
+     |30s |10s \ 72°C|72°C|15s/kb
+     |    |     \____|____|GC 52%
+     |    |      3:45|5min|15058bp
+
+    """
+    PfuSso7d_extension_rate = 15  # seconds/kB PCR product
+    extension_time_PfuSso7d = max(10, int(PfuSso7d_extension_rate * len(amplicon) / 1000))  # seconds
+
+    # The program returned is eaither a two step or three step progrem
+    # This depends on the tm and length of the primers in the
+    # original instructions from finnzyme. These do not seem to be
+
+    # Ta calculation for enzymes with dsDNA binding domains like phusion or Pfu-Sso7d
+    # https://www.finnzymes.fi/tm_determination.html
+
+    tmf = tm(amplicon.forward_primer.footprint)
+    tmr = tm(amplicon.reverse_primer.footprint)
+
+    if tmf >= 69.0 and tmr >= 69.0:
+        f = _textwrap.dedent(
+            r"""
+                              |98°C|98°C      |    |tmf:{tmf:.1f}
+                              |____|____      |    |tmr:{tmr:.1f}
+                              |30s |10s \ 72°C|72°C|{rate}s/kb
+                              |    |     \____|____|GC {GC_prod}%
+                              |    |     {0:2}:{1:0>2}|5min|{size}bp
+                              """.format(
+                rate=PfuSso7d_extension_rate,
+                tmf=tmf,
+                tmr=tmr,
+                GC_prod=int(amplicon.gc() * 100),
+                size=len(amplicon.seq),
+                *map(int, divmod(extension_time_PfuSso7d, 60)),
+            )
+        ).strip()
+    else:
+        f = _textwrap.dedent(
+            r"""
+             |98°C|98°C               |    |tmf:{tmf:.1f}
+             |____|_____          72°C|72°C|tmr:{tmr:.1f}
+             |30s |10s  \ {ta:.1f}°C _____|____|{rate}s/kb
+             |    |      \______/{0:2}:{1:0>2}|5min|GC {GC}%
+             |    |       10s         |    |{size}bp
+             """.format(
+                rate=PfuSso7d_extension_rate,
+                size=len(amplicon.seq),
+                ta=round(
+                    ta(
+                        amplicon.forward_primer.footprint,
+                        amplicon.reverse_primer.footprint,
+                        amplicon.seq,
+                    ),
+                    1,
+                ),
+                tmf=tmf,
+                tmr=tmr,
+                GC=int(amplicon.gc() * 100),
+                *map(int, divmod(extension_time_PfuSso7d, 60)),
+            )
+        ).strip()
+
+    return _pretty_str(f)

+
+
+
+pfu_sso7d_program = dbd_program
+
+
+

+[docs]
+def Q5(primer: str, *args, **kwargs):
+    """For Q5 Ta they take the lower of the two Tms and add 1C
+    (up to 72C). For Phusion they take the lower of the two
+    and add 3C (up to 72C).
+    """
+    raise NotImplementedError

+
+
+
+

+[docs]
+def tmbresluc(primer: str, *args, primerc=500.0, saltc=50, **kwargs):
+    """Returns the tm for a primer using a formula adapted to polymerases
+    with a DNA binding domain, such as the Phusion polymerase.
+
+    Parameters
+    ----------
+
+    primer : string
+        primer sequence 5'-3'
+
+    primerc : float
+       primer concentration in nM), set to 500.0 nm by default.
+
+    saltc : float, optional
+       Monovalent cation concentration in mM, set to 50.0 mM by default.
+
+    thermodynamics : bool, optional
+        prints details of the thermodynamic data to stdout. For
+        debugging only.
+
+    Returns
+    -------
+    tm : float
+        the tm of the primer
+
+    """
+
+    from . import _thermodynamic_data
+
+    saltc = float(saltc) / 1000
+    pri = primerc / 1e9
+    dS = -12.4
+    dH = -3400
+
+    STR = primer.lower()
+
+    for i in range(len(STR) - 1):
+        n1 = ord(STR[i])
+        n2 = ord(STR[i + 1])
+        dH += _thermodynamic_data.dHBr[n1 - 97][n2 - 97]
+        dS += _thermodynamic_data.dSBr[n1 - 97][n2 - 97]
+
+    tm = (dH / (1.9872 * _math.log(pri / 1600) + dS) + (16.6 * _math.log(saltc)) / _math.log(10)) - 273.15
+
+    return tm

+
+
+
+if __name__ == "__main__":
+    import os as _os
+
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_modules/pydna/utils.html b/_modules/pydna/utils.html new file mode 100644 index 00000000..8f0aaac3 --- /dev/null +++ b/_modules/pydna/utils.html @@ -0,0 +1,880 @@ + + + + + + pydna.utils — pydna 0.0.0.post1+da3e7e9 documentation + + + + + + + + + + + + + + + + + +
+ + +
+ +
+
+
+ +
+
+
+
+ +

Source code for pydna.utils

+#!/usr/bin/env python3
+# -*- coding: utf-8 -*-
+# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
+# This code is part of the Python-dna distribution and governed by its
+# license.  Please see the LICENSE.txt file that should have been included
+# as part of this package.
+"""Miscellaneous functions."""
+
+from Bio.Data.IUPACData import ambiguous_dna_complement as _ambiguous_dna_complement
+from Bio.Seq import _maketrans
+import shelve as _shelve
+import os as _os
+import re as _re
+import logging as _logging
+import base64 as _base64
+import pickle as _pickle
+import hashlib as _hashlib
+import keyword as _keyword
+import collections as _collections
+import itertools as _itertools
+from copy import deepcopy as _deepcopy
+from typing import Union as _Union
+
+import sys as _sys
+import re
+import itertools
+import random
+import subprocess as _subprocess
+from bisect import bisect as _bisect
+from math import ceil as _ceil
+
+from pydna.codon import weights as _weights
+from pydna.codon import rare_codons as _rare_codons
+
+from Bio.SeqFeature import SimpleLocation as _sl
+from Bio.SeqFeature import CompoundLocation as _cl
+
+_module_logger = _logging.getLogger("pydna." + __name__)
+_ambiguous_dna_complement.update({"U": "A"})
+_complement_table = _maketrans(_ambiguous_dna_complement)
+
+
+

+[docs]
+def three_frame_orfs(
+    dna: str,
+    limit: int = 100,
+    startcodons: tuple = ("ATG",),
+    stopcodons: tuple = ("TAG", "TAA", "TGA"),
+    # startcodons: tuple[str, ...] = ("ATG",),
+    # stopcodons: tuple[str, ...] = ("TAG", "TAA", "TGA"),
+):
+    """Overlapping orfs in three frames."""
+    # breakpoint()
+    limit = _ceil(limit / 3) - 1
+    dna = dna.upper()
+
+    orfs = []
+
+    for frame in (0, 1, 2):
+
+        codons = [dna[i : i + 3] for i in range(frame, len(dna), 3)]
+
+        startdindices = [i for i, cd in enumerate(codons) if cd in startcodons]
+        stopdindices = [i for i, cd in enumerate(codons) if cd in stopcodons]
+
+        for startindex in startdindices:
+            try:
+                stopindex = stopdindices[_bisect(stopdindices, startindex)]
+            except IndexError:
+                pass
+            else:
+                if stopindex - startindex >= limit:
+                    orfs.append((frame, startindex * 3 + frame, (stopindex + 1) * 3 + frame))
+                # print(stopindex, startindex, limit)
+    return orfs

+
+
+
+

+[docs]
+def shift_location(original_location, shift, lim):
+    """docstring."""
+    newparts = []
+    strand = original_location.strand
+
+    for part in original_location.parts:
+        new_start = (part.start + shift) % lim
+        new_end = (part.end + shift) % lim or lim
+        old_start, old_end = (newparts[-1].start, newparts[-1].end) if len(newparts) else (None, None)
+
+        # The "join with old" cases are for features with multiple parts
+        # in which consecutive parts do not have any bases between them.
+        # This type of feature is generated to represent a feature that
+        # spans the origin of a circular sequence. See more details in
+        # https://github.com/BjornFJohansson/pydna/issues/195
+
+        if len(part) == 0:
+            newparts.append(_sl(new_start, new_start, strand))
+            continue
+        # Join with old, case 1
+        elif strand != -1 and old_end == new_start:
+            part = newparts.pop()
+            part._end = new_end
+            new_start = part.start
+        # Join with old, case 2
+        elif strand == -1 and old_start == new_end:
+            part = newparts.pop()
+            part._start = new_start
+            new_end = part.end
+        if new_start < new_end:
+            newparts.append(_sl(new_start, new_end, strand))
+        else:
+            parttuple = (_sl(new_start, lim, strand), _sl(0, new_end, strand))
+            newparts.extend(parttuple if strand != -1 else parttuple[::-1])
+    try:
+        newloc = _cl(newparts)
+    except ValueError:
+        newloc, *n = newparts
+    assert len(newloc) == len(original_location)
+    return newloc

+
+
+
+# def shift_feature(feature, shift, lim):
+#     """Return a new feature with shifted location."""
+#     # TODO: Missing tests
+#     new_location = shift_location(feature.location, shift, lim)
+#     new_feature = _deepcopy(feature)
+#     new_feature.location = new_location
+#     return new_feature
+
+
+

+[docs]
+def shift_feature(feature, shift, lim):
+    """Return a new feature with shifted location."""
+    # TODO: Missing tests
+    new_location = shift_location(feature.location, shift, lim)
+    new_feature = _deepcopy(feature)
+    new_feature.location = new_location
+    return new_feature

+
+
+
+# def smallest_rotation(s):
+#     """Smallest rotation of a string.
+
+#     Algorithm described in Pierre Duval, Jean. 1983. Factorizing Words
+#     over an Ordered Alphabet. Journal of Algorithms & Computational Technology
+#     4 (4) (December 1): 363–381. and Algorithms on strings and sequences based
+#     on Lyndon words, David Eppstein 2011.
+#     https://gist.github.com/dvberkel/1950267
+
+#     Examples
+#     --------
+#     >>> from pydna.utils import smallest_rotation
+#     >>> smallest_rotation("taaa")
+#     'aaat'
+
+#     """
+#     prev, rep = None, 0
+#     ds = _array("u", 2 * s)
+#     lens, lends = len(s), len(ds)
+#     old = 0
+#     k = 0
+#     w = ""
+#     while k < lends:
+#         i, j = k, k + 1
+#         while j < lends and ds[i] <= ds[j]:
+#             i = (ds[i] == ds[j]) and i + 1 or k
+#             j += 1
+#         while k < i + 1:
+#             k += j - i
+#             prev = w
+#             w = ds[old:k]
+#             old = k
+#             if w == prev:
+#                 rep += 1
+#             else:
+#                 prev, rep = w, 1
+#             if len(w) * rep == lens:
+#                 return "".join(w * rep)
+
+
+

+[docs]
+def smallest_rotation(s):
+    """Smallest rotation of a string.
+
+    Algorithm described in Pierre Duval, Jean. 1983. Factorizing Words
+    over an Ordered Alphabet. Journal of Algorithms & Computational Technology
+    4 (4) (December 1): 363–381. and Algorithms on strings and sequences based
+    on Lyndon words, David Eppstein 2011.
+    https://gist.github.com/dvberkel/1950267
+
+    Examples
+    --------
+    >>> from pydna.utils import smallest_rotation
+    >>> smallest_rotation("taaa")
+    'aaat'
+    """
+    from pydivsufsort import min_rotation
+
+    k = min_rotation(bytes(s, "ascii"))
+    return s[k:] + s[:k]

+
+
+
+

+[docs]
+def cai(seq: str, organism: str = "sce", weights: dict = _weights):
+    """docstring."""
+    from cai2 import CAI as _CAI
+
+    return round(_CAI(seq.upper(), weights=weights[organism]), 3)

+
+
+
+

+[docs]
+def rarecodons(seq: str, organism="sce"):
+    """docstring."""
+    rare = _rare_codons[organism]
+    s = seq.upper()
+    slices = []
+    for i in range(0, len(seq) // 3):
+        x, y = i * 3, i * 3 + 3
+        trip = s[x:y]
+        if trip in rare:
+            slices.append(slice(x, y, 1))
+    return slices

+
+
+
+

+[docs]
+def express(seq: str, organism="sce"):
+    """docstring.
+
+    **NOT IMPLEMENTED YET**
+    """
+    # x = _PrettyTable(["cds", "len", "cai", "gc", "sta", "stp", "n-end"] + _rare_codons[organism] + ["rare"])
+    # val = []
+
+    # val.append(f"{self._data.upper().decode('ASCII')[:3]}..." f"{self._data.upper().decode('ASCII')[-3:]}")
+    # val.append(len(self) / 3)
+    # val.append(cai(organism))
+    # val.append(gc())
+    # val.append(startcodon())
+    # val.append(stopcodon())
+    # val.append(_n_end[organism].get(_seq3(self[3:6].translate())))
+    # s = self._data.upper().decode("ASCII")
+    # trps = [s[i * 3 : i * 3 + 3] for i in range(0, len(s) // 3)]
+    # tot = 0
+    # for cdn in _rare_codons[organism]:
+    #     cnt = trps.count(cdn)
+    #     tot += cnt
+    #     val.append(cnt)
+    # val.append(round(tot / len(trps), 3))
+    # x.add_row(val)
+    # return x
+    raise NotImplementedError

+
+
+
+

+[docs]
+def open_folder(pth):
+    """docstring."""
+    if _sys.platform == "win32":
+        _subprocess.run(["start", pth], shell=True)
+    elif _sys.platform == "darwin":
+        _subprocess.run(["open", pth])
+    else:
+        try:
+            _subprocess.run(["xdg-open", pth])
+        except OSError:
+            return "no cache to open."

+
+
+
+

+[docs]
+def rc(sequence: str):
+    """Reverse complement.
+
+    accepts mixed DNA/RNA
+    """
+    return sequence.translate(_complement_table)[::-1]

+
+
+
+

+[docs]
+def complement(sequence: str):
+    """Complement.
+
+    accepts mixed DNA/RNA
+    """
+    return sequence.translate(_complement_table)

+
+
+
+

+[docs]
+def memorize(filename):
+    """Cache functions and classes.
+
+    see pydna.download
+    """
+
+    def decorator(f):
+        def wrappee(*args, **kwargs):
+            _module_logger.info("#### memorizer ####")
+            _module_logger.info("cache filename                   = %s", filename)
+            _module_logger.info(
+                "os.environ['pydna_cached_funcs'] = %s",
+                _os.getenv("pydna_cached_funcs", ""),
+            )
+            if filename not in _os.getenv("pydna_cached_funcs", ""):
+                _module_logger.info("cache filename not among cached functions, made it new!")
+                return f(*args, **kwargs)
+            key = _base64.urlsafe_b64encode(_hashlib.sha1(_pickle.dumps((args, kwargs))).digest()).decode("ascii")
+            _module_logger.info("key = %s", key)
+            cache = _shelve.open(
+                _os.path.join(_os.environ["pydna_data_dir"], identifier_from_string(filename)),
+                writeback=False,
+            )
+            try:
+                result = cache[key]
+            except KeyError:
+                _module_logger.info(
+                    "no result for key %s in shelve %s",
+                    key,
+                    identifier_from_string(filename),
+                )
+                result = f(*args, **kwargs)
+                _module_logger.info("made it new!")
+                cache[key] = result
+                _module_logger.info("saved result under key %s", key)
+            else:
+                _module_logger.info("found %s in cache", key)
+            cache.close()
+            return result
+
+        return wrappee
+
+    return decorator

+
+
+
+

+[docs]
+def identifier_from_string(s: str) -> str:
+    """Return a valid python identifier.
+
+    based on the argument s or an empty string
+    """
+    s = s.strip()
+    s = _re.sub(r"\s+", r"_", s)
+    s.replace("-", "_")
+    s = _re.sub("[^0-9a-zA-Z_]", "", s)
+    if s and not s[0].isidentifier() or _keyword.iskeyword(s):
+        s = "_{s}".format(s=s)
+    assert s == "" or s.isidentifier()
+    return s

+
+
+
+

+[docs]
+def flatten(*args):
+    """Flattens an iterable of iterables.
+
+    Down to str, bytes, bytearray or any of the pydna or Biopython seq objects
+    """
+    output = []
+    args = list(args)
+    while args:
+        top = args.pop()
+        if (
+            isinstance(top, _collections.abc.Iterable)
+            and not isinstance(top, (str, bytes, bytearray))
+            and not hasattr(top, "reverse_complement")
+        ):
+            args.extend(top)
+        else:
+            output.append(top)
+    return output[::-1]

+
+
+
+

+[docs]
+def seq31(seq):
+    """Turn a three letter code protein sequence into one with one letter code.
+
+    The single input argument 'seq' should be a protein sequence using single
+    letter codes, as a python string.
+
+    This function returns the amino acid sequence as a string using the one
+    letter amino acid codes. Output follows the IUPAC standard (including
+    ambiguous characters B for "Asx", J for "Xle" and X for "Xaa", and also U
+    for "Sel" and O for "Pyl") plus "Ter" for a terminator given as an
+    asterisk.
+
+    Any unknown
+    character (including possible gap characters), is changed into 'Xaa'.
+
+    Examples
+    --------
+    >>> from Bio.SeqUtils import seq3
+    >>> seq3("MAIVMGRWKGAR*")
+    'MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer'
+    >>> from pydna.utils import seq31
+    >>> seq31('MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer')
+    'M  A  I  V  M  G  R  W  K  G  A  R  *'
+    """
+    threecode = {
+        "Ala": "A",
+        "Asx": "B",
+        "Cys": "C",
+        "Asp": "D",
+        "Glu": "E",
+        "Phe": "F",
+        "Gly": "G",
+        "His": "H",
+        "Ile": "I",
+        "Lys": "K",
+        "Leu": "L",
+        "Met": "M",
+        "Asn": "N",
+        "Pro": "P",
+        "Gln": "Q",
+        "Arg": "R",
+        "Ser": "S",
+        "Thr": "T",
+        "Val": "V",
+        "Trp": "W",
+        "Tyr": "Y",
+        "Glx": "Z",
+        "Xaa": "X",
+        "Ter": "*",
+        "Sel": "U",
+        "Pyl": "O",
+        "Xle": "J",
+    }
+
+    nr_of_codons = int(len(seq) / 3)
+    sequence = [seq[i * 3 : i * 3 + 3].title() for i in range(nr_of_codons)]
+    padding = " " * 2
+    return padding.join([threecode.get(aa, "X") for aa in sequence])

+
+
+
+

+[docs]
+def randomRNA(length, maxlength=None):
+    """docstring."""
+    if maxlength and maxlength > length:
+        length = int(round(random.triangular(length, maxlength)))
+    return "".join([random.choice("GAUC") for x in range(length)])

+
+
+
+

+[docs]
+def randomDNA(length, maxlength=None):
+    """docstring."""
+    if maxlength and maxlength > length:
+        length = int(round(random.triangular(length, maxlength)))
+    return "".join([random.choice("GATC") for x in range(length)])

+
+
+
+

+[docs]
+def randomORF(length, maxlength=None):
+    """docstring."""
+    length -= 2
+    if maxlength and maxlength > length:
+        length = int(round(random.triangular(length, maxlength - 2)))
+
+    cdns = (
+        "TTT",
+        "TTC",
+        "TTA",
+        "TTG",
+        "TCT",
+        "TCC",
+        "TCA",
+        "TCG",
+        "TAT",
+        "TAC",
+        "TGT",
+        "TGC",
+        "TGG",
+        "CTT",
+        "CTC",
+        "CTA",
+        "CTG",
+        "CCT",
+        "CCC",
+        "CCA",
+        "CCG",
+        "CAT",
+        "CAC",
+        "CAA",
+        "CAG",
+        "CGT",
+        "CGC",
+        "CGA",
+        "CGG",
+        "ATT",
+        "ATC",
+        "ATA",
+        "ATG",
+        "ACT",
+        "ACC",
+        "ACA",
+        "ACG",
+        "AAT",
+        "AAC",
+        "AAA",
+        "AAG",
+        "AGT",
+        "AGC",
+        "AGA",
+        "AGG",
+        "GTT",
+        "GTC",
+        "GTA",
+        "GTG",
+        "GCT",
+        "GCC",
+        "GCA",
+        "GCG",
+        "GAT",
+        "GAC",
+        "GAA",
+        "GAG",
+        "GGT",
+        "GGC",
+        "GGA",
+        "GGG",
+    )
+
+    starts = ("ATG",)
+    stops = ("TAA", "TAG", "TGA")
+
+    return random.choice(starts) + "".join([random.choice(cdns) for x in range(length)]) + random.choice(stops)

+
+
+
+

+[docs]
+def randomprot(length, maxlength=None):
+    """docstring."""
+    if maxlength and maxlength > length:
+        length = int(round(random.triangular(length, maxlength)))
+    return "".join([random.choice("ACDEFGHIKLMNPQRSTVWY") for x in range(length)])

+
+
+
+

+[docs]
+def eq(*args, **kwargs):
+    """Compare two or more DNA sequences for equality.
+
+    Compares two or more DNA sequences for equality i.e. if they
+    represent the same double stranded DNA molecule.
+
+    Parameters
+    ----------
+    args : iterable
+        iterable containing sequences
+        args can be strings, Biopython Seq or SeqRecord, Dseqrecord
+        or dsDNA objects.
+    circular : bool, optional
+        Consider all molecules circular or linear
+    linear : bool, optional
+        Consider all molecules circular or linear
+
+    Returns
+    -------
+    eq : bool
+        Returns True or False
+
+    Notes
+    -----
+    Compares two or more DNA sequences for equality i.e. if they
+    represent the same DNA molecule.
+
+    Two linear sequences are considiered equal if either:
+
+    1. They have the same sequence (case insensitive)
+    2. One sequence is the reverse complement of the other
+
+    Two circular sequences are considered equal if they are circular
+    permutations meaning that they have the same length and:
+
+    1. One sequence can be found in the concatenation of the other sequence with itself.
+    2. The reverse complement of one sequence can be found in the concatenation of the other sequence with itself.
+
+    The topology for the comparison can be set using one of the keywords
+    linear or circular to True or False.
+
+    If circular or linear is not set, it will be deduced from the topology of
+    each sequence for sequences that have a linear or circular attribute
+    (like Dseq and Dseqrecord).
+
+    Examples
+    --------
+    >>> from pydna.dseqrecord import Dseqrecord
+    >>> from pydna.utils import eq
+    >>> eq("aaa","AAA")
+    True
+    >>> eq("aaa","AAA","TTT")
+    True
+    >>> eq("aaa","AAA","TTT","tTt")
+    True
+    >>> eq("aaa","AAA","TTT","tTt", linear=True)
+    True
+    >>> eq("Taaa","aTaa", linear = True)
+    False
+    >>> eq("Taaa","aTaa", circular = True)
+    True
+    >>> a=Dseqrecord("Taaa")
+    >>> b=Dseqrecord("aTaa")
+    >>> eq(a,b)
+    False
+    >>> eq(a,b,circular=True)
+    True
+    >>> a=a.looped()
+    >>> b=b.looped()
+    >>> eq(a,b)
+    True
+    >>> eq(a,b,circular=False)
+    False
+    >>> eq(a,b,linear=True)
+    False
+    >>> eq(a,b,linear=False)
+    True
+    >>> eq("ggatcc","GGATCC")
+    True
+    >>> eq("ggatcca","GGATCCa")
+    True
+    >>> eq("ggatcca","tGGATCC")
+    True
+    """
+    args = flatten(args)  # flatten
+
+    topology = None
+
+    if "linear" in kwargs:
+        if kwargs["linear"] is True:
+            topology = "linear"
+        if kwargs["linear"] is False:
+            topology = "circular"
+    elif "circular" in kwargs:
+        if kwargs["circular"] is True:
+            topology = "circular"
+        if kwargs["circular"] is False:
+            topology = "linear"
+    else:
+        topology = set([arg.circular if hasattr(arg, "circular") else None for arg in args])
+
+        if len(topology) != 1:
+            raise ValueError("sequences have different topologies")
+        topology = topology.pop()
+        if topology in (False, None):
+            topology = "linear"
+        elif topology is True:
+            topology = "circular"
+
+    args = [arg.seq if hasattr(arg, "seq") else arg for arg in args]
+    args_string_list = [arg.watson.lower() if hasattr(arg, "watson") else str(arg).lower() for arg in args]
+
+    length = set((len(s) for s in args_string_list))
+
+    if len(length) != 1:
+        return False
+    same = True
+
+    if topology == "circular":
+        # force circular comparison of all given sequences
+        for s1, s2 in _itertools.combinations(args_string_list, 2):
+            if not (s1 in s2 + s2 or rc(s1) in s2 + s2):
+                same = False
+    elif topology == "linear":
+        # force linear comparison of all given sequences
+        for s1, s2 in _itertools.combinations(args_string_list, 2):
+            if not (s1 == s2 or s1 == rc(s2)):
+                same = False
+    return same

+
+
+
+# def cuts_overlap(left_cut, right_cut, seq_len):
+#     # Special cases:
+#     if left_cut is None or right_cut is None or left_cut == right_cut:
+#         return False
+
+#     # This block of code would not be necessary if the cuts were
+#     # initially represented like this
+#     (left_watson, left_ovhg), _ = left_cut
+#     (right_watson, right_ovhg), _ = right_cut
+#     # Position of the cut on the crick strands on the left and right
+#     left_crick = left_watson - left_ovhg
+#     right_crick = right_watson - right_ovhg
+#     if left_crick >= seq_len:
+#         left_crick -= seq_len
+#         left_watson -= seq_len
+#     if right_crick >= seq_len:
+#         right_crick -= seq_len
+#         right_watson -= seq_len
+
+#     # Convert into ranges x and y and see if ranges overlap
+#     x = sorted([left_watson, left_crick])
+#     y = sorted([right_watson, right_crick])
+#     return (x[1] > y[0]) != (y[1] < x[0])
+
+
+# def location_boundaries(loc: _Union[_sl, _cl]):
+#     if loc.strand == -1:
+#         return loc.parts[-1].start, loc.parts[0].end
+#     else:
+#         return loc.parts[0].start, loc.parts[-1].end
+
+
+

+[docs]
+def cuts_overlap(left_cut, right_cut, seq_len):
+    # Special cases:
+    if left_cut is None or right_cut is None or left_cut == right_cut:
+        return False
+
+    # This block of code would not be necessary if the cuts were
+    # initially represented like this
+    (left_watson, left_ovhg), _ = left_cut
+    (right_watson, right_ovhg), _ = right_cut
+    # Position of the cut on the crick strands on the left and right
+    left_crick = left_watson - left_ovhg
+    right_crick = right_watson - right_ovhg
+    if left_crick >= seq_len:
+        left_crick -= seq_len
+        left_watson -= seq_len
+    if right_crick >= seq_len:
+        right_crick -= seq_len
+        right_watson -= seq_len
+
+    # Convert into ranges x and y and see if ranges overlap
+    x = sorted([left_watson, left_crick])
+    y = sorted([right_watson, right_crick])
+    return (x[1] > y[0]) != (y[1] < x[0])

+
+
+
+

+[docs]
+def location_boundaries(loc: _Union[_sl, _cl]):
+    if loc.strand == -1:
+        return loc.parts[-1].start, loc.parts[0].end
+    else:
+        return loc.parts[0].start, loc.parts[-1].end

+
+
+
+if __name__ == "__main__":
+    cached = _os.getenv("pydna_cached_funcs", "")
+    _os.environ["pydna_cached_funcs"] = ""
+    import doctest
+
+    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
+    _os.environ["pydna_cached_funcs"] = cached
+
+ +
+
+
+ +
+ +
+

© Copyright 2022, Björn F. Johansson.

+
+ + Built with Sphinx using a + theme + provided by Read the Docs. + + +
+
+
+
+
+ + + + \ No newline at end of file diff --git a/_sources/index.rst.txt b/_sources/index.rst.txt new file mode 100644 index 00000000..c38e4902 --- /dev/null +++ b/_sources/index.rst.txt @@ -0,0 +1,205 @@ +Welcome to pydna's documentation! +================================= + +Stuff + + + + +Module contents +--------------- + +.. automodule:: pydna + :members: + :undoc-members: + :show-inheritance: + +pydna.dseq module +----------------- + +.. automodule:: pydna.dseq + :members: + :undoc-members: + :show-inheritance: + +pydna.dseqrecord module +----------------------- + +.. automodule:: pydna.dseqrecord + :members: + :undoc-members: + :show-inheritance: + +pydna.amplicon module +--------------------- + +.. automodule:: pydna.amplicon + :members: + :undoc-members: + :show-inheritance: + +pydna.amplify module +-------------------- + +.. automodule:: pydna.amplify + :members: + :undoc-members: + :show-inheritance: + +pydna.assembly module +--------------------- + +.. automodule:: pydna.assembly + :members: + :undoc-members: + :show-inheritance: + +pydna.common_sub_strings module +------------------------------- + +.. automodule:: pydna.common_sub_strings + :members: + :undoc-members: + :show-inheritance: + +pydna.contig module +------------------- + +.. automodule:: pydna.contig + :members: + :undoc-members: + :show-inheritance: + +pydna.design module +------------------- + +.. automodule:: pydna.design + :members: + :undoc-members: + :show-inheritance: + +pydna.download module +--------------------- + +.. automodule:: pydna.download + :members: + :undoc-members: + :show-inheritance: + + + +pydna.editor module +------------------- + +.. automodule:: pydna.editor + :members: + :undoc-members: + :show-inheritance: + +pydna.gel module +---------------- + +.. automodule:: pydna.gel + :members: + :undoc-members: + :show-inheritance: + +pydna.genbank module +-------------------- + +.. automodule:: pydna.genbank + :members: + :undoc-members: + :show-inheritance: + +pydna.genbankfile module +------------------------ + +.. automodule:: pydna.genbankfile + :members: + :undoc-members: + :show-inheritance: + +pydna.genbankfixer module +------------------------- + +.. automodule:: pydna.genbankfixer + :members: + :undoc-members: + :show-inheritance: + +pydna.genbankrecord module +-------------------------- + +.. automodule:: pydna.genbankrecord + :members: + :undoc-members: + :show-inheritance: + +pydna.myprimers module +---------------------- + +.. automodule:: pydna.myprimers + :members: + :undoc-members: + :show-inheritance: + +pydna.parsers module +-------------------- + +.. automodule:: pydna.parsers + :members: + :undoc-members: + :show-inheritance: + +pydna.primer module +------------------- + +.. automodule:: pydna.primer + :members: + :undoc-members: + :show-inheritance: + +pydna.readers module +-------------------- + +.. automodule:: pydna.readers + :members: + :undoc-members: + :show-inheritance: + +pydna.seqrecord module +---------------------- + +.. automodule:: pydna.seqrecord + :members: + :undoc-members: + :show-inheritance: + +pydna.tm module +--------------- + +.. automodule:: pydna.tm + :members: + :undoc-members: + :show-inheritance: + +pydna.utils module +------------------ + +.. automodule:: pydna.utils + :members: + :undoc-members: + :show-inheritance: + + + + + + +Indices and tables +================== + +* :ref:`genindex` +* :ref:`modindex` +* :ref:`search` diff --git a/_static/BMC.png b/_static/BMC.png new file mode 100644 index 0000000000000000000000000000000000000000..bf895331b4a0518b3e73919a5ef73bcc18ee4be4 GIT binary patch literal 247180 zcmZ5{1yoyGw{@^U(Nf$gEybk-cP+GNafc#-;_goI;zfc}DDGM`SaB&(9D=)RaQ@u; z-u>?P{)~)doRc%o-e>Q%)|_jul?W9jSsYAqOaK6Y^IlF`6#xL%0stts7|4h-tu!R` zh%Xdp$@l6Q7#Ity$}5ONG8Y+b7d3mZi~A=hbAW}Ny{$Q$v#FE0xt+76y~{BQR1^T9 z1-zG*Q1{3G8S^X4>C8wP@*l~MI)!p4VjEH zOh|as^zG{P?tAAkMJI1B%ft({gv71Q*NdTbxj6K3fM4&Qg&3m%ZN#;^l5K_%ciMM- zJ#u%@Hsky>n|CV5YaA?5`Q`cle1yA`@yt;D 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a/_static/_sphinx_javascript_frameworks_compat.js b/_static/_sphinx_javascript_frameworks_compat.js new file mode 100644 index 00000000..81415803 --- /dev/null +++ b/_static/_sphinx_javascript_frameworks_compat.js @@ -0,0 +1,123 @@ +/* Compatability shim for jQuery and underscores.js. + * + * Copyright Sphinx contributors + * Released under the two clause BSD licence + */ + +/** + * small helper function to urldecode strings + * + * See https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/decodeURIComponent#Decoding_query_parameters_from_a_URL + */ +jQuery.urldecode = function(x) { + if (!x) { + return x + } + return decodeURIComponent(x.replace(/\+/g, ' ')); +}; + +/** + * small helper function to urlencode strings + */ +jQuery.urlencode = encodeURIComponent; + +/** + * This function returns the parsed url parameters of the + * current request. Multiple values per key are supported, + * it will always return arrays of strings for the value parts. + */ +jQuery.getQueryParameters = function(s) { + if (typeof s === 'undefined') + s = document.location.search; + var parts = s.substr(s.indexOf('?') + 1).split('&'); + var result = {}; + for (var i = 0; i < parts.length; i++) { + var tmp = parts[i].split('=', 2); + var key = jQuery.urldecode(tmp[0]); + var value = jQuery.urldecode(tmp[1]); + if (key in result) + result[key].push(value); + else + result[key] = [value]; + } + return result; +}; + +/** + * highlight a given string on a jquery object by wrapping it in + * span elements with the given class name. + */ +jQuery.fn.highlightText = function(text, className) { + function highlight(node, addItems) { + if (node.nodeType === 3) { + var val = node.nodeValue; + var pos = val.toLowerCase().indexOf(text); + if (pos >= 0 && + !jQuery(node.parentNode).hasClass(className) && + !jQuery(node.parentNode).hasClass("nohighlight")) { + var span; + var isInSVG = jQuery(node).closest("body, svg, foreignObject").is("svg"); + if (isInSVG) { + span = document.createElementNS("http://www.w3.org/2000/svg", "tspan"); + } else { + span = document.createElement("span"); + span.className = className; + } + span.appendChild(document.createTextNode(val.substr(pos, text.length))); + node.parentNode.insertBefore(span, node.parentNode.insertBefore( + document.createTextNode(val.substr(pos + text.length)), + node.nextSibling)); + node.nodeValue = val.substr(0, pos); + if (isInSVG) { + var rect = document.createElementNS("http://www.w3.org/2000/svg", "rect"); + var bbox = node.parentElement.getBBox(); + rect.x.baseVal.value = bbox.x; + rect.y.baseVal.value = bbox.y; + rect.width.baseVal.value = bbox.width; + rect.height.baseVal.value = bbox.height; + rect.setAttribute('class', className); + addItems.push({ + "parent": node.parentNode, + "target": rect}); + } + } + } + else if (!jQuery(node).is("button, select, textarea")) { + jQuery.each(node.childNodes, function() { + highlight(this, addItems); + }); + } + } + var addItems = []; + var result = this.each(function() { + highlight(this, addItems); + }); + for (var i = 0; i < addItems.length; ++i) { + jQuery(addItems[i].parent).before(addItems[i].target); + } + return result; +}; + +/* + * backward compatibility for jQuery.browser + * This will be supported until firefox bug is fixed. + */ +if (!jQuery.browser) { + jQuery.uaMatch = function(ua) { + ua = ua.toLowerCase(); + + var match = /(chrome)[ \/]([\w.]+)/.exec(ua) || + /(webkit)[ \/]([\w.]+)/.exec(ua) || + /(opera)(?:.*version|)[ \/]([\w.]+)/.exec(ua) || + /(msie) ([\w.]+)/.exec(ua) || + ua.indexOf("compatible") < 0 && /(mozilla)(?:.*? rv:([\w.]+)|)/.exec(ua) || + []; + + return { + browser: match[ 1 ] || "", + version: match[ 2 ] || "0" + }; + }; + jQuery.browser = {}; + jQuery.browser[jQuery.uaMatch(navigator.userAgent).browser] = true; +} diff --git a/_static/basic.css b/_static/basic.css new file mode 100644 index 00000000..f316efcb --- /dev/null +++ b/_static/basic.css @@ -0,0 +1,925 @@ +/* + * basic.css + * ~~~~~~~~~ + * + * Sphinx stylesheet -- basic theme. + * + * :copyright: Copyright 2007-2024 by the Sphinx team, see AUTHORS. + * :license: BSD, see LICENSE for details. + * + */ + +/* -- main layout ----------------------------------------------------------- */ + +div.clearer { + clear: both; +} + +div.section::after { + display: block; + content: ''; + clear: left; +} + +/* -- relbar ---------------------------------------------------------------- */ + +div.related { + width: 100%; + font-size: 90%; +} + +div.related h3 { + display: none; +} + +div.related ul { + margin: 0; + padding: 0 0 0 10px; + list-style: none; +} + +div.related li { + display: inline; +} + +div.related li.right { + float: right; + margin-right: 5px; +} + +/* -- sidebar --------------------------------------------------------------- */ + +div.sphinxsidebarwrapper { + padding: 10px 5px 0 10px; +} + +div.sphinxsidebar { + float: left; + width: 230px; + margin-left: -100%; + font-size: 90%; + word-wrap: break-word; + overflow-wrap : break-word; +} + +div.sphinxsidebar ul { + list-style: none; +} + +div.sphinxsidebar ul ul, +div.sphinxsidebar ul.want-points { + margin-left: 20px; + list-style: square; +} + +div.sphinxsidebar ul ul { + margin-top: 0; + margin-bottom: 0; +} + +div.sphinxsidebar form { + margin-top: 10px; +} + +div.sphinxsidebar input { + border: 1px solid #98dbcc; + font-family: sans-serif; + font-size: 1em; +} + +div.sphinxsidebar #searchbox form.search { + overflow: hidden; +} + +div.sphinxsidebar #searchbox input[type="text"] { + float: left; + width: 80%; + padding: 0.25em; + box-sizing: border-box; +} + +div.sphinxsidebar #searchbox input[type="submit"] { + float: left; + width: 20%; + border-left: none; + padding: 0.25em; + box-sizing: border-box; +} + + +img { + border: 0; + max-width: 100%; +} + +/* -- search page ----------------------------------------------------------- */ + +ul.search { + margin: 10px 0 0 20px; + padding: 0; +} + +ul.search li { + padding: 5px 0 5px 20px; + background-image: url(file.png); + background-repeat: no-repeat; + background-position: 0 7px; +} + +ul.search li a { + font-weight: bold; +} + +ul.search li p.context { + color: #888; + margin: 2px 0 0 30px; + text-align: left; +} + +ul.keywordmatches li.goodmatch a { + font-weight: bold; +} + +/* -- index page ------------------------------------------------------------ */ + +table.contentstable { + width: 90%; + margin-left: auto; + margin-right: auto; +} + +table.contentstable p.biglink { + line-height: 150%; +} + +a.biglink { + font-size: 1.3em; +} + +span.linkdescr { + font-style: italic; + padding-top: 5px; + font-size: 90%; +} + +/* -- general index --------------------------------------------------------- */ + +table.indextable { + width: 100%; +} + +table.indextable td { + text-align: left; + vertical-align: top; +} + +table.indextable ul { + margin-top: 0; + margin-bottom: 0; + list-style-type: none; +} + +table.indextable > tbody > tr > td > ul { + padding-left: 0em; +} + +table.indextable tr.pcap { + height: 10px; +} + +table.indextable tr.cap { + margin-top: 10px; + background-color: #f2f2f2; +} + +img.toggler { + margin-right: 3px; + margin-top: 3px; + cursor: pointer; +} + +div.modindex-jumpbox { + border-top: 1px solid #ddd; + border-bottom: 1px solid #ddd; + margin: 1em 0 1em 0; + padding: 0.4em; +} + +div.genindex-jumpbox { + border-top: 1px solid #ddd; + border-bottom: 1px solid #ddd; + margin: 1em 0 1em 0; + padding: 0.4em; +} + +/* -- domain module index --------------------------------------------------- */ + +table.modindextable td { + padding: 2px; + border-collapse: collapse; +} + +/* -- general body styles --------------------------------------------------- */ + +div.body { + min-width: 360px; + max-width: 800px; +} + +div.body p, div.body dd, div.body li, div.body blockquote { + -moz-hyphens: auto; + -ms-hyphens: auto; + -webkit-hyphens: auto; + hyphens: auto; +} + +a.headerlink { + visibility: hidden; +} + +a:visited { + color: #551A8B; +} + +h1:hover > a.headerlink, +h2:hover > a.headerlink, +h3:hover > a.headerlink, +h4:hover > a.headerlink, +h5:hover > a.headerlink, +h6:hover > a.headerlink, +dt:hover > a.headerlink, +caption:hover > a.headerlink, +p.caption:hover > a.headerlink, +div.code-block-caption:hover > a.headerlink { + visibility: visible; +} + +div.body p.caption { + text-align: inherit; +} + +div.body td { + text-align: left; +} + +.first { + margin-top: 0 !important; +} + +p.rubric { + margin-top: 30px; + font-weight: bold; +} + +img.align-left, figure.align-left, .figure.align-left, object.align-left { + clear: left; + float: left; + margin-right: 1em; +} + +img.align-right, figure.align-right, .figure.align-right, object.align-right { + clear: right; + float: right; + margin-left: 1em; +} + +img.align-center, figure.align-center, .figure.align-center, object.align-center { + display: block; + margin-left: auto; + margin-right: auto; +} + +img.align-default, figure.align-default, .figure.align-default { + display: block; + margin-left: auto; + margin-right: auto; +} + +.align-left { + text-align: left; +} + +.align-center { + text-align: center; +} + +.align-default { + text-align: center; +} + +.align-right { + text-align: right; +} + +/* -- sidebars -------------------------------------------------------------- */ + +div.sidebar, +aside.sidebar { + margin: 0 0 0.5em 1em; + border: 1px solid #ddb; + padding: 7px; + background-color: #ffe; + width: 40%; + float: right; + clear: right; + overflow-x: auto; +} + +p.sidebar-title { + font-weight: bold; +} + +nav.contents, +aside.topic, +div.admonition, div.topic, blockquote { + clear: left; +} + +/* -- topics ---------------------------------------------------------------- */ + +nav.contents, +aside.topic, +div.topic { + border: 1px solid #ccc; + padding: 7px; + margin: 10px 0 10px 0; +} + +p.topic-title { + font-size: 1.1em; + font-weight: bold; + margin-top: 10px; +} + +/* -- admonitions ----------------------------------------------------------- */ + +div.admonition { + margin-top: 10px; + margin-bottom: 10px; + padding: 7px; +} + +div.admonition dt { + font-weight: bold; +} + +p.admonition-title { + margin: 0px 10px 5px 0px; + font-weight: bold; +} + +div.body p.centered { + text-align: center; + margin-top: 25px; +} + +/* -- content of sidebars/topics/admonitions -------------------------------- */ + +div.sidebar > :last-child, +aside.sidebar > :last-child, +nav.contents > :last-child, +aside.topic > :last-child, +div.topic > :last-child, +div.admonition > :last-child { + margin-bottom: 0; +} + +div.sidebar::after, +aside.sidebar::after, +nav.contents::after, +aside.topic::after, +div.topic::after, +div.admonition::after, +blockquote::after { + display: block; + content: ''; + clear: both; +} + +/* -- tables ---------------------------------------------------------------- */ + +table.docutils { + margin-top: 10px; + margin-bottom: 10px; + border: 0; + border-collapse: collapse; +} + +table.align-center { + margin-left: auto; + margin-right: auto; +} + +table.align-default { + margin-left: auto; + margin-right: auto; +} + +table caption span.caption-number { + font-style: italic; +} + +table caption span.caption-text { +} + +table.docutils td, table.docutils th { + padding: 1px 8px 1px 5px; + border-top: 0; + border-left: 0; + border-right: 0; + border-bottom: 1px solid #aaa; +} + +th { + text-align: left; + padding-right: 5px; +} + +table.citation { + border-left: solid 1px gray; + margin-left: 1px; +} + +table.citation td { + border-bottom: none; +} + +th > :first-child, +td > :first-child { + margin-top: 0px; +} + +th > :last-child, +td > :last-child { + margin-bottom: 0px; +} + +/* -- figures --------------------------------------------------------------- */ + +div.figure, figure { + margin: 0.5em; + padding: 0.5em; +} + +div.figure p.caption, figcaption { + padding: 0.3em; +} + +div.figure p.caption span.caption-number, +figcaption span.caption-number { + font-style: italic; +} + +div.figure p.caption span.caption-text, +figcaption span.caption-text { +} + +/* -- field list styles ----------------------------------------------------- */ + +table.field-list td, table.field-list th { + border: 0 !important; +} + +.field-list ul { + margin: 0; + padding-left: 1em; +} + +.field-list p { + margin: 0; +} + +.field-name { + -moz-hyphens: manual; + -ms-hyphens: manual; + -webkit-hyphens: manual; + hyphens: manual; +} + +/* -- hlist styles ---------------------------------------------------------- */ + +table.hlist { + margin: 1em 0; +} + +table.hlist td { + vertical-align: top; +} + +/* -- object description styles --------------------------------------------- */ + +.sig { + font-family: 'Consolas', 'Menlo', 'DejaVu Sans Mono', 'Bitstream Vera Sans Mono', monospace; +} + 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  1. gel() (in module pydna.gel) +
  2. Genbank (class in pydna.genbank)
  3. genbank() (in module pydna.genbank) @@ -369,10 +371,12 @@

    I

    -
    • pydna.dseq @@ -641,6 +645,8 @@

      P

    • module
    4. + +
    • pydna.dseqrecord @@ -653,6 +659,13 @@

      P

      • +
    • + pydna.gel + +
    • diff --git a/index.html b/index.html index 999439a3..21055ef5 100644 --- a/index.html +++ b/index.html @@ -4,7 +4,7 @@ - Welcome to pydna’s documentation! — pydna 0.0.0.post1+5be4f9d documentation + Welcome to pydna’s documentation! — pydna 0.0.0.post1+b37a17c documentation @@ -15,7 +15,7 @@ - + @@ -223,7 +223,11 @@
    • ape()
    -
  4. pydna.gel module
    5. +
  5. pydna.gel module +
  6. pydna.genbank module
    • Genbank
      • Genbank.nucleotide()
        • @@ -3640,8 +3644,20 @@

        References -

        pydna.gel module

        +
        +

        pydna.gel module

        +

        docstring.

        +
        +
        +pydna.gel.gel(samples=None, gel_length=600, margin=50, interpolator=<scipy.interpolate._cubic.CubicSpline object>)[source]
        +
        + +
        +
        +pydna.gel.interpolator(mwstd)[source]
        +

        docstring.

        +
        +

        pydna.genbank module

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        Python Module Index

            pydna.editor + + +     + pydna.gel +     diff --git a/search.html b/search.html index 1e493d37..5f9d2220 100644 --- a/search.html +++ b/search.html @@ -3,7 +3,7 @@ - Search — pydna 0.0.0.post1+5be4f9d documentation + Search — pydna 0.0.0.post1+b37a17c documentation @@ -15,7 +15,7 @@ - + diff --git a/searchindex.js b/searchindex.js index 8673eb0c..133d787a 100644 --- a/searchindex.js +++ b/searchindex.js @@ -1 +1 @@ -Search.setIndex({"alltitles": {"Examples of pydna in use": [[0, "examples-of-pydna-in-use"]], "How to get more help": [[0, "how-to-get-more-help"]], "How to use the documentation": [[0, "how-to-use-the-documentation"]], "Indices and tables": [[0, "indices-and-tables"]], "Module contents": [[0, "module-pydna"]], "References": [[0, "references"]], "Welcome to pydna\u2019s documentation!": [[0, "welcome-to-pydna-s-documentation"]], "pydna": [[0, "pydna"]], "pydna package layout": [[0, "pydna-package-layout"]], "pydna source code": [[0, "pydna-source-code"]], 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pydna\u2019s documentation!"], "titleterms": {"": 0, "amplicon": 0, "amplifi": 0, "assembli": 0, "code": 0, "common_sub_str": 0, "content": 0, "contig": 0, "design": 0, "document": 0, "download": 0, "dseq": 0, "dseqrecord": 0, "editor": 0, "exampl": 0, "gel": 0, "genbank": 0, "genbankfil": 0, "genbankfix": 0, "genbankrecord": 0, "get": 0, "help": 0, "how": 0, "indic": 0, "layout": 0, "modul": 0, "more": 0, "myprim": 0, "packag": 0, "parser": 0, "primer": 0, "pydna": 0, "reader": 0, "refer": 0, "seqrecord": 0, "sourc": 0, "tabl": 0, "tm": 0, "us": 0, "util": 0, "welcom": 0}}) \ No newline at end of file From 00795cd89fd38ccb835e68e3e53c3e956f9f190d Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Thu, 18 Apr 2024 14:07:24 +0000 Subject: [PATCH 12/84] =?UTF-8?q?Deploying=20to=20gh-pages=20from=20@=20Bj?= =?UTF-8?q?ornFJohansson/pydna@11aae3c29bac3dc6da1843b8c33a82489c503b66=20?= =?UTF-8?q?=F0=9F=9A=80?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- .buildinfo | 2 +- _modules/index.html | 4 ++-- _modules/pydna.html | 6 +++--- _modules/pydna/amplicon.html | 4 ++-- _modules/pydna/amplify.html | 4 ++-- _modules/pydna/assembly.html | 4 ++-- _modules/pydna/common_sub_strings.html | 4 ++-- _modules/pydna/contig.html | 4 ++-- _modules/pydna/design.html | 4 ++-- _modules/pydna/dseq.html | 4 ++-- _modules/pydna/dseqrecord.html | 4 ++-- _modules/pydna/editor.html | 4 ++-- _modules/pydna/gel.html | 4 ++-- _modules/pydna/genbank.html | 4 ++-- _modules/pydna/genbankfile.html | 4 ++-- _modules/pydna/genbankfixer.html | 4 ++-- _modules/pydna/genbankrecord.html | 4 ++-- _modules/pydna/myprimers.html | 4 ++-- _modules/pydna/parsers.html | 4 ++-- _modules/pydna/primer.html | 4 ++-- _modules/pydna/readers.html | 4 ++-- _modules/pydna/seqrecord.html | 4 ++-- _modules/pydna/threading_timer_decorator_exit.html | 4 ++-- _modules/pydna/tm.html | 4 ++-- _modules/pydna/utils.html | 4 ++-- _static/documentation_options.js | 2 +- genindex.html | 4 ++-- index.html | 4 ++-- py-modindex.html | 4 ++-- search.html | 4 ++-- 30 files changed, 59 insertions(+), 59 deletions(-) diff --git a/.buildinfo b/.buildinfo index 9e100864..1294dcb1 100644 --- a/.buildinfo +++ b/.buildinfo @@ -1,4 +1,4 @@ # Sphinx build info version 1 # This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done. -config: c6bcfbedfb17a9e6c916502e189f78a8 +config: 947d8580278890e2de6542106a6ae26a tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/_modules/index.html b/_modules/index.html index 857704e8..0b9602f2 100644 --- a/_modules/index.html +++ b/_modules/index.html @@ -3,7 +3,7 @@ - Overview: module code — pydna 0.0.0.post1+b37a17c documentation + Overview: module code — pydna 0.0.0.post1+11aae3c documentation @@ -14,7 +14,7 @@ - + diff --git a/_modules/pydna.html b/_modules/pydna.html index 08de977c..b8510c0b 100644 --- a/_modules/pydna.html +++ b/_modules/pydna.html @@ -3,7 +3,7 @@ - pydna — pydna 0.0.0.post1+b37a17c documentation + pydna — pydna 0.0.0.post1+11aae3c documentation @@ -14,7 +14,7 @@ - + @@ -222,7 +222,7 @@

        Source code for pydna

         __maintainer__ = "Björn Johansson"
 __email__ = "bjorn_johansson@bio.uminho.pt"
 __status__ = "Development"  # "Production" #"Prototype"
-__version__ = "0.0.0-post.1+b37a17c"
+__version__ = "0.0.0-post.1+11aae3c"
 
 
 # create config directory
diff --git a/_modules/pydna/amplicon.html b/_modules/pydna/amplicon.html
index 2db6e926..346106cb 100644
--- a/_modules/pydna/amplicon.html
+++ b/_modules/pydna/amplicon.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.amplicon — pydna 0.0.0.post1+b37a17c documentation
+  pydna.amplicon — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/amplify.html b/_modules/pydna/amplify.html
index df64d100..79ad7c5e 100644
--- a/_modules/pydna/amplify.html
+++ b/_modules/pydna/amplify.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.amplify — pydna 0.0.0.post1+b37a17c documentation
+  pydna.amplify — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/assembly.html b/_modules/pydna/assembly.html
index 5b079165..74ec0333 100644
--- a/_modules/pydna/assembly.html
+++ b/_modules/pydna/assembly.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.assembly — pydna 0.0.0.post1+b37a17c documentation
+  pydna.assembly — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/common_sub_strings.html b/_modules/pydna/common_sub_strings.html
index 52323f1a..4e31f679 100644
--- a/_modules/pydna/common_sub_strings.html
+++ b/_modules/pydna/common_sub_strings.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.common_sub_strings — pydna 0.0.0.post1+b37a17c documentation
+  pydna.common_sub_strings — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/contig.html b/_modules/pydna/contig.html
index 98110430..a60fd408 100644
--- a/_modules/pydna/contig.html
+++ b/_modules/pydna/contig.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.contig — pydna 0.0.0.post1+b37a17c documentation
+  pydna.contig — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/design.html b/_modules/pydna/design.html
index e8c618e0..97087500 100644
--- a/_modules/pydna/design.html
+++ b/_modules/pydna/design.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.design — pydna 0.0.0.post1+b37a17c documentation
+  pydna.design — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/dseq.html b/_modules/pydna/dseq.html
index 8ac029aa..b4a9714a 100644
--- a/_modules/pydna/dseq.html
+++ b/_modules/pydna/dseq.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.dseq — pydna 0.0.0.post1+b37a17c documentation
+  pydna.dseq — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/dseqrecord.html b/_modules/pydna/dseqrecord.html
index 853bbe9f..a1dae6f3 100644
--- a/_modules/pydna/dseqrecord.html
+++ b/_modules/pydna/dseqrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.dseqrecord — pydna 0.0.0.post1+b37a17c documentation
+  pydna.dseqrecord — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/editor.html b/_modules/pydna/editor.html
index 1d6606a7..e1f2b8ba 100644
--- a/_modules/pydna/editor.html
+++ b/_modules/pydna/editor.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.editor — pydna 0.0.0.post1+b37a17c documentation
+  pydna.editor — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/gel.html b/_modules/pydna/gel.html
index 2acded78..3296a77e 100644
--- a/_modules/pydna/gel.html
+++ b/_modules/pydna/gel.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.gel — pydna 0.0.0.post1+b37a17c documentation
+  pydna.gel — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbank.html b/_modules/pydna/genbank.html
index bc9ef924..1f16c173 100644
--- a/_modules/pydna/genbank.html
+++ b/_modules/pydna/genbank.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbank — pydna 0.0.0.post1+b37a17c documentation
+  pydna.genbank — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbankfile.html b/_modules/pydna/genbankfile.html
index b697c7d5..b2e00247 100644
--- a/_modules/pydna/genbankfile.html
+++ b/_modules/pydna/genbankfile.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankfile — pydna 0.0.0.post1+b37a17c documentation
+  pydna.genbankfile — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbankfixer.html b/_modules/pydna/genbankfixer.html
index eac0501a..218e8eae 100644
--- a/_modules/pydna/genbankfixer.html
+++ b/_modules/pydna/genbankfixer.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankfixer — pydna 0.0.0.post1+b37a17c documentation
+  pydna.genbankfixer — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbankrecord.html b/_modules/pydna/genbankrecord.html
index e50ad916..f5d72d61 100644
--- a/_modules/pydna/genbankrecord.html
+++ b/_modules/pydna/genbankrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankrecord — pydna 0.0.0.post1+b37a17c documentation
+  pydna.genbankrecord — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/myprimers.html b/_modules/pydna/myprimers.html
index fc1031dd..cc2cc61f 100644
--- a/_modules/pydna/myprimers.html
+++ b/_modules/pydna/myprimers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.myprimers — pydna 0.0.0.post1+b37a17c documentation
+  pydna.myprimers — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/parsers.html b/_modules/pydna/parsers.html
index 0551fd11..87612a40 100644
--- a/_modules/pydna/parsers.html
+++ b/_modules/pydna/parsers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.parsers — pydna 0.0.0.post1+b37a17c documentation
+  pydna.parsers — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/primer.html b/_modules/pydna/primer.html
index d29d2fe2..f16165a3 100644
--- a/_modules/pydna/primer.html
+++ b/_modules/pydna/primer.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.primer — pydna 0.0.0.post1+b37a17c documentation
+  pydna.primer — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/readers.html b/_modules/pydna/readers.html
index 8d10ff5e..8951248e 100644
--- a/_modules/pydna/readers.html
+++ b/_modules/pydna/readers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.readers — pydna 0.0.0.post1+b37a17c documentation
+  pydna.readers — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/seqrecord.html b/_modules/pydna/seqrecord.html
index 9995dd3b..da1fd556 100644
--- a/_modules/pydna/seqrecord.html
+++ b/_modules/pydna/seqrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.seqrecord — pydna 0.0.0.post1+b37a17c documentation
+  pydna.seqrecord — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/threading_timer_decorator_exit.html b/_modules/pydna/threading_timer_decorator_exit.html
index e4375daf..fa0b8bf0 100644
--- a/_modules/pydna/threading_timer_decorator_exit.html
+++ b/_modules/pydna/threading_timer_decorator_exit.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+b37a17c documentation
+  pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/tm.html b/_modules/pydna/tm.html
index e6cd4cbd..20900a1e 100644
--- a/_modules/pydna/tm.html
+++ b/_modules/pydna/tm.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.tm — pydna 0.0.0.post1+b37a17c documentation
+  pydna.tm — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/utils.html b/_modules/pydna/utils.html
index bd7ada21..f62b0177 100644
--- a/_modules/pydna/utils.html
+++ b/_modules/pydna/utils.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.utils — pydna 0.0.0.post1+b37a17c documentation
+  pydna.utils — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_static/documentation_options.js b/_static/documentation_options.js
index 38c9559f..dc8726fd 100644
--- a/_static/documentation_options.js
+++ b/_static/documentation_options.js
@@ -1,5 +1,5 @@
 const DOCUMENTATION_OPTIONS = {
-    VERSION: '0.0.0.post1+b37a17c',
+    VERSION: '0.0.0.post1+11aae3c',
     LANGUAGE: 'en',
     COLLAPSE_INDEX: false,
     BUILDER: 'html',
diff --git a/genindex.html b/genindex.html
index 5ed18762..ca0b4c66 100644
--- a/genindex.html
+++ b/genindex.html
@@ -3,7 +3,7 @@
 
   
   
-  Index — pydna 0.0.0.post1+b37a17c documentation
+  Index — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/index.html b/index.html
index 21055ef5..24b9da83 100644
--- a/index.html
+++ b/index.html
@@ -4,7 +4,7 @@
   
 
   
-  Welcome to pydna’s documentation! — pydna 0.0.0.post1+b37a17c documentation
+  Welcome to pydna’s documentation! — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -15,7 +15,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/py-modindex.html b/py-modindex.html
index 84d7cfcc..7e53dd65 100644
--- a/py-modindex.html
+++ b/py-modindex.html
@@ -3,7 +3,7 @@
 
   
   
-  Python Module Index — pydna 0.0.0.post1+b37a17c documentation
+  Python Module Index — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/search.html b/search.html
index 5f9d2220..4d691968 100644
--- a/search.html
+++ b/search.html
@@ -3,7 +3,7 @@
 
   
   
-  Search — pydna 0.0.0.post1+b37a17c documentation
+  Search — pydna 0.0.0.post1+11aae3c documentation
       
       
 
@@ -15,7 +15,7 @@
   
         
         
-        
+        
         
         
     

From d0fef14bfce9aa01b38b76df3828c30a4338d92f Mon Sep 17 00:00:00 2001
From: BjornFJohansson 
Date: Thu, 18 Apr 2024 16:07:02 +0000
Subject: [PATCH 13/84] =?UTF-8?q?Deploying=20to=20gh-pages=20from=20@=20Bj?=
 =?UTF-8?q?ornFJohansson/pydna@0f9522372f439d025cff1c543e8c5e22f2eef720=20?=
 =?UTF-8?q?=F0=9F=9A=80?=
MIME-Version: 1.0
Content-Type: text/plain; charset=UTF-8
Content-Transfer-Encoding: 8bit

---
 .buildinfo                                    |    2 +-
 _modules/index.html                           |    6 +-
 _modules/pydna.html                           |    8 +-
 _modules/pydna/amplicon.html                  |    6 +-
 _modules/pydna/amplify.html                   |    6 +-
 _modules/pydna/assembly.html                  |    6 +-
 _modules/pydna/common_sub_strings.html        |    6 +-
 _modules/pydna/contig.html                    |    6 +-
 _modules/pydna/design.html                    |    6 +-
 _modules/pydna/dseq.html                      |    6 +-
 _modules/pydna/dseqrecord.html                |    6 +-
 _modules/pydna/editor.html                    |    6 +-
 _modules/pydna/gel.html                       |    6 +-
 _modules/pydna/genbank.html                   |    6 +-
 _modules/pydna/genbankfile.html               |    6 +-
 _modules/pydna/genbankfixer.html              |    6 +-
 _modules/pydna/genbankrecord.html             |    6 +-
 _modules/pydna/myprimers.html                 |    6 +-
 _modules/pydna/parsers.html                   |    6 +-
 _modules/pydna/primer.html                    |    6 +-
 _modules/pydna/readers.html                   |    6 +-
 _modules/pydna/seqrecord.html                 |    6 +-
 .../pydna/threading_timer_decorator_exit.html |    6 +-
 _modules/pydna/tm.html                        |    6 +-
 _modules/pydna/utils.html                     |    6 +-
 _static/documentation_options.js              |    2 +-
 genindex.html                                 |   24 +-
 index.html                                    | 4517 ++++++++---------
 objects.inv                                   |  Bin 2007 -> 2033 bytes
 py-modindex.html                              |    6 +-
 search.html                                   |    6 +-
 searchindex.js                                |    2 +-
 32 files changed, 2276 insertions(+), 2429 deletions(-)

diff --git a/.buildinfo b/.buildinfo
index 1294dcb1..d3cfe217 100644
--- a/.buildinfo
+++ b/.buildinfo
@@ -1,4 +1,4 @@
 # Sphinx build info version 1
 # This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done.
-config: 947d8580278890e2de6542106a6ae26a
+config: 36748c89ffe2505e5542704cd9796d38
 tags: 645f666f9bcd5a90fca523b33c5a78b7
diff --git a/_modules/index.html b/_modules/index.html
index 0b9602f2..d88c430d 100644
--- a/_modules/index.html
+++ b/_modules/index.html
@@ -3,7 +3,7 @@
 
   
   
-  Overview: module code — pydna 0.0.0.post1+11aae3c documentation
+  Overview: module code — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -102,7 +102,7 @@ 
        All modules for which code is available
        
   
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna.html b/_modules/pydna.html
index b8510c0b..ff283983 100644
--- a/_modules/pydna.html
+++ b/_modules/pydna.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna — pydna 0.0.0.post1+11aae3c documentation
+  pydna — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -222,7 +222,7 @@ 
        Source code for pydna
         __maintainer__ = "Björn Johansson"
 __email__ = "bjorn_johansson@bio.uminho.pt"
 __status__ = "Development"  # "Production" #"Prototype"
-__version__ = "0.0.0-post.1+11aae3c"
+__version__ = "0.0.0-post.1+0f95223"
 
 
 # create config directory
@@ -506,7 +506,7 @@ 
        Source code for pydna
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/amplicon.html b/_modules/pydna/amplicon.html
index 346106cb..2b88939e 100644
--- a/_modules/pydna/amplicon.html
+++ b/_modules/pydna/amplicon.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.amplicon — pydna 0.0.0.post1+11aae3c documentation
+  pydna.amplicon — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -268,7 +268,7 @@ 
        Source code for pydna.amplicon
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/amplify.html b/_modules/pydna/amplify.html
index 79ad7c5e..03dca042 100644
--- a/_modules/pydna/amplify.html
+++ b/_modules/pydna/amplify.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.amplify — pydna 0.0.0.post1+11aae3c documentation
+  pydna.amplify — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -620,7 +620,7 @@ 
        Source code for pydna.amplify
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/assembly.html b/_modules/pydna/assembly.html
index 74ec0333..d822f088 100644
--- a/_modules/pydna/assembly.html
+++ b/_modules/pydna/assembly.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.assembly — pydna 0.0.0.post1+11aae3c documentation
+  pydna.assembly — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -606,7 +606,7 @@ 
        Source code for pydna.assembly
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/common_sub_strings.html b/_modules/pydna/common_sub_strings.html
index 4e31f679..8937ca57 100644
--- a/_modules/pydna/common_sub_strings.html
+++ b/_modules/pydna/common_sub_strings.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.common_sub_strings — pydna 0.0.0.post1+11aae3c documentation
+  pydna.common_sub_strings — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -468,7 +468,7 @@ 
        Source code for pydna.common_sub_strings
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/contig.html b/_modules/pydna/contig.html
index a60fd408..8b1fe2a5 100644
--- a/_modules/pydna/contig.html
+++ b/_modules/pydna/contig.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.contig — pydna 0.0.0.post1+11aae3c documentation
+  pydna.contig — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -347,7 +347,7 @@ 
        Source code for pydna.contig
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/design.html b/_modules/pydna/design.html
index 97087500..e7e80784 100644
--- a/_modules/pydna/design.html
+++ b/_modules/pydna/design.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.design — pydna 0.0.0.post1+11aae3c documentation
+  pydna.design — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -805,7 +805,7 @@ 
        Source code for pydna.design
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/dseq.html b/_modules/pydna/dseq.html
index b4a9714a..a4b0a988 100644
--- a/_modules/pydna/dseq.html
+++ b/_modules/pydna/dseq.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.dseq — pydna 0.0.0.post1+11aae3c documentation
+  pydna.dseq — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -1955,7 +1955,7 @@ 
        Source code for pydna.dseq
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/dseqrecord.html b/_modules/pydna/dseqrecord.html
index a1dae6f3..e52766bd 100644
--- a/_modules/pydna/dseqrecord.html
+++ b/_modules/pydna/dseqrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.dseqrecord — pydna 0.0.0.post1+11aae3c documentation
+  pydna.dseqrecord — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -1565,7 +1565,7 @@ 
        Source code for pydna.dseqrecord
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/editor.html b/_modules/pydna/editor.html
index e1f2b8ba..ead4d489 100644
--- a/_modules/pydna/editor.html
+++ b/_modules/pydna/editor.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.editor — pydna 0.0.0.post1+11aae3c documentation
+  pydna.editor — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -209,7 +209,7 @@ 
        Source code for pydna.editor
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/gel.html b/_modules/pydna/gel.html
index 3296a77e..f2fe9a76 100644
--- a/_modules/pydna/gel.html
+++ b/_modules/pydna/gel.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.gel — pydna 0.0.0.post1+11aae3c documentation
+  pydna.gel — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -195,7 +195,7 @@ 
        Source code for pydna.gel
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/genbank.html b/_modules/pydna/genbank.html
index 1f16c173..4c16c478 100644
--- a/_modules/pydna/genbank.html
+++ b/_modules/pydna/genbank.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbank — pydna 0.0.0.post1+11aae3c documentation
+  pydna.genbank — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -314,7 +314,7 @@ 
        Source code for pydna.genbank
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/genbankfile.html b/_modules/pydna/genbankfile.html
index b2e00247..1b253b15 100644
--- a/_modules/pydna/genbankfile.html
+++ b/_modules/pydna/genbankfile.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankfile — pydna 0.0.0.post1+11aae3c documentation
+  pydna.genbankfile — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -137,7 +137,7 @@ 
        Source code for pydna.genbankfile
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/genbankfixer.html b/_modules/pydna/genbankfixer.html
index 218e8eae..8fe9b9bf 100644
--- a/_modules/pydna/genbankfixer.html
+++ b/_modules/pydna/genbankfixer.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankfixer — pydna 0.0.0.post1+11aae3c documentation
+  pydna.genbankfixer — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -697,7 +697,7 @@ 
        Source code for pydna.genbankfixer
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/genbankrecord.html b/_modules/pydna/genbankrecord.html
index f5d72d61..d0d265ba 100644
--- a/_modules/pydna/genbankrecord.html
+++ b/_modules/pydna/genbankrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankrecord — pydna 0.0.0.post1+11aae3c documentation
+  pydna.genbankrecord — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -270,7 +270,7 @@ 
        Source code for pydna.genbankrecord
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/myprimers.html b/_modules/pydna/myprimers.html
index cc2cc61f..fe3bcfc1 100644
--- a/_modules/pydna/myprimers.html
+++ b/_modules/pydna/myprimers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.myprimers — pydna 0.0.0.post1+11aae3c documentation
+  pydna.myprimers — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -321,7 +321,7 @@ 
        Source code for pydna.myprimers
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/parsers.html b/_modules/pydna/parsers.html
index 87612a40..368f6320 100644
--- a/_modules/pydna/parsers.html
+++ b/_modules/pydna/parsers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.parsers — pydna 0.0.0.post1+11aae3c documentation
+  pydna.parsers — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -310,7 +310,7 @@ 
        Source code for pydna.parsers
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/primer.html b/_modules/pydna/primer.html
index f16165a3..479b7b5f 100644
--- a/_modules/pydna/primer.html
+++ b/_modules/pydna/primer.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.primer — pydna 0.0.0.post1+11aae3c documentation
+  pydna.primer — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -157,7 +157,7 @@ 
        Source code for pydna.primer
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/readers.html b/_modules/pydna/readers.html
index 8951248e..7db0c040 100644
--- a/_modules/pydna/readers.html
+++ b/_modules/pydna/readers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.readers — pydna 0.0.0.post1+11aae3c documentation
+  pydna.readers — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -154,7 +154,7 @@ 
        Source code for pydna.readers
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/seqrecord.html b/_modules/pydna/seqrecord.html
index da1fd556..14bfa43b 100644
--- a/_modules/pydna/seqrecord.html
+++ b/_modules/pydna/seqrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.seqrecord — pydna 0.0.0.post1+11aae3c documentation
+  pydna.seqrecord — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -900,7 +900,7 @@ 
        Source code for pydna.seqrecord
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/threading_timer_decorator_exit.html b/_modules/pydna/threading_timer_decorator_exit.html
index fa0b8bf0..529223de 100644
--- a/_modules/pydna/threading_timer_decorator_exit.html
+++ b/_modules/pydna/threading_timer_decorator_exit.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+11aae3c documentation
+  pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -190,7 +190,7 @@ 
        Source code for pydna.threading_timer_decorator_exit
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/tm.html b/_modules/pydna/tm.html
index 20900a1e..210cca62 100644
--- a/_modules/pydna/tm.html
+++ b/_modules/pydna/tm.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.tm — pydna 0.0.0.post1+11aae3c documentation
+  pydna.tm — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -448,7 +448,7 @@ 
        Source code for pydna.tm
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_modules/pydna/utils.html b/_modules/pydna/utils.html
index f62b0177..080e3025 100644
--- a/_modules/pydna/utils.html
+++ b/_modules/pydna/utils.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.utils — pydna 0.0.0.post1+11aae3c documentation
+  pydna.utils — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -857,7 +857,7 @@ 
        Source code for pydna.utils
           
        
 
   
        
-    
        © Copyright 2022, Björn F. Johansson.
        
+    
        © Copyright 2024, Björn F. Johansson.
        
   
        
 
   Built with Sphinx using a
diff --git a/_static/documentation_options.js b/_static/documentation_options.js
index dc8726fd..4d42c3ef 100644
--- a/_static/documentation_options.js
+++ b/_static/documentation_options.js
@@ -1,5 +1,5 @@
 const DOCUMENTATION_OPTIONS = {
-    VERSION: '0.0.0.post1+11aae3c',
+    VERSION: '0.0.0.post1+0f95223',
     LANGUAGE: 'en',
     COLLAPSE_INDEX: false,
     BUILDER: 'html',
diff --git a/genindex.html b/genindex.html
index ca0b4c66..b3d9fb9e 100644
--- a/genindex.html
+++ b/genindex.html
@@ -3,7 +3,7 @@
 
   
   
-  Index — pydna 0.0.0.post1+11aae3c documentation
+  Index — pydna 0.0.0.post1+0f95223 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
@@ -296,10 +296,12 @@ 
        F
        
       
      • flatten() (in module pydna.utils)
 
        • 
       
      • footprint (pydna.primer.Primer property)
+
        • 
+      
      • format() (pydna.dseqrecord.Dseqrecord method)
 
        •

      • +
    • reverse_primers (pydna.amplify.Anneal attribute) +
    • right_end_position() (pydna.dseq.Dseq method)
    @@ -908,6 +914,8 @@

    T

  7. tail (pydna.primer.Primer property)
  8. taq_program() (in module pydna.tm) +
    9. +
  9. template (pydna.amplify.Anneal attribute)
  10. terminal_overlap() (in module pydna.common_sub_strings)
    11. @@ -922,11 +930,11 @@

    T

  11. three_prime_end() (pydna.dseq.Dseq method)
  12. tm_dbd() (in module pydna.tm) -
    13. -
  13. tm_default() (in module pydna.tm)
    14. -
  14. get_env()
    15. -
  15. logo()
    16. +
  16. open_current_folder()
  17. open_cache_folder()
  18. open_config_folder()
    19. -
  19. open_current_folder()
  20. open_log_folder()
    21. +
  21. get_env()
    22. +
  22. logo()
  23. pydna.dseq module
  24. pydna.dseqrecord module
  25. pydna.amplicon module
  26. pydna.amplify module
  27. pydna.seqrecord module
  28. pydna.tm module
  29. pydna.utils module
    30. @@ -546,16 +549,11 @@

    Examples of pydna in use -
    -pydna.get_env()[source]
    -

    Print a an ascii table containing all environmental variables.

    -

    Pydna related variables have names that starts with pydna_

    -
    - -
    - -

    Ascii-art logotype of pydna.

    +
    +pydna.open_current_folder()[source]
    +

    Open the current working directory.

    +

    Opens in the default file manager. The location for this folder is +given by the os.getcwd() function

    @@ -603,20 +601,25 @@

    Examples of pydna in use -
    -pydna.open_current_folder()[source]
    -

    Open the current working directory.

    -

    Opens in the default file manager. The location for this folder is -given by the os.getcwd() function

    -

    -
    pydna.open_log_folder()[source]

    docstring.

    +
    +
    +pydna.get_env()[source]
    +

    Print a an ascii table containing all environmental variables.

    +

    Pydna related variables have names that starts with pydna_

    +
    + +
    + +

    Ascii-art logotype of pydna.

    +
    +

    pydna.dseq module

    @@ -634,28 +637,17 @@

    Examples of pydna in use
    Parameters:
    -
    -
    watsonstr

    a string representing the watson (sense) DNA strand.

    -
    -
    crickstr, optional

    a string representing the crick (antisense) DNA strand.

    -
    -
    ovhgint, optional

    A positive or negative number to describe the stagger between the +

      +

    • watson (str) – a string representing the watson (sense) DNA strand.

      • +

    • crick (str, optional) – a string representing the crick (antisense) DNA strand.

      • +

    • ovhg (int, optional) – A positive or negative number to describe the stagger between the watson and crick strands. -see below for a detailed explanation.

      -
    -
    linearbool, optional

    True indicates that sequence is linear, False that it is circular.

    -
    -
    circularbool, optional

    True indicates that sequence is circular, False that it is linear.

    -
    -
    +see below for a detailed explanation.

    +

  30. linear (bool, optional) – True indicates that sequence is linear, False that it is circular.

    31. +

  31. circular (bool, optional) – True indicates that sequence is circular, False that it is linear.

    32. +
    -
    -

    See also

    -
    -
    pydna.dseqrecord.Dseqrecord
    -
    -

    Examples

    Dseq is a subclass of the Biopython Seq object. It stores two strings representing the watson (sense) and crick(antisense) strands. @@ -862,273 +854,158 @@

    Examples of pydna in use>>> -
    -
    -T4(nucleotides=None)[source]
    -

    Fill in five prime protruding ends and chewing back -three prime protruding ends by a DNA polymerase providing both -5’-3’ DNA polymerase activity and 3’-5’ nuclease acitivty -(such as T4 DNA polymerase). This can be done in presence of any -combination of the four A, G, C or T. Removing one or more nucleotides -can facilitate engineering of sticky ends. Default are all four nucleotides together.

    -
    -
    Parameters:
    -
    -
    nucleotidesstr
    -
    -
    -
    -

    Examples

    -
    >>> from pydna.dseq import Dseq
->>> a=Dseq("gatcgatc")
->>> a
-Dseq(-8)
-gatcgatc
-ctagctag
->>> a.T4()
-Dseq(-8)
-gatcgatc
-ctagctag
->>> a.T4("t")
-Dseq(-8)
-gatcgat
- tagctag
->>> a.T4("a")
-Dseq(-8)
-gatcga
-  agctag
->>> a.T4("g")
-Dseq(-8)
-gatcg
-   gctag
->>>
-
    +
    +

    See also

    +

    pydna.dseqrecord.Dseqrecord

    -
    +
    +
    +trunc = 30
    +
    -
    -apply_cut(left_cut, right_cut)[source]
    -

    Extracts a subfragment of the sequence between two cuts.

    -

    For more detail see the documentation of get_cutsite_pairs.

    +
    +classmethod quick(watson: str, crick: str, ovhg=0, circular=False, pos=0)[source]
    +
    + +
    +
    +classmethod from_string(dna: str, *args, circular=False, **kwargs)[source]
    +
    + +
    +
    +classmethod from_representation(dsdna: str, *args, **kwargs)[source]
    +
    + +
    +
    +classmethod from_full_sequence_and_overhangs(full_sequence: str, crick_ovhg: int, watson_ovhg: int)[source]
    +

    Create a linear Dseq object from a full sequence and the 3’ overhangs of each strand.

    +

    The order of the parameters is like this because the 3’ overhang of the crick strand is the one +on the left side of the sequence.

    Parameters:
    -
    -
    left_cutUnion[tuple[tuple[int,int], _RestrictionType], None]
    -
    right_cut: Union[tuple[tuple[int,int], _RestrictionType], None]
    -
    +
      +

    • full_sequence (str) – The full sequence of the Dseq object.

      • +

    • crick_ovhg (int) – The overhang of the crick strand in the 3’ end. Equivalent to Dseq.ovhg.

      • +

    • watson_ovhg (int) – The overhang of the watson strand in the 5’ end.

      • +
    Returns:
    -
    -
    Dseq
    -
    +

    A Dseq object.

    +
    +
    Return type:
    +

    Dseq

    Examples

    -
    >>> from Bio.Restriction import EcoRI
->>> from pydna.dseq import Dseq
->>> dseq = Dseq('aaGAATTCaaGAATTCaa')
->>> cutsites = dseq.get_cutsites([EcoRI])
->>> cutsites
-[((3, -4), EcoRI), ((11, -4), EcoRI)]
->>> p1, p2, p3 = dseq.get_cutsite_pairs(cutsites)
->>> p1
-(None, ((3, -4), EcoRI))
->>> dseq.apply_cut(*p1)
-Dseq(-7)
-aaG
-ttCTTAA
->>> p2
-(((3, -4), EcoRI), ((11, -4), EcoRI))
->>> dseq.apply_cut(*p2)
-Dseq(-12)
-AATTCaaG
-    GttCTTAA
->>> p3
-(((11, -4), EcoRI), None)
->>> dseq.apply_cut(*p3)
-Dseq(-7)
-AATTCaa
-    Gtt
-
    -
    -
    >>> dseq = Dseq('TTCaaGAA', circular=True)
->>> cutsites = dseq.get_cutsites([EcoRI])
->>> cutsites
-[((6, -4), EcoRI)]
->>> pair = dseq.get_cutsite_pairs(cutsites)[0]
->>> pair
-(((6, -4), EcoRI), ((6, -4), EcoRI))
->>> dseq.apply_cut(*pair)
-Dseq(-12)
-AATTCaaG
-    GttCTTAA
+
    >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=2)
+Dseq(-6)
+  AAAA
+TTTT
+>>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=2)
+Dseq(-6)
+AAAAAA
+  TT
+>>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=-2)
+Dseq(-6)
+  AA
+TTTTTT
+>>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=-2)
+Dseq(-6)
+AAAA
+  TTTT
    -
    -cas9(RNA: str)[source]
    -

    docstring.

    +
    +mw()[source]
    +

    This method returns the molecular weight of the DNA molecule +in g/mol. The following formula is used:

    +
    MW = (A x 313.2) + (T x 304.2) +
+     (C x 289.2) + (G x 329.2) +
+     (N x 308.9) + 79.0
+
    +
    -
    -cut(*enzymes)[source]
    -

    Returns a list of linear Dseq fragments produced in the digestion. -If there are no cuts, an empty list is returned.

    +
    +upper()[source]
    +

    Return an upper case copy of the sequence.

    +
    >>> from pydna.dseq import Dseq
+>>> my_seq = Dseq("aAa")
+>>> my_seq
+Dseq(-3)
+aAa
+tTt
+>>> my_seq.upper()
+Dseq(-3)
+AAA
+TTT
+
    +
    -
    Parameters:
    -
    -
    enzymesenzyme object or iterable of such objects

    A Bio.Restriction.XXX restriction objects or iterable.

    -
    -
    -
    -
    Returns:
    -
    -
    fragslist

    list of Dseq objects formed by the digestion

    +
    Returns:
    +

    Dseq object in uppercase

    -
    +
    Return type:
    +

    Dseq

    -

    Examples

    -
    >>> from pydna.dseq import Dseq
->>> seq=Dseq("ggatccnnngaattc")
->>> seq
-Dseq(-15)
-ggatccnnngaattc
-cctaggnnncttaag
->>> from Bio.Restriction import BamHI,EcoRI
->>> type(seq.cut(BamHI))
-<class 'tuple'>
->>> for frag in seq.cut(BamHI): print(repr(frag))
-Dseq(-5)
-g
-cctag
-Dseq(-14)
-gatccnnngaattc
-    gnnncttaag
->>> seq.cut(EcoRI, BamHI) ==  seq.cut(BamHI, EcoRI)
-True
->>> a,b,c = seq.cut(EcoRI, BamHI)
->>> a+b+c
-Dseq(-15)
-ggatccnnngaattc
-cctaggnnncttaag
->>>
-
    +
    +

    See also

    +

    pydna.dseq.Dseq.lower

    -
    -cutsite_is_valid(cutsite)[source]
    -

    Returns False if: -- Cut positions fall outside the sequence (could be moved to Biopython) -- Overhang is not double stranded -- Recognition site is not double stranded or is outside the sequence -- For enzymes that cut twice, it checks that at least one possibility is valid

    -
    - -
    -
    -cutters(batch: RestrictionBatch | None = None)[source]
    -

    Enzymes in a RestrictionBatch cutting sequence at least once.

    -
    - -
    -
    -exo1_end(n=1)[source]
    -

    5’-3’ resection at the end (right side) of the molecule.

    -
    - -
    -
    -exo1_front(n=1)[source]
    -

    5’-3’ resection at the start (left side) of the molecule.

    -
    - -
    -
    -fill_in(nucleotides=None)[source]
    -

    Fill in of five prime protruding end with a DNA polymerase -that has only DNA polymerase activity (such as exo-klenow [1]) -and any combination of A, G, C or T. Default are all four -nucleotides together.

    -
    -
    Parameters:
    -
    -
    nucleotidesstr
    -
    -
    -
    -

    References

    - -

    Examples

    +
    +lower()[source]
    +

    Return a lower case copy of the sequence.

    >>> from pydna.dseq import Dseq
->>> a=Dseq("aaa", "ttt")
->>> a
+>>> my_seq = Dseq("aAa")
+>>> my_seq
 Dseq(-3)
-aaa
-ttt
->>> a.fill_in()
+aAa
+tTt
+>>> my_seq.lower()
 Dseq(-3)
 aaa
 ttt
->>> b=Dseq("caaa", "cttt")
->>> b
-Dseq(-5)
-caaa
- tttc
->>> b.fill_in()
-Dseq(-5)
-caaag
-gtttc
->>> b.fill_in("g")
-Dseq(-5)
-caaag
-gtttc
->>> b.fill_in("tac")
-Dseq(-5)
-caaa
- tttc
->>> c=Dseq("aaac", "tttg")
->>> c
-Dseq(-5)
- aaac
-gttt
->>> c.fill_in()
-Dseq(-5)
- aaac
-gttt
->>>
    +
    +
    Returns:
    +

    Dseq object in lowercase

    +
    +
    Return type:
    +

    Dseq

    +
    +
    +
    +

    See also

    +

    pydna.dseq.Dseq.upper

    +
    -find(sub, start=0, end=9223372036854775807)[source]
    +find(sub, start=0, end=_sys.maxsize)[source]

    This method behaves like the python string method of the same name.

    Returns an integer, the index of the first occurrence of substring argument sub in the (sub)sequence given by [start:end].

    Returns -1 if the subsequence is NOT found.

    Parameters:
    -
    -
    substring or Seq object

    a string or another Seq object to look for.

    -
    -
    startint, optional

    slice start.

    -
    -
    endint, optional

    slice end.

    -
    -
    +
      +

    • sub (string or Seq object) – a string or another Seq object to look for.

      • +

    • start (int, optional) – slice start.

      • +

    • end (int, optional) – slice end.

      • +

    Examples

    @@ -1151,17 +1028,125 @@

    Examples of pydna in use +
    +reverse_complement(inplace=False)[source]
    +

    Dseq object where watson and crick have switched places.

    +

    This represents the same double stranded sequence.

    +

    Examples

    +
    >>> from pydna.dseq import Dseq
+>>> a=Dseq("catcgatc")
+>>> a
+Dseq(-8)
+catcgatc
+gtagctag
+>>> b=a.reverse_complement()
+>>> b
+Dseq(-8)
+gatcgatg
+ctagctac
+>>>
+
    +
    +

    + +
    +
    +rc(inplace=False)
    +

    Dseq object where watson and crick have switched places.

    +

    This represents the same double stranded sequence.

    +

    Examples

    +
    >>> from pydna.dseq import Dseq
+>>> a=Dseq("catcgatc")
+>>> a
+Dseq(-8)
+catcgatc
+gtagctag
+>>> b=a.reverse_complement()
+>>> b
+Dseq(-8)
+gatcgatg
+ctagctac
+>>>
+
    +
    +
    + +
    +
    +shifted(shift)[source]
    +

    Shifted version of a circular Dseq object.

    +
    + +
    +
    +looped()[source]
    +

    Circularized Dseq object.

    +

    This can only be done if the two ends are compatible, +otherwise a TypeError is raised.

    +

    Examples

    +
    >>> from pydna.dseq import Dseq
+>>> a=Dseq("catcgatc")
+>>> a
+Dseq(-8)
+catcgatc
+gtagctag
+>>> a.looped()
+Dseq(o8)
+catcgatc
+gtagctag
+>>> a.T4("t")
+Dseq(-8)
+catcgat
+ tagctag
+>>> a.T4("t").looped()
+Dseq(o7)
+catcgat
+gtagcta
+>>> a.T4("a")
+Dseq(-8)
+catcga
+  agctag
+>>> a.T4("a").looped()
+Traceback (most recent call last):
+  File "<stdin>", line 1, in <module>
+  File "/usr/local/lib/python2.7/dist-packages/pydna/dsdna.py", line 357, in looped
+    if type5 == type3 and str(sticky5) == str(rc(sticky3)):
+TypeError: DNA cannot be circularized.
+5' and 3' sticky ends not compatible!
+>>>
+
    +
    +
    + +
    +
    +tolinear()[source]
    +

    Returns a blunt, linear copy of a circular Dseq object. This can +only be done if the Dseq object is circular, otherwise a +TypeError is raised.

    +

    This method is deprecated, use slicing instead. See example below.

    +

    Examples

    +
    >>> from pydna.dseq import Dseq
+>>> a=Dseq("catcgatc", circular=True)
+>>> a
+Dseq(o8)
+catcgatc
+gtagctag
+>>> a[:]
+Dseq(-8)
+catcgatc
+gtagctag
+>>>
+
    +
    +
    +
    five_prime_end()[source]

    Returns a tuple describing the structure of the 5’ end of the DNA fragment

    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.three_prime_end
    -
    -

    Examples

    >>> from pydna.dseq import Dseq
 >>> a=Dseq("aaa", "ttt")
@@ -1188,456 +1173,252 @@ 
    Examples of pydna in use>>>
    +
    +

    See also

    +

    pydna.dseq.Dseq.three_prime_end

    +
    -
    -classmethod from_full_sequence_and_overhangs(full_sequence: str, crick_ovhg: int, watson_ovhg: int)[source]
    -

    Create a linear Dseq object from a full sequence and the 3’ overhangs of each strand.

    -

    The order of the parameters is like this because the 3’ overhang of the crick strand is the one -on the left side of the sequence.

    -
    -
    Parameters:
    -
    -
    full_sequence: str

    The full sequence of the Dseq object.

    -
    -
    crick_ovhg: int

    The overhang of the crick strand in the 3’ end. Equivalent to Dseq.ovhg.

    -
    -
    watson_ovhg: int

    The overhang of the watson strand in the 5’ end.

    -
    -
    -
    -
    Returns:
    -
    -
    Dseq

    A Dseq object.

    -
    -
    -
    -
    -

    Examples

    -
    >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=2)
-Dseq(-6)
-  AAAA
-TTTT
->>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=2)
-Dseq(-6)
-AAAAAA
-  TT
->>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=-2)
-Dseq(-6)
-  AA
-TTTTTT
->>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=-2)
-Dseq(-6)
-AAAA
-  TTTT
-
    -
    -
    - -
    -
    -classmethod from_representation(dsdna: str, *args, **kwargs)[source]
    -
    - -
    -
    -classmethod from_string(dna: str, *args, circular=False, **kwargs)[source]
    -
    - -
    -
    -get_cut_parameters(cut: tuple, is_left: bool)[source]
    -

    For a given cut expressed as ((cut_watson, ovhg), enz), returns -a tuple (cut_watson, cut_crick, ovhg).

    -
      -

    • cut_watson: see get_cutsites docs

      • -

    • cut_crick: equivalent of cut_watson in the crick strand

      • -

    • ovhg: see get_cutsites docs

      • -
    -

    The cut can be None if it represents the left or right end of the sequence. -Then it will return the position of the watson and crick ends with respect -to the “full sequence”. The is_left parameter is only used in this case.

    -
    - -
    -
    -get_cutsite_pairs(cutsites)[source]
    -

    Returns pairs of cutsites that render the edges of the resulting fragments.

    -

    A fragment produced by restriction is represented by a tuple of length 2 that -may contain cutsites or None:

    -
    -
      -

    • Two cutsites: represents the extraction of a fragment between those two -cutsites, in that orientation. To represent the opening of a circular -molecule with a single cutsite, we put the same cutsite twice.

      • -

    • None, cutsite: represents the extraction of a fragment between the left -edge of linear sequence and the cutsite.

      • -

    • cutsite, None: represents the extraction of a fragment between the cutsite -and the right edge of a linear sequence.

      • -
    -
    -
    -
    Parameters:
    -
    -
    cutsiteslist[tuple[tuple[int,int], _RestrictionType]]
    -
    -
    -
    Returns:
    -
    -
    list[tuple[tuple[tuple[int,int], _RestrictionType]|None],tuple[tuple[int,int], _RestrictionType]|None]
    -
    -
    -
    -

    Examples

    -
    >>> from Bio.Restriction import EcoRI
->>> from pydna.dseq import Dseq
->>> dseq = Dseq('aaGAATTCaaGAATTCaa')
->>> cutsites = dseq.get_cutsites([EcoRI])
->>> cutsites
-[((3, -4), EcoRI), ((11, -4), EcoRI)]
->>> dseq.get_cutsite_pairs(cutsites)
-[(None, ((3, -4), EcoRI)), (((3, -4), EcoRI), ((11, -4), EcoRI)), (((11, -4), EcoRI), None)]
-
    -
    -
    >>> dseq = Dseq('TTCaaGAA', circular=True)
->>> cutsites = dseq.get_cutsites([EcoRI])
->>> cutsites
-[((6, -4), EcoRI)]
->>> dseq.get_cutsite_pairs(cutsites)
-[(((6, -4), EcoRI), ((6, -4), EcoRI))]
-
    -
    -
    - -
    -
    -get_cutsites(*enzymes)[source]
    -

    Returns a list of cutsites, represented represented as ((cut_watson, ovhg), enz):

    -
      -

    • cut_watson is a positive integer contained in [0,len(seq)), where seq is the sequence -that will be cut. It represents the position of the cut on the watson strand, using the full -sequence as a reference. By “full sequence” I mean the one you would get from str(Dseq).

      • -

    • ovhg is the overhang left after the cut. It has the same meaning as ovhg in -the Bio.Restriction enzyme objects, or pydna’s Dseq property.

      • -
    • -
      enz is the enzyme object. It’s not necessary to perform the cut, but can be

      used to keep track of which enzyme was used.

      -
      -
      -
      • -
    -

    Cuts are only returned if the recognition site and overhang are on the double-strand -part of the sequence.

    -
    -
    Parameters:
    -
    -
    enzymesUnion[_RestrictionBatch,list[_RestrictionType]]
    -
    -
    -
    Returns:
    -
    -
    list[tuple[tuple[int,int], _RestrictionType]]
    -
    -
    -
    -

    Examples

    -
    >>> from Bio.Restriction import EcoRI
->>> from pydna.dseq import Dseq
->>> seq = Dseq('AAGAATTCAAGAATTC')
->>> seq.get_cutsites(EcoRI)
-[((3, -4), EcoRI), ((11, -4), EcoRI)]
-
    -
    -

    cut_watson is defined with respect to the “full sequence”, not the -watson strand:

    -
    >>> dseq = Dseq.from_full_sequence_and_overhangs('aaGAATTCaa', 1, 0)
->>> dseq
-Dseq(-10)
- aGAATTCaa
-ttCTTAAGtt
->>> dseq.get_cutsites([EcoRI])
-[((3, -4), EcoRI)]
-
    -
    -

    Cuts are only returned if the recognition site and overhang are on the double-strand -part of the sequence.

    -
    >>> Dseq('GAATTC').get_cutsites([EcoRI])
-[((1, -4), EcoRI)]
->>> Dseq.from_full_sequence_and_overhangs('GAATTC', -1, 0).get_cutsites([EcoRI])
-[]
-
    -
    -
    - -
    -
    -isblunt()[source]
    -

    isblunt.

    -

    Return True if Dseq is linear and blunt and -false if staggered or circular.

    -

    Examples

    +
    +three_prime_end()[source]
    +

    Returns a tuple describing the structure of the 5’ end of +the DNA fragment

    >>> from pydna.dseq import Dseq
->>> a=Dseq("gat")
+>>> a=Dseq("aaa", "ttt")
 >>> a
 Dseq(-3)
-gat
-cta
->>> a.isblunt()
-True
->>> a=Dseq("gat", "atcg")
+aaa
+ttt
+>>> a.three_prime_end()
+('blunt', '')
+>>> a=Dseq("aaa", "ttt", ovhg=1)
 >>> a
 Dseq(-4)
- gat
-gcta
->>> a.isblunt()
-False
->>> a=Dseq("gat", "gatc")
+ aaa
+ttt
+>>> a.three_prime_end()
+("3'", 'a')
+>>> a=Dseq("aaa", "ttt", ovhg=-1)
 >>> a
 Dseq(-4)
-gat
-ctag
->>> a.isblunt()
-False
->>> a=Dseq("gat", circular=True)
->>> a
-Dseq(o3)
-gat
-cta
->>> a.isblunt()
-False
+aaa
+ ttt
+>>> a.three_prime_end()
+("5'", 't')
+>>>
    +
    +

    See also

    +

    pydna.dseq.Dseq.five_prime_end

    +
    -
    -left_end_position() → Tuple[int, int][source]
    -

    The index in the full sequence of the watson and crick start positions.

    -

    full sequence (str(self)) for all three cases is AAA

    -
    AAA              AA               AAT
- TT             TTT               TTT
-Returns (0, 1)  Returns (1, 0)    Returns (0, 0)
-
    -
    +
    +watson_ovhg()[source]
    +

    Returns the overhang of the watson strand at the three prime.

    -
    -looped()[source]
    -

    Circularized Dseq object.

    -

    This can only be done if the two ends are compatible, -otherwise a TypeError is raised.

    +
    +fill_in(nucleotides=None)[source]
    +

    Fill in of five prime protruding end with a DNA polymerase +that has only DNA polymerase activity (such as exo-klenow [1]) +and any combination of A, G, C or T. Default are all four +nucleotides together.

    +
    +
    Parameters:
    +

    nucleotides (str)

    +
    +

    Examples

    >>> from pydna.dseq import Dseq
->>> a=Dseq("catcgatc")
+>>> a=Dseq("aaa", "ttt")
 >>> a
-Dseq(-8)
-catcgatc
-gtagctag
->>> a.looped()
-Dseq(o8)
-catcgatc
-gtagctag
->>> a.T4("t")
-Dseq(-8)
-catcgat
- tagctag
->>> a.T4("t").looped()
-Dseq(o7)
-catcgat
-gtagcta
->>> a.T4("a")
-Dseq(-8)
-catcga
-  agctag
->>> a.T4("a").looped()
-Traceback (most recent call last):
-  File "<stdin>", line 1, in <module>
-  File "/usr/local/lib/python2.7/dist-packages/pydna/dsdna.py", line 357, in looped
-    if type5 == type3 and str(sticky5) == str(rc(sticky3)):
-TypeError: DNA cannot be circularized.
-5' and 3' sticky ends not compatible!
->>>
-
    -
    -
    - -
    -
    -lower()[source]
    -

    Return a lower case copy of the sequence.

    -
    >>> from pydna.dseq import Dseq
->>> my_seq = Dseq("aAa")
->>> my_seq
 Dseq(-3)
-aAa
-tTt
->>> my_seq.lower()
+aaa
+ttt
+>>> a.fill_in()
 Dseq(-3)
 aaa
 ttt
-
    -
    -
    -
    Returns:
    -
    -
    Dseq

    Dseq object in lowercase

    -
    -
    -
    -
    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.upper
    -
    -
    -
    - -
    -
    -mung()[source]
    -

    Simulates treatment a nuclease with 5’-3’ and 3’-5’ single -strand specific exonuclease activity (such as mung bean nuclease [2])

    -
        ggatcc    ->     gatcc
-     ctaggg          ctagg
-
-     ggatcc   ->      ggatc
-    tcctag            cctag
-
->>> from pydna.dseq import Dseq
->>> b=Dseq("caaa", "cttt")
->>> b
-Dseq(-5)
-caaa
- tttc
->>> b.mung()
-Dseq(-3)
-aaa
-ttt
->>> c=Dseq("aaac", "tttg")
->>> c
-Dseq(-5)
- aaac
-gttt
->>> c.mung()
-Dseq(-3)
-aaa
-ttt
+>>> b=Dseq("caaa", "cttt")
+>>> b
+Dseq(-5)
+caaa
+ tttc
+>>> b.fill_in()
+Dseq(-5)
+caaag
+gtttc
+>>> b.fill_in("g")
+Dseq(-5)
+caaag
+gtttc
+>>> b.fill_in("tac")
+Dseq(-5)
+caaa
+ tttc
+>>> c=Dseq("aaac", "tttg")
+>>> c
+Dseq(-5)
+ aaac
+gttt
+>>> c.fill_in()
+Dseq(-5)
+ aaac
+gttt
+>>>

    References

    -
    -mw()[source]
    -

    This method returns the molecular weight of the DNA molecule -in g/mol. The following formula is used:

    -
    MW = (A x 313.2) + (T x 304.2) +
-     (C x 289.2) + (G x 329.2) +
-     (N x 308.9) + 79.0
+
    
+transcribe()[source]
    
+
    Transcribe a DNA sequence into RNA and return the RNA sequence as a new Seq object.
    
+
    Following the usual convention, the sequence is interpreted as the
+coding strand of the DNA double helix, not the template strand. This
+means we can get the RNA sequence just by switching T to U.
    
+
    >>> from Bio.Seq import Seq
+>>> coding_dna = Seq("ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG")
+>>> coding_dna
+Seq('ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG')
+>>> coding_dna.transcribe()
+Seq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
+
    
+
    
+
    The sequence is modified in-place and returned if inplace is True:
    
+
    >>> sequence = MutableSeq("ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG")
+>>> sequence
+MutableSeq('ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG')
+>>> sequence.transcribe()
+MutableSeq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
+>>> sequence
+MutableSeq('ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG')
+
    
+
    
+
    >>> sequence.transcribe(inplace=True)
+MutableSeq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
+>>> sequence
+MutableSeq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
+
    
+
    
+
    As Seq objects are immutable, a TypeError is raised if
+transcribe is called on a Seq object with inplace=True.
    
+
    Trying to transcribe an RNA sequence has no effect.
+If you have a nucleotide sequence which might be DNA or RNA
+(or even a mixture), calling the transcribe method will ensure
+any T becomes U.
    
+
    Trying to transcribe a protein sequence will replace any
+T for Threonine with U for Selenocysteine, which has no
+biologically plausible rational.
    
+
    >>> from Bio.Seq import Seq
+>>> my_protein = Seq("MAIVMGRT")
+>>> my_protein.transcribe()
+Seq('MAIVMGRU')
    -
    -n_cutters(n=3, batch: RestrictionBatch | None = None)[source]
    -

    Enzymes in a RestrictionBatch cutting n times.

    -
    - -
    -
    -no_cutters(batch: RestrictionBatch | None = None)[source]
    -

    Enzymes in a RestrictionBatch not cutting sequence.

    -
    - -
    -
    -once_cutters(batch: RestrictionBatch | None = None)
    -

    Enzymes in a RestrictionBatch cutting sequence once.

    +
    +translate(table='Standard', stop_symbol='*', to_stop=False, cds=False, gap='-')[source]
    +

    Translate..

    -
    -classmethod quick(watson: str, crick: str, ovhg=0, circular=False, pos=0)[source]
    -
    - -
    -
    -rc(inplace=False)
    -

    Dseq object where watson and crick have switched places.

    -

    This represents the same double stranded sequence.

    -

    Examples

    -
    >>> from pydna.dseq import Dseq
->>> a=Dseq("catcgatc")
->>> a
-Dseq(-8)
-catcgatc
-gtagctag
->>> b=a.reverse_complement()
->>> b
-Dseq(-8)
-gatcgatg
-ctagctac
->>>
+
    
+mung()[source]
    
+
    Simulates treatment a nuclease with 5’-3’ and 3’-5’ single
+strand specific exonuclease activity (such as mung bean nuclease [2])
    
+
        ggatcc    ->     gatcc
+     ctaggg          ctagg
+
+     ggatcc   ->      ggatc
+    tcctag            cctag
+
+>>> from pydna.dseq import Dseq
+>>> b=Dseq("caaa", "cttt")
+>>> b
+Dseq(-5)
+caaa
+ tttc
+>>> b.mung()
+Dseq(-3)
+aaa
+ttt
+>>> c=Dseq("aaac", "tttg")
+>>> c
+Dseq(-5)
+ aaac
+gttt
+>>> c.mung()
+Dseq(-3)
+aaa
+ttt
 
    
 
    
+
    References
    
+
    -
    -reverse_complement(inplace=False)[source]
    -

    Dseq object where watson and crick have switched places.

    -

    This represents the same double stranded sequence.

    +
    +T4(nucleotides=None)[source]
    +

    Fill in five prime protruding ends and chewing back +three prime protruding ends by a DNA polymerase providing both +5’-3’ DNA polymerase activity and 3’-5’ nuclease acitivty +(such as T4 DNA polymerase). This can be done in presence of any +combination of the four A, G, C or T. Removing one or more nucleotides +can facilitate engineering of sticky ends. Default are all four nucleotides together.

    +
    +
    Parameters:
    +

    nucleotides (str)

    +
    +

    Examples

    >>> from pydna.dseq import Dseq
->>> a=Dseq("catcgatc")
+>>> a=Dseq("gatcgatc")
 >>> a
 Dseq(-8)
-catcgatc
-gtagctag
->>> b=a.reverse_complement()
->>> b
+gatcgatc
+ctagctag
+>>> a.T4()
 Dseq(-8)
-gatcgatg
-ctagctac
+gatcgatc
+ctagctag
+>>> a.T4("t")
+Dseq(-8)
+gatcgat
+ tagctag
+>>> a.T4("a")
+Dseq(-8)
+gatcga
+  agctag
+>>> a.T4("g")
+Dseq(-8)
+gatcg
+   gctag
 >>>
    -
    -
    -right_end_position() → Tuple[int, int][source]
    -

    The index in the full sequence of the watson and crick end positions.

    -

    full sequence (str(self)) for all three cases is AAA

    -

    ` -AAA               AA                   AAA -TT                TTT                  TTT -Returns (3, 2)    Returns (2, 3)       Returns (3, 3) -`

    -
    - -
    -
    -seguid()[source]
    -

    SEGUID checksum for the sequence.

    -
    - -
    -
    -shifted(shift)[source]
    -

    Shifted version of a circular Dseq object.

    -
    -
    t4(nucleotides=None)
    @@ -1649,9 +1430,7 @@

    Examples of pydna in use
    Parameters:
    -
    -
    nucleotidesstr
    -
    +

    nucleotides (str)

    Examples

    @@ -1683,255 +1462,363 @@

    Examples of pydna in use -
    -terminal_transferase(nucleotides='a')[source]
    -

    docstring.

    +
    +exo1_front(n=1)[source]
    +

    5’-3’ resection at the start (left side) of the molecule.

    -
    -three_prime_end()[source]
    -

    Returns a tuple describing the structure of the 5’ end of -the DNA fragment

    +
    +exo1_end(n=1)[source]
    +

    5’-3’ resection at the end (right side) of the molecule.

    +
    + +
    +
    +no_cutters(batch: RestrictionBatch | None = None)[source]
    +

    Enzymes in a RestrictionBatch not cutting sequence.

    +
    + +
    +
    +unique_cutters(batch: RestrictionBatch | None = None)[source]
    +

    Enzymes in a RestrictionBatch cutting sequence once.

    +
    + +
    +
    +once_cutters(batch: RestrictionBatch | None = None)
    +

    Enzymes in a RestrictionBatch cutting sequence once.

    +
    + +
    +
    +twice_cutters(batch: RestrictionBatch | None = None)[source]
    +

    Enzymes in a RestrictionBatch cutting sequence twice.

    +
    + +
    +
    +n_cutters(n=3, batch: RestrictionBatch | None = None)[source]
    +

    Enzymes in a RestrictionBatch cutting n times.

    +
    + +
    +
    +cutters(batch: RestrictionBatch | None = None)[source]
    +

    Enzymes in a RestrictionBatch cutting sequence at least once.

    +
    + +
    +
    +seguid()[source]
    +

    SEGUID checksum for the sequence.

    +
    + +
    +
    +isblunt()[source]
    +

    isblunt.

    +

    Return True if Dseq is linear and blunt and +false if staggered or circular.

    +

    Examples

    >>> from pydna.dseq import Dseq
->>> a=Dseq("aaa", "ttt")
+>>> a=Dseq("gat")
 >>> a
 Dseq(-3)
-aaa
-ttt
->>> a.three_prime_end()
-('blunt', '')
->>> a=Dseq("aaa", "ttt", ovhg=1)
+gat
+cta
+>>> a.isblunt()
+True
+>>> a=Dseq("gat", "atcg")
 >>> a
 Dseq(-4)
- aaa
-ttt
->>> a.three_prime_end()
-("3'", 'a')
->>> a=Dseq("aaa", "ttt", ovhg=-1)
+ gat
+gcta
+>>> a.isblunt()
+False
+>>> a=Dseq("gat", "gatc")
 >>> a
 Dseq(-4)
-aaa
- ttt
->>> a.three_prime_end()
-("5'", 't')
->>>
+gat
+ctag
+>>> a.isblunt()
+False
+>>> a=Dseq("gat", circular=True)
+>>> a
+Dseq(o3)
+gat
+cta
+>>> a.isblunt()
+False
    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.five_prime_end
    -
    -
    -
    -tolinear()[source]
    -

    Returns a blunt, linear copy of a circular Dseq object. This can -only be done if the Dseq object is circular, otherwise a -TypeError is raised.

    -

    This method is deprecated, use slicing instead. See example below.

    +
    +cas9(RNA: str)[source]
    +

    docstring.

    +
    + +
    +
    +terminal_transferase(nucleotides='a')[source]
    +

    docstring.

    +
    + +
    +
    +cut(*enzymes)[source]
    +

    Returns a list of linear Dseq fragments produced in the digestion. +If there are no cuts, an empty list is returned.

    +
    +
    Parameters:
    +

    enzymes (enzyme object or iterable of such objects) – A Bio.Restriction.XXX restriction objects or iterable.

    +
    +
    Returns:
    +

    frags – list of Dseq objects formed by the digestion

    +
    +
    Return type:
    +

    list

    +
    +

    Examples

    >>> from pydna.dseq import Dseq
->>> a=Dseq("catcgatc", circular=True)
->>> a
-Dseq(o8)
-catcgatc
-gtagctag
->>> a[:]
-Dseq(-8)
-catcgatc
-gtagctag
+>>> seq=Dseq("ggatccnnngaattc")
+>>> seq
+Dseq(-15)
+ggatccnnngaattc
+cctaggnnncttaag
+>>> from Bio.Restriction import BamHI,EcoRI
+>>> type(seq.cut(BamHI))
+<class 'tuple'>
+>>> for frag in seq.cut(BamHI): print(repr(frag))
+Dseq(-5)
+g
+cctag
+Dseq(-14)
+gatccnnngaattc
+    gnnncttaag
+>>> seq.cut(EcoRI, BamHI) ==  seq.cut(BamHI, EcoRI)
+True
+>>> a,b,c = seq.cut(EcoRI, BamHI)
+>>> a+b+c
+Dseq(-15)
+ggatccnnngaattc
+cctaggnnncttaag
 >>>
    -
    -transcribe()[source]
    -

    Transcribe a DNA sequence into RNA and return the RNA sequence as a new Seq object.

    -

    Following the usual convention, the sequence is interpreted as the -coding strand of the DNA double helix, not the template strand. This -means we can get the RNA sequence just by switching T to U.

    -
    >>> from Bio.Seq import Seq
->>> coding_dna = Seq("ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG")
->>> coding_dna
-Seq('ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG')
->>> coding_dna.transcribe()
-Seq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
-
    -
    -

    The sequence is modified in-place and returned if inplace is True:

    -
    >>> sequence = MutableSeq("ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG")
->>> sequence
-MutableSeq('ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG')
->>> sequence.transcribe()
-MutableSeq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
->>> sequence
-MutableSeq('ATGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG')
-
    -
    -
    >>> sequence.transcribe(inplace=True)
-MutableSeq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
->>> sequence
-MutableSeq('AUGGCCAUUGUAAUGGGCCGCUGAAAGGGUGCCCGAUAG')
-
    -
    -

    As Seq objects are immutable, a TypeError is raised if -transcribe is called on a Seq object with inplace=True.

    -

    Trying to transcribe an RNA sequence has no effect. -If you have a nucleotide sequence which might be DNA or RNA -(or even a mixture), calling the transcribe method will ensure -any T becomes U.

    -

    Trying to transcribe a protein sequence will replace any -T for Threonine with U for Selenocysteine, which has no -biologically plausible rational.

    -
    >>> from Bio.Seq import Seq
->>> my_protein = Seq("MAIVMGRT")
->>> my_protein.transcribe()
-Seq('MAIVMGRU')
-
    -
    +
    +cutsite_is_valid(cutsite)[source]
    +

    Returns False if: +- Cut positions fall outside the sequence (could be moved to Biopython) +- Overhang is not double stranded +- Recognition site is not double stranded or is outside the sequence +- For enzymes that cut twice, it checks that at least one possibility is valid

    -
    -translate(table='Standard', stop_symbol='*', to_stop=False, cds=False, gap='-')[source]
    -

    Turn a nucleotide sequence into a protein sequence by creating a new sequence object.

    -

    This method will translate DNA or RNA sequences. It should not -be used on protein sequences as any result will be biologically -meaningless.

    -
    -
    Arguments:
      -

    • table - Which codon table to use? This can be either a name -(string), an NCBI identifier (integer), or a CodonTable -object (useful for non-standard genetic codes). This -defaults to the “Standard” table.

      • -

    • stop_symbol - Single character string, what to use for -terminators. This defaults to the asterisk, “*”.

      • -

    • to_stop - Boolean, defaults to False meaning do a full -translation continuing on past any stop codons (translated as the -specified stop_symbol). If True, translation is terminated at -the first in frame stop codon (and the stop_symbol is not -appended to the returned protein sequence).

      • -

    • cds - Boolean, indicates this is a complete CDS. If True, -this checks the sequence starts with a valid alternative start -codon (which will be translated as methionine, M), that the -sequence length is a multiple of three, and that there is a -single in frame stop codon at the end (this will be excluded -from the protein sequence, regardless of the to_stop option). -If these tests fail, an exception is raised.

      • -

    • gap - Single character string to denote symbol used for gaps. -Defaults to the minus sign.

      • +
      +get_cutsites(*enzymes)[source]
      +

      Returns a list of cutsites, represented represented as ((cut_watson, ovhg), enz):

      +
        +

      • cut_watson is a positive integer contained in [0,len(seq)), where seq is the sequence +that will be cut. It represents the position of the cut on the watson strand, using the full +sequence as a reference. By “full sequence” I mean the one you would get from str(Dseq).

        • +

      • ovhg is the overhang left after the cut. It has the same meaning as ovhg in +the Bio.Restriction enzyme objects, or pydna’s Dseq property.

        • +
      • +
        enz is the enzyme object. It’s not necessary to perform the cut, but can be

        used to keep track of which enzyme was used.

        +
        +
        +
      +

      Cuts are only returned if the recognition site and overhang are on the double-strand +part of the sequence.

      +
      +
      Parameters:
      +

      enzymes (Union[_RestrictionBatch,list[_RestrictionType]])

      +
      +
      Return type:
      +

      list[tuple[tuple[int,int], _RestrictionType]]

      -

      A Seq object is returned if translate is called on a Seq -object; a MutableSeq object is returned if translate is called -pn a MutableSeq object.

      -

      e.g. Using the standard table:

      -
      >>> coding_dna = Seq("GTGGCCATTGTAATGGGCCGCTGAAAGGGTGCCCGATAG")
->>> coding_dna.translate()
-Seq('VAIVMGR*KGAR*')
->>> coding_dna.translate(stop_symbol="@")
-Seq('VAIVMGR@KGAR@')
->>> coding_dna.translate(to_stop=True)
-Seq('VAIVMGR')
-
      -
      -

      Now using NCBI table 2, where TGA is not a stop codon:

      -
      >>> coding_dna.translate(table=2)
-Seq('VAIVMGRWKGAR*')
->>> coding_dna.translate(table=2, to_stop=True)
-Seq('VAIVMGRWKGAR')
+
      Examples
      
+
      >>> from Bio.Restriction import EcoRI
+>>> from pydna.dseq import Dseq
+>>> seq = Dseq('AAGAATTCAAGAATTC')
+>>> seq.get_cutsites(EcoRI)
+[((3, -4), EcoRI), ((11, -4), EcoRI)]
 
      
 
      
-
      In fact, GTG is an alternative start codon under NCBI table 2, meaning
-this sequence could be a complete CDS:
      
-
      >>> coding_dna.translate(table=2, cds=True)
-Seq('MAIVMGRWKGAR')
+
      cut_watson is defined with respect to the “full sequence”, not the
+watson strand:
      
+
      >>> dseq = Dseq.from_full_sequence_and_overhangs('aaGAATTCaa', 1, 0)
+>>> dseq
+Dseq(-10)
+ aGAATTCaa
+ttCTTAAGtt
+>>> dseq.get_cutsites([EcoRI])
+[((3, -4), EcoRI)]
 
      
 
      
-
      It isn’t a valid CDS under NCBI table 1, due to both the start codon
-and also the in frame stop codons:
      
-
      >>> coding_dna.translate(table=1, cds=True)
-Traceback (most recent call last):
-    ...
-Bio.Data.CodonTable.TranslationError: First codon 'GTG' is not a start codon
+
      Cuts are only returned if the recognition site and overhang are on the double-strand
+part of the sequence.
      
+
      >>> Dseq('GAATTC').get_cutsites([EcoRI])
+[((1, -4), EcoRI)]
+>>> Dseq.from_full_sequence_and_overhangs('GAATTC', -1, 0).get_cutsites([EcoRI])
+[]
 
      
 
      
-
      If the sequence has no in-frame stop codon, then the to_stop argument
-has no effect:
      
-
      >>> coding_dna2 = Seq("TTGGCCATTGTAATGGGCCGC")
->>> coding_dna2.translate()
-Seq('LAIVMGR')
->>> coding_dna2.translate(to_stop=True)
-Seq('LAIVMGR')
+
    + +
    +
    +left_end_position() → Tuple[int, int][source]
    +

    The index in the full sequence of the watson and crick start positions.

    +

    full sequence (str(self)) for all three cases is AAA

    +
    AAA              AA               AAT
+ TT             TTT               TTT
+Returns (0, 1)  Returns (1, 0)    Returns (0, 0)
    -

    NOTE - Ambiguous codons like “TAN” or “NNN” could be an amino acid -or a stop codon. These are translated as “X”. Any invalid codon -(e.g. “TA?” or “T-A”) will throw a TranslationError.

    -

    NOTE - This does NOT behave like the python string’s translate -method. For that use str(my_seq).translate(…) instead

    -
    -
    -trunc = 30
    -
    +
    +
    +right_end_position() → Tuple[int, int][source]
    +

    The index in the full sequence of the watson and crick end positions.

    +

    full sequence (str(self)) for all three cases is AAA

    +

    ` +AAA               AA                   AAA +TT                TTT                  TTT +Returns (3, 2)    Returns (2, 3)       Returns (3, 3) +`

    +
    -
    -twice_cutters(batch: RestrictionBatch | None = None)[source]
    -

    Enzymes in a RestrictionBatch cutting sequence twice.

    +
    +get_cut_parameters(cut: tuple, is_left: bool)[source]
    +

    For a given cut expressed as ((cut_watson, ovhg), enz), returns +a tuple (cut_watson, cut_crick, ovhg).

    +
      +

    • cut_watson: see get_cutsites docs

      • +

    • cut_crick: equivalent of cut_watson in the crick strand

      • +

    • ovhg: see get_cutsites docs

      • +
    +

    The cut can be None if it represents the left or right end of the sequence. +Then it will return the position of the watson and crick ends with respect +to the “full sequence”. The is_left parameter is only used in this case.

    -
    -unique_cutters(batch: RestrictionBatch | None = None)[source]
    -

    Enzymes in a RestrictionBatch cutting sequence once.

    +
    +apply_cut(left_cut, right_cut)[source]
    +

    Extracts a subfragment of the sequence between two cuts.

    +

    For more detail see the documentation of get_cutsite_pairs.

    +
    +
    Parameters:
    +
    +
    +
    Return type:
    +

    Dseq

    +
    +
    +

    Examples

    +
    >>> from Bio.Restriction import EcoRI
+>>> from pydna.dseq import Dseq
+>>> dseq = Dseq('aaGAATTCaaGAATTCaa')
+>>> cutsites = dseq.get_cutsites([EcoRI])
+>>> cutsites
+[((3, -4), EcoRI), ((11, -4), EcoRI)]
+>>> p1, p2, p3 = dseq.get_cutsite_pairs(cutsites)
+>>> p1
+(None, ((3, -4), EcoRI))
+>>> dseq.apply_cut(*p1)
+Dseq(-7)
+aaG
+ttCTTAA
+>>> p2
+(((3, -4), EcoRI), ((11, -4), EcoRI))
+>>> dseq.apply_cut(*p2)
+Dseq(-12)
+AATTCaaG
+    GttCTTAA
+>>> p3
+(((11, -4), EcoRI), None)
+>>> dseq.apply_cut(*p3)
+Dseq(-7)
+AATTCaa
+    Gtt
+
    +
    +
    >>> dseq = Dseq('TTCaaGAA', circular=True)
+>>> cutsites = dseq.get_cutsites([EcoRI])
+>>> cutsites
+[((6, -4), EcoRI)]
+>>> pair = dseq.get_cutsite_pairs(cutsites)[0]
+>>> pair
+(((6, -4), EcoRI), ((6, -4), EcoRI))
+>>> dseq.apply_cut(*pair)
+Dseq(-12)
+AATTCaaG
+    GttCTTAA
+
    +
    -
    -upper()[source]
    -

    Return an upper case copy of the sequence.

    -
    >>> from pydna.dseq import Dseq
->>> my_seq = Dseq("aAa")
->>> my_seq
-Dseq(-3)
-aAa
-tTt
->>> my_seq.upper()
-Dseq(-3)
-AAA
-TTT
+
    
+get_cutsite_pairs(cutsites)[source]
    
+
    Returns pairs of cutsites that render the edges of the resulting fragments.
    
+
    A fragment produced by restriction is represented by a tuple of length 2 that
+may contain cutsites or None:
    
+
    
+
      
+
    • Two cutsites: represents the extraction of a fragment between those two
+cutsites, in that orientation. To represent the opening of a circular
+molecule with a single cutsite, we put the same cutsite twice.
      • 
+
    • None, cutsite: represents the extraction of a fragment between the left
+edge of linear sequence and the cutsite.
      • 
+
    • cutsite, None: represents the extraction of a fragment between the cutsite
+and the right edge of a linear sequence.
      • 
+
    
+
    
+
    
+
    Parameters:
    
+
    cutsites (list[tuple[tuple[int,int], _RestrictionType]])
    
+
    
+
    Return type:
    
+
    list[tuple[tuple[tuple[int,int], _RestrictionType]|None],tuple[tuple[int,int], _RestrictionType]|None]
    
+
    
+
    
+
    Examples
    
+
    >>> from Bio.Restriction import EcoRI
+>>> from pydna.dseq import Dseq
+>>> dseq = Dseq('aaGAATTCaaGAATTCaa')
+>>> cutsites = dseq.get_cutsites([EcoRI])
+>>> cutsites
+[((3, -4), EcoRI), ((11, -4), EcoRI)]
+>>> dseq.get_cutsite_pairs(cutsites)
+[(None, ((3, -4), EcoRI)), (((3, -4), EcoRI), ((11, -4), EcoRI)), (((11, -4), EcoRI), None)]
+
    
+
    
+
    >>> dseq = Dseq('TTCaaGAA', circular=True)
+>>> cutsites = dseq.get_cutsites([EcoRI])
+>>> cutsites
+[((6, -4), EcoRI)]
+>>> dseq.get_cutsite_pairs(cutsites)
+[(((6, -4), EcoRI), ((6, -4), EcoRI))]
 
    
 
    
-
    
-
    Returns:
    
-
    
-
    Dseq
    Dseq object in uppercase
    
-
    
-
    
-
    
-
    
-
    
-
    See also
    
-
    
-
    pydna.dseq.Dseq.lower
    
-
    
-
    
-
    - -
    -
    -watson_ovhg()[source]
    -

    Returns the overhang of the watson strand at the three prime.

    @@ -1970,23 +1857,13 @@

    Examples of pydna in use
    Parameters:
    -
    -
    recordstring, Seq, SeqRecord, Dseq or other Dseqrecord object

    This data will be used to form the seq property

    -
    -
    circularbool, optional

    True or False reflecting the shape of the DNA molecule

    -
    -
    linearbool, optional

    True or False reflecting the shape of the DNA molecule

    -
    -
    +
      +

    • record (string, Seq, SeqRecord, Dseq or other Dseqrecord object) – This data will be used to form the seq property

      • +

    • circular (bool, optional) – True or False reflecting the shape of the DNA molecule

      • +

    • linear (bool, optional) – True or False reflecting the shape of the DNA molecule

      • +
    -

    References

    -

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("aaa")
@@ -2014,18 +1891,73 @@ 
    Examples of pydna in usettt
    +

    References

    +     +
    +
    +classmethod from_string(record: str = '', *args, circular=False, n=5e-14, **kwargs)[source]
    +

    docstring.

    +
    + +
    +
    +classmethod from_SeqRecord(record: SeqRecord, *args, circular=None, n=5e-14, **kwargs)[source]
    +
    + +
    +
    +property circular
    +

    The circular property can not be set directly. +Use looped()

    +
    + +
    +
    +m()[source]
    +

    This method returns the mass of the DNA molecule in grams. This is +calculated as the product between the molecular weight of the Dseq object +and the

    +
    + +
    +
    +extract_feature(n)[source]
    +

    Extracts a feature and creates a new Dseqrecord object.

    +
    +
    Parameters:
    +

    n (int) – Indicates the feature to extract

    +
    +
    +

    Examples

    +
    >>> from pydna.dseqrecord import Dseqrecord
+>>> a=Dseqrecord("atgtaa")
+>>> a.add_feature(2,4)
+>>> b=a.extract_feature(0)
+>>> b
+Dseqrecord(-2)
+>>> b.seq
+Dseq(-2)
+gt
+ca
+
    +
    +
    +
    add_feature(x=None, y=None, seq=None, type_='misc', strand=1, *args, **kwargs)[source]

    Add a feature of type misc to the feature list of the sequence.

    Parameters:
    -
    -
    xint

    Indicates start of the feature

    -
    -
    yint

    Indicates end of the feature

    -
    -
    +
      +

    • x (int) – Indicates start of the feature

      • +

    • y (int) – Indicates end of the feature

      • +

    Examples

    @@ -2041,112 +1973,127 @@

    Examples of pydna in use -
    -apply_cut(left_cut, right_cut)[source]
    -

    - -
    -
    -cas9(RNA: str)[source]
    -

    docstring.

    -
    - -
    -
    -property circular
    -

    The circular property can not be set directly. -Use looped()

    -
    - -
    -
    -copy_fasta_to_clipboard()[source]
    -

    docstring.

    +
    +seguid()[source]
    +

    Url safe SEGUID for the sequence.

    +

    This checksum is the same as seguid but with base64.urlsafe +encoding instead of the normal base64. This means that +the characters + and / are replaced with - and _ so that +the checksum can be part of a URL.

    +

    Examples

    +
    >>> from pydna.dseqrecord import Dseqrecord
+>>> a = Dseqrecord("aa")
+>>> a.seguid()
+'ldseguid=TEwydy0ugvGXh3VJnVwgtxoyDQA'
+
    +
    -
    -copy_gb_to_clipboard()[source]
    -

    docstring.

    +
    +looped()[source]
    +

    Circular version of the Dseqrecord object.

    +

    The underlying linear Dseq object has to have compatible ends.

    +

    Examples

    +
    >>> from pydna.dseqrecord import Dseqrecord
+>>> a=Dseqrecord("aaa")
+>>> a
+Dseqrecord(-3)
+>>> b=a.looped()
+>>> b
+Dseqrecord(o3)
+>>>
+
    +
    +
    +

    See also

    +

    pydna.dseq.Dseq.looped

    +
    -
    -cut(*enzymes)[source]
    -

    Digest a Dseqrecord object with one or more restriction enzymes.

    -

    returns a list of linear Dseqrecords. If there are no cuts, an empty -list is returned.

    -

    See also Dseq.cut() -Parameters -———-

    -
    -
    enzymesenzyme object or iterable of such objects

    A Bio.Restriction.XXX restriction object or iterable of such.

    -
    -
    -
    -
    Returns:
    -
    -
    Dseqrecord_fragslist

    list of Dseqrecord objects formed by the digestion

    -
    -
    -
    -
    +
    +tolinear()[source]
    +

    Returns a linear, blunt copy of a circular Dseqrecord object. The +underlying Dseq object has to be circular.

    +

    This method is deprecated, use slicing instead. See example below.

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
->>> a=Dseqrecord("ggatcc")
->>> from Bio.Restriction import BamHI
->>> a.cut(BamHI)
-(Dseqrecord(-5), Dseqrecord(-5))
->>> frag1, frag2 = a.cut(BamHI)
->>> frag1.seq
-Dseq(-5)
-g
-cctag
->>> frag2.seq
-Dseq(-5)
-gatcc
-    g
+>>> a=Dseqrecord("aaa", circular = True)
+>>> a
+Dseqrecord(o3)
+>>> b=a[:]
+>>> b
+Dseqrecord(-3)
+>>>
    -
    -cutters(batch: RestrictionBatch | None = None)[source]
    +
    +terminal_transferase(nucleotides='a')[source]

    docstring.

    -
    -extract_feature(n)[source]
    -

    Extracts a feature and creates a new Dseqrecord object.

    -
    -
    Parameters:
    -
    -
    nint

    Indicates the feature to extract

    -
    -
    -
    -
    +
    +format(f='gb')[source]
    +

    Returns the sequence as a string using a format supported by Biopython +SeqIO [4]. Default is “gb” which is short for Genbank.

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
->>> a=Dseqrecord("atgtaa")
->>> a.add_feature(2,4)
->>> b=a.extract_feature(0)
->>> b
-Dseqrecord(-2)
->>> b.seq
-Dseq(-2)
-gt
-ca
+>>> x=Dseqrecord("aaa")
+>>> x.annotations['date'] = '02-FEB-2013'
+>>> x
+Dseqrecord(-3)
+>>> print(x.format("gb"))
+LOCUS       name                       3 bp    DNA     linear   UNK 02-FEB-2013
+DEFINITION  description.
+ACCESSION   id
+VERSION     id
+KEYWORDS    .
+SOURCE      .
+  ORGANISM  .
+            .
+FEATURES             Location/Qualifiers
+ORIGIN
+        1 aaa
+//
    +

    References

    +
    -
    -figure(feature=0, highlight='\x1b[48;5;11m', plain='\x1b[0m')[source]
    -

    docstring.

    +
    +write(filename=None, f='gb')[source]
    +

    Writes the Dseqrecord to a file using the format f, which must +be a format supported by Biopython SeqIO for writing [5]. Default +is “gb” which is short for Genbank. Note that Biopython SeqIO reads +more formats than it writes.

    +

    Filename is the path to the file where the sequece is to be +written. The filename is optional, if it is not given, the +description property (string) is used together with the format.

    +

    If obj is the Dseqrecord object, the default file name will be:

    +

    <obj.locus>.<f>

    +

    Where <f> is “gb” by default. If the filename already exists and +AND the sequence it contains is different, a new file name will be +used so that the old file is not lost:

    +

    <obj.locus>_NEW.<f>

    +

    References

    +
    @@ -2155,8 +2102,8 @@

    Examples of pydna in use -
    -find_aa(other)
    +
    +find_aminoacids(other)[source]
    >>> from pydna.dseqrecord import Dseqrecord
 >>> s=Dseqrecord("atgtacgatcgtatgctggttatattttag")
 >>> s.seq.translate()
@@ -2188,8 +2135,8 @@ 
    Examples of pydna in use
-
    
-find_aminoacids(other)[source]
    
+
    
+find_aa(other)
    
 
    >>> from pydna.dseqrecord import Dseqrecord
 >>> s=Dseqrecord("atgtacgatcgtatgctggttatattttag")
 >>> s.seq.translate()
@@ -2221,81 +2168,182 @@ 
    Examples of pydna in use
-
    
-format(f='gb')[source]
    
-
    Returns the sequence as a string using a format supported by Biopython
-SeqIO [4]. Default is “gb” which is short for Genbank.
    
-
    References
    
-
-
    Examples
    
-
    >>> from pydna.dseqrecord import Dseqrecord
->>> x=Dseqrecord("aaa")
->>> x.annotations['date'] = '02-FEB-2013'
->>> x
-Dseqrecord(-3)
->>> print(x.format("gb"))
-LOCUS       name                       3 bp    DNA     linear   UNK 02-FEB-2013
-DEFINITION  description.
-ACCESSION   id
-VERSION     id
-KEYWORDS    .
-SOURCE      .
-  ORGANISM  .
-            .
-FEATURES             Location/Qualifiers
-ORIGIN
-        1 aaa
-//
-
    
-
    
+
    
+map_trace_files(pth, limit=25)[source]
    
+

    + +
    +
    +linearize(*enzymes)[source]
    +

    Similar to :func:cut.

    +

    Throws an exception if there is not excactly one cut +i.e. none or more than one digestion products.

    -
    -classmethod from_SeqRecord(record: SeqRecord, *args, circular=None, n=5e-14, **kwargs)[source]
    -
    +
    +no_cutters(batch: RestrictionBatch | None = None)[source]
    +

    docstring.

    +
    -
    -classmethod from_string(record: str = '', *args, circular=False, n=5e-14, **kwargs)[source]
    +
    +unique_cutters(batch: RestrictionBatch | None = None)[source]

    docstring.

    -
    -linearize(*enzymes)[source]
    -

    Similar to :func:cut.

    -

    Throws an exception if there is not excactly one cut -i.e. none or more than one digestion products.

    +
    +once_cutters(batch: RestrictionBatch | None = None)[source]
    +

    docstring.

    -
    -looped()[source]
    -

    Circular version of the Dseqrecord object.

    -

    The underlying linear Dseq object has to have compatible ends.

    +
    +twice_cutters(batch: RestrictionBatch | None = None)[source]
    +

    docstring.

    +
    + +
    +
    +n_cutters(n=3, batch: RestrictionBatch | None = None)[source]
    +

    docstring.

    +
    + +
    +
    +cutters(batch: RestrictionBatch | None = None)[source]
    +

    docstring.

    +
    + +
    +
    +number_of_cuts(*enzymes)[source]
    +

    The number of cuts by digestion with the Restriction enzymes +contained in the iterable.

    +
    + +
    +
    +cas9(RNA: str)[source]
    +

    docstring.

    +
    + +
    +
    +reverse_complement()[source]
    +

    Reverse complement.

    +

    Examples

    +
    >>> from pydna.dseqrecord import Dseqrecord
+>>> a=Dseqrecord("ggaatt")
+>>> a
+Dseqrecord(-6)
+>>> a.seq
+Dseq(-6)
+ggaatt
+ccttaa
+>>> a.reverse_complement().seq
+Dseq(-6)
+aattcc
+ttaagg
+>>>
+
    +

    See also

    -
    -
    pydna.dseq.Dseq.looped
    -
    +

    pydna.dseq.Dseq.reverse_complement

    +
    + +
    +
    +rc()
    +

    Reverse complement.

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
->>> a=Dseqrecord("aaa")
+>>> a=Dseqrecord("ggaatt")
 >>> a
-Dseqrecord(-3)
->>> b=a.looped()
->>> b
-Dseqrecord(o3)
+Dseqrecord(-6)
+>>> a.seq
+Dseq(-6)
+ggaatt
+ccttaa
+>>> a.reverse_complement().seq
+Dseq(-6)
+aattcc
+ttaagg
 >>>
    +
    +

    See also

    +

    pydna.dseq.Dseq.reverse_complement

    +
    +
    + +
    +
    +synced(ref, limit=25)[source]
    +

    This method returns a new circular sequence (Dseqrecord object), which has been rotated +in such a way that there is maximum overlap between the sequence and +ref, which may be a string, Biopython Seq, SeqRecord object or +another Dseqrecord object.

    +

    The reason for using this could be to rotate a new recombinant plasmid so +that it starts at the same position after cloning. See the example below:

    +

    Examples

    +
    >>> from pydna.dseqrecord import Dseqrecord
+>>> a=Dseqrecord("gaat", circular=True)
+>>> a.seq
+Dseq(o4)
+gaat
+ctta
+>>> d = a[2:] + a[:2]
+>>> d.seq
+Dseq(-4)
+atga
+tact
+>>> insert=Dseqrecord("CCC")
+>>> recombinant = (d+insert).looped()
+>>> recombinant.seq
+Dseq(o7)
+atgaCCC
+tactGGG
+>>> recombinant.synced(a).seq
+Dseq(o7)
+gaCCCat
+ctGGGta
+
    +
    +
    + +
    +
    +upper()[source]
    +

    Returns an uppercase copy. +>>> from pydna.dseqrecord import Dseqrecord +>>> my_seq = Dseqrecord(“aAa”) +>>> my_seq.seq +Dseq(-3) +aAa +tTt +>>> upper = my_seq.upper() +>>> upper.seq +Dseq(-3) +AAA +TTT +>>>

    +
    +
    Returns:
    +

    Dseqrecord object in uppercase

    +
    +
    Return type:
    +

    Dseqrecord

    +
    +
    +
    +

    See also

    +

    pydna.dseqrecord.Dseqrecord.lower

    +
    @@ -2320,56 +2368,16 @@

    Examples of pydna in use
    Returns:
    -
    -
    Dseqrecord

    Dseqrecord object in lowercase

    +

    Dseqrecord object in lowercase

    -
    +
    Return type:
    +

    Dseqrecord

    See also

    -
    -
    pydna.dseqrecord.Dseqrecord.upper
    -
    -
    - - -
    -
    -m()[source]
    -

    This method returns the mass of the DNA molecule in grams. This is -calculated as the product between the molecular weight of the Dseq object -and the

    -
    - -
    -
    -map_trace_files(pth, limit=25)[source]
    -
    - -
    -
    -n_cutters(n=3, batch: RestrictionBatch | None = None)[source]
    -

    docstring.

    -
    - -
    -
    -no_cutters(batch: RestrictionBatch | None = None)[source]
    -

    docstring.

    -
    - -
    -
    -number_of_cuts(*enzymes)[source]
    -

    The number of cuts by digestion with the Restriction enzymes -contained in the iterable.

    -
    - -
    -
    -once_cutters(batch: RestrictionBatch | None = None)[source]
    -

    docstring.

    +

    pydna.dseqrecord.Dseqrecord.upper

    +
    @@ -2385,76 +2393,21 @@

    Examples of pydna in use -
    -rc()
    -

    Reverse complement.

    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.reverse_complement
    -
    -
    -

    Examples

    -
    >>> from pydna.dseqrecord import Dseqrecord
->>> a=Dseqrecord("ggaatt")
->>> a
-Dseqrecord(-6)
->>> a.seq
-Dseq(-6)
-ggaatt
-ccttaa
->>> a.reverse_complement().seq
-Dseq(-6)
-aattcc
-ttaagg
->>>
-
    -
    +
    +copy_gb_to_clipboard()[source]
    +

    docstring.

    -
    -reverse_complement()[source]
    -

    Reverse complement.

    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.reverse_complement
    -
    -
    -

    Examples

    -
    >>> from pydna.dseqrecord import Dseqrecord
->>> a=Dseqrecord("ggaatt")
->>> a
-Dseqrecord(-6)
->>> a.seq
-Dseq(-6)
-ggaatt
-ccttaa
->>> a.reverse_complement().seq
-Dseq(-6)
-aattcc
-ttaagg
->>>
-
    -
    +
    +copy_fasta_to_clipboard()[source]
    +

    docstring.

    -
    -seguid()[source]
    -

    Url safe SEGUID for the sequence.

    -

    This checksum is the same as seguid but with base64.urlsafe -encoding instead of the normal base64. This means that -the characters + and / are replaced with - and _ so that -the checksum can be part of a URL.

    -

    Examples

    -
    >>> from pydna.dseqrecord import Dseqrecord
->>> a = Dseqrecord("aa")
->>> a.seguid()
-'ldseguid=TEwydy0ugvGXh3VJnVwgtxoyDQA'
-
    -
    +
    +figure(feature=0, highlight='\x1b[48;5;11m', plain='\x1b[0m')[source]
    +

    docstring.

    @@ -2504,133 +2457,45 @@

    Examples of pydna in use -
    -synced(ref, limit=25)[source]
    -

    This method returns a new circular sequence (Dseqrecord object), which has been rotated -in such a way that there is maximum overlap between the sequence and -ref, which may be a string, Biopython Seq, SeqRecord object or -another Dseqrecord object.

    -

    The reason for using this could be to rotate a new recombinant plasmid so -that it starts at the same position after cloning. See the example below:

    -

    Examples

    -
    >>> from pydna.dseqrecord import Dseqrecord
->>> a=Dseqrecord("gaat", circular=True)
->>> a.seq
-Dseq(o4)
-gaat
-ctta
->>> d = a[2:] + a[:2]
->>> d.seq
-Dseq(-4)
-atga
-tact
->>> insert=Dseqrecord("CCC")
->>> recombinant = (d+insert).looped()
->>> recombinant.seq
-Dseq(o7)
-atgaCCC
-tactGGG
->>> recombinant.synced(a).seq
-Dseq(o7)
-gaCCCat
-ctGGGta
-
    -
    -

    - -
    -
    -terminal_transferase(nucleotides='a')[source]
    -

    docstring.

    -
    - -
    -
    -tolinear()[source]
    -

    Returns a linear, blunt copy of a circular Dseqrecord object. The -underlying Dseq object has to be circular.

    -

    This method is deprecated, use slicing instead. See example below.

    -

    Examples

    -
    >>> from pydna.dseqrecord import Dseqrecord
->>> a=Dseqrecord("aaa", circular = True)
->>> a
-Dseqrecord(o3)
->>> b=a[:]
->>> b
-Dseqrecord(-3)
->>>
-
    -
    -
    - -
    -
    -twice_cutters(batch: RestrictionBatch | None = None)[source]
    -

    docstring.

    -
    - -
    -
    -unique_cutters(batch: RestrictionBatch | None = None)[source]
    -

    docstring.

    -
    - -
    -
    -upper()[source]
    -

    Returns an uppercase copy. ->>> from pydna.dseqrecord import Dseqrecord ->>> my_seq = Dseqrecord(“aAa”) ->>> my_seq.seq -Dseq(-3) -aAa -tTt ->>> upper = my_seq.upper() ->>> upper.seq -Dseq(-3) -AAA -TTT ->>>

    +
    +cut(*enzymes)[source]
    +

    Digest a Dseqrecord object with one or more restriction enzymes.

    +

    returns a list of linear Dseqrecords. If there are no cuts, an empty +list is returned.

    +

    See also Dseq.cut() +:param enzymes: A Bio.Restriction.XXX restriction object or iterable of such. +:type enzymes: enzyme object or iterable of such objects

    Returns:
    -
    -
    Dseqrecord

    Dseqrecord object in uppercase

    +

    Dseqrecord_frags – list of Dseqrecord objects formed by the digestion

    -
    +
    Return type:
    +

    list

    -
    -

    See also

    -
    -
    pydna.dseqrecord.Dseqrecord.lower
    -
    +

    Examples

    +
    >>> from pydna.dseqrecord import Dseqrecord
+>>> a=Dseqrecord("ggatcc")
+>>> from Bio.Restriction import BamHI
+>>> a.cut(BamHI)
+(Dseqrecord(-5), Dseqrecord(-5))
+>>> frag1, frag2 = a.cut(BamHI)
+>>> frag1.seq
+Dseq(-5)
+g
+cctag
+>>> frag2.seq
+Dseq(-5)
+gatcc
+    g
+
    -
    -write(filename=None, f='gb')[source]
    -

    Writes the Dseqrecord to a file using the format f, which must -be a format supported by Biopython SeqIO for writing [5]. Default -is “gb” which is short for Genbank. Note that Biopython SeqIO reads -more formats than it writes.

    -

    Filename is the path to the file where the sequece is to be -written. The filename is optional, if it is not given, the -description property (string) is used together with the format.

    -

    If obj is the Dseqrecord object, the default file name will be:

    -

    <obj.locus>.<f>

    -

    Where <f> is “gb” by default. If the filename already exists and -AND the sequence it contains is different, a new file name will be -used so that the old file is not lost:

    -

    <obj.locus>_NEW.<f>

    -

    References

    - -
    +
    +apply_cut(left_cut, right_cut)[source]
    +
    @@ -2648,71 +2513,23 @@

    Examples of pydna in use -
    Parameters:
    -
    -
    forward_primerSeqRecord(Biopython)

    SeqRecord object holding the forward (sense) primer

    -
    -
    reverse_primerSeqRecord(Biopython)

    SeqRecord object holding the reverse (antisense) primer

    -
    -
    templateDseqrecord

    Dseqrecord object holding the template (circular or linear)

    -
    -
    -
    - -
    -
    -dbd_program()[source]
    -
    - -
    -
    -figure()[source]
    -

    This method returns a simple figure of the two primers binding -to a part of the template.

    -
    5tacactcaccgtctatcattatc...cgactgtatcatctgatagcac3
-                           ||||||||||||||||||||||
-                          3gctgacatagtagactatcgtg5
-5tacactcaccgtctatcattatc3
- |||||||||||||||||||||||
-3atgtgagtggcagatagtaatag...gctgacatagtagactatcgtg5
-
    -
    -
    -
    Returns:
    -
    -
    figure:string

    A string containing a text representation of the primers -annealing on the template (see example above).

    -
    -
    -
    -
    -
    - -
    -
    -classmethod from_SeqRecord(record, *args, path=None, **kwargs)[source]
    -
    - -
    -
    -primers()[source]
    -
    - +
    Parameters:
    +
      +

    • forward_primer (SeqRecord(Biopython)) – SeqRecord object holding the forward (sense) primer

      • +

    • reverse_primer (SeqRecord(Biopython)) – SeqRecord object holding the reverse (antisense) primer

      • +

    • template (Dseqrecord) – Dseqrecord object holding the template (circular or linear)

      • +
    +
    +
    -
    -program()[source]
    +
    +classmethod from_SeqRecord(record, *args, path=None, **kwargs)[source]
    -
    -rc()
    +
    +reverse_complement()[source]

    Reverse complement.

    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.reverse_complement
    -
    -

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -2729,18 +2546,16 @@ 
    Examples of pydna in use>>>
    +
    +

    See also

    +

    pydna.dseq.Dseq.reverse_complement

    +
    -
    -reverse_complement()[source]
    +
    +rc()

    Reverse complement.

    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.reverse_complement
    -
    -

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -2757,6 +2572,34 @@ 
    Examples of pydna in use>>>
    +
    +

    See also

    +

    pydna.dseq.Dseq.reverse_complement

    +
    +
    + +
    +
    +figure()[source]
    +

    This method returns a simple figure of the two primers binding +to a part of the template.

    +
    5tacactcaccgtctatcattatc...cgactgtatcatctgatagcac3
+                           ||||||||||||||||||||||
+                          3gctgacatagtagactatcgtg5
+5tacactcaccgtctatcattatc3
+ |||||||||||||||||||||||
+3atgtgagtggcagatagtaatag...gctgacatagtagactatcgtg5
+
    +
    +
    +
    Returns:
    +

    figure – A string containing a text representation of the primers +annealing on the template (see example above).

    +
    +
    Return type:
    +

    string

    +
    +
    @@ -2769,6 +2612,21 @@

    Examples of pydna in useset_reverse_primer_footprint(length)[source]

    +
    +
    +program()[source]
    +
    + +
    +
    +dbd_program()[source]
    +
    + +
    +
    +primers()[source]
    +
    +

    @@ -2784,22 +2642,52 @@

    Examples of pydna in useclass pydna.amplify.Anneal(primers, template, limit=13, **kwargs)[source]

    Bases: object

    The Anneal class has the following important attributes:

    +
    +
    +forward_primers
    +

    Description of forward_primers.

    -
    Attributes:
    -
    -
    forward_primerslist

    Description of forward_primers.

    +
    Type:
    +

    list

    -
    reverse_primerslist

    Description of reverse_primers.

    +
    +
    + +
    +
    +reverse_primers
    +

    Description of reverse_primers.

    +
    +
    Type:
    +

    list

    -
    templateDseqrecord

    A copy of the template argument. Primers annealing sites has been +

    +
    + +
    +
    +template
    +

    A copy of the template argument. Primers annealing sites has been added as features that can be visualized in a seqence editor such as ApE.

    -
    -
    limitint, optional

    The limit of PCR primer annealing, default is 13 bp.

    +
    +
    Type:
    +

    Dseqrecord

    +
    + +
    +
    +limit
    +

    The limit of PCR primer annealing, default is 13 bp.

    +
    +
    Type:
    +

    int, optional

    +
    +
    property products
    @@ -2824,20 +2712,10 @@

    Examples of pydna in use
    Parameters:
    -
    -
    argsiterable containing sequence objects

    Several arguments are also accepted.

    -
    -
    limitint = 13, optional

    limit length of the annealing part of the primers.

    -
    -
    -
    -
    Returns:
    -
    -
    productAmplicon

    An pydna.amplicon.Amplicon object representing the PCR -product. The direction of the PCR product will be the same as for -the template sequence.

    -
    -
    +
      +

    • args (iterable containing sequence objects) – Several arguments are also accepted.

      • +

    • limit (int = 13, optional) – limit length of the annealing part of the primers.

      • +

    Notes

    @@ -2851,6 +2729,16 @@

    Examples of pydna in use +
    Returns:
    +

    product – An pydna.amplicon.Amplicon object representing the PCR +product. The direction of the PCR product will be the same as for +the template sequence.

    +
    +
    Return type:
    +

    Amplicon

    +
    +

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
 >>> from pydna.readers import read
@@ -2905,7 +2793,7 @@ 
    Examples of pydna in use
 
    
-class pydna.assembly.Assembly(frags=None, limit=25, algorithm=<function common_sub_strings>)[source]
    
+class pydna.assembly.Assembly(frags=None, limit=25, algorithm=common_sub_strings)[source]
 
    Bases: object
    
 
    Assembly of a list of linear DNA fragments into linear or circular
 constructs. The Assembly is meant to replace the Assembly method as it
@@ -2914,17 +2802,13 @@ 
    Examples of pydna in use
 
    Parameters:
    
-
    
-
    fragmentslist
    a list of Dseqrecord objects.
    
-
    
-
    limitint, optional
    The shortest shared homology to be considered
    
-
    
-
    algorithmfunction, optional
    The algorithm used to determine the shared sequences.
    
-
    
-
    max_nodesint
    The maximum number of nodes in the graph. This can be tweaked to
-manage sequences with a high number of shared sub sequences.
    
-
    
-
    
+
      
+
    • fragments (list) – a list of Dseqrecord objects.
      • 
+
    • limit (int, optional) – The shortest shared homology to be considered
      • 
+
    • algorithm (function, optional) – The algorithm used to determine the shared sequences.
      • 
+
    • max_nodes (int) – The maximum number of nodes in the graph. This can be tweaked to
+manage sequences with a high number of shared sub sequences.
      • 
+
    
 
    
 
 
    Examples
    
@@ -2947,13 +2831,13 @@ 
    Examples of pydna in use
-
    
-assemble_circular(**kwargs)
    
+
    
+assemble_linear(**kwargs)
    
 
    
 
 
    
-
    
-assemble_linear(**kwargs)
    
+
    
+assemble_circular(**kwargs)
    
 
    
 
 
    
@@ -2981,22 +2865,23 @@ 
    Examples of pydna in use
+
    
 
    Parameters:
    
-
    
-
    stringxstr
    
-
    stringystr
    
-
    limitint, optional
    
-
    
+
    
 
    
 
    Returns:
    
-
    
-
    list of tuple
    [(startx1,starty1,length1),(startx2,starty2,length2), …]
    
+
    [(startx1,starty1,length1),(startx2,starty2,length2), …]
    
 
    startx1 = startposition in x, where substring 1 starts
 starty1 = position in y where substring 1 starts
 length1 = lenght of substring
    
+
    
 
    
-
    
+
    Return type:
    
+
    list of tuple
    
 
    
 
    
 
    Examples
    
@@ -3024,61 +2909,9 @@ 
    Examples of pydna in useAssembly class and is not meant to be used directly.
    
 
    
-
    
-detailed_figure()[source]
    
-
    Returns a text representation of the assembled fragments.
    
-
    Linear:
    
-
    acgatgctatactgCCCCCtgtgctgtgctcta
-                   TGTGCTGTGCTCTA
-                   tgtgctgtgctctaTTTTTtattctggctgtatc
-
    
-
    
-
    Circular:
    
-
    ||||||||||||||
-acgatgctatactgCCCCCtgtgctgtgctcta
-                   TGTGCTGTGCTCTA
-                   tgtgctgtgctctaTTTTTtattctggctgtatc
-                                      TATTCTGGCTGTATC
-                                      tattctggctgtatcGGGGGtacgatgctatactg
-                                                           ACGATGCTATACTG
-
    
-
    
-
    
-
-
    
-
    
-figure()[source]
    
-
    Compact ascii representation of the assembled fragments.
    
-
    Each fragment is represented by:
    
-
    Size of common 5' substring|Name and size of DNA fragment|
-Size of common 5' substring
-
    
-
    
-
    Linear:
    
-
    frag20| 6
-       \\/
-       /\\
-        6|frag23| 6
-                 \\/
-                 /\\
-                  6|frag14
-
    
-
    
-
    Circular:
    
-
     -|2577|61
-|       \\/
-|       /\\
-|       61|5681|98
-|               \\/
-|               /\\
-|               98|2389|557
-|                       \\/
-|                       /\\
-|                       557-
-|                          |
- --------------------------
-
    
-
    
+
    
+classmethod from_string(record: str = '', *args, graph=None, nodemap=None, **kwargs)[source]
    
+
    docstring.
    
 
    
 
 
    
@@ -3087,21 +2920,9 @@ 
    Examples of pydna in use
-
    
-classmethod from_string(record: str = '', *args, graph=None, nodemap=None, **kwargs)[source]
    
-
    docstring.
    
-
    
-
-
    
-
    
-rc()
    
+
    
+reverse_complement()[source]
    
 
    Reverse complement.
    
-
    
-
    See also
    
-
    
-
    pydna.dseq.Dseq.reverse_complement
    
-
    
-
    
 
    Examples
    
 
    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -3118,18 +2939,16 @@ 
    Examples of pydna in use>>>
 
    
 
    
+
    
+
    See also
    
+
    pydna.dseq.Dseq.reverse_complement
    
+
    
 
    
 
 
    
-
    
-reverse_complement()[source]
    
+
    
+rc()
    
 
    Reverse complement.
    
-
    
-
    See also
    
-
    
-
    pydna.dseq.Dseq.reverse_complement
    
-
    
-
    
 
    Examples
    
 
    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -3146,6 +2965,68 @@ 
    Examples of pydna in use>>>
 
    
 
    
+
    
+
    See also
    
+
    pydna.dseq.Dseq.reverse_complement
    
+
    
+
    
+
+
    
+
    
+detailed_figure()[source]
    
+
    Returns a text representation of the assembled fragments.
    
+
    Linear:
    
+
    acgatgctatactgCCCCCtgtgctgtgctcta
+                   TGTGCTGTGCTCTA
+                   tgtgctgtgctctaTTTTTtattctggctgtatc
+
    
+
    
+
    Circular:
    
+
    ||||||||||||||
+acgatgctatactgCCCCCtgtgctgtgctcta
+                   TGTGCTGTGCTCTA
+                   tgtgctgtgctctaTTTTTtattctggctgtatc
+                                      TATTCTGGCTGTATC
+                                      tattctggctgtatcGGGGGtacgatgctatactg
+                                                           ACGATGCTATACTG
+
    
+
    
+
    
+
+
    
+
    
+figure()[source]
    
+
    Compact ascii representation of the assembled fragments.
    
+
    Each fragment is represented by:
    
+
    Size of common 5' substring|Name and size of DNA fragment|
+Size of common 5' substring
+
    
+
    
+
    Linear:
    
+
    frag20| 6
+       \\/
+       /\\
+        6|frag23| 6
+                 \\/
+                 /\\
+                  6|frag14
+
    
+
    
+
    Circular:
    
+
     -|2577|61
+|       \\/
+|       /\\
+|       61|5681|98
+|               \\/
+|               /\\
+|               98|2389|557
+|                       \\/
+|                       /\\
+|                       557-
+|                          |
+ --------------------------
+
    
+
    @@ -3159,6 +3040,88 @@

    Examples of pydna in use +
    +pydna.design.primer_design(template, fp=None, rp=None, limit=13, target_tm=55.0, tm_func=_tm_default, **kwargs)[source]
    +

    This function designs a forward primer and a reverse primer for PCR amplification +of a given template sequence.

    +

    The template argument is a Dseqrecord object or equivalent containing the template sequence.

    +

    The optional fp and rp arguments can contain an existing primer for the sequence (either the forward or reverse primer). +One or the other primers can be specified, not both (since then there is nothing to design!, use the pydna.amplify.pcr function instead).

    +

    If one of the primers is given, the other primer is designed to match in terms of Tm. +If both primers are designed, they will be designed to target_tm

    +

    tm_func is a function that takes an ascii string representing an oligonuceotide as argument and returns a float. +Some useful functions can be found in the pydna.tm module, but can be substituted for a custom made function.

    +

    The function returns a pydna.amplicon.Amplicon class instance. This object has +the object.forward_primer and object.reverse_primer properties which contain the designed primers.

    +
    +
    Parameters:
    +
      +

    • template (pydna.dseqrecord.Dseqrecord) – a Dseqrecord object. The only required argument.

      • +

    • fp (pydna.primer.Primer, optional) – optional pydna.primer.Primer objects containing one primer each.

      • +

    • rp (pydna.primer.Primer, optional) – optional pydna.primer.Primer objects containing one primer each.

      • +

    • target_tm (float, optional) – target tm for the primers, set to 55°C by default.

      • +

    • tm_func (function) – Function used for tm calculation. This function takes an ascii string +representing an oligonuceotide as argument and returns a float. +Some useful functions can be found in the pydna.tm module, but can be +substituted for a custom made function.

      • +
    +
    +
    Returns:
    +

    result

    +
    +
    Return type:
    +

    Amplicon

    +
    +
    +

    Examples

    +
    >>> from pydna.dseqrecord import Dseqrecord
+>>> t=Dseqrecord("atgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatg")
+>>> t
+Dseqrecord(-64)
+>>> from pydna.design import primer_design
+>>> ampl = primer_design(t)
+>>> ampl
+Amplicon(64)
+>>> ampl.forward_primer
+f64 17-mer:5'-atgactgctaacccttc-3'
+>>> ampl.reverse_primer
+r64 18-mer:5'-catcgtaagtttcgaacg-3'
+>>> print(ampl.figure())
+5atgactgctaacccttc...cgttcgaaacttacgatg3
+                     ||||||||||||||||||
+                    3gcaagctttgaatgctac5
+5atgactgctaacccttc3
+ |||||||||||||||||
+3tactgacgattgggaag...gcaagctttgaatgctac5
+>>> pf = "GGATCC" + ampl.forward_primer
+>>> pr = "GGATCC" + ampl.reverse_primer
+>>> pf
+f64 23-mer:5'-GGATCCatgactgct..ttc-3'
+>>> pr
+r64 24-mer:5'-GGATCCcatcgtaag..acg-3'
+>>> from pydna.amplify import pcr
+>>> pcr_prod = pcr(pf, pr, t)
+>>> print(pcr_prod.figure())
+      5atgactgctaacccttc...cgttcgaaacttacgatg3
+                           ||||||||||||||||||
+                          3gcaagctttgaatgctacCCTAGG5
+5GGATCCatgactgctaacccttc3
+       |||||||||||||||||
+      3tactgacgattgggaag...gcaagctttgaatgctac5
+>>> print(pcr_prod.seq)
+GGATCCatgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatgGGATCC
+>>> from pydna.primer import Primer
+>>> pf = Primer("atgactgctaacccttccttggtgttg", id="myprimer")
+>>> ampl = primer_design(t, fp = pf)
+>>> ampl.forward_primer
+myprimer 27-mer:5'-atgactgctaaccct..ttg-3'
+>>> ampl.reverse_primer
+r64 32-mer:5'-catcgtaagtttcga..atc-3'
+
    +
    +
    +
    pydna.design.assembly_fragments(f, overlap=35, maxlink=40)[source]
    @@ -3424,25 +3387,24 @@

    Examples of pydna in use +
    Parameters:
    -
    -
    flist of pydna.amplicon.Amplicon and other Dseqrecord like objects

    list Amplicon and Dseqrecord object for which fusion primers should be constructed.

    -
    -
    overlapint, optional

    Length of required overlap between fragments.

    -
    -
    maxlinkint, optional

    Maximum length of spacer sequences that may be present in f. These will be included in tails for designed primers.

    -
    -
    +
      +

    • f (list of pydna.amplicon.Amplicon and other Dseqrecord like objects) – list Amplicon and Dseqrecord object for which fusion primers should be constructed.

      • +

    • overlap (int, optional) – Length of required overlap between fragments.

      • +

    • maxlink (int, optional) – Maximum length of spacer sequences that may be present in f. These will be included in tails for designed primers.

      • +
    Returns:
    -
    -
    seqslist of pydna.amplicon.Amplicon and other Dseqrecord like objects pydna.amplicon.Amplicon objects
    [Amplicon1,
+
    seqs –
    
+
    [Amplicon1,
  Amplicon2, ...]
 
    
 
    
+
    
 
    
-
    +
    Return type:
    +

    list of pydna.amplicon.Amplicon and other Dseqrecord like objects pydna.amplicon.Amplicon objects

    Examples

    @@ -3497,90 +3459,6 @@

    Examples of pydna in usepydna.design.circular_assembly_fragments(f, overlap=35, maxlink=40)[source]

    -
    -
    -pydna.design.primer_design(template, fp=None, rp=None, limit=13, target_tm=55.0, tm_func=<function tm_default>, **kwargs)[source]
    -

    This function designs a forward primer and a reverse primer for PCR amplification -of a given template sequence.

    -

    The template argument is a Dseqrecord object or equivalent containing the template sequence.

    -

    The optional fp and rp arguments can contain an existing primer for the sequence (either the forward or reverse primer). -One or the other primers can be specified, not both (since then there is nothing to design!, use the pydna.amplify.pcr function instead).

    -

    If one of the primers is given, the other primer is designed to match in terms of Tm. -If both primers are designed, they will be designed to target_tm

    -

    tm_func is a function that takes an ascii string representing an oligonuceotide as argument and returns a float. -Some useful functions can be found in the pydna.tm module, but can be substituted for a custom made function.

    -

    The function returns a pydna.amplicon.Amplicon class instance. This object has -the object.forward_primer and object.reverse_primer properties which contain the designed primers.

    -
    -
    Parameters:
    -
    -
    templatepydna.dseqrecord.Dseqrecord

    a Dseqrecord object. The only required argument.

    -
    -
    fp, rppydna.primer.Primer, optional

    optional pydna.primer.Primer objects containing one primer each.

    -
    -
    target_tmfloat, optional

    target tm for the primers, set to 55°C by default.

    -
    -
    tm_funcfunction

    Function used for tm calculation. This function takes an ascii string -representing an oligonuceotide as argument and returns a float. -Some useful functions can be found in the pydna.tm module, but can be -substituted for a custom made function.

    -
    -
    -
    -
    Returns:
    -
    -
    resultAmplicon
    -
    -
    -
    -

    Examples

    -
    >>> from pydna.dseqrecord import Dseqrecord
->>> t=Dseqrecord("atgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatg")
->>> t
-Dseqrecord(-64)
->>> from pydna.design import primer_design
->>> ampl = primer_design(t)
->>> ampl
-Amplicon(64)
->>> ampl.forward_primer
-f64 17-mer:5'-atgactgctaacccttc-3'
->>> ampl.reverse_primer
-r64 18-mer:5'-catcgtaagtttcgaacg-3'
->>> print(ampl.figure())
-5atgactgctaacccttc...cgttcgaaacttacgatg3
-                     ||||||||||||||||||
-                    3gcaagctttgaatgctac5
-5atgactgctaacccttc3
- |||||||||||||||||
-3tactgacgattgggaag...gcaagctttgaatgctac5
->>> pf = "GGATCC" + ampl.forward_primer
->>> pr = "GGATCC" + ampl.reverse_primer
->>> pf
-f64 23-mer:5'-GGATCCatgactgct..ttc-3'
->>> pr
-r64 24-mer:5'-GGATCCcatcgtaag..acg-3'
->>> from pydna.amplify import pcr
->>> pcr_prod = pcr(pf, pr, t)
->>> print(pcr_prod.figure())
-      5atgactgctaacccttc...cgttcgaaacttacgatg3
-                           ||||||||||||||||||
-                          3gcaagctttgaatgctacCCTAGG5
-5GGATCCatgactgctaacccttc3
-       |||||||||||||||||
-      3tactgacgattgggaag...gcaagctttgaatgctac5
->>> print(pcr_prod.seq)
-GGATCCatgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatgGGATCC
->>> from pydna.primer import Primer
->>> pf = Primer("atgactgctaacccttccttggtgttg", id="myprimer")
->>> ampl = primer_design(t, fp = pf)
->>> ampl.forward_primer
-myprimer 27-mer:5'-atgactgctaaccct..ttg-3'
->>> ampl.reverse_primer
-r64 32-mer:5'-catcgtaagtttcga..atc-3'
-
    -
    -
    -

    pydna.download module

    @@ -3591,15 +3469,13 @@

    Examples of pydna in use[6] is and excellent editor for this purpose.

    -
    -

    References

    +

    References

    -
    class pydna.editor.Editor(shell_command_for_editor, tmpdir=None)[source]
    @@ -3607,13 +3483,11 @@

    References
    Parameters:
    -
    -
    shell_command_for_editorstr

    String containing the path to the editor

    -
    -
    tmpdirstr, optional

    String containing path to the temprary directory where sequence -files are stored before opening.

    -
    -
    +
      +

    • shell_command_for_editor (str) – String containing the path to the editor

      • +

    • tmpdir (str, optional) – String containing path to the temprary directory where sequence +files are stored before opening.

      • +

    Examples

    @@ -3628,9 +3502,7 @@

    References
    Parameters:
    -
    -
    argsSeqRecord or Dseqrecord object
    -
    +

    args (SeqRecord or Dseqrecord object)

    @@ -3647,17 +3519,17 @@

    References

    pydna.gel module

    docstring.

    -
    -
    -pydna.gel.gel(samples=None, gel_length=600, margin=50, interpolator=<scipy.interpolate._cubic.CubicSpline object>)[source]
    -
    -
    pydna.gel.interpolator(mwstd)[source]

    docstring.

    +
    +
    +pydna.gel.gel(samples=None, gel_length=600, margin=50, interpolator=interpolator(mwstd=_mwstd))[source]
    +
    +

    pydna.genbank module

    @@ -3674,13 +3546,10 @@

    Referencespydna.genbank.genbank() function directly.

    Parameters:
    -
    -
    users_emailstring

    Has to be a valid email address. You should always tell +

    users_email (string) – Has to be a valid email address. You should always tell Genbanks who you are, so that they can contact you.

    -
    -

    Examples

    >>> from pydna.genbank import Genbank
 >>> gb=Genbank("bjornjobb@gmail.com")
@@ -3751,15 +3620,9 @@ 
    References
-
    
-rc()
    
+
    
+reverse_complement()[source]
    
 
    Reverse complement.
    
-
    
-
    See also
    
-
    
-
    pydna.dseq.Dseq.reverse_complement
    
-
    
-
    
 
    Examples
    
 
    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -3776,18 +3639,16 @@ 
    References>>>
 
    
 
    
+
    
+
    See also
    
+
    pydna.dseq.Dseq.reverse_complement
    
+
    
 
    
 
 
    
-
    
-reverse_complement()[source]
    
+
    
+rc()
    
 
    Reverse complement.
    
-
    
-
    See also
    
-
    
-
    pydna.dseq.Dseq.reverse_complement
    
-
    
-
    
 
    Examples
    
 
    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -3804,6 +3665,10 @@ 
    References>>>
 
    
 
    
+
    
+
    See also
    
+
    pydna.dseq.Dseq.reverse_complement
    
+
    
 
    
 
 
@@ -3822,6 +3687,27 @@ 
    References
+
    
+pydna.genbankfixer.parseGBLoc(s, l_, t)[source]
    
+
    retwingles parsed genbank location strings, assumes no joins of RC and FWD sequences
    
+
    
+
+
    
+
    
+pydna.genbankfixer.strip_multiline(s, l_, t)[source]
    
+
    
+
+
    
+
    
+pydna.genbankfixer.toInt(s, l_, t)[source]
    
+
    
+
+
    
+
    
+pydna.genbankfixer.strip_indent(str)[source]
    
+
    
+
 
    
 
    
 pydna.genbankfixer.concat_dict(dlist)[source]
    
@@ -3829,6 +3715,37 @@ 
    References
+
    
+pydna.genbankfixer.toJSON(gbkstring)[source]
    
+
    
+
+
    
+
    
+pydna.genbankfixer.wrapstring(str_, rowstart, rowend, padfirst=True)[source]
    
+
    wraps the provided string in lines of length rowend-rowstart
+and padded on the left by rowstart.
+-> if padfirst is false the first line is not padded
    
+
    
+
+
    
+
    
+pydna.genbankfixer.locstr(locs, strand)[source]
    
+
    genbank formatted location string, assumes no join’d combo of rev and fwd seqs
    
+
    
+
+
    
+
    
+pydna.genbankfixer.originstr(sequence)[source]
    
+
    formats dna sequence as broken, numbered lines ala genbank
    
+
    
+
+
    
+
    
+pydna.genbankfixer.toGB(jseq)[source]
    
+
    parses json jseq data and prints out ApE compatible genbank
    
+
    
+
 
    
 
    
 pydna.genbankfixer.gbtext_clean(gbtext)[source]
    
@@ -3904,58 +3821,6 @@ 
    References
-
    
-pydna.genbankfixer.locstr(locs, strand)[source]
    
-
    genbank formatted location string, assumes no join’d combo of rev and fwd seqs
    
-
    
-
-
    
-
    
-pydna.genbankfixer.originstr(sequence)[source]
    
-
    formats dna sequence as broken, numbered lines ala genbank
    
-
    
-
-
    
-
    
-pydna.genbankfixer.parseGBLoc(s, l_, t)[source]
    
-
    retwingles parsed genbank location strings, assumes no joins of RC and FWD sequences
    
-
    
-
-
    
-
    
-pydna.genbankfixer.strip_indent(str)[source]
    
-
    
-
-
    
-
    
-pydna.genbankfixer.strip_multiline(s, l_, t)[source]
    
-
    
-
-
    
-
    
-pydna.genbankfixer.toGB(jseq)[source]
    
-
    parses json jseq data and prints out ApE compatible genbank
    
-
    
-
-
    
-
    
-pydna.genbankfixer.toInt(s, l_, t)[source]
    
-
    
-
-
    
-
    
-pydna.genbankfixer.toJSON(gbkstring)[source]
    
-
    
-
-
    
-
    
-pydna.genbankfixer.wrapstring(str_, rowstart, rowend, padfirst=True)[source]
    
-
    wraps the provided string in lines of length rowend-rowstart
-and padded on the left by rowstart.
--> if padfirst is false the first line is not padded
    
-
    
-

    pydna.genbankrecord module

    @@ -3964,8 +3829,8 @@

    Referencesclass pydna.genbankrecord.GenbankRecord(record, *args, item='accession', start=None, stop=None, strand=1, **kwargs)[source]

    Bases: Dseqrecord

    -
    -biopython_code()[source]
    +
    +classmethod from_string(record: str = '', *args, item='accession', start=None, stop=None, strand=1, **kwargs)[source]

    docstring.

    @@ -3975,27 +3840,9 @@

    References -
    -classmethod from_string(record: str = '', *args, item='accession', start=None, stop=None, strand=1, **kwargs)[source]
    -

    docstring.

    -
    - -
    -
    -pydna_code()[source]
    -

    docstring.

    -
    - -
    -
    -rc()
    +
    +reverse_complement()[source]

    Reverse complement.

    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.reverse_complement
    -
    -

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -4012,18 +3859,16 @@ 
    References>>>
    +
    +

    See also

    +

    pydna.dseq.Dseq.reverse_complement

    +
    -
    -reverse_complement()[source]
    +
    +rc()

    Reverse complement.

    -
    -

    See also

    -
    -
    pydna.dseq.Dseq.reverse_complement
    -
    -

    Examples

    >>> from pydna.dseqrecord import Dseqrecord
 >>> a=Dseqrecord("ggaatt")
@@ -4040,6 +3885,22 @@ 
    References>>>
    +
    +

    See also

    +

    pydna.dseq.Dseq.reverse_complement

    +
    +
    + +
    +
    +pydna_code()[source]
    +

    docstring.

    +
    + +
    +
    +biopython_code()[source]
    +

    docstring.

    @@ -4070,7 +3931,7 @@

    References
    -class pydna.myprimers.PrimerList(initlist: ~typing.Iterable = None, path: (<class 'str'>, <class 'pathlib.Path'>) = None, *args, identifier: str = 'p', **kwargs)[source]
    +class pydna.myprimers.PrimerList(initlist: ~typing.Iterable = None, path: (<class 'str'>, <class 'pathlib.Path'>) = None, *args, identifier: str = "p", **kwargs)[source]

    Bases: UserList

    Read a text file with primers.

    The primers can be of any format readable by the parse_primers @@ -4098,8 +3959,8 @@

    References -
    -code(lst: list)
    +
    +pydna_code_from_list(lst: list)[source]

    Pydna code for a list of primer objects.

    @@ -4110,8 +3971,8 @@

    References -
    -pydna_code_from_list(lst: list)[source]
    +
    +code(lst: list)

    Pydna code for a list of primer objects.

    @@ -4123,22 +3984,28 @@

    References -
    -pydna.myprimers.find_duplicate_primers(pl: list | None = None)[source]
    -

    Find a list of lists with duplicated primer sequences.

    -
    -
    pydna.myprimers.undefined_sequence(pl: list | None = None)[source]

    Primers in list with N or n instead of a sequence.

    +
    +
    +pydna.myprimers.find_duplicate_primers(pl: list | None = None)[source]
    +

    Find a list of lists with duplicated primer sequences.

    +
    +

    pydna.parsers module

    Provides two functions, parse and parse_primers

    +
    +
    +pydna.parsers.extract_from_text(text)[source]
    +

    docstring.

    +
    +
    pydna.parsers.embl_gb_fasta(text)[source]
    @@ -4148,12 +4015,6 @@

    References -
    -pydna.parsers.extract_from_text(text)[source]
    -

    docstring.

    -

    -
    pydna.parsers.parse(data, ds=True)[source]
    @@ -4162,8 +4023,8 @@

    References
    Parameters:
    -
    -
    datastring or iterable

    The data parameter is a string containing:

    +
    -
    +returned.

    +
    Returns:
    -
    -
    list

    contains Dseqrecord or SeqRecord objects

    +

    contains Dseqrecord or SeqRecord objects

    -
    +
    Return type:
    +

    list

    -
    -

    See also

    -
    -
    read
    -
    -

    References

    +
    +

    See also

    +

    read

    +
    @@ -4225,17 +4083,17 @@

    Referencesproperty footprint

    +
    +
    +property tail
    +
    +
    reverse_complement(*args, **kwargs)[source]

    Return the reverse complement of the sequence.

    -
    -
    -property tail
    -
    -
    @@ -4249,29 +4107,25 @@

    References
    Parameters:
    -
    -
    datastring

    see below

    -
    -
    dsbool

    Double stranded or single stranded DNA, if True return -Dseqrecord objects, else Bio.SeqRecord objects.

    -
    -
    +
    Returns:
    -
    -
    Dseqrecord

    contains the first Dseqrecord or SeqRecord object parsed.

    +

    contains the first Dseqrecord or SeqRecord object parsed.

    -
    +
    Return type:
    +

    Dseqrecord

    +

    Notes

    +

    The data parameter is similar to the data parameter for parse().

    See also

    -
    -
    parse
    -
    +

    parse

    -

    Notes

    -

    The data parameter is similar to the data parameter for parse().

    @@ -4289,54 +4143,66 @@

    Referencespydna._pretty_str.pretty_str class instread of str for a nicer output in the IPython shell.

    -
    -class pydna.seqrecord.ProteinSeqRecord(seq, *args, id='id', name='name', description='description', **kwargs)[source]
    -

    Bases: SeqRecord

    +
    +class pydna.seqrecord.SeqRecord(seq, *args, id='id', name='name', description='description', **kwargs)[source]
    +

    Bases: SeqRecord

    +

    A subclass of the Biopython SeqRecord class.

    +

    Has a number of extra methods and uses +the pydna._pretty_str.pretty_str class instread of str for a +nicer output in the IPython shell.

    -
    -cai(*args, **kwargs)[source]
    -

    docstring.

    +
    +classmethod from_Bio_SeqRecord(sr: SeqRecord)[source]
    +

    Creates a pydnaSeqRecord from a Biopython SeqRecord.

    +
    + +
    +
    +property locus
    +

    Alias for name property.

    +
    + +
    +
    +property accession
    +

    Alias for id property.

    +
    + +
    +
    +property definition
    +

    Alias for description property.

    -
    -express(*args, **kwargs)[source]
    -

    docstring.

    +
    +reverse_complement(*args, **kwargs)[source]
    +

    Return the reverse complement of the sequence.

    -
    -gc()[source]
    -

    Return GC content.

    +
    +rc(*args, **kwargs)
    +

    Return the reverse complement of the sequence.

    -
    -isorf(*args, **kwargs)[source]
    +
    +isorf(table=1)[source]

    Detect if sequence is an open reading frame (orf) in the 5’-3’.

    direction.

    Translation tables are numbers according to the NCBI numbering [8].

    Parameters:
    -
    -
    tableint

    Sets the translation table, default is 1 (standard code)

    -
    -
    +

    table (int) – Sets the translation table, default is 1 (standard code)

    Returns:
    -
    -
    bool

    True if sequence is an orf, False otherwise.

    +

    True if sequence is an orf, False otherwise.

    -
    +
    Return type:
    +

    bool

    -

    References

    -

    Examples

    >>> from pydna.seqrecord import SeqRecord
 >>> a=SeqRecord("atgtaa")
@@ -4349,55 +4215,22 @@ 
    References>>> c.isorf()
 False
    -
    -
    - -
    -
    -rarecodons(*args, **kwargs)[source]
    -

    docstring.

    -
    - -
    -
    -rc(*args, **kwargs)
    -

    Return the reverse complement of the sequence.

    -
    - -
    -
    -reverse_complement(*args, **kwargs)[source]
    -

    Return the reverse complement of the sequence.

    -
    - -
    -
    -startcodon(*args, **kwargs)[source]
    -

    docstring.

    + +

    References

    +
    -
    -stopcodon(*args, **kwargs)[source]
    +
    +translate()[source]

    docstring.

    -
    - -
    -
    -class pydna.seqrecord.SeqRecord(seq, *args, id='id', name='name', description='description', **kwargs)[source]
    -

    Bases: SeqRecord

    -

    A subclass of the Biopython SeqRecord class.

    -

    Has a number of extra methods and uses -the pydna._pretty_str.pretty_str class instread of str for a -nicer output in the IPython shell.

    -
    -
    -property accession
    -

    Alias for id property.

    -
    -
    add_colors_to_features_for_ape()[source]
    @@ -4412,12 +4245,10 @@

    References
    Parameters:
    -
    -
    xint

    Indicates start of the feature

    -
    -
    yint

    Indicates end of the feature

    -
    -
    +
      +

    • x (int) – Indicates start of the feature

      • +

    • y (int) – Indicates end of the feature

      • +

    Examples

    @@ -4437,45 +4268,22 @@

    References -
    -cai(organism='sce')[source]
    -

    docstring.

    -

    - -
    -
    -comment(newcomment='')[source]
    -

    docstring.

    -
    - -
    -
    -copy()[source]
    -

    docstring.

    -
    - -
    -
    -datefunction()[source]
    -

    docstring.

    -
    - -
    -
    -property definition
    -

    Alias for description property.

    -
    - -
    -
    -dump(filename, protocol=None)[source]
    -

    docstring.

    -
    - -
    -
    -express(organism='sce')[source]
    -

    docstring.

    +
    +list_features()[source]
    +

    Print ASCII table with all features.

    +

    Examples

    +
    >>> from pydna.seq import Seq
+>>> from pydna.seqrecord import SeqRecord
+>>> a=SeqRecord(Seq("atgtaa"))
+>>> a.add_feature(2,4)
+>>> print(a.list_features())
++-----+---------------+-----+-----+-----+-----+------+------+
+| Ft# | Label or Note | Dir | Sta | End | Len | type | orf? |
++-----+---------------+-----+-----+-----+-----+------+------+
+|   0 | L:ft2         | --> | 2   | 4   |   2 | misc |  no  |
++-----+---------------+-----+-----+-----+-----+------+------+
+
    +
    @@ -4484,10 +4292,10 @@

    References
    Parameters:
    -
    -
    nint
    -
    Indicates the feature to extract
    -
    +
      +

    • n (int)

      • +

    • extract (Indicates the feature to)

      • +

    Examples

    @@ -4503,55 +4311,87 @@

    References -
    -classmethod from_Bio_SeqRecord(sr: SeqRecord)[source]
    -

    Creates a pydnaSeqRecord from a Biopython SeqRecord.

    -

    - -
    -
    -gc()[source]
    -

    Return GC content.

    +
    +sorted_features()[source]
    +

    Return a list of the features sorted by start position.

    +

    Examples

    +
    >>> from pydna.seqrecord import SeqRecord
+>>> a=SeqRecord("atgtaa")
+>>> a.add_feature(3,4)
+>>> a.add_feature(2,4)
+>>> print(a.features)
+[SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
+                           strand=1),
+            type='misc', qualifiers=...),
+ SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
+                           strand=1),
+            type='misc', qualifiers=...)]
+>>> print(a.sorted_features())
+[SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
+                           strand=1),
+            type='misc', qualifiers=...),
+ SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
+                           strand=1),
+            type='misc', qualifiers=...)]
+
    +
    -
    -isorf(table=1)[source]
    -

    Detect if sequence is an open reading frame (orf) in the 5’-3’.

    -

    direction.

    -

    Translation tables are numbers according to the NCBI numbering [9].

    -
    -
    Parameters:
    -
    -
    tableint

    Sets the translation table, default is 1 (standard code)

    -
    -
    -
    -
    Returns:
    -
    -
    bool

    True if sequence is an orf, False otherwise.

    -
    -
    -
    -
    +
    +seguid()[source]
    +

    Return the url safe SEGUID [9] for the sequence.

    +

    This checksum is the same as seguid but with base64.urlsafe +encoding instead of the normal base 64. This means that +the characters + and / are replaced with - and _ so that +the checksum can be a part of and URL or a filename.

    +

    Examples

    +
    >>> from pydna.seqrecord import SeqRecord
+>>> a=SeqRecord("gattaca")
+>>> a.seguid() # original seguid is +bKGnebMkia5kNg/gF7IORXMnIU
+'lsseguid=tp2jzeCM2e3W4yxtrrx09CMKa_8'
+
    +

    References

    +
    + +
    +
    +comment(newcomment='')[source]
    +

    docstring.

    +
    + +
    +
    +datefunction()[source]
    +

    docstring.

    +
    + +
    +
    +stamp(now=datefunction, tool='pydna', separator=' ', comment='')[source]
    +

    Add seguid checksum to COMMENTS sections

    +

    The checksum is stored in object.annotations[“comment”]. +This shows in the COMMENTS section of a formatted genbank file.

    +

    For blunt linear sequences:

    +

    SEGUID <seguid>

    +

    For circular sequences:

    +

    cSEGUID <seguid>

    +

    Fore linear sequences which are not blunt:

    +

    lSEGUID <seguid>

    Examples

    >>> from pydna.seqrecord import SeqRecord
->>> a=SeqRecord("atgtaa")
->>> a.isorf()
-True
->>> b=SeqRecord("atgaaa")
->>> b.isorf()
-False
->>> c=SeqRecord("atttaa")
->>> c.isorf()
-False
+>>> a = SeqRecord("aa")
+>>> a.stamp()
+'lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttjU'
+>>> a.annotations["comment"][:41]
+'pydna lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttj'
    @@ -4586,28 +4426,15 @@

    References -
    -list_features()[source]
    -

    Print ASCII table with all features.

    -

    Examples

    -
    >>> from pydna.seq import Seq
->>> from pydna.seqrecord import SeqRecord
->>> a=SeqRecord(Seq("atgtaa"))
->>> a.add_feature(2,4)
->>> print(a.list_features())
-+-----+---------------+-----+-----+-----+-----+------+------+
-| Ft# | Label or Note | Dir | Sta | End | Len | type | orf? |
-+-----+---------------+-----+-----+-----+-----+------+------+
-|   0 | L:ft2         | --> | 2   | 4   |   2 | misc |  no  |
-+-----+---------------+-----+-----+-----+-----+------+------+
-
    -
    +
    +gc()[source]
    +

    Return GC content.

    -
    -
    -property locus
    -

    Alias for name property.

    +
    +
    +cai(organism='sce')[source]
    +

    docstring.

    @@ -4617,106 +4444,125 @@

    References -
    -rc(*args, **kwargs)
    +
    +startcodon(organism='sce')[source]
    +

    docstring.

    +

    + +
    +
    +stopcodon(organism='sce')[source]
    +

    docstring.

    +
    + +
    +
    +express(organism='sce')[source]
    +

    docstring.

    +
    + +
    +
    +copy()[source]
    +

    docstring.

    +
    + +
    +
    +dump(filename, protocol=None)[source]
    +

    docstring.

    +
    + +
    + +
    +
    +class pydna.seqrecord.ProteinSeqRecord(seq, *args, id='id', name='name', description='description', **kwargs)[source]
    +

    Bases: SeqRecord

    +
    +
    +reverse_complement(*args, **kwargs)[source]

    Return the reverse complement of the sequence.

    -
    -reverse_complement(*args, **kwargs)[source]
    +
    +rc(*args, **kwargs)

    Return the reverse complement of the sequence.

    -
    -seguid()[source]
    -

    Return the url safe SEGUID [10] for the sequence.

    -

    This checksum is the same as seguid but with base64.urlsafe -encoding instead of the normal base 64. This means that -the characters + and / are replaced with - and _ so that -the checksum can be a part of and URL or a filename.

    +
    +isorf(*args, **kwargs)[source]
    +

    Detect if sequence is an open reading frame (orf) in the 5’-3’.

    +

    direction.

    +

    Translation tables are numbers according to the NCBI numbering [10].

    +
    +
    Parameters:
    +

    table (int) – Sets the translation table, default is 1 (standard code)

    +
    +
    Returns:
    +

    True if sequence is an orf, False otherwise.

    +
    +
    Return type:
    +

    bool

    +
    +
    +

    Examples

    +
    >>> from pydna.seqrecord import SeqRecord
+>>> a=SeqRecord("atgtaa")
+>>> a.isorf()
+True
+>>> b=SeqRecord("atgaaa")
+>>> b.isorf()
+False
+>>> c=SeqRecord("atttaa")
+>>> c.isorf()
+False
+
    +

    References

    -

    Examples

    -
    >>> from pydna.seqrecord import SeqRecord
->>> a=SeqRecord("gattaca")
->>> a.seguid() # original seguid is +bKGnebMkia5kNg/gF7IORXMnIU
-'lsseguid=tp2jzeCM2e3W4yxtrrx09CMKa_8'
-
    -
    -
    -sorted_features()[source]
    -

    Return a list of the features sorted by start position.

    -

    Examples

    -
    >>> from pydna.seqrecord import SeqRecord
->>> a=SeqRecord("atgtaa")
->>> a.add_feature(3,4)
->>> a.add_feature(2,4)
->>> print(a.features)
-[SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
-                           strand=1),
-            type='misc', qualifiers=...),
- SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
-                           strand=1),
-            type='misc', qualifiers=...)]
->>> print(a.sorted_features())
-[SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
-                           strand=1),
-            type='misc', qualifiers=...),
- SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
-                           strand=1),
-            type='misc', qualifiers=...)]
-
    -
    +
    +gc()[source]
    +

    Return GC content.

    -
    -stamp(now=<function SeqRecord.datefunction>, tool='pydna', separator=' ', comment='')[source]
    -

    Add seguid checksum to COMMENTS sections

    -

    The checksum is stored in object.annotations[“comment”]. -This shows in the COMMENTS section of a formatted genbank file.

    -

    For blunt linear sequences:

    -

    SEGUID <seguid>

    -

    For circular sequences:

    -

    cSEGUID <seguid>

    -

    Fore linear sequences which are not blunt:

    -

    lSEGUID <seguid>

    -

    Examples

    -
    >>> from pydna.seqrecord import SeqRecord
->>> a = SeqRecord("aa")
->>> a.stamp()
-'lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttjU'
->>> a.annotations["comment"][:41]
-'pydna lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttj'
-
    -
    +
    +cai(*args, **kwargs)[source]
    +

    docstring.

    -
    -startcodon(organism='sce')[source]
    +
    +rarecodons(*args, **kwargs)[source]

    docstring.

    -
    -stopcodon(organism='sce')[source]
    +
    +startcodon(*args, **kwargs)[source]

    docstring.

    -
    -translate()[source]
    +
    +stopcodon(*args, **kwargs)[source]
    +

    docstring.

    +
    + +
    +
    +express(*args, **kwargs)[source]

    docstring.

    @@ -4727,16 +4573,73 @@

    References

    pydna.tm module

    This module provide functions for melting temperature calculations.

    -
    -pydna.tm.Q5(primer: str, *args, **kwargs)[source]
    -

    For Q5 Ta they take the lower of the two Tms and add 1C -(up to 72C). For Phusion they take the lower of the two -and add 3C (up to 72C).

    +
    +pydna.tm.tm_default(seq, check=True, strict=True, c_seq=None, shift=0, nn_table=_mt.DNA_NN4, tmm_table=None, imm_table=None, de_table=None, dnac1=500 / 2, dnac2=500 / 2, selfcomp=False, Na=40, K=0, Tris=75.0, Mg=1.5, dNTPs=0.8, saltcorr=7, func=_mt.Tm_NN)[source]
    +
    + +
    +
    +pydna.tm.tm_dbd(seq, check=True, strict=True, c_seq=None, shift=0, nn_table=_mt.DNA_NN3, tmm_table=None, imm_table=None, de_table=None, dnac1=250, dnac2=250, selfcomp=False, Na=50, K=0, Tris=0, Mg=1.5, dNTPs=0.8, saltcorr=1, func=_mt.Tm_NN)[source]
    +
    + +
    +
    +pydna.tm.tm_product(seq: str, K=0.050)[source]
    +

    Tm calculation for the amplicon.

    +

    according to:

    +

    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal +ing temperature for DNA amplification in vitro +http://www.ncbi.nlm.nih.gov/pubmed/2243783

    +
    + +
    +
    +pydna.tm.ta_default(fp: str, rp: str, seq: str, tm=tm_default, tm_product=tm_product)[source]
    +

    Ta calculation.

    +

    according to:

    +

    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal +ing temperature for DNA amplification in vitro +http://www.ncbi.nlm.nih.gov/pubmed/2243783

    +

    The formula described uses the length and GC content of the product and +salt concentration (monovalent cations)

    +
    + +
    +
    +pydna.tm.ta_dbd(fp, rp, seq, tm=tm_dbd, tm_product=None)[source]
    +
    + +
    +
    +pydna.tm.program(amplicon, tm=tm_default, ta=ta_default)[source]
    +

    Returns a string containing a text representation of a suggested +PCR program using Taq or similar polymerase.

    +
    |95°C|95°C               |    |tmf:59.5
+|____|_____          72°C|72°C|tmr:59.7
+|3min|30s  \ 59.1°C _____|____|60s/kb
+|    |      \______/ 0:32|5min|GC 51%
+|    |       30s         |    |1051bp
+
    +
    +
    + +
    +
    +pydna.tm.taq_program(amplicon, tm=tm_default, ta=ta_default)
    +

    Returns a string containing a text representation of a suggested +PCR program using Taq or similar polymerase.

    +
    |95°C|95°C               |    |tmf:59.5
+|____|_____          72°C|72°C|tmr:59.7
+|3min|30s  \ 59.1°C _____|____|60s/kb
+|    |      \______/ 0:32|5min|GC 51%
+|    |       30s         |    |1051bp
+
    +
    -pydna.tm.dbd_program(amplicon, tm=<function tm_dbd>, ta=<function ta_dbd>)[source]
    +pydna.tm.dbd_program(amplicon, tm=tm_dbd, ta=ta_dbd)[source]

    Text representation of a suggested PCR program.

    Using a polymerase with a DNA binding domain such as Pfu-Sso7d.

    |98°C|98°C               |    |tmf:53.8
@@ -4756,7 +4659,7 @@ 
    References
 
    
-pydna.tm.pfu_sso7d_program(amplicon, tm=<function tm_dbd>, ta=<function ta_dbd>)
    
+pydna.tm.pfu_sso7d_program(amplicon, tm=tm_dbd, ta=ta_dbd)
 
    Text representation of a suggested PCR program.
    
 
    Using a polymerase with a DNA binding domain such as Pfu-Sso7d.
    
 
    |98°C|98°C               |    |tmf:53.8
@@ -4775,119 +4678,183 @@ 
    References
-
    
-pydna.tm.program(amplicon, tm=<function tm_default>, ta=<function ta_default>)[source]
    
-
    Returns a string containing a text representation of a suggested
-PCR program using Taq or similar polymerase.
    
-
    |95°C|95°C               |    |tmf:59.5
-|____|_____          72°C|72°C|tmr:59.7
-|3min|30s  \ 59.1°C _____|____|60s/kb
-|    |      \______/ 0:32|5min|GC 51%
-|    |       30s         |    |1051bp
+
    
+pydna.tm.Q5(primer: str, *args, **kwargs)[source]
    
+
    For Q5 Ta they take the lower of the two Tms and add 1C
+(up to 72C). For Phusion they take the lower of the two
+and add 3C (up to 72C).
    
+
    + +
    +
    +pydna.tm.tmbresluc(primer: str, *args, primerc=500.0, saltc=50, **kwargs)[source]
    +

    Returns the tm for a primer using a formula adapted to polymerases +with a DNA binding domain, such as the Phusion polymerase.

    +
    +
    Parameters:
    +
      +

    • primer (string) – primer sequence 5’-3’

      • +

    • primerc (float) – primer concentration in nM), set to 500.0 nm by default.

      • +

    • saltc (float, optional) – Monovalent cation concentration in mM, set to 50.0 mM by default.

      • +

    • thermodynamics (bool, optional) – prints details of the thermodynamic data to stdout. For +debugging only.

      • +
    +
    +
    Returns:
    +

    tm – the tm of the primer

    +
    +
    Return type:
    +

    float

    +
    +
    +
    + + +
    +

    pydna.utils module

    +

    Miscellaneous functions.

    +
    +
    +pydna.utils.three_frame_orfs(dna: str, limit: int = 100, startcodons: tuple = ('ATG',), stopcodons: tuple = ('TAG', 'TAA', 'TGA'))[source]
    +

    Overlapping orfs in three frames.

    +
    + +
    +
    +pydna.utils.shift_location(original_location, shift, lim)[source]
    +

    docstring.

    +
    + +
    +
    +pydna.utils.shift_feature(feature, shift, lim)[source]
    +

    Return a new feature with shifted location.

    +
    + +
    +
    +pydna.utils.smallest_rotation(s)[source]
    +

    Smallest rotation of a string.

    +

    Algorithm described in Pierre Duval, Jean. 1983. Factorizing Words +over an Ordered Alphabet. Journal of Algorithms & Computational Technology +4 (4) (December 1): 363–381. and Algorithms on strings and sequences based +on Lyndon words, David Eppstein 2011. +https://gist.github.com/dvberkel/1950267

    +

    Examples

    +
    >>> from pydna.utils import smallest_rotation
+>>> smallest_rotation("taaa")
+'aaat'
    -
    -pydna.tm.ta_dbd(fp, rp, seq, tm=<function tm_dbd>, tm_product=None)[source]
    -
    +
    +pydna.utils.cai(seq: str, organism: str = 'sce', weights: dict = _weights)[source]
    +

    docstring.

    +

    + +
    +
    +pydna.utils.rarecodons(seq: str, organism='sce')[source]
    +

    docstring.

    +
    + +
    +
    +pydna.utils.express(seq: str, organism='sce')[source]
    +

    docstring.

    +

    NOT IMPLEMENTED YET

    +
    + +
    +
    +pydna.utils.open_folder(pth)[source]
    +

    docstring.

    +
    + +
    +
    +pydna.utils.rc(sequence: str)[source]
    +

    Reverse complement.

    +

    accepts mixed DNA/RNA

    +
    -
    -pydna.tm.ta_default(fp: str, rp: str, seq: str, tm=<function tm_default>, tm_product=<function tm_product>)[source]
    -

    Ta calculation.

    -

    according to:

    -

    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal -ing temperature for DNA amplification in vitro -http://www.ncbi.nlm.nih.gov/pubmed/2243783

    -

    The formula described uses the length and GC content of the product and -salt concentration (monovalent cations)

    +
    +pydna.utils.complement(sequence: str)[source]
    +

    Complement.

    +

    accepts mixed DNA/RNA

    -
    -pydna.tm.taq_program(amplicon, tm=<function tm_default>, ta=<function ta_default>)
    -

    Returns a string containing a text representation of a suggested -PCR program using Taq or similar polymerase.

    -
    |95°C|95°C               |    |tmf:59.5
-|____|_____          72°C|72°C|tmr:59.7
-|3min|30s  \ 59.1°C _____|____|60s/kb
-|    |      \______/ 0:32|5min|GC 51%
-|    |       30s         |    |1051bp
-
    -
    +
    +pydna.utils.memorize(filename)[source]
    +

    Cache functions and classes.

    +

    see pydna.download

    -
    -pydna.tm.tm_dbd(seq, check=True, strict=True, c_seq=None, shift=0, nn_table={'AA/TT': (-7.9, -22.2), 'AT/TA': (-7.2, -20.4), 'CA/GT': (-8.5, -22.7), 'CG/GC': (-10.6, -27.2), 'CT/GA': (-7.8, -21.0), 'GA/CT': (-8.2, -22.2), 'GC/CG': (-9.8, -24.4), 'GG/CC': (-8.0, -19.9), 'GT/CA': (-8.4, -22.4), 'TA/AT': (-7.2, -21.3), 'init': (0, 0), 'init_5T/A': (0, 0), 'init_A/T': (2.3, 4.1), 'init_G/C': (0.1, -2.8), 'init_allA/T': (0, 0), 'init_oneG/C': (0, 0), 'sym': (0, -1.4)}, tmm_table=None, imm_table=None, de_table=None, dnac1=250, dnac2=250, selfcomp=False, Na=50, K=0, Tris=0, Mg=1.5, dNTPs=0.8, saltcorr=1, func=<function Tm_NN>)[source]
    -
    +
    +pydna.utils.identifier_from_string(s: str) → str[source]
    +

    Return a valid python identifier.

    +

    based on the argument s or an empty string

    +
    -
    -pydna.tm.tm_default(seq, check=True, strict=True, c_seq=None, shift=0, nn_table={'AA/TT': (-7.6, -21.3), 'AT/TA': (-7.2, -20.4), 'CA/GT': (-8.5, -22.7), 'CG/GC': (-10.6, -27.2), 'CT/GA': (-7.8, -21.0), 'GA/CT': (-8.2, -22.2), 'GC/CG': (-9.8, -24.4), 'GG/CC': (-8.0, -19.9), 'GT/CA': (-8.4, -22.4), 'TA/AT': (-7.2, -21.3), 'init': (0.2, -5.7), 'init_5T/A': (0, 0), 'init_A/T': (2.2, 6.9), 'init_G/C': (0, 0), 'init_allA/T': (0, 0), 'init_oneG/C': (0, 0), 'sym': (0, -1.4)}, tmm_table=None, imm_table=None, de_table=None, dnac1=250.0, dnac2=250.0, selfcomp=False, Na=40, K=0, Tris=75.0, Mg=1.5, dNTPs=0.8, saltcorr=7, func=<function Tm_NN>)[source]
    -
    +
    +pydna.utils.flatten(*args)[source]
    +

    Flattens an iterable of iterables.

    +

    Down to str, bytes, bytearray or any of the pydna or Biopython seq objects

    +
    -
    -pydna.tm.tm_product(seq: str, K=0.05)[source]
    -

    Tm calculation for the amplicon.

    -

    according to:

    -

    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal -ing temperature for DNA amplification in vitro -http://www.ncbi.nlm.nih.gov/pubmed/2243783

    +
    +pydna.utils.seq31(seq)[source]
    +

    Turn a three letter code protein sequence into one with one letter code.

    +

    The single input argument ‘seq’ should be a protein sequence using single +letter codes, as a python string.

    +

    This function returns the amino acid sequence as a string using the one +letter amino acid codes. Output follows the IUPAC standard (including +ambiguous characters B for “Asx”, J for “Xle” and X for “Xaa”, and also U +for “Sel” and O for “Pyl”) plus “Ter” for a terminator given as an +asterisk.

    +

    Any unknown +character (including possible gap characters), is changed into ‘Xaa’.

    +

    Examples

    +
    >>> from Bio.SeqUtils import seq3
+>>> seq3("MAIVMGRWKGAR*")
+'MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer'
+>>> from pydna.utils import seq31
+>>> seq31('MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer')
+'M  A  I  V  M  G  R  W  K  G  A  R  *'
+
    +
    -
    -pydna.tm.tmbresluc(primer: str, *args, primerc=500.0, saltc=50, **kwargs)[source]
    -

    Returns the tm for a primer using a formula adapted to polymerases -with a DNA binding domain, such as the Phusion polymerase.

    -
    -
    Parameters:
    -
    -
    primerstring

    primer sequence 5’-3’

    -
    -
    primercfloat

    primer concentration in nM), set to 500.0 nm by default.

    -
    -
    saltcfloat, optional

    Monovalent cation concentration in mM, set to 50.0 mM by default.

    -
    -
    thermodynamicsbool, optional

    prints details of the thermodynamic data to stdout. For -debugging only.

    -
    -
    -
    -
    Returns:
    -
    -
    tmfloat

    the tm of the primer

    -
    -
    -
    -
    +
    +pydna.utils.randomRNA(length, maxlength=None)[source]
    +

    docstring.

    - -
    -

    pydna.utils module

    -

    Miscellaneous functions.

    -
    -pydna.utils.cai(seq: str, organism: str = 'sce', weights: dict = {'sce': {'AAA': 1.0, 'AAC': 0.696, 'AAG': 0.736, 'AAT': 1.0, 'ACA': 0.876, 'ACC': 0.628, 'ACG': 0.393, 'ACT': 1.0, 'AGA': 1.0, 'AGC': 0.415, 'AGG': 0.433, 'AGT': 0.602, 'ATA': 0.59, 'ATC': 0.57, 'ATG': 1.0, 'ATT': 1.0, 'CAA': 1.0, 'CAC': 0.571, 'CAG': 0.444, 'CAT': 1.0, 'CCA': 1.0, 'CCC': 0.37, 'CCG': 0.289, 'CCT': 0.738, 'CGA': 0.141, 'CGC': 0.122, 'CGG': 0.082, 'CGT': 0.3, 'CTA': 0.493, 'CTC': 0.2, 'CTG': 0.386, 'CTT': 0.451, 'GAA': 1.0, 'GAC': 0.538, 'GAG': 0.422, 'GAT': 1.0, 'GCA': 0.765, 'GCC': 0.595, 'GCG': 0.292, 'GCT': 1.0, 'GGA': 0.456, 'GGC': 0.409, 'GGG': 0.252, 'GGT': 1.0, 'GTA': 0.533, 'GTC': 0.533, 'GTG': 0.488, 'GTT': 1.0, 'TAA': 1.0, 'TAC': 0.787, 'TAG': 0.479, 'TAT': 1.0, 'TCA': 0.795, 'TCC': 0.605, 'TCG': 0.364, 'TCT': 1.0, 'TGA': 0.643, 'TGC': 0.588, 'TGG': 1.0, 'TGT': 1.0, 'TTA': 0.962, 'TTC': 0.706, 'TTG': 1.0, 'TTT': 1.0}})[source]
    +
    +pydna.utils.randomDNA(length, maxlength=None)[source]

    docstring.

    -
    -pydna.utils.complement(sequence: str)[source]
    -

    Complement.

    -

    accepts mixed DNA/RNA

    +
    +pydna.utils.randomORF(length, maxlength=None)[source]
    +

    docstring.

    -
    -pydna.utils.cuts_overlap(left_cut, right_cut, seq_len)[source]
    -
    +
    +pydna.utils.randomprot(length, maxlength=None)[source]
    +

    docstring.

    +
    @@ -4897,22 +4864,19 @@

    References
    Parameters:
    -
    -
    argsiterable

    iterable containing sequences +

      +

    • args (iterable) – iterable containing sequences args can be strings, Biopython Seq or SeqRecord, Dseqrecord -or dsDNA objects.

      -
    -
    circularbool, optional

    Consider all molecules circular or linear

    -
    -
    linearbool, optional

    Consider all molecules circular or linear

    -
    -
    +or dsDNA objects.

    +

  32. circular (bool, optional) – Consider all molecules circular or linear

    33. +

  33. linear (bool, optional) – Consider all molecules circular or linear

    34. +
    Returns:
    -
    -
    eqbool

    Returns True or False

    +

    eq – Returns True or False

    -
    +
    Return type:
    +

    bool

    Notes

    @@ -4976,140 +4940,15 @@

    References -
    -pydna.utils.express(seq: str, organism='sce')[source]
    -

    docstring.

    -

    NOT IMPLEMENTED YET

    -
    - -
    -
    -pydna.utils.flatten(*args)[source]
    -

    Flattens an iterable of iterables.

    -

    Down to str, bytes, bytearray or any of the pydna or Biopython seq objects

    -
    - -
    -
    -pydna.utils.identifier_from_string(s: str) → str[source]
    -

    Return a valid python identifier.

    -

    based on the argument s or an empty string

    -
    +
    +pydna.utils.cuts_overlap(left_cut, right_cut, seq_len)[source]
    +
    pydna.utils.location_boundaries(loc: SimpleLocation | CompoundLocation)[source]
    -
    -
    -pydna.utils.memorize(filename)[source]
    -

    Cache functions and classes.

    -

    see pydna.download

    -
    - -
    -
    -pydna.utils.open_folder(pth)[source]
    -

    docstring.

    -
    - -
    -
    -pydna.utils.randomDNA(length, maxlength=None)[source]
    -

    docstring.

    -
    - -
    -
    -pydna.utils.randomORF(length, maxlength=None)[source]
    -

    docstring.

    -
    - -
    -
    -pydna.utils.randomRNA(length, maxlength=None)[source]
    -

    docstring.

    -
    - -
    -
    -pydna.utils.randomprot(length, maxlength=None)[source]
    -

    docstring.

    -
    - -
    -
    -pydna.utils.rarecodons(seq: str, organism='sce')[source]
    -

    docstring.

    -
    - -
    -
    -pydna.utils.rc(sequence: str)[source]
    -

    Reverse complement.

    -

    accepts mixed DNA/RNA

    -
    - -
    -
    -pydna.utils.seq31(seq)[source]
    -

    Turn a three letter code protein sequence into one with one letter code.

    -

    The single input argument ‘seq’ should be a protein sequence using single -letter codes, as a python string.

    -

    This function returns the amino acid sequence as a string using the one -letter amino acid codes. Output follows the IUPAC standard (including -ambiguous characters B for “Asx”, J for “Xle” and X for “Xaa”, and also U -for “Sel” and O for “Pyl”) plus “Ter” for a terminator given as an -asterisk.

    -

    Any unknown -character (including possible gap characters), is changed into ‘Xaa’.

    -

    Examples

    -
    >>> from Bio.SeqUtils import seq3
->>> seq3("MAIVMGRWKGAR*")
-'MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer'
->>> from pydna.utils import seq31
->>> seq31('MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer')
-'M  A  I  V  M  G  R  W  K  G  A  R  *'
-
    -
    -
    - -
    -
    -pydna.utils.shift_feature(feature, shift, lim)[source]
    -

    Return a new feature with shifted location.

    -
    - -
    -
    -pydna.utils.shift_location(original_location, shift, lim)[source]
    -

    docstring.

    -
    - -
    -
    -pydna.utils.smallest_rotation(s)[source]
    -

    Smallest rotation of a string.

    -

    Algorithm described in Pierre Duval, Jean. 1983. Factorizing Words -over an Ordered Alphabet. Journal of Algorithms & Computational Technology -4 (4) (December 1): 363–381. and Algorithms on strings and sequences based -on Lyndon words, David Eppstein 2011. -https://gist.github.com/dvberkel/1950267

    -

    Examples

    -
    >>> from pydna.utils import smallest_rotation
->>> smallest_rotation("taaa")
-'aaat'
-
    -
    -
    - -
    -
    -pydna.utils.three_frame_orfs(dna: str, limit: int = 100, startcodons: tuple = ('ATG',), stopcodons: tuple = ('TAG', 'TAA', 'TGA'))[source]
    -

    Overlapping orfs in three frames.

    -
    -

    @@ -5129,7 +4968,7 @@

    Indices and tables -

    © Copyright 2022, Björn F. Johansson.

    +

    © Copyright 2024, Björn F. Johansson.

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    Python Module Index

    -

    © Copyright 2022, Björn F. Johansson.

    +

    © Copyright 2024, Björn F. Johansson.

    Built with Sphinx using a diff --git a/search.html b/search.html index 4d691968..2506f59c 100644 --- a/search.html +++ b/search.html @@ -3,7 +3,7 @@ - Search — pydna 0.0.0.post1+11aae3c documentation + Search — pydna 0.0.0.post1+0f95223 documentation @@ -15,7 +15,7 @@ - + @@ -92,7 +92,7 @@
    -

    © Copyright 2022, Björn F. Johansson.

    +

    © Copyright 2024, Björn F. Johansson.

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Thu, 18 Apr 2024 11:49:39 +0100 Subject: [PATCH 14/84] try to build docs locally on gh-pages --- .github/workflows/publish-docs.yml | 49 +++ docs/BUILD_HTML.sh | 5 - docs/BUILD_RST_FILES.sh | 7 - docs/{pics => _static}/BMC.png | Bin docs/{pics => _static}/BMC_resized.png | Bin docs/{pics => _static}/BMC_resized_old.png | Bin docs/{pics => _static}/gel.png | Bin docs/{pics => _static}/pydna-web.png | Bin docs/{pics => _static}/pydna.png | Bin docs/{pics => _static}/pydna.resized.png | Bin docs/{pics => _static}/pydna240x240.png | Bin docs/{pics => _static}/pydna_512x512.png | Bin docs/{pics => _static}/pydna_512x512_trsp.png | Bin docs/{pics => _static}/pydna_transparent.png | Bin docs/{pics => _static}/snake.png | Bin docs/conf___.py | 320 ------------------ docs/cookbook/cookbook.ipynb | 2 +- docs/index.rst | 10 +- docs/rtdenv.yml | 12 - pyproject.toml | 4 +- src/pydna/__init__.py | 2 +- src/pydna/assembly.py | 5 +- src/pydna/dseq.py | 14 +- src/pydna/dseqrecord.py | 39 +-- src/pydna/parsers.py | 110 +++--- src/pydna/readers.py | 13 +- src/pydna/seq.py | 85 ++++- src/pydna/seqrecord.py | 40 ++- tests/test_module_amplify.py | 117 ++++--- tests/test_module_parsers.py | 173 +++++++++- 30 files changed, 499 insertions(+), 508 deletions(-) create mode 100644 .github/workflows/publish-docs.yml delete mode 100755 docs/BUILD_HTML.sh delete mode 100755 docs/BUILD_RST_FILES.sh rename docs/{pics => _static}/BMC.png (100%) rename docs/{pics => _static}/BMC_resized.png (100%) rename docs/{pics => _static}/BMC_resized_old.png (100%) rename docs/{pics => _static}/gel.png (100%) rename docs/{pics => _static}/pydna-web.png (100%) rename docs/{pics => _static}/pydna.png (100%) rename docs/{pics => _static}/pydna.resized.png (100%) rename docs/{pics => _static}/pydna240x240.png (100%) rename docs/{pics => _static}/pydna_512x512.png (100%) rename docs/{pics => _static}/pydna_512x512_trsp.png (100%) rename docs/{pics => _static}/pydna_transparent.png (100%) rename docs/{pics => _static}/snake.png (100%) delete mode 100755 docs/conf___.py delete mode 100755 docs/rtdenv.yml diff --git a/.github/workflows/publish-docs.yml b/.github/workflows/publish-docs.yml new file mode 100644 index 00000000..1cde7efc --- /dev/null +++ b/.github/workflows/publish-docs.yml @@ -0,0 +1,49 @@ +on: [push, pull_request] + +name: "Documentation Status" + +permissions: + contents: write + +jobs: + build-and-publish: + if: "! contains(github.event.head_commit.message, '[ci skip]')" + + timeout-minutes: 10 + + runs-on: ubuntu-latest + + strategy: + fail-fast: false + + steps: + - uses: actions/checkout@v4 + + - name: Set up Python + uses: actions/setup-python@v4 + + - name: Install Python dependencies + run: | + python -m pip install --upgrade pip + python -m pip install sphinx numpydoc sphinx-autobuild sphinx-rtd-theme + + - name: Install this Python package + run: | + pip install .[pydivsufsort] + + - name: Session information + run: | + python --version + + - name: Build documentation + run: | + cd docs + make html + + - name: Deploy to GitHub pages 🚀 + if: github.event_name != 'pull_request' + uses: JamesIves/github-pages-deploy-action@v4.5.0 + with: + clean: false + branch: gh-pages + folder: docs/_build/html diff --git a/docs/BUILD_HTML.sh b/docs/BUILD_HTML.sh deleted file mode 100755 index d4471847..00000000 --- a/docs/BUILD_HTML.sh +++ /dev/null @@ -1,5 +0,0 @@ -#!/bin/bash - -rm -r _build - -sphinx-build . _build/html&&xdg-open _build/html/index.html diff --git a/docs/BUILD_RST_FILES.sh b/docs/BUILD_RST_FILES.sh deleted file mode 100755 index 77e5c781..00000000 --- a/docs/BUILD_RST_FILES.sh +++ /dev/null @@ -1,7 +0,0 @@ -#!/bin/bash - -sphinx-apidoc -f -o . ../src/pydna - -echo `basename $0` - -read diff --git a/docs/pics/BMC.png b/docs/_static/BMC.png similarity index 100% rename from docs/pics/BMC.png rename to docs/_static/BMC.png diff --git a/docs/pics/BMC_resized.png b/docs/_static/BMC_resized.png similarity index 100% rename from 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file, created by -# sphinx-quickstart on Wed Jul 17 12:20:24 2013. -# -# This file is execfile()d with the current directory set to its containing dir. -# -# Note that not all possible configuration values are present in this -# autogenerated file. -# -# All configuration values have a default; values that are commented out -# serve to show the default. - -import sys, os - -# If extensions (or modules to document with autodoc) are in another directory, -# add these directories to sys.path here. If the directory is relative to the -# documentation root, use os.path.abspath to make it absolute, like shown here. -# sys.path.insert(0, os.path.abspath('.')) - -# -- General configuration ----------------------------------------------------- - -# If your documentation needs a minimal Sphinx version, state it here. -# needs_sphinx = '1.2.3' - -# Add any Sphinx extension module names here, as strings. They can be extensions -# coming with Sphinx (named 'sphinx.ext.*') or your custom ones. -extensions = [ - "sphinx.ext.autodoc", - "sphinx.ext.doctest", - "sphinx.ext.viewcode", - "sphinx.ext.autosummary", - "numpydoc", - "sphinx.ext.intersphinx", -] - -# Add mappings https://kev.inburke.com/kevin/sphinx-interlinks -intersphinx_mapping = { - "biopython": ("https://biopython.org/docs/latest/api/", None), - "python": ("http://docs.python.org/3.8", None), -} - -numpydoc_show_class_members = False - -# Add any paths that contain templates here, relative to this directory. -templates_path = ["_templates"] - -# The suffix of source filenames. -source_suffix = ".rst" - -# The encoding of source files. -# source_encoding = 'utf-8-sig' - -# The master toctree document. -master_doc = "index" - -# General information about the project. -# project = "Pydna" -# copyright = "2013-2023, Björn Johansson" - -# The version info for the project you're documenting, acts as replacement for -# |version| and |release|, also used in various other places throughout the -# built documents. -# -# The short X.Y version. - -# version = '0.1' - -# The full version using versioneer -# import versioneer - -# print "hej", os.getcwd() -# import imp -# fp, pathname, description = imp.find_module('versioneer', ['..']) -# print fp, pathname, description -# versioneer = imp.load_module('versioneer', fp, pathname, description) -# del imp -# versioneer.VCS = 'git' -# versioneer.versionfile_source = '../src/pydna/_version.py' -# versioneer.versionfile_build = '../src/pydna/_version.py' -# versioneer.tag_prefix = '' # tags are like v1.2.0 -# versioneer.parentdir_prefix = '..' -# release = versioneer.get_version() -# The short X.Y version. - -# Read version from __init__.py -# for line in open('../pydna/__init__.py'): -# if line.startswith('__version'): -# exec(line.strip()) - - -# release = get_versions()["version"] -# release = __version__ -# version = '.'.join(release.split('.')[:2]) - - -# exec(open("../pydna/_version.py").read()) -# release = get_versions()["version"] -# version = ".".join(release.split(".")[:2]) - -# contents of docs/conf.py -# from pkg_resources import get_distribution - -# release = get_distribution("pydna").version -# for example take major/minor -# version = ".".join(release.split(".")[:3]) - - -# contents of docs/conf.py -from importlib.metadata import version - -release = version("pydna") -# for example take major/minor -version = ".".join(release.split(".")[:3]) - - -# The full version, including alpha/beta/rc tags. -# f = [l for l in open("../pydna/__init__.py").readlines() if l.startswith("__version__")].pop() -# exec(f) -# print __version__ -# release = __version__ -# release = '0.1' - -# The language for content autogenerated by Sphinx. Refer to documentation -# for a list of supported languages. -# language = None - -# There are two options for replacing |today|: either, you set today to some -# non-false value, then it is used: -# today = '' -# Else, today_fmt is used as the format for a strftime call. -# today_fmt = '%B %d, %Y' - -# List of patterns, relative to source directory, that match files and -# directories to ignore when looking for source files. -exclude_patterns = ["_build"] - -# The reST default role (used for this markup: `text`) to use for all documents. -# default_role = None - -# If true, '()' will be appended to :func: etc. cross-reference text. -# add_function_parentheses = True - -# If true, the current module name will be prepended to all description -# unit titles (such as .. function::). -# add_module_names = True - -# If true, sectionauthor and moduleauthor directives will be shown in the -# output. They are ignored by default. -# show_authors = False - -# The name of the Pygments (syntax highlighting) style to use. -pygments_style = "sphinx" - -# A list of ignored prefixes for module index sorting. -# modindex_common_prefix = [] - -# If true, keep warnings as "system message" paragraphs in the built documents. -# keep_warnings = False - - -# -- Options for HTML output --------------------------------------------------- - -# The theme to use for HTML and HTML Help pages. See the documentation for -# a list of builtin themes. -# html_theme = "sphinx_rtd_theme" - -# Theme options are theme-specific and customize the look and feel of a theme -# further. For a list of options available for each theme, see the -# documentation. -# html_theme_options = {} - -# Add any paths that contain custom themes here, relative to this directory. -# html_theme_path = [] - -# The name for this set of Sphinx documents. If None, it defaults to -# " v documentation". -# html_title = None - -# A shorter title for the navigation bar. Default is the same as html_title. -# html_short_title = None - -# The name of an image file (relative to this directory) to place at the top -# of the sidebar. -# html_logo = None - -# The name of an image file (within the static path) to use as favicon of the -# docs. This file should be a Windows icon file (.ico) being 16x16 or 32x32 -# pixels large. -# html_favicon = None - -# Add any paths that contain custom static files (such as style sheets) here, -# relative to this directory. They are copied after the builtin static files, -# so a file named "default.css" will overwrite the builtin "default.css". -html_static_path = ["_static"] - -# If not '', a 'Last updated on:' timestamp is inserted at every page bottom, -# using the given strftime format. -# html_last_updated_fmt = '%b %d, %Y' - -# If true, SmartyPants will be used to convert quotes and dashes to -# typographically correct entities. -# html_use_smartypants = True - -# Custom sidebar templates, maps document names to template names. -# html_sidebars = {} - -# Additional templates that should be rendered to pages, maps page names to -# template names. -# html_additional_pages = {} - -# If false, no module index is generated. -# html_domain_indices = True - -# If false, no index is generated. -# html_use_index = True - -# If true, the index is split into individual pages for each letter. -# html_split_index = False - -# If true, links to the reST sources are added to the pages. -# html_show_sourcelink = True - -# If true, "Created using Sphinx" is shown in the HTML footer. Default is True. -# html_show_sphinx = True - -# If true, "(C) Copyright ..." is shown in the HTML footer. Default is True. -# html_show_copyright = True - -# If true, an OpenSearch description file will be output, and all pages will -# contain a tag referring to it. The value of this option must be the -# base URL from which the finished HTML is served. -# html_use_opensearch = '' - -# This is the file name suffix for HTML files (e.g. ".xhtml"). -# html_file_suffix = None - -# Output file base name for HTML help builder. -htmlhelp_basename = "Pydnadoc" - - -# -- Options for LaTeX output -------------------------------------------------- - -latex_elements = { - # The paper size ('letterpaper' or 'a4paper'). - #'papersize': 'letterpaper', - # The font size ('10pt', '11pt' or '12pt'). - #'pointsize': '10pt', - # Additional stuff for the LaTeX preamble. - #'preamble': '', -} - -# Grouping the document tree into LaTeX files. List of tuples -# (source start file, target name, title, author, documentclass [howto/manual]). -latex_documents = [ - ("index", "Pydna.tex", "Pydna Documentation", "Björn Johansson", "manual"), -] - -# The name of an image file (relative to this directory) to place at the top of -# the title page. -# latex_logo = None - -# For "manual" documents, if this is true, then toplevel headings are parts, -# not chapters. -# latex_use_parts = False - -# If true, show page references after internal links. -# latex_show_pagerefs = False - -# If true, show URL addresses after external links. -# latex_show_urls = False - -# Documents to append as an appendix to all manuals. -# latex_appendices = [] - -# If false, no module index is generated. -# latex_domain_indices = True - - -# -- Options for manual page output -------------------------------------------- - -# One entry per manual page. List of tuples -# (source start file, name, description, authors, manual section). -# man_pages = [ -# ('index', 'pydna', 'Pydna Documentation', -# ['Björn Johansson'], 1) -# ] - -# If true, show URL addresses after external links. -# man_show_urls = False - - -# -- Options for Texinfo output ------------------------------------------------ - -# Grouping the document tree into Texinfo files. List of tuples -# (source start file, target name, title, author, -# dir menu entry, description, category) -texinfo_documents = [ - ( - "index", - "Pydna", - "Pydna Documentation", - "Björn Johansson", - "Pydna", - "One line description of project.", - "Miscellaneous", - ), -] - -# Documents to append as an appendix to all manuals. -# texinfo_appendices = [] - -# If false, no module index is generated. -# texinfo_domain_indices = True - -# How to display URL addresses: 'footnote', 'no', or 'inline'. -# texinfo_show_urls = 'footnote' - -# If true, do not generate a @detailmenu in the "Top" node's menu. -# texinfo_no_detailmenu = False diff --git a/docs/cookbook/cookbook.ipynb b/docs/cookbook/cookbook.ipynb index 116a8422..34c15e53 100644 --- a/docs/cookbook/cookbook.ipynb +++ b/docs/cookbook/cookbook.ipynb @@ -35,7 +35,7 @@ "\n", "The advantage of documenting with pydna is that the pydna code unambiguously describe the experiment and can be executed to yield the sequence of the of the resulting DNA molecule(s) and all intermediary steps. Pydna code describing a sub cloning is reasonably compact and also meant to be easily readable.\n", "\n", - "Look [here](https://github.com/BjornFJohansson/pydna-examples) for examples." + "Look [here](https://github.com/MetabolicEngineeringGroupCBMA/pydna-examples?tab=readme-ov-file#pydna-examples) for examples." ] }, { diff --git a/docs/index.rst b/docs/index.rst index c24e58fb..c38e4902 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -1,11 +1,11 @@ -.. pydna documentation master file, created by - sphinx-quickstart on Fri Dec 2 16:56:48 2022. - You can adapt this file completely to your liking, but it should at least - contain the root `toctree` directive. - Welcome to pydna's documentation! ================================= +Stuff + + + + Module contents --------------- diff --git a/docs/rtdenv.yml b/docs/rtdenv.yml deleted file mode 100755 index d9f4930a..00000000 --- a/docs/rtdenv.yml +++ /dev/null @@ -1,12 +0,0 @@ -name: readthedocsenv -channels: -- conda-forge -- BjornFJohansson -dependencies: -- python=3.8 -- numpy -- matplotlib -- numpydoc -- ipython -- jupyter -- scipy diff --git a/pyproject.toml b/pyproject.toml index be470daa..451fee3a 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -44,7 +44,7 @@ numpy = [ ] pillow = {version = ">=8.4.0", optional = true} prettytable = ">=3.5.0" -pydivsufsort = "^0.0.14" +pydivsufsort = ">=0.0.14" pyfiglet = "0.8.post1" pyparsing = {version = ">=2.4.7", optional = true} pyperclip = {version = ">=1.8.2", optional = true} @@ -54,7 +54,7 @@ scipy = [ {version = ">=1.11.3", python = ">=3.12", optional = true}, {version = ">=1.9.3", python = "<3.12", optional = true}, ] -seguid = "^0.0.5" +seguid = ">=0.0.5" [tool.poetry.extras] clipboard = ["pyperclip"] download = ["pyparsing", "requests"] diff --git a/src/pydna/__init__.py b/src/pydna/__init__.py index de6cffba..3f0d395c 100644 --- a/src/pydna/__init__.py +++ b/src/pydna/__init__.py @@ -127,7 +127,7 @@ ------------------------ See this repository for a collection of - `examples `_. + `examples `_. """ diff --git a/src/pydna/assembly.py b/src/pydna/assembly.py index 2e39618c..efbbcc1b 100644 --- a/src/pydna/assembly.py +++ b/src/pydna/assembly.py @@ -53,7 +53,7 @@ from pydna.contig import Contig as _Contig from pydna.common_sub_strings import common_sub_strings -# from pydna.common_sub_strings import terminal_overlap +from pydna.common_sub_strings import terminal_overlap from pydna.dseqrecord import Dseqrecord as _Dseqrecord import networkx as _nx from copy import deepcopy as _deepcopy @@ -67,6 +67,9 @@ _module_logger = _logging.getLogger("pydna." + __name__) +terminal_overlap + + class Assembly(object): # , metaclass=_Memoize): """Assembly of a list of linear DNA fragments into linear or circular constructs. The Assembly is meant to replace the Assembly method as it diff --git a/src/pydna/dseq.py b/src/pydna/dseq.py index ec9fa96f..79687317 100644 --- a/src/pydna/dseq.py +++ b/src/pydna/dseq.py @@ -299,7 +299,6 @@ def __init__( watson, crick=None, ovhg=None, - # linear=None, circular=False, pos=0, ): @@ -1566,15 +1565,16 @@ def get_cutsites(self, *enzymes): return sorted([cutsite for cutsite in out if self.cutsite_is_valid(cutsite)]) def left_end_position(self) -> Tuple[int, int]: - """The index in the full sequence of the watson and crick start positions. + """ + The index in the full sequence of the watson and crick start positions. full sequence (str(self)) for all three cases is AAA + :: + + AAA AA AAT + TT TTT TTT + Returns (0, 1) Returns (1, 0) Returns (0, 0) - ``` - AAA AA AAT - TT TTT TTT - Returns (0, 1) Returns (1, 0) Returns (0, 0) - ``` """ if self.ovhg > 0: diff --git a/src/pydna/dseqrecord.py b/src/pydna/dseqrecord.py index 69cfc622..e3ffaecd 100644 --- a/src/pydna/dseqrecord.py +++ b/src/pydna/dseqrecord.py @@ -131,21 +131,12 @@ def __init__( self, record, *args, - # linear=None, circular=None, n=5e-14, # mol ( = 0.05 pmol) **kwargs, ): _module_logger.info("### Dseqrecord initialized ###") - # _module_logger.info("argument linear = %s", linear) _module_logger.info("argument circular = %s", circular) - - # if not (linear is None and circular is None): - # circular = (bool(circular) and bool(linear) ^ bool(circular) - # or linear is False and circular is None) - # linear = not circular - - # _module_logger.info("linear = %s", linear) _module_logger.info("circular = %s", circular) if isinstance(record, str): @@ -248,20 +239,12 @@ def from_SeqRecord( cls, record: _SeqRecord, *args, - # linear=True, - circular=False, + circular=None, n=5e-14, **kwargs, ): obj = cls.__new__(cls) # Does not call __init__ obj._per_letter_annotations = record._per_letter_annotations - obj.seq = _Dseq.quick( - str(record.seq), - _rc(str(record.seq)), - ovhg=0, - # linear=linear, - circular=circular, - ) obj.id = record.id obj.name = record.name obj.description = record.description @@ -271,14 +254,11 @@ def from_SeqRecord( obj.features = record.features obj.map_target = None obj.n = n + if circular is None: + circular = record.annotations.get("topology") == "circular" + obj.seq = _Dseq.quick(str(record.seq), _rc(str(record.seq)), ovhg=0, circular=circular) return obj - # @property - # def linear(self): - # """The linear property can not be set directly. - # Use :meth:`looped` or :meth:`tolinear`""" - # return self.seq.linear - @property def circular(self): """The circular property can not be set directly. @@ -881,7 +861,7 @@ def __hash__(self): return hash((str(self.seq).lower(), str(tuple(sorted(self.__dict__.items()))))) def linearize(self, *enzymes): - """Similar to :func:`cut. + """Similar to `:func:cut`. Throws an exception if there is not excactly one cut i.e. none or more than one digestion products. @@ -1118,26 +1098,27 @@ def lower(self): lower.seq = lower.seq.lower() return lower - def orfs(self, minsize=30): + def orfs(self, minsize=300): """docstring.""" return tuple(Dseqrecord(self[x:y]) for x, y in self.seq.orfs(minsize=minsize)) - def orfs_to_features(self, minsize=30): + def orfs_to_features(self, minsize=300): """docstring.""" features = [] for strand, s in ((1, self.seq), (-1, self.seq.rc())): for x, y in s.orfs(minsize=minsize): orf = self[x:y] + prt = orf.translate() features.append( _SeqFeature( _SimpleLocation(x, y, strand=strand), type="CDS", qualifiers={ "note": f"{y-x}bp {(y-x)//3}aa", - "checksum": orf.seguid(), + "checksum": [orf.seguid() + " (DNA)", prt.seguid() + " (protein)"], "codon_start": 1, "transl_table": 11, - "translation": str(orf.seq[x:y].translate())[:-1], + "translation": str(prt.seq), }, ) ) diff --git a/src/pydna/parsers.py b/src/pydna/parsers.py index 0106aad2..cc138136 100644 --- a/src/pydna/parsers.py +++ b/src/pydna/parsers.py @@ -16,10 +16,11 @@ from pydna.genbankfile import GenbankFile as _GenbankFile from pydna.dseqrecord import Dseqrecord as _Dseqrecord from pydna.primer import Primer as _Primer -from pydna.amplify import pcr as _pcr -from copy import deepcopy as _deepcopy -from Bio.SeqFeature import SeqFeature as _SeqFeature -import xml.etree.ElementTree as _et + +# from pydna.amplify import pcr as _pcr +# from copy import deepcopy as _deepcopy +# from Bio.SeqFeature import SeqFeature as _SeqFeature +# import xml.etree.ElementTree as _et try: from itertools import pairwise as _pairwise @@ -37,80 +38,90 @@ def _pairwise(iterable): # "^>.+?^(?=$|LOCUS|ID|>|\#)|^(?:LOCUS|ID).+?^//" # "(?:^>.+\n^(?:^[^>]+?)(?=\n\n|>|^LOCUS|ID))|(?:(?:^LOCUS|ID)(?:(?:.|\n)+?)^//)" -gb_fasta_embl_regex = r"(?:>.+\n^(?:^[^>]+?)(?=\n\n|>|LOCUS|ID))|(?:(?:LOCUS|ID)(?:(?:.|\n)+?)^//)" +# gb_fasta_embl_regex = r"(?:>.+\n^(?:^[^>]+?)(?=\n\n|>|LOCUS|ID))|(?:(?:LOCUS|ID)(?:(?:.|\n)+?)^//)" + +gb_fasta_embl_regex = r"(?:^>.+\n^(?:^[^>]+?)(?=\n\n|>|^LOCUS|^ID))|(?:(?:^LOCUS|^ID)(?:(?:.|\n)+?)^//)" # The gb_fasta_embl_regex is meant to be able to extract sequences from # text where sequences are mixed with other contents as well # use https://regex101.com to get an idea how it works. -# def extract_from_text(text): -# return _re.finditer(gb_fasta_embl_regex, _textwrap.dedent(str(text) + "\n\n"), flags=_re.MULTILINE) - - def extract_from_text(text): + """docstring.""" data = _textwrap.dedent(str(text)) mos = list(_re.finditer(gb_fasta_embl_regex, data + "\n\n", flags=_re.MULTILINE)) - class mo(object): - + class Fakemo(object): def start(self): return len(data) def end(self): return 0 - mofirst = molast = mo() + mofirst = molast = Fakemo() gaps = [] for mo1, mo2 in _pairwise([mofirst] + mos + [molast]): gaps.append(data[mo1.end() : mo2.start()]) - return [mo.group(0) for mo in mos], gaps + return tuple(mo.group(0) for mo in mos), tuple(gaps) -def embl_gb_fasta(text, ds, path=None): +def embl_gb_fasta(text): + """Parse embl, genbank or fasta format from text. + Returns list of Bio.SeqRecord.SeqRecord + + annotations["molecule_type"] + annotations["topology"] + + """ chunks, gaps = extract_from_text(text) result_list = [] + # topology = "linear" for chunk in chunks: handle = _io.StringIO(chunk) - circular = False + # circular = False + first_line = chunk.splitlines()[0].lower().split() try: parsed = _SeqIO.read(handle, "embl") except ValueError: handle.seek(0) try: parsed = _SeqIO.read(handle, "genbank") - if "circular" in str(parsed.annotations.get("topology")).lower(): - circular = True except ValueError: handle.seek(0) try: parsed = _SeqIO.read(handle, "fasta") except ValueError: - parsed = "" + handle.close() + continue + else: + # hack to pick up molecule_type from FASTA header line + if "protein" in first_line: + parsed.annotations["molecule_type"] = "protein" + parsed.annotations["topology"] = "linear" + else: + parsed.annotations["molecule_type"] = "DNA" + # else: + # if _re.match(r"LOCUS\s+(\S+)\s+(\S+)\s+aa", " ".join(first_line)): + # parsed.annotations["molecule_type"] = "protein" + # parsed.annotations["topology"] = "linear" handle.close() - if "circular" in chunk.splitlines()[0].lower().split(): - # hack to pick up topology from malformed files - circular = True - if parsed: - # TODO: clean up ! - nfs = [_SeqFeature() for f in parsed.features] - for f, nf in zip(parsed.features, nfs): - nf.__dict__ = _deepcopy(f.__dict__) - parsed.features = nfs - if ds and path: - result_list.append(_GenbankFile.from_SeqRecord(parsed, circular=circular, path=path)) - elif ds: - result_list.append(_Dseqrecord.from_SeqRecord(parsed, circular=circular)) - else: - parsed.annotations.update({"molecule_type": "DNA"}) - result_list.append(parsed) - - return result_list + # hack to pick up topology from FASTA and malformed gb files + first_line = chunk.splitlines()[0].lower().split() + parsed.annotations["topology"] = "linear" + if "circular" in first_line: + parsed.annotations["topology"] = "circular" + # assert parsed.annotations.get("topology"), "topology must be set" + assert parsed.annotations.get("molecule_type"), "molecule_type must be set" + if not parsed.annotations.get("molecule_type"): + print(parsed) + result_list.append(parsed) + return tuple(result_list) def parse(data, ds=True): @@ -177,7 +188,18 @@ def parse(data, ds=True): # item was a readable text file, seqences are parsed from the file path = item finally: - sequences.extend(embl_gb_fasta(raw, ds, path)) + newsequences = embl_gb_fasta(raw) + # nfs = [_SeqFeature() for f in parsed.features] + # for f, nf in zip(parsed.features, nfs): + # nf.__dict__ = _deepcopy(f.__dict__) + # parsed.features = nfs + for s in newsequences: + if ds and path: + sequences.append(_GenbankFile.from_SeqRecord(s, path=path)) + elif ds: + sequences.append(_Dseqrecord.from_SeqRecord(s)) + else: + sequences.append(s) return sequences @@ -186,20 +208,6 @@ def parse_primers(data): return [_Primer(x) for x in parse(data, ds=False)] -def parse_assembly_xml(data): - """docstring.""" - root = _et.fromstring(data) - results = [] - for child in root: - if child.tag == "amplicon": - fp, rp, tmpl, *rest = parse(child.text) - results.append(_pcr(_Primer(fp), _Primer(rp), tmpl, limit=min((len(fp), len(rp))))) - elif child.tag == "fragment": - f, *rest = parse(child.text) - results.append(f) - return results - - if __name__ == "__main__": cached = _os.getenv("pydna_cached_funcs", "") _os.environ["pydna_cached_funcs"] = "" diff --git a/src/pydna/readers.py b/src/pydna/readers.py index 8b376203..93f9023c 100644 --- a/src/pydna/readers.py +++ b/src/pydna/readers.py @@ -38,12 +38,15 @@ def read(data, ds=True): """ - results = _parse(data, ds) try: - results = results.pop() - except IndexError: - raise ValueError(f"No sequences found in data:\n({str(data)[:79]})") - return results + (result,) = _parse(data, ds) + except ValueError as err: + if "too many" in str(err): + print(f"More than one sequence found in data:\n({str(data)[:79]})") + elif "not enough" in str(err): + print(f"No sequence found in data:\n({str(data)[:79]})") + raise + return result def read_primer(data): diff --git a/src/pydna/seq.py b/src/pydna/seq.py index cdbc7632..2fb698a8 100644 --- a/src/pydna/seq.py +++ b/src/pydna/seq.py @@ -10,6 +10,7 @@ """ # from pydna.codon import weights as _weights +from Bio.SeqUtils.ProtParam import ProteinAnalysis from pydna.codon import rare_codons as _rare_codons from pydna.codon import start as _start from pydna.codon import stop as _stop @@ -31,6 +32,10 @@ class Seq(_Seq): """docstring.""" + def translate(self, *args, stop_symbol="*", to_stop=False, cds=False, gap="-", **kwargs): + p = super().translate(*args, stop_symbol=stop_symbol, to_stop=to_stop, cds=cds, gap=gap, **kwargs) + return ProteinSeq(p._data) + def gc(self): """Return GC content.""" return round(_GC(self._data.upper().decode("ASCII")), 3) @@ -72,7 +77,9 @@ def express(self, organism="sce"): val.append(self.gc()) val.append(self.startcodon()) val.append(self.stopcodon()) - val.append(_n_end[organism].get(_seq3(self[3:6].translate()))) + val.append( + _n_end[organism].get(_seq3(self[3:6].translate())), + ) s = self._data.upper().decode("ASCII") trps = [s[i * 3 : i * 3 + 3] for i in range(0, len(s) // 3)] tot = 0 @@ -144,6 +151,82 @@ def reverse_complement(self): rc = reverse_complement +class ProteinSeq(_Seq): + """docstring.""" + + def translate(self): + raise NotImplementedError("Not defined for protein.") + + def complement(self): + raise NotImplementedError("Not defined for protein.") + + def complement_rna(self): + raise NotImplementedError("Not defined for protein.") + + def reverse_complement(self): + raise NotImplementedError("Not defined for protein.") + + rc = reverse_complement + + def reverse_complement_rna(self): + raise NotImplementedError("Not defined for protein.") + + def transcribe(self): + raise NotImplementedError("Not defined for protein.") + + def back_transcribe(self): + raise NotImplementedError("Not defined for protein.") + + def seguid(self): + """Url safe SEGUID [#]_ for the sequence. + + This checksum is the same as seguid but with base64.urlsafe + encoding instead of the normal base64. This means that + the characters + and / are replaced with - and _ so that + the checksum can be part of a URL. + + Examples + -------- + >>> from pydna.seq import ProteinSeq + >>> a = ProteinSeq("aa") + >>> a.seguid() + 'lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttjU' + + References + ---------- + .. [#] http://wiki.christophchamp.com/index.php/SEGUID + """ + return _lsseguid(self._data.decode("utf8").upper(), alphabet="{protein-extended}") + + def __getitem__(self, key): + result = super().__getitem__(key) + try: + result.__class__ = self.__class__ + except TypeError: + pass + return result + + def _pa(self): + # breakpoint() + return ProteinAnalysis(self._data.decode("ascii")) + + def molecular_weight(self): + return self._pa().molecular_weight() + + def pI(self): + return self._pa().isoelectric_point() + + def instability_index(self): + """ + Instability index according to Guruprasad et al. + + Value above 40 means the protein is has a short half life. + + Guruprasad K., Reddy B.V.B., Pandit M.W. Protein Engineering 4:155-161(1990). + """ + return self._pa().instability_index() + + if __name__ == "__main__": import os as _os diff --git a/src/pydna/seqrecord.py b/src/pydna/seqrecord.py index 6a179f04..26251e94 100755 --- a/src/pydna/seqrecord.py +++ b/src/pydna/seqrecord.py @@ -18,7 +18,7 @@ from Bio.SeqFeature import SeqFeature as _SeqFeature from pydna._pretty import pretty_str as _pretty_str -# from pydna.utils import seguid as _seg +from pydna.seq import ProteinSeq as _ProteinSeq from pydna.common_sub_strings import common_sub_strings as _common_sub_strings from Bio.Data.CodonTable import TranslationError as _TranslationError @@ -171,6 +171,11 @@ def isorf(self, table=1): else: return True + def translate(self): + """docstring.""" + p = super().translate() + return ProteinSeqRecord(_ProteinSeq(p.seq[:-1])) + def add_colors_to_features_for_ape(self): """Assign colors to features. @@ -674,6 +679,39 @@ def dump(self, filename, protocol=None): return _pretty_str(pth) +class ProteinSeqRecord(SeqRecord): + + def reverse_complement(self, *args, **kwargs): + raise NotImplementedError("Not defined for protein.") + + rc = reverse_complement + + def isorf(self, *args, **kwargs): + raise NotImplementedError("Not defined for protein.") + + def gc(self): + raise NotImplementedError("Not defined for protein.") + + def cai(self, *args, **kwargs): + raise NotImplementedError("Not defined for protein.") + + def rarecodons(self, *args, **kwargs): + raise NotImplementedError("Not defined for protein.") + + def startcodon(self, *args, **kwargs): + raise NotImplementedError("Not defined for protein.") + + def stopcodon(self, *args, **kwargs): + raise NotImplementedError("Not defined for protein.") + + def express(self, *args, **kwargs): + raise NotImplementedError("Not defined for protein.") + + def __format__(self, format): + """docstring.""" + return _pretty_str(_SeqRecord.__format__(self, format)) + + if __name__ == "__main__": import os as _os diff --git a/tests/test_module_amplify.py b/tests/test_module_amplify.py index ea3d2696..4a30c9a9 100644 --- a/tests/test_module_amplify.py +++ b/tests/test_module_amplify.py @@ -12,11 +12,12 @@ def test_set_primer_footprint(): f, r = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -35,11 +36,12 @@ def test_set_primer_footprint(): def test_string_arguments(): f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -55,11 +57,12 @@ def test_Seq_arguments(): from Bio.Seq import Seq f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -75,11 +78,12 @@ def test_Dseq_arguments(): from pydna.dseq import Dseq f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -98,11 +102,12 @@ def test_wrong_argument_type(): def test_no_primers_anneal(): f0, r0 = parse_primers( - """>ForwardPrimer - gctacta + """ + >ForwardPrimer + gctacta - >ReversePrimer - tgtggtt""" + >ReversePrimer + tgtggtt""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -117,11 +122,12 @@ def test_no_primers_anneal(): def test_no_fwdprimer_anneal(): f0, r0 = parse_primers( - """>ForwardPrimer - gctact + """ + >ForwardPrimer + gctact - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -136,11 +142,12 @@ def test_no_fwdprimer_anneal(): def test_no_revprimer_anneal(): f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggtt""" + >ReversePrimer + tgtggtt""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -155,11 +162,12 @@ def test_no_revprimer_anneal(): def test_Primer_arguments(): f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -173,11 +181,12 @@ def test_Primer_arguments(): def test_feature_label(): f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -192,11 +201,12 @@ def test_feature_label(): def test_feature_note(): f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -215,11 +225,12 @@ def test_feature_note(): def test_Amplicon_argument(): f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -239,11 +250,12 @@ def test_Amplicon_argument(): def test_pcr_not_specific(): f0, r0 = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t0 = Dseqrecord("gctactacacacgtactgactgtgctactacacacgtactgactgcctccaagatagagtcagtaaccaca") @@ -258,11 +270,12 @@ def test_pcr_not_specific(): def test_too_short_primers(): f, r = parse_primers( - """>ForwardPrimer - gctactacacacgtactgactg + """ + >ForwardPrimer + gctactacacacgtactgactg - >ReversePrimer - tgtggttactgactctatcttg""" + >ReversePrimer + tgtggttactgactctatcttg""" ) t = Dseqrecord("gctactacacacgtactgactgcctccaagatagagtcagtaaccaca") diff --git a/tests/test_module_parsers.py b/tests/test_module_parsers.py index b4f43c50..d7c23156 100644 --- a/tests/test_module_parsers.py +++ b/tests/test_module_parsers.py @@ -7,6 +7,107 @@ import pytest +def test_extract_from_text(): + + text = """\ + >a + aaaa + LOCUS + // + >b + bbbbbb + ID + // + """ + from pydna.parsers import extract_from_text + seqs, gaps = extract_from_text(text) + assert seqs == ('>a\naaaa\n', 'LOCUS\n//', '>b\nbbbbbb\n', 'ID\n//') + assert [g.strip() for g in gaps] == ['', '', '', '', ''] + text = """\ + comment 0 + LOCUS a + // + comment 1 + LOCUS b + // + comment 2 + >c + ccccc + + comment 3 + >ddd + dddddd + ID e + // + comment 4 + """ + seqs, gaps = extract_from_text(text) + assert seqs == ('LOCUS a\n//', 'LOCUS b\n//', '>c\nccccc', '>ddd\ndddddd\n', 'ID e\n//') + assert tuple(g.strip() for g in gaps) == ('comment 0', 'comment 1', 'comment 2', 'comment 3', '', 'comment 4') + + + + from pydna.parsers import embl_gb_fasta + + text = """\ + LOCUS New_linear_DNA 2 bp DNA linear 29-MAR-2024 + DEFINITION . + ACCESSION + VERSION + SOURCE . + ORGANISM . + ORIGIN + 1 aa + // + LOCUS New_circular_DNA 2 bp DNA circular 29-MAR-2024 + DEFINITION . + ACCESSION + VERSION + SOURCE . + ORGANISM . + ORIGIN + 1 aa + // + """ + + lin, crc = embl_gb_fasta(text) + + assert lin.annotations.get("topology") == "linear" + + assert crc.annotations.get("topology") == "circular" + + text = """\ + >a + aaa + >c + ccc + >g + ggg + >t + ttt + """ + + a,c,t,g = embl_gb_fasta(text) + + assert [x.annotations.get("topology") for x in (a,c,g,t)] == ['linear', 'linear', 'linear', 'linear'] + + text = """\ + >a circular + aaa + >c circular + ccc + >g circular + ggg + >t circular + ttt + """ + + a,c,t,g = embl_gb_fasta(text) + + assert [x.annotations.get("topology") for x in (a,c,g,t)] == ['circular', 'circular', 'circular', 'circular'] + + + def test_parse1(): from pydna.parsers import parse from pydna.readers import read @@ -75,19 +176,16 @@ def test_parse1(): assert result.circular == False seqs = parse("RefDataBjorn.fas") - assert len(seqs) == 771 assert list(set([len(a) for a in seqs])) == [901] - pAG25 = read("pAG25.gb") + pAG25 = read("pAG25.gb") assert pAG25.circular == True pCAPs = read("pCAPs.gb") - assert pCAPs.circular == True pUC19 = read("pUC19.gb") - assert pUC19.circular == True input = """ @@ -97,6 +195,8 @@ def test_parse1(): // """ result = parse(input).pop() + assert str(result.seq) == "AAA" + input = """ ID name? standard; circular DNA; UNK; 100 BP. XX @@ -121,6 +221,7 @@ def test_parse1(): // """ result = parse(input).pop() + assert str(result.seq) == "A"*100 def test_parse2(): @@ -144,10 +245,17 @@ def test_parse2(): def test_parse_primers(): from pydna.parsers import parse_primers - data = str(">1\n" "aaaa\n" ">2\n" "cccc\n") parse_primers(data) + f0, r0 = parse_primers(""" + >ForwardPrimer + gctactacacacgtactgactg + + >ReversePrimer + tgtggttactgactctatcttg""") + assert str(f0.seq) == 'gctactacacacgtactgactg' + assert str(r0.seq) == 'tgtggttactgactctatcttg' def test_parse_error(): from pydna.parsers import parse @@ -156,7 +264,6 @@ def test_parse_error(): LOCUS DATA_IS_NOT_A_SEQUENCE //""" - parse(data) assert parse(data) == [] @@ -165,12 +272,12 @@ def test_parse_list(): data = str(">1\n" "aaaa\n" ">2\n" "cccc\n") - parse_primers([data, data]) + assert [str(x.seq) for x in parse_primers([data, data])] == ['aaaa', 'cccc', 'aaaa', 'cccc'] def test_misc_parse(): - from pydna.parsers import parse + from pydna.parsers import parse from Bio.SeqIO import read as BPread from Bio.SeqIO import parse as BPparse @@ -207,6 +314,56 @@ def test_dna2949(): assert len(seqlist) == 1 assert seqlist[0].seguid() == "ldseguid=ScLoSddUf2c0GIAGpvIi33nLvFY" +def proteins(): + from pydna.parsers import embl_gb_fasta + proteins = """\ + >pdb|3VQM|V Chain V, C-terminal peptide from Small heat shock protein StHsp14.0 + VIKIE + + LOCUS 3VQM_W 5 aa linear SYN 08-NOV-2023 + DEFINITION Chain W, C-terminal peptide from Small heat shock protein + StHsp14.0. + ACCESSION 3VQM_W + VERSION 3VQM_W + DBSOURCE pdb: molecule 3VQM, chain W, release Nov 8, 2023; + deposition: Mar 26, 2012; + class: CHAPERONE; + source: Mmdb_id: 100300, Pdb_id 1: 3VQM; + Exp. method: X-ray Diffraction. + KEYWORDS . + SOURCE synthetic construct + ORGANISM synthetic construct + other sequences; artificial sequences. + REFERENCE 1 (residues 1 to 5) + AUTHORS Hanazono,Y., Takeda,K., Yohda,M. and Miki,K. + TITLE Structural studies on the oligomeric transition of a small heat + shock protein, StHsp14.0 + JOURNAL J Mol Biol 422 (1), 100-108 (2012) + PUBMED 22613762 + REFERENCE 2 (residues 1 to 5) + AUTHORS Hanazono,Y., Takeda,K. and Miki,K. + TITLE Direct Submission + JOURNAL Submitted (26-MAR-2012) + COMMENT Small heat shock protein hsp14.0 of C-terminal deletion variant + with C-terminal peptide. + FEATURES Location/Qualifiers + source 1..5 + /organism="synthetic construct" + /db_xref="taxon:32630" + ORIGIN + 1 vikie + // + """ + + + fa, gb = embl_gb_fasta(proteins) + + assert fa.annotations["molecule_type"] == "protein" + assert gb.annotations["molecule_type"] == "protein" + + assert fa.annotations["topology"] == "linear" + assert gb.annotations["topology"] == "linear" + if __name__ == "__main__": pytest.main([__file__, "-v", "-s"]) From 806f20ec2302095c8b31d9930eda3efab131bfe3 Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Thu, 18 Apr 2024 14:52:36 +0100 Subject: [PATCH 15/84] try to build gh pages --- .github/workflows/publish-docs.yml | 4 ++-- .readthedocs.yml | 13 ------------- 2 files changed, 2 insertions(+), 15 deletions(-) delete mode 100755 .readthedocs.yml diff --git a/.github/workflows/publish-docs.yml b/.github/workflows/publish-docs.yml index 1cde7efc..685867c3 100644 --- a/.github/workflows/publish-docs.yml +++ b/.github/workflows/publish-docs.yml @@ -29,7 +29,7 @@ jobs: - name: Install this Python package run: | - pip install .[pydivsufsort] + pip install . - name: Session information run: | @@ -42,7 +42,7 @@ jobs: - name: Deploy to GitHub pages 🚀 if: github.event_name != 'pull_request' - uses: JamesIves/github-pages-deploy-action@v4.5.0 + uses: JamesIves/github-pages-deploy-action@v4.6.0 with: clean: false branch: gh-pages diff --git a/.readthedocs.yml b/.readthedocs.yml deleted file mode 100755 index dfe1e086..00000000 --- a/.readthedocs.yml +++ /dev/null @@ -1,13 +0,0 @@ -version: 2 -build: - os: "ubuntu-22.04" - tools: - python: "3.11" -sphinx: - configuration: docs/conf.py -conda: - environment: docs/rtdenv.yml -python: - install: - - method: pip - path: . From 1464e631900e2ed985c25431211fe66ffa04c543 Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Thu, 18 Apr 2024 14:58:12 +0100 Subject: [PATCH 16/84] try to build gh pages --- .github/workflows/publish-docs.yml | 2 +- docs/index___.rst___ | 200 ----------------------------- 2 files changed, 1 insertion(+), 201 deletions(-) delete mode 100755 docs/index___.rst___ diff --git a/.github/workflows/publish-docs.yml b/.github/workflows/publish-docs.yml index 685867c3..1ee79fe5 100644 --- a/.github/workflows/publish-docs.yml +++ b/.github/workflows/publish-docs.yml @@ -29,7 +29,7 @@ jobs: - name: Install this Python package run: | - pip install . + pip install .[clipboard,download,express,gel] - name: Session information run: | diff --git a/docs/index___.rst___ b/docs/index___.rst___ deleted file mode 100755 index ffe4362d..00000000 --- a/docs/index___.rst___ +++ /dev/null @@ -1,200 +0,0 @@ -Welcome to Pydna's documentation! -================================= - - -Module contents ---------------- - -.. automodule:: pydna - :members: - :undoc-members: - :show-inheritance: - -pydna.dseq module ------------------ - -.. automodule:: pydna.dseq - :members: - :undoc-members: - :show-inheritance: - -pydna.dseqrecord module ------------------------ - -.. automodule:: pydna.dseqrecord - :members: - :undoc-members: - :show-inheritance: - -pydna.amplicon module ---------------------- - -.. automodule:: pydna.amplicon - :members: - :undoc-members: - :show-inheritance: - -pydna.amplify module --------------------- - -.. automodule:: pydna.amplify - :members: - :undoc-members: - :show-inheritance: - -pydna.assembly module ---------------------- - -.. automodule:: pydna.assembly - :members: - :undoc-members: - :show-inheritance: - -pydna.common_sub_strings module -------------------------------- - -.. automodule:: pydna.common_sub_strings - :members: - :undoc-members: - :show-inheritance: - -pydna.contig module -------------------- - -.. automodule:: pydna.contig - :members: - :undoc-members: - :show-inheritance: - -pydna.design module -------------------- - -.. automodule:: pydna.design - :members: - :undoc-members: - :show-inheritance: - -pydna.download module ---------------------- - -.. automodule:: pydna.download - :members: - :undoc-members: - :show-inheritance: - - - -pydna.editor module -------------------- - -.. automodule:: pydna.editor - :members: - :undoc-members: - :show-inheritance: - -pydna.gel module ----------------- - -.. automodule:: pydna.gel - :members: - :undoc-members: - :show-inheritance: - -pydna.genbank module --------------------- - -.. automodule:: pydna.genbank - :members: - :undoc-members: - :show-inheritance: - -pydna.genbankfile module ------------------------- - -.. automodule:: pydna.genbankfile - :members: - :undoc-members: - :show-inheritance: - -pydna.genbankfixer module -------------------------- - -.. automodule:: pydna.genbankfixer - :members: - :undoc-members: - :show-inheritance: - -pydna.genbankrecord module --------------------------- - -.. automodule:: pydna.genbankrecord - :members: - :undoc-members: - :show-inheritance: - -pydna.myprimers module ----------------------- - -.. automodule:: pydna.myprimers - :members: - :undoc-members: - :show-inheritance: - -pydna.parsers module --------------------- - -.. automodule:: pydna.parsers - :members: - :undoc-members: - :show-inheritance: - -pydna.primer module -------------------- - -.. automodule:: pydna.primer - :members: - :undoc-members: - :show-inheritance: - -pydna.readers module --------------------- - -.. automodule:: pydna.readers - :members: - :undoc-members: - :show-inheritance: - -pydna.seqrecord module ----------------------- - -.. automodule:: pydna.seqrecord - :members: - :undoc-members: - :show-inheritance: - -pydna.tm module ---------------- - -.. automodule:: pydna.tm - :members: - :undoc-members: - :show-inheritance: - -pydna.utils module ------------------- - -.. automodule:: pydna.utils - :members: - :undoc-members: - :show-inheritance: - - - - - -Indices and tables -================== - -* :ref:`genindex` -* :ref:`modindex` -* :ref:`search` From e13a0097e2146b79c076101e50d0d7e3161b030e Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Thu, 18 Apr 2024 15:06:24 +0100 Subject: [PATCH 17/84] fix --- .github/workflows/publish-docs.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.github/workflows/publish-docs.yml b/.github/workflows/publish-docs.yml index 1ee79fe5..f925bacb 100644 --- a/.github/workflows/publish-docs.yml +++ b/.github/workflows/publish-docs.yml @@ -29,7 +29,7 @@ jobs: - name: Install this Python package run: | - pip install .[clipboard,download,express,gel] + python -m pip install .[clipboard,download,express,gel] - name: Session information run: | From 94f6eb0857664f05299ba68ca0b47595f94cb836 Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Thu, 18 Apr 2024 17:05:49 +0100 Subject: [PATCH 18/84] added sphinx ext --- docs/_config.yml | 1 - docs/conf.py | 11 ++++++++--- src/pydna/seq.py | 1 + 3 files changed, 9 insertions(+), 4 deletions(-) delete mode 100644 docs/_config.yml diff --git a/docs/_config.yml b/docs/_config.yml deleted file mode 100644 index fff4ab92..00000000 --- a/docs/_config.yml +++ /dev/null @@ -1 +0,0 @@ -theme: jekyll-theme-minimal diff --git a/docs/conf.py b/docs/conf.py index 945a0996..b6c628d4 100644 --- a/docs/conf.py +++ b/docs/conf.py @@ -8,10 +8,10 @@ # https://www.sphinx-doc.org/en/master/usage/configuration.html#project-information project = "pydna" -copyright = "2022, Björn F. Johansson" +copyright = "2024, Björn F. Johansson" author = "Björn F. Johansson" - -import sys, os +import os +import sys # contents of docs/conf.py from importlib.metadata import version @@ -25,6 +25,8 @@ extensions = [ "sphinx.ext.autodoc", + "sphinx.ext.coverage", + "sphinx.ext.napoleon", "sphinx.ext.doctest", "sphinx.ext.viewcode", "sphinx.ext.autosummary", @@ -42,6 +44,9 @@ templates_path = ["_templates"] exclude_patterns = ["_build", "Thumbs.db", ".DS_Store"] +autodoc_member_order = 'bysource' +autodoc_preserve_defaults = True + numpydoc_show_class_members = False # -- Options for HTML output ------------------------------------------------- diff --git a/src/pydna/seq.py b/src/pydna/seq.py index 2fb698a8..de45e644 100644 --- a/src/pydna/seq.py +++ b/src/pydna/seq.py @@ -33,6 +33,7 @@ class Seq(_Seq): """docstring.""" def translate(self, *args, stop_symbol="*", to_stop=False, cds=False, gap="-", **kwargs): + """Translate..""" p = super().translate(*args, stop_symbol=stop_symbol, to_stop=to_stop, cds=cds, gap=gap, **kwargs) return ProteinSeq(p._data) From 0f947ead571139c83e91297beeed1868665671aa Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Thu, 18 Apr 2024 16:10:35 +0000 Subject: [PATCH 19/84] =?UTF-8?q?Deploying=20to=20gh-pages=20from=20@=20Bj?= =?UTF-8?q?ornFJohansson/pydna@bc08a36b1f894780b4b3c29ab87230592a72b8f8=20?= =?UTF-8?q?=F0=9F=9A=80?= MIME-Version: 1.0 Content-Type: text/plain; charset=UTF-8 Content-Transfer-Encoding: 8bit --- .buildinfo | 2 +- _modules/index.html | 4 ++-- _modules/pydna.html | 6 +++--- _modules/pydna/amplicon.html | 4 ++-- _modules/pydna/amplify.html | 4 ++-- _modules/pydna/assembly.html | 4 ++-- _modules/pydna/common_sub_strings.html | 4 ++-- _modules/pydna/contig.html | 4 ++-- _modules/pydna/design.html | 4 ++-- _modules/pydna/dseq.html | 4 ++-- _modules/pydna/dseqrecord.html | 4 ++-- _modules/pydna/editor.html | 4 ++-- _modules/pydna/gel.html | 4 ++-- _modules/pydna/genbank.html | 4 ++-- _modules/pydna/genbankfile.html | 4 ++-- _modules/pydna/genbankfixer.html | 4 ++-- _modules/pydna/genbankrecord.html | 4 ++-- _modules/pydna/myprimers.html | 4 ++-- _modules/pydna/parsers.html | 4 ++-- _modules/pydna/primer.html | 4 ++-- _modules/pydna/readers.html | 4 ++-- _modules/pydna/seqrecord.html | 4 ++-- _modules/pydna/threading_timer_decorator_exit.html | 4 ++-- _modules/pydna/tm.html | 4 ++-- _modules/pydna/utils.html | 4 ++-- _static/documentation_options.js | 2 +- genindex.html | 4 ++-- index.html | 4 ++-- py-modindex.html | 4 ++-- search.html | 4 ++-- 30 files changed, 59 insertions(+), 59 deletions(-) diff --git a/.buildinfo b/.buildinfo index d3cfe217..ae582d67 100644 --- a/.buildinfo +++ b/.buildinfo @@ -1,4 +1,4 @@ # Sphinx build info version 1 # This file hashes the configuration used when building these files. When it is not found, a full rebuild will be done. -config: 36748c89ffe2505e5542704cd9796d38 +config: e1ad02ce3592def18a437f1884177507 tags: 645f666f9bcd5a90fca523b33c5a78b7 diff --git a/_modules/index.html b/_modules/index.html index d88c430d..dc4a77d0 100644 --- a/_modules/index.html +++ b/_modules/index.html @@ -3,7 +3,7 @@ - Overview: module code — pydna 0.0.0.post1+0f95223 documentation + Overview: module code — pydna 0.0.0.post1+bc08a36 documentation @@ -14,7 +14,7 @@ - + diff --git a/_modules/pydna.html b/_modules/pydna.html index ff283983..ff611a35 100644 --- a/_modules/pydna.html +++ b/_modules/pydna.html @@ -3,7 +3,7 @@ - pydna — pydna 0.0.0.post1+0f95223 documentation + pydna — pydna 0.0.0.post1+bc08a36 documentation @@ -14,7 +14,7 @@ - + @@ -222,7 +222,7 @@

    Source code for pydna

     __maintainer__ = "Björn Johansson"
 __email__ = "bjorn_johansson@bio.uminho.pt"
 __status__ = "Development"  # "Production" #"Prototype"
-__version__ = "0.0.0-post.1+0f95223"
+__version__ = "0.0.0-post.1+bc08a36"
 
 
 # create config directory
diff --git a/_modules/pydna/amplicon.html b/_modules/pydna/amplicon.html
index 2b88939e..7263d7c6 100644
--- a/_modules/pydna/amplicon.html
+++ b/_modules/pydna/amplicon.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.amplicon — pydna 0.0.0.post1+0f95223 documentation
+  pydna.amplicon — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/amplify.html b/_modules/pydna/amplify.html
index 03dca042..b0ef569c 100644
--- a/_modules/pydna/amplify.html
+++ b/_modules/pydna/amplify.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.amplify — pydna 0.0.0.post1+0f95223 documentation
+  pydna.amplify — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/assembly.html b/_modules/pydna/assembly.html
index d822f088..4e877d04 100644
--- a/_modules/pydna/assembly.html
+++ b/_modules/pydna/assembly.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.assembly — pydna 0.0.0.post1+0f95223 documentation
+  pydna.assembly — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/common_sub_strings.html b/_modules/pydna/common_sub_strings.html
index 8937ca57..34e3c615 100644
--- a/_modules/pydna/common_sub_strings.html
+++ b/_modules/pydna/common_sub_strings.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.common_sub_strings — pydna 0.0.0.post1+0f95223 documentation
+  pydna.common_sub_strings — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/contig.html b/_modules/pydna/contig.html
index 8b1fe2a5..ec15a7ab 100644
--- a/_modules/pydna/contig.html
+++ b/_modules/pydna/contig.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.contig — pydna 0.0.0.post1+0f95223 documentation
+  pydna.contig — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/design.html b/_modules/pydna/design.html
index e7e80784..0d80ed02 100644
--- a/_modules/pydna/design.html
+++ b/_modules/pydna/design.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.design — pydna 0.0.0.post1+0f95223 documentation
+  pydna.design — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/dseq.html b/_modules/pydna/dseq.html
index a4b0a988..3668ae48 100644
--- a/_modules/pydna/dseq.html
+++ b/_modules/pydna/dseq.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.dseq — pydna 0.0.0.post1+0f95223 documentation
+  pydna.dseq — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/dseqrecord.html b/_modules/pydna/dseqrecord.html
index e52766bd..2443cf2b 100644
--- a/_modules/pydna/dseqrecord.html
+++ b/_modules/pydna/dseqrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.dseqrecord — pydna 0.0.0.post1+0f95223 documentation
+  pydna.dseqrecord — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/editor.html b/_modules/pydna/editor.html
index ead4d489..d89e217d 100644
--- a/_modules/pydna/editor.html
+++ b/_modules/pydna/editor.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.editor — pydna 0.0.0.post1+0f95223 documentation
+  pydna.editor — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/gel.html b/_modules/pydna/gel.html
index f2fe9a76..99ae40d4 100644
--- a/_modules/pydna/gel.html
+++ b/_modules/pydna/gel.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.gel — pydna 0.0.0.post1+0f95223 documentation
+  pydna.gel — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbank.html b/_modules/pydna/genbank.html
index 4c16c478..8209d257 100644
--- a/_modules/pydna/genbank.html
+++ b/_modules/pydna/genbank.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbank — pydna 0.0.0.post1+0f95223 documentation
+  pydna.genbank — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbankfile.html b/_modules/pydna/genbankfile.html
index 1b253b15..bfbe8342 100644
--- a/_modules/pydna/genbankfile.html
+++ b/_modules/pydna/genbankfile.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankfile — pydna 0.0.0.post1+0f95223 documentation
+  pydna.genbankfile — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbankfixer.html b/_modules/pydna/genbankfixer.html
index 8fe9b9bf..fe44a184 100644
--- a/_modules/pydna/genbankfixer.html
+++ b/_modules/pydna/genbankfixer.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankfixer — pydna 0.0.0.post1+0f95223 documentation
+  pydna.genbankfixer — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/genbankrecord.html b/_modules/pydna/genbankrecord.html
index d0d265ba..30a651a6 100644
--- a/_modules/pydna/genbankrecord.html
+++ b/_modules/pydna/genbankrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.genbankrecord — pydna 0.0.0.post1+0f95223 documentation
+  pydna.genbankrecord — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/myprimers.html b/_modules/pydna/myprimers.html
index fe3bcfc1..7ed7d868 100644
--- a/_modules/pydna/myprimers.html
+++ b/_modules/pydna/myprimers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.myprimers — pydna 0.0.0.post1+0f95223 documentation
+  pydna.myprimers — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/parsers.html b/_modules/pydna/parsers.html
index 368f6320..3ad5bbf6 100644
--- a/_modules/pydna/parsers.html
+++ b/_modules/pydna/parsers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.parsers — pydna 0.0.0.post1+0f95223 documentation
+  pydna.parsers — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/primer.html b/_modules/pydna/primer.html
index 479b7b5f..c7564170 100644
--- a/_modules/pydna/primer.html
+++ b/_modules/pydna/primer.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.primer — pydna 0.0.0.post1+0f95223 documentation
+  pydna.primer — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/readers.html b/_modules/pydna/readers.html
index 7db0c040..1ebbc73d 100644
--- a/_modules/pydna/readers.html
+++ b/_modules/pydna/readers.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.readers — pydna 0.0.0.post1+0f95223 documentation
+  pydna.readers — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/seqrecord.html b/_modules/pydna/seqrecord.html
index 14bfa43b..c42f1e5d 100644
--- a/_modules/pydna/seqrecord.html
+++ b/_modules/pydna/seqrecord.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.seqrecord — pydna 0.0.0.post1+0f95223 documentation
+  pydna.seqrecord — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/threading_timer_decorator_exit.html b/_modules/pydna/threading_timer_decorator_exit.html
index 529223de..bbfeabbd 100644
--- a/_modules/pydna/threading_timer_decorator_exit.html
+++ b/_modules/pydna/threading_timer_decorator_exit.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+0f95223 documentation
+  pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/tm.html b/_modules/pydna/tm.html
index 210cca62..56a8b9f3 100644
--- a/_modules/pydna/tm.html
+++ b/_modules/pydna/tm.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.tm — pydna 0.0.0.post1+0f95223 documentation
+  pydna.tm — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_modules/pydna/utils.html b/_modules/pydna/utils.html
index 080e3025..f1e111d8 100644
--- a/_modules/pydna/utils.html
+++ b/_modules/pydna/utils.html
@@ -3,7 +3,7 @@
 
   
   
-  pydna.utils — pydna 0.0.0.post1+0f95223 documentation
+  pydna.utils — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/_static/documentation_options.js b/_static/documentation_options.js
index 4d42c3ef..604b1095 100644
--- a/_static/documentation_options.js
+++ b/_static/documentation_options.js
@@ -1,5 +1,5 @@
 const DOCUMENTATION_OPTIONS = {
-    VERSION: '0.0.0.post1+0f95223',
+    VERSION: '0.0.0.post1+bc08a36',
     LANGUAGE: 'en',
     COLLAPSE_INDEX: false,
     BUILDER: 'html',
diff --git a/genindex.html b/genindex.html
index b3d9fb9e..e5e0613d 100644
--- a/genindex.html
+++ b/genindex.html
@@ -3,7 +3,7 @@
 
   
   
-  Index — pydna 0.0.0.post1+0f95223 documentation
+  Index — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/index.html b/index.html
index 7c95ce9d..d755bca4 100644
--- a/index.html
+++ b/index.html
@@ -4,7 +4,7 @@
   
 
   
-  Welcome to pydna’s documentation! — pydna 0.0.0.post1+0f95223 documentation
+  Welcome to pydna’s documentation! — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -15,7 +15,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/py-modindex.html b/py-modindex.html
index 40b28de1..94740a29 100644
--- a/py-modindex.html
+++ b/py-modindex.html
@@ -3,7 +3,7 @@
 
   
   
-  Python Module Index — pydna 0.0.0.post1+0f95223 documentation
+  Python Module Index — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -14,7 +14,7 @@
   
         
         
-        
+        
         
         
     
diff --git a/search.html b/search.html
index 2506f59c..628953de 100644
--- a/search.html
+++ b/search.html
@@ -3,7 +3,7 @@
 
   
   
-  Search — pydna 0.0.0.post1+0f95223 documentation
+  Search — pydna 0.0.0.post1+bc08a36 documentation
       
       
 
@@ -15,7 +15,7 @@
   
         
         
-        
+        
         
         
     

From 1c3f678d48843f200349918feec4b56b1ab4bbd1 Mon Sep 17 00:00:00 2001
From: BjornFJohansson 
Date: Mon, 22 Apr 2024 06:46:28 +0100
Subject: [PATCH 20/84] try fix docs

---
 docs/conf.py | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/docs/conf.py b/docs/conf.py
index b6c628d4..36598200 100644
--- a/docs/conf.py
+++ b/docs/conf.py
@@ -12,7 +12,7 @@
 author = "Björn F. Johansson"
 import os
 import sys
-
+sys.path.insert(0, os.path.abspath("../src/pydna"))
 # contents of docs/conf.py
 from importlib.metadata import version
 

From 1864101b5836c3e39f042a31d67763c54f6e035b Mon Sep 17 00:00:00 2001
From: BjornFJohansson 
Date: Mon, 22 Apr 2024 07:06:04 +0100
Subject: [PATCH 21/84] build docs

---
 docs/index.rst | 2 +-
 1 file changed, 1 insertion(+), 1 deletion(-)

diff --git a/docs/index.rst b/docs/index.rst
index c38e4902..274878a0 100644
--- a/docs/index.rst
+++ b/docs/index.rst
@@ -1,7 +1,7 @@
 Welcome to pydna's documentation!
 =================================
 
-Stuff
+Stuff & other stuff
 
 
 

From 4cfbdb711b4508b443294fad05107cfd55b93547 Mon Sep 17 00:00:00 2001
From: BjornFJohansson 
Date: Mon, 22 Apr 2024 07:18:30 +0100
Subject: [PATCH 22/84] clean

---
 .git_archival.json                            |    6 -
 _modules/index.html                           |  125 -
 _modules/pydna.html                           |  529 --
 _modules/pydna/amplicon.html                  |  291 -
 _modules/pydna/amplify.html                   |  643 ---
 _modules/pydna/assembly.html                  |  629 ---
 _modules/pydna/common_sub_strings.html        |  491 --
 _modules/pydna/contig.html                    |  370 --
 _modules/pydna/design.html                    |  828 ---
 _modules/pydna/dseq.html                      | 1978 -------
 _modules/pydna/dseqrecord.html                | 1588 ------
 _modules/pydna/editor.html                    |  232 -
 _modules/pydna/gel.html                       |  218 -
 _modules/pydna/genbank.html                   |  337 --
 _modules/pydna/genbankfile.html               |  160 -
 _modules/pydna/genbankfixer.html              |  720 ---
 _modules/pydna/genbankrecord.html             |  293 -
 _modules/pydna/myprimers.html                 |  344 --
 _modules/pydna/parsers.html                   |  333 --
 _modules/pydna/primer.html                    |  180 -
 _modules/pydna/readers.html                   |  177 -
 _modules/pydna/seqrecord.html                 |  923 ---
 .../pydna/threading_timer_decorator_exit.html |  213 -
 _modules/pydna/tm.html                        |  471 --
 _modules/pydna/utils.html                     |  880 ---
 _sources/index.rst.txt                        |  205 -
 _static/BMC.png                               |  Bin 247180 -> 0 bytes
 _static/BMC_resized.png                       |  Bin 109443 -> 0 bytes
 _static/BMC_resized_old.png                   |  Bin 179617 -> 0 bytes
 .../_sphinx_javascript_frameworks_compat.js   |  123 -
 _static/basic.css                             |  925 ---
 _static/css/badge_only.css                    |    1 -
 _static/css/fonts/Roboto-Slab-Bold.woff       |  Bin 87624 -> 0 bytes
 _static/css/fonts/Roboto-Slab-Bold.woff2      |  Bin 67312 -> 0 bytes
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 _static/css/fonts/fontawesome-webfont.woff    |  Bin 98024 -> 0 bytes
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 _static/css/fonts/lato-normal.woff2           |  Bin 182708 -> 0 bytes
 _static/css/theme.css                         |    4 -
 _static/doctools.js                           |  156 -
 _static/documentation_options.js              |   13 -
 _static/file.png                              |  Bin 286 -> 0 bytes
 _static/gel.png                               |  Bin 21325 -> 0 bytes
 _static/jquery.js                             |    2 -
 _static/js/badge_only.js                      |    1 -
 _static/js/html5shiv-printshiv.min.js         |    4 -
 _static/js/html5shiv.min.js                   |    4 -
 _static/js/theme.js                           |    1 -
 _static/language_data.js                      |  199 -
 _static/minus.png                             |  Bin 90 -> 0 bytes
 _static/plus.png                              |  Bin 90 -> 0 bytes
 _static/pydna-web.png                         |  Bin 89384 -> 0 bytes
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 _static/pygments.css                          |   75 -
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 _static/snake.png                             |  Bin 211457 -> 0 bytes
 _static/sphinx_highlight.js                   |  154 -
 genindex.html                                 | 1038 ----
 index.html                                    | 4991 -----------------
 py-modindex.html                              |  232 -
 search.html                                   |  122 -
 searchindex.js                                |    1 -
 78 files changed, 24500 deletions(-)
 delete mode 100644 .git_archival.json
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 delete mode 100644 _modules/pydna.html
 delete mode 100644 _modules/pydna/amplicon.html
 delete mode 100644 _modules/pydna/amplify.html
 delete mode 100644 _modules/pydna/assembly.html
 delete mode 100644 _modules/pydna/common_sub_strings.html
 delete mode 100644 _modules/pydna/contig.html
 delete mode 100644 _modules/pydna/design.html
 delete mode 100644 _modules/pydna/dseq.html
 delete mode 100644 _modules/pydna/dseqrecord.html
 delete mode 100644 _modules/pydna/editor.html
 delete mode 100644 _modules/pydna/gel.html
 delete mode 100644 _modules/pydna/genbank.html
 delete mode 100644 _modules/pydna/genbankfile.html
 delete mode 100644 _modules/pydna/genbankfixer.html
 delete mode 100644 _modules/pydna/genbankrecord.html
 delete mode 100644 _modules/pydna/myprimers.html
 delete mode 100644 _modules/pydna/parsers.html
 delete mode 100644 _modules/pydna/primer.html
 delete mode 100644 _modules/pydna/readers.html
 delete mode 100644 _modules/pydna/seqrecord.html
 delete mode 100644 _modules/pydna/threading_timer_decorator_exit.html
 delete mode 100644 _modules/pydna/tm.html
 delete mode 100644 _modules/pydna/utils.html
 delete mode 100644 _sources/index.rst.txt
 delete mode 100644 _static/BMC.png
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 delete mode 100644 _static/BMC_resized_old.png
 delete mode 100644 _static/_sphinx_javascript_frameworks_compat.js
 delete mode 100644 _static/basic.css
 delete mode 100644 _static/css/badge_only.css
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 delete mode 100644 _static/jquery.js
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 delete mode 100644 _static/js/html5shiv-printshiv.min.js
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diff --git a/.git_archival.json b/.git_archival.json
deleted file mode 100644
index 0b8cd6d3..00000000
--- a/.git_archival.json
+++ /dev/null
@@ -1,6 +0,0 @@
-{
-  "hash-full": "$Format:%H$",
-  "hash-short": "$Format:%h$",
-  "timestamp": "$Format:%cI$",
-  "describe": "$Format:%(describe:tags=true,match=v[0-9]*)$"
-}
diff --git a/_modules/index.html b/_modules/index.html
deleted file mode 100644
index dc4a77d0..00000000
--- a/_modules/index.html
+++ /dev/null
@@ -1,125 +0,0 @@
-
-
-
-  
-  
-  Overview: module code — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
      
-      
      • 
-      
    • Overview: module code
      • 
-      
    • 
-      
      • 
-  
    
-  
    
-
    
-          
    
-           
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna.html b/_modules/pydna.html
deleted file mode 100644
index ff611a35..00000000
--- a/_modules/pydna.html
+++ /dev/null
@@ -1,529 +0,0 @@
-
-
-
-  
-  
-  pydna — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""
-:copyright: Copyright 2013-2023 by Björn Johansson. All rights reserved.
-:license:   This code is part of the pydna package, governed by the
-            license in LICENSE.txt that should be included as part
-            of this package.
-
-pydna
-=====
-Pydna is a python package providing code for simulation of the creation of
-recombinant DNA molecules using
-`molecular biology <https://en.wikipedia.org/wiki/Molecular_biology>`_
-techniques. Development of pydna happens in this Github `repository <https://github.com/BjornFJohansson/pydna>`_.
-
-Provided:
-  1. PCR simulation
-  2. Assembly simulation based on shared identical sequences
-  3. Primer design for amplification of a given sequence
-  4. Automatic design of primer tails for Gibson assembly
-     or homologous recombination.
-  5. Restriction digestion and cut&paste cloning
-  6. Agarose gel simulation
-  7. Download sequences from Genbank
-  8. Parsing various sequence formats including the capacity to
-     handle broken Genbank format
-
-pydna package layout
---------------------
-
-The most important modules and how to import functions or classes from
-them are listed below. Class names starts with a capital letter,
-functions with a lowercase letter:
-
-::
-
-      from pydna.module import function
-      from pydna.module import Class
-
-      Example: from pydna.gel import Gel
-
-      pydna
-         ├── amplify
-         │         ├── Anneal
-         │         └── pcr
-         ├── assembly
-         │          └── Assembly
-         ├── design
-         │        ├── assembly_fragments
-         │        └── primer_design
-         ├── download
-         │          └── download_text
-         ├── dseqrecord
-         │            └── Dseqrecord
-         ├── gel
-         │     └── Gel
-         ├── genbank
-         │         ├── genbank
-         │         └── Genbank
-         ├── parsers
-         │         ├── parse
-         │         └── parse_primers
-         └── readers
-                   ├── read
-                   └── read_primers
-
-
-
-How to use the documentation
-----------------------------
-Documentation is available as docstrings provided in the source code for
-each module.
-These docstrings can be inspected by reading the source code directly.
-See further below on how to obtain the code for pydna.
-
-In the python shell, use the built-in ``help`` function to view a
-function's docstring::
-
-  >>> from pydna import readers
-  >>> help(readers.read)
-  ... # doctest: +SKIP
-
-The doctrings are also used to provide an automaticly generated reference
-manual available online at
-`read the docs <https://pydna.readthedocs.io>`_.
-
-Docstrings can be explored using `IPython <http://ipython.org/>`_, an
-advanced Python shell with
-TAB-completion and introspection capabilities. To see which functions
-are available in `pydna`,
-type `pydna.<TAB>` (where `<TAB>` refers to the TAB key).
-Use `pydna.open_config_folder?<ENTER>`to view the docstring or
-`pydna.open_config_folder??<ENTER>` to view the source code.
-
-In the `Spyder IDE <https://github.com/spyder-ide/spyder>`_ it is possible
-to place the cursor immediately before the name of a module,class or
-function and press ctrl+i to bring up docstrings in a separate window in Spyder
-
-Code snippets are indicated by three greater-than signs::
-
-    >>> x=41
-    >>> x=x+1
-    >>> x
-    42
-
-pydna source code
------------------
-
-The pydna source code is
-`available on Github <https://github.com/BjornFJohansson/pydna>`_.
-
-How to get more help
---------------------
-
-Please join the
-`Google group <https://groups.google.com/forum/#!forum/pydna>`_
-for pydna, this is the preferred location for help. If you find bugs
-in pydna itself, open an issue at the
-`Github repository <https://github.com/BjornFJohansson/pydna/issues>`_.
-
-Examples of pydna in use
-------------------------
-
-See this repository for a collection of
- `examples <https://github.com/MetabolicEngineeringGroupCBMA/pydna-examples?tab=readme-ov-file#pydna-examples>`_.
-
-"""
-
-
-from pydna.utils import open_folder as _open_folder
-from pathlib import Path as _Path
-import os as _os
-import logging as _logging
-import logging.handlers as _handlers
-import appdirs as _appdirs
-import configparser as _configparser
-from pydna._pretty import PrettyTable as _PrettyTable
-
-
-__author__ = "Björn Johansson"
-__copyright__ = "Copyright 2013 - 2021 Björn Johansson"
-__credits__ = ["Björn Johansson", "Mark Budde"]
-__license__ = "BSD"
-__maintainer__ = "Björn Johansson"
-__email__ = "bjorn_johansson@bio.uminho.pt"
-__status__ = "Development"  # "Production" #"Prototype"
-__version__ = "0.0.0-post.1+bc08a36"
-
-
-# create config directory
-_os.environ["pydna_config_dir"] = _os.getenv("pydna_config_dir", _appdirs.user_config_dir("pydna"))
-config_dir = _Path(_os.environ["pydna_config_dir"])
-config_dir.mkdir(parents=True, exist_ok=True)
-
-# set path for the pydna.ini file
-_ini_path = config_dir / "pydna.ini"
-
-# define user_data_dir
-user_data_dir = _Path(_appdirs.user_data_dir("pydna"))
-
-default_ini = {
-    "ape": "put/path/to/ape/here",
-    "cached_funcs": "pydna.genbank.genbank.nucleotide",
-    "data_dir": str(user_data_dir),
-    "email": "someone@example.com",
-    "enzymes": str(user_data_dir / "enzymes.md"),
-    "log_dir": _appdirs.user_log_dir("pydna"),
-    "loglevel": str(_logging.WARNING),
-    "primers": str(user_data_dir / "primers.md"),
-    "assembly_limit": str(10),
-}
-
-# initiate a config parser instance
-_parser = _configparser.ConfigParser()
-
-# if a pydna.ini exists, it is read
-if _ini_path.exists():
-    _parser.read(_ini_path)
-else:  # otherwise it is created with default settings
-    _parser["main"] = default_ini
-    with open(_ini_path, "w", encoding="utf-8") as f:  # TODO needs encoding?
-        _parser.write(f)
-
-# pydna related environmental variables are set
-# from pydna.ini if they are not set already
-_main = _parser["main"]
-
-for key in default_ini:
-    _os.environ[f"pydna_{key}"] = _os.getenv(f"pydna_{key}", _main.get(key, default_ini[key]))
-
-logdir = _Path(_os.environ["pydna_log_dir"])
-
-# create log directory if not present
-logdir.mkdir(parents=True, exist_ok=True)
-_logmsg = "Log directory {}".format(logdir)
-
-# create logger
-_logger = _logging.getLogger("pydna")
-_logger.setLevel(int(_os.environ["pydna_loglevel"]))
-_hdlr = _handlers.RotatingFileHandler(
-    logdir / "pydna.log",
-    mode="a",
-    maxBytes=10 * 1024 * 1024,
-    backupCount=10,
-    encoding="utf-8",
-)
-
-_formatter = _logging.Formatter(("%(asctime)s %(levelname)s" " %(funcName)s %(message)s"))
-_hdlr.setFormatter(_formatter)
-_logger.addHandler(_hdlr)
-_logger.info(_logmsg)
-_logger.info("Environmental variable pydna_ape          = %s", _os.environ["pydna_ape"])
-_logger.info("Environmental variable pydna_cached_funcs = %s", _os.environ["pydna_cached_funcs"])
-_logger.info("Environmental variable pydna_data_dir     = %s", _os.environ["pydna_data_dir"])
-_logger.info("Environmental variable pydna_email        = %s", _os.environ["pydna_email"])
-_logger.info("Environmental variable pydna_log_dir      = %s", _os.environ["pydna_log_dir"])
-_logger.info("Environmental variable pydna_loglevel     = %s", _os.environ["pydna_loglevel"])
-_logger.info("Environmental variable pydna_primers      = %s", _os.environ["pydna_primers"])
-_logger.info(
-    "Environmental variable pydna_assembly_limit = %s",
-    _os.environ["pydna_assembly_limit"],
-)
-
-# create cache directory if not present
-
-_Path(_os.environ["pydna_data_dir"]).mkdir(parents=True, exist_ok=True)
-
-# find out if optional dependecies for gel module are in place
-#
-#
-# def _missing_modules_for_gel():
-#    import importlib
-#    from importlib import util
-#
-#    _missing = []
-#    for _optm in ["scipy", "PIL", "numpy", "pyparsing", "requests"]:
-#        _missing.extend([_optm] if not util.find_spec(_optm) else [])
-#    del importlib
-#    del util
-#    return _missing
-#
-#
-# _missing = _missing_modules_for_gel()
-#
-# if _missing:
-#    _logger.warning(
-#        "gel simulation will NOT be available." " Missing modules: %s",
-#        ", ".join(_missing),
-#    )
-# else:
-#    _logger.info("gel simulation is available," " optional dependencies were found.")
-#
-
-_logger.info("__version__ = %s", __version__)
-
-
-class _PydnaWarning(Warning):
-    """Pydna warning.
-
-    Pydna uses this warning (or subclasses of it), to make it easy to
-    silence all warning messages:
-
-    >>> import warnings
-    >>> from pydna import _PydnaWarning
-    >>> warnings.simplefilter('ignore', _PydnaWarning)
-
-    Consult the warnings module documentation for more details.
-    """
-
-    pass
-
-
-class _PydnaDeprecationWarning(_PydnaWarning):
-    """pydna deprecation warning.
-
-    Pydna uses this warning instead of the built in DeprecationWarning
-    since those are ignored by default since Python 2.7.
-
-    To silence all our deprecation warning messages, use:
-
-    >>> import warnings
-    >>> from pydna import _PydnaDeprecationWarning
-    >>> warnings.simplefilter('ignore', _PydnaDeprecationWarning)
-
-    Code marked as deprecated will be removed in a future version
-    of Pydna. This can be discussed in the Pydna google group:
-    https://groups.google.com/forum/#!forum/pydna
-
-    """
-
-    pass
-
-
-
    
-[docs]
-def open_current_folder():
-    """Open the current working directory.
-
-    Opens in the default file manager. The location for this folder is
-    given by the :func:`os.getcwd` function
-    """
-    return _open_folder(_os.getcwd())
    
-
-
-
-_logger.info("Current working directory = os.getcwd() = %s", _os.getcwd())
-
-
-
    
-[docs]
-def open_cache_folder():
-    """Open the pydna cache folder.
-
-    Opens in the default file manager. The location for this folder is stored
-    in the *pydna_data_dir* environmental variable.
-    """
-    return _open_folder(_os.environ["pydna_data_dir"])
    
-
-
-
-
    
-[docs]
-def open_config_folder():
-    """Open the pydna configuration folder.
-
-    Opens in the default file manager. The location for this folder is stored
-    in the *pydna_config_dir* environmental variable.
-
-    The `pydna.ini` file can be edited to make pydna quicker to use.
-    See the documentation of the :class:configparser.ConfigParser´ class.
-
-    Below is the content of a typical `pydna.ini` file on a Linux
-    system.
-
-    ::
-
-        [main]
-        loglevel=30
-        email=myemail@example.org
-        data_dir=/home/bjorn/.local/share/pydna
-        log_dir=/home/bjorn/.cache/pydna/log
-        ape=tclsh /home/bjorn/.ApE/AppMain.tcl
-        cached_funcs=Genbank_nucleotide
-        primers=/home/bjorn/Dropbox/wikidata/PRIMERS.txt
-        enzymes=/home/bjorn/Dropbox/wikidata/RestrictionEnzymes.txt
-
-    The email address is set to someone@example.com by default. If you change
-    this to you own address, the :func:`pydna.genbank.genbank` function can be
-    used to download sequences from Genbank directly without having to
-    explicitly add the email address.
-
-    Pydna can cache results from the following functions or methods:
-
-    - :func:`pydna.genbank.Genbank.nucleotide`   Genbank_nucleotide
-    - :func:`pydna.amplify.Anneal`               amplify_Anneal
-    - :func:`pydna.assembly.Assembly`            assembly_Assembly
-    - :func:`pydna.download.download_text`       download.download_text
-    - :func:`pydna.dseqrecord.Dseqrecord.synced` Dseqrecord_synced
-
-    These can be added separated by a comma to the cached_funcs entry
-    in **pydna.ini** file or the pydna_cached_funcs environment variable.
-
-    """
-    return _open_folder(_os.environ["pydna_config_dir"])
    
-
-
-
-
    
-[docs]
-def open_log_folder():
-    """docstring."""
-    return _open_folder(_os.environ["pydna_log_dir"])
    
-
-
-
-
    
-[docs]
-def get_env():
-    """Print a an ascii table containing all environmental variables.
-
-    Pydna related variables have names that starts with `pydna_`
-    """
-    _table = _PrettyTable(["Variable", "Value"])
-    # _table.set_style(_prettytable.DEFAULT)
-    _table.align["Variable"] = "l"  # Left align
-    _table.align["Value"] = "l"  # Left align
-    _table.padding_width = 1  # One space between column edges and contents
-    for k, v in sorted(_os.environ.items()):
-        if k.lower().startswith("pydna"):
-            _table.add_row([k, v])
-    return _table
    
-
-
-
-
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/amplicon.html b/_modules/pydna/amplicon.html
deleted file mode 100644
index 7263d7c6..00000000
--- a/_modules/pydna/amplicon.html
+++ /dev/null
@@ -1,291 +0,0 @@
-
-
-
-  
-  
-  pydna.amplicon — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.amplicon
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-# doctest: +NORMALIZE_WHITESPACE
-# doctest: +SKIP
-"""This module provides the :class:`Amplicon` class for PCR simulation.
-This class is not meant to be use directly but is
-used by the :mod:`amplify` module"""
-
-from pydna.tm import dbd_program as _dbd_program
-from pydna.tm import program as _program
-from pydna.primer import Primer as _Primer
-from pydna._pretty import pretty_str as _pretty_str
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-from pydna.seqrecord import SeqRecord as _SeqRecord
-import textwrap as _textwrap
-import copy as _copy
-import logging as _logging
-
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-
-
-
    
-[docs]
-class Amplicon(_Dseqrecord):
-    """The Amplicon class holds information about a PCR reaction involving two
-    primers and one template. This class is used by the Anneal class and is not
-    meant to be instantiated directly.
-
-    Parameters
-    ----------
-    forward_primer : SeqRecord(Biopython)
-        SeqRecord object holding the forward (sense) primer
-
-    reverse_primer : SeqRecord(Biopython)
-        SeqRecord object holding the reverse (antisense) primer
-
-    template : Dseqrecord
-        Dseqrecord object holding the template (circular or linear)
-
-
-    """
-
-    def __init__(self, record, *args, template=None, forward_primer=None, reverse_primer=None, **kwargs):
-        super().__init__(record, *args)
-        self.template = template
-        self.forward_primer = forward_primer
-        self.reverse_primer = reverse_primer
-        self.__dict__.update(kwargs)
-
-        # https://medium.com/@chipiga86/circular-references-without-memory-
-        # leaks-and-destruction-of-objects-in-python-43da57915b8d
-
-
    
-[docs]
-    @classmethod
-    def from_SeqRecord(cls, record, *args, path=None, **kwargs):
-        obj = super().from_SeqRecord(record, *args, **kwargs)
-        obj.path = path
-        return obj
    
-
-
-    def __getitem__(self, sl):
-        answer = _copy.copy(self)
-        answer.seq = answer.seq.__getitem__(sl)
-        # answer.seq.alphabet = self.seq.alphabet
-        sr = _SeqRecord("n" * len(self))
-        sr.features = self.features
-        answer.features = _SeqRecord.__getitem__(sr, sl).features
-        return answer
-
-    def __repr__(self):
-        """returns a short string representation of the object"""
-        return "Amplicon({})".format(self.__len__())
-
-    def _repr_pretty_(self, p, cycle):
-        p.text("Amplicon({})".format(self.__len__()))
-
-    def _repr_html_(self):
-        return "Amplicon({})".format(self.__len__())
-
-
    
-[docs]
-    def reverse_complement(self):
-        r = type(self)(super().reverse_complement())
-        r.template = self.template.rc()
-        r.forward_primer = _copy.copy(self.reverse_primer)
-        r.reverse_primer = _copy.copy(self.forward_primer)
-        r.forward_primer.position, r.reverse_primer.position = r.reverse_primer.position, r.forward_primer.position
-        return r
    
-
-
-    rc = reverse_complement
-
-
    
-[docs]
-    def figure(self):
-        """
-        This method returns a simple figure of the two primers binding
-        to a part of the template.
-
-        ::
-
-         5tacactcaccgtctatcattatc...cgactgtatcatctgatagcac3
-                                    ||||||||||||||||||||||
-                                   3gctgacatagtagactatcgtg5
-         5tacactcaccgtctatcattatc3
-          |||||||||||||||||||||||
-         3atgtgagtggcagatagtaatag...gctgacatagtagactatcgtg5
-
-
-
-        Returns
-        -------
-        figure:string
-             A string containing a text representation of the primers
-             annealing on the template (see example above).
-        """
-
-        fp = self.forward_primer
-        rp = self.reverse_primer
-        tp = self.template
-        ft = len(fp) - fp._fp  # forward tail length
-        # rt = len(rp) - rp._fp  # reverse tail length
-        faz = tp[fp.position - fp._fp : fp.position].seq
-        raz = tp[rp.position : rp.position + rp._fp].seq
-        sp3 = " " * (len(fp.seq) + 3)
-        # breakpoint()
-        fzc = tp.seq.crick[::-1][fp.position - fp._fp : fp.position]
-        rzc = tp.seq.crick[::-1][rp.position : rp.position + rp._fp]
-        f = f"""
-            {" " *ft}5{faz}...{raz}3
-             {sp3}{"|" * rp._fp}
-            {sp3}3{rp.seq[::-1]}5
-            5{fp.seq}3
-             {"|" *fp._fp:>{len(fp)}}
-            {" " *ft}3{fzc}...{rzc}5
-            """
-        # breakpoint()
-        return _pretty_str(_textwrap.dedent(f).strip("\n"))
    
-
-
-
    
-[docs]
-    def set_forward_primer_footprint(self, length):
-        self.forward_primer = _Primer(self.forward_primer.tail + self.seq[:length], footprint=length)
    
-
-
-
    
-[docs]
-    def set_reverse_primer_footprint(self, length):
-        self.reverse_primer = _Primer(self.reverse_primer.tail + self.seq[:length], footprint=length)
    
-
-
-
    
-[docs]
-    def program(self):
-        return _program(self)
    
-
-
-
    
-[docs]
-    def dbd_program(self):
-        return _dbd_program(self)
    
-
-
-
    
-[docs]
-    def primers(self):
-        return self.forward_primer, self.reverse_primer
    
-
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/amplify.html b/_modules/pydna/amplify.html
deleted file mode 100644
index b0ef569c..00000000
--- a/_modules/pydna/amplify.html
+++ /dev/null
@@ -1,643 +0,0 @@
-
-
-
-  
-  
-  pydna.amplify — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
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- 
-  
    
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-        
    
-          
    
-  
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-          
    
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-             
-  
    Source code for pydna.amplify
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-# doctest: +NORMALIZE_WHITESPACE
-# doctest: +SKIP
-"""This module provide the :class:`Anneal` class and the :func:`pcr` function
-for PCR simulation. The pcr function is simpler to use, but expects only one
-PCR product. The Anneal class should be used if more flexibility is required.
-
-Primers with 5' tails as well as inverse PCR on circular templates are handled
-correctly."""
-
-from pydna._pretty import pretty_str as _pretty_str
-from pydna.utils import flatten as _flatten
-
-# from pydna.utils import memorize as _memorize
-from pydna.utils import rc as _rc
-from pydna.amplicon import Amplicon as _Amplicon
-from pydna.primer import Primer as _Primer
-from pydna.seqrecord import SeqRecord as _SeqRecord
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-from Bio.SeqFeature import SeqFeature as _SeqFeature
-from Bio.SeqFeature import SimpleLocation as _SimpleLocation
-from Bio.SeqFeature import CompoundLocation as _CompoundLocation
-from pydna.seq import Seq as _Seq
-import itertools as _itertools
-import re as _re
-import copy as _copy
-import operator as _operator
-import os as _os
-import logging as _logging
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-
-_table = {  # IUPAC Ambiguity Codes for Nucleotide Degeneracy and U for Uracile
-    "A": "A",
-    "C": "C",
-    "G": "G",
-    "T": "T",
-    "U": "A",  # XXX
-    "R": "(A|G)",
-    "Y": "(C|T)",
-    "S": "(G|C)",
-    "W": "(A|T)",
-    "K": "(G|T)",
-    "M": "(A|C)",
-    "B": "(C|G|T)",
-    "D": "(A|G|T)",
-    "H": "(A|C|T)",
-    "V": "(A|C|G)",
-    "N": "(A|G|C|T)",
-}
-
-
-def _annealing_positions(primer, template, limit):
-    """Finds the annealing position(s) for a primer on a template where the
-    primer anneals perfectly with at least limit nucleotides in the 3' part.
-    The primer is the lower strand in the figure below.
-
-    start is a position (integer)
-
-    footprint and tail are strings.
-
-    ::
-
-        <- - - - - - - - - - template - - - - - - - - - - - - - >
-
-        <------- start (int) ------>
-     5'-...gctactacacacgtactgactgcctccaagatagagtcagtaaccacactcgat...3'
-           ||||||||||||||||||||||||||||||||||||||||||||||||
-                                  3'-gttctatctcagtcattggtgtATAGTG-5'
-
-                                     <-footprint length -->
-
-    Parameters
-    ----------
-    primer : string
-        The primer sequence 5'-3'
-
-    template : string
-        The template sequence 5'-3'
-
-    limit : int = 15, optional
-        footprint needs to be at least of length limit.
-
-    Returns
-    -------
-    describe : list of tuples (int, int)
-        [ (start1, footprint1), (start2, footprint2) ,..., ]
-    """
-
-    # return empty list if primer too short
-    if len(primer) < limit:
-        return []
-
-    prc = _rc(primer)
-
-    # head is minimum part of primer that must anneal
-    head = prc[:limit].upper()
-
-    # Make regex pattern that reflects extended IUPAC DNA code
-    head = "".join(_table[key] for key in head)
-
-    positions = [m.start() for m in _re.finditer(f"(?={head})", template, _re.I)]
-
-    if positions:
-        tail = prc[limit:].lower()
-        length = len(tail)
-        results = []
-        for match_start in positions:
-            tm = template[match_start + limit : match_start + limit + length].lower()
-            footprint = len(list(_itertools.takewhile(lambda x: x[0] == x[1], zip(tail, tm))))
-            results.append((match_start, footprint + limit))
-        return results
-    return []
-
-
-# class _Memoize(type):
-#     @_memorize("pydna.amplify.Anneal")
-#     def __call__(cls, *args, **kwargs):
-#         return super().__call__(*args, **kwargs)
-
-
-
    
-[docs]
-class Anneal(object):  # ), metaclass=_Memoize):
-    """The Anneal class has the following important attributes:
-
-    Attributes
-    ----------
-    forward_primers : list
-        Description of `forward_primers`.
-    reverse_primers : list
-        Description of `reverse_primers`.
-    template : Dseqrecord
-        A copy of the template argument. Primers annealing sites has been
-        added as features that can be visualized in a seqence editor such as
-        ApE.
-    limit : int, optional
-        The limit of PCR primer annealing, default is 13 bp."""
-
-    def __init__(self, primers, template, limit=13, **kwargs):
-        r"""The Anneal class has to be initiated with at least an iterable of
-        primers and a template.
-
-
-
-        Parameters
-        ----------
-        primers : iterable of :class:`Primer` or Biopython SeqRecord like
-                  objects Primer sequences 5'-3'.
-
-        template : Dseqrecord
-            The template sequence 5'-3'.
-
-        limit : int, optional
-            limit length of the annealing part of the primers.
-
-        Attributes
-        ----------
-        products: list
-            A list of Amplicon objects, one for each primer pair that may
-            form a PCR product.
-
-
-        Examples
-        --------
-        >>> from pydna.readers import read
-        >>> from pydna.amplify import Anneal
-        >>> from pydna.dseqrecord import Dseqrecord as Ds
-        >>> t = Ds("tacactcaccgtctatcattatcta" +
-        ...        "gatc"*240 +
-        ...        "ctatcgactgtatcatctgatagcac")
-        >>> from Bio.SeqRecord import SeqRecord
-        >>> p1 = read(">p1\ntacactcaccgtctatcattatc", ds = False)
-        >>> p2 = read(">p2\ngtgctatcagatgatacagtcg", ds = False)
-        >>> ann = Anneal((p1, p2), t)
-        >>> print(ann.report())
-        Template name 1011 bp linear limit=13:
-        p1 anneals forward (--->) at 23
-        p2 anneals reverse (<---) at 989
-        >>> ann.products
-        [Amplicon(1011)]
-        >>> amplicon_list = ann.products
-        >>> amplicon = amplicon_list.pop()
-        >>> amplicon
-        Amplicon(1011)
-        >>> print(amplicon.figure())
-        5tacactcaccgtctatcattatc...cgactgtatcatctgatagcac3
-                                   ||||||||||||||||||||||
-                                  3gctgacatagtagactatcgtg5
-        5tacactcaccgtctatcattatc3
-         |||||||||||||||||||||||
-        3atgtgagtggcagatagtaatag...gctgacatagtagactatcgtg5
-        >>> print(amplicon)
-        Dseqrecord
-        circular: False
-        size: 1011
-        ID: 1011bp
-        Name: 1011bp_PCR_prod
-        Description: pcr_product_p1_p2
-        Number of features: 2
-        /molecule_type=DNA
-        Dseq(-1011)
-        taca..gcac
-        atgt..cgtg
-        >>> print(amplicon.program())
-        |95°C|95°C               |    |tmf:57.2
-        |____|_____          72°C|72°C|tmr:58.5
-        |3min|30s  \ 57.9°C _____|____|45s/kb
-        |    |      \______/ 0:45|5min|GC 49%
-        |    |       30s         |    |1011bp
-        >>>
-
-        """
-        self.primers = primers
-        self.template = _copy.deepcopy(template)
-
-        self.limit = limit
-        self.kwargs = kwargs
-
-        self._products = None
-
-        self.forward_primers = []
-        self.reverse_primers = []
-
-        twl = len(self.template.seq.watson)
-        tcl = len(self.template.seq.crick)
-
-        if self.template.circular:
-            tw = self.template.seq.watson + self.template.seq.watson
-            tc = self.template.seq.crick + self.template.seq.crick
-        else:
-            tw = self.template.seq.watson
-            tc = self.template.seq.crick
-
-        for p in self.primers:
-            self.forward_primers.extend(
-                (
-                    _Primer(
-                        p,
-                        #          template = self.template,
-                        position=tcl - pos - min(self.template.seq.ovhg, 0),
-                        footprint=fp,
-                    )
-                    for pos, fp in _annealing_positions(str(p.seq), tc, self.limit)
-                    if pos < tcl
-                )
-            )
-            self.reverse_primers.extend(
-                (
-                    _Primer(
-                        p,
-                        #          template = self.template,
-                        position=pos + max(0, self.template.seq.ovhg),
-                        footprint=fp,
-                    )
-                    for pos, fp in _annealing_positions(str(p.seq), tw, self.limit)
-                    if pos < twl
-                )
-            )
-
-        self.forward_primers.sort(key=_operator.attrgetter("position"))
-        self.reverse_primers.sort(key=_operator.attrgetter("position"), reverse=True)
-
-        for fp in self.forward_primers:
-            if fp.position - fp._fp >= 0:
-                start = fp.position - fp._fp
-                end = fp.position
-                self.template.features.append(
-                    _SeqFeature(
-                        _SimpleLocation(start, end, strand=1),
-                        type="primer_bind",
-                        qualifiers={
-                            "label": [fp.name],
-                            "PCR_conditions": [f"primer sequence:{fp.seq}"],
-                            "ApEinfo_fwdcolor": ["#baffa3"],
-                            "ApEinfo_revcolor": ["#ffbaba"],
-                        },
-                    )
-                )
-            else:
-                start = len(self.template) - fp._fp + fp.position
-                end = start + fp._fp - len(self.template)
-                sf = _SeqFeature(
-                    _CompoundLocation(
-                        [
-                            _SimpleLocation(start, len(self.template)),
-                            _SimpleLocation(0, end),
-                        ]
-                    ),
-                    type="primer_bind",
-                    qualifiers={
-                        "label": [fp.name],
-                        "PCR_conditions": [f"primer sequence:{fp.seq}"],
-                        "ApEinfo_fwdcolor": ["#baffa3"],
-                        "ApEinfo_revcolor": ["#ffbaba"],
-                    },
-                )
-                self.template.features.append(sf)
-
-        for rp in self.reverse_primers:
-            if rp.position + rp._fp <= len(self.template):
-                start = rp.position
-                end = rp.position + rp._fp
-                self.template.features.append(
-                    _SeqFeature(
-                        _SimpleLocation(start, end, strand=-1),
-                        type="primer_bind",
-                        qualifiers={
-                            "label": [rp.name],
-                            "PCR_conditions": [f"primer sequence:{rp.seq}"],
-                            "ApEinfo_fwdcolor": ["#baffa3"],
-                            "ApEinfo_revcolor": ["#ffbaba"],
-                        },
-                    )
-                )
-            else:
-                start = rp.position
-                end = rp.position + rp._fp - len(self.template)
-                self.template.features.append(
-                    _SeqFeature(
-                        _CompoundLocation(
-                            [
-                                _SimpleLocation(0, end, strand=-1),
-                                _SimpleLocation(start, len(self.template), strand=-1),
-                            ],
-                        ),
-                        type="primer_bind",
-                        qualifiers={"label": [rp.name]},
-                    )
-                )
-
-    @property
-    def products(self):
-        if self._products:
-            return self._products
-
-        self._products = []
-
-        for fp in self.forward_primers:
-            for rp in self.reverse_primers:
-                if self.template.circular:
-                    shift = fp.position - fp._fp
-                    tpl = self.template.shifted(shift)  # shift template so that it starts where the fp starts anneling
-                    feats = tpl[: rp.position + rp._fp].features
-                    fp.position = fp._fp  # New position of fp becomes the footprint length
-                    rp.position = (rp.position - shift) % len(self.template)  # Shift the rp position as well
-                elif fp.position <= rp.position:  # pcr products only formed if fp anneals forward of rp
-                    feats = self.template[
-                        fp.position - fp._fp : rp.position + rp._fp
-                    ].features  # Save features covered by primers
-                    tpl = self.template
-                else:
-                    continue
-                if tpl.circular and fp.position == rp.position:
-                    prd = _Dseqrecord(fp) + _Dseqrecord(rp).reverse_complement()
-                else:
-                    prd = _Dseqrecord(fp) + tpl[fp.position : rp.position] + _Dseqrecord(rp).reverse_complement()
-                prd.features = feats
-                full_tmpl_features = [
-                    f for f in self.template.features if f.location.start == 0 and f.location.end == len(self.template)
-                ]
-                new_identifier = ""
-                if full_tmpl_features:
-                    ft = full_tmpl_features[0]
-                    if "label" in ft.qualifiers:
-                        new_identifier = " ".join(ft.qualifiers["label"])
-                    elif "note" in ft.qualifiers:
-                        new_identifier = " ".join(ft.qualifiers["note"])
-
-                from pydna.utils import (
-                    identifier_from_string as _identifier_from_string,
-                )  # TODO:  clean this up
-
-                prd.name = (
-                    _identifier_from_string(new_identifier)[:16]
-                    or self.kwargs.get("name")
-                    or f"{len(prd)}bp_PCR_prod"[:16]
-                )
-                prd.id = _identifier_from_string(new_identifier)[:16] or self.kwargs.get("id") or f"{len(prd)}bp"[:16]
-                prd.description = self.kwargs.get("description") or "pcr_product_{}_{}".format(
-                    fp.description, rp.description
-                )
-
-                amplicon = _Amplicon(
-                    prd,
-                    template=tpl,
-                    forward_primer=fp,
-                    reverse_primer=rp,
-                    **self.kwargs,
-                )
-
-                # amplicon.forward_primer.amplicon = amplicon
-                # amplicon.reverse_primer.amplicon = amplicon
-
-                self._products.append(amplicon)
-
-        return self._products
-
-    def __repr__(self):
-        """returns a short string representation"""
-        return "Reaction(products = {})".format(len(self.forward_primers * len(self.reverse_primers)))
-
-    def __str__(self):
-        """returns a short report describing if or where primer
-        anneal on the template."""
-
-        mystring = "Template {name} {size} bp {top} limit={limit}:\n".format(
-            name=self.template.name,
-            size=len(self.template),
-            top={True: "circular", False: "linear"}[self.template.circular],
-            limit=self.limit,
-        )
-        if self.forward_primers:
-            for p in self.forward_primers:
-                mystring += "{name} anneals forward (--->) at {pos}\n".format(name=p.name, pos=p.position)
-        else:
-            mystring += "No forward primers anneal...\n"
-        # mystring +="\n"
-        if self.reverse_primers:
-            for p in self.reverse_primers:
-                mystring += "{name} anneals reverse (<---) at {pos}\n".format(name=p.name, pos=p.position)
-        else:
-            mystring += "No reverse primers anneal...\n"
-        return _pretty_str(mystring.strip())
-
-    report = __str__
    
-
-
-
-
    
-[docs]
-def pcr(*args, **kwargs):
-    """pcr is a convenience function for the Anneal class to simplify its
-    usage, especially from the command line. If more than one or no PCR
-    product is formed, a ValueError is raised.
-
-    args is any iterable of Dseqrecords or an iterable of iterables of
-    Dseqrecords. args will be greedily flattened.
-
-    Parameters
-    ----------
-
-    args : iterable containing sequence objects
-        Several arguments are also accepted.
-
-    limit : int = 13, optional
-        limit length of the annealing part of the primers.
-
-    Notes
-    -----
-
-    sequences in args could be of type:
-
-    * string
-    * Seq
-    * SeqRecord (or subclass)
-    * Dseqrecord (or sublcass)
-
-    The last sequence will be assumed to be the template while
-    all preceeding sequences will be assumed to be primers.
-
-    This is a powerful function, use with care!
-
-    Returns
-    -------
-
-    product : Amplicon
-        An :class:`pydna.amplicon.Amplicon` object representing the PCR
-        product. The direction of the PCR product will be the same as for
-        the template sequence.
-
-    Examples
-    --------
-
-    >>> from pydna.dseqrecord import Dseqrecord
-    >>> from pydna.readers import read
-    >>> from pydna.amplify import pcr
-    >>> from pydna.primer import Primer
-    >>> template = Dseqrecord("tacactcaccgtctatcattatctac\
-tatcgactgtatcatctgatagcac")
-    >>> from Bio.SeqRecord import SeqRecord
-    >>> p1 = Primer("tacactcaccgtctatcattatc")
-    >>> p2 = Primer("cgactgtatcatctgatagcac").reverse_complement()
-    >>> pcr(p1, p2, template)
-    Amplicon(51)
-    >>> pcr([p1, p2], template)
-    Amplicon(51)
-    >>> pcr((p1,p2,), template)
-    Amplicon(51)
-    >>>
-
-    """
-
-    output = _flatten(args)  # flatten
-    new = []
-    for s in output:
-        if hasattr(s, "watson"):
-            s = _SeqRecord(_Seq(s.watson))
-        elif hasattr(s, "transcribe"):
-            s = _SeqRecord(s)
-        elif isinstance(s, str):
-            s = _SeqRecord(_Seq(s))
-        elif hasattr(s, "features"):
-            pass
-        else:
-            raise TypeError(
-                "arguments need to be a string, Bio.Seq, SeqRecord" ", Primer, Dseqrecord or Amplicon object"
-            )
-        new.append(s)
-
-    # A single Amplicon object
-    if len(new) == 1 and hasattr(new[0], "forward_primer"):
-        new = [new[0].forward_primer, new[0].reverse_primer, new[0].template]
-
-    if not hasattr(new[-1].seq, "watson"):
-        new[-1] = _Dseqrecord(s)
-
-    anneal_primers = Anneal(new[:-1], new[-1], **kwargs)
-
-    if len(anneal_primers.products) == 1:
-        return anneal_primers.products[0]
-    elif len(anneal_primers.products) == 0:
-        raise ValueError(f"No PCR product! {anneal_primers.report()}")
-    raise ValueError("PCR not specific! {format(anneal_primers.report()}")
    
-
-
-
-if __name__ == "__main__":
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/assembly.html b/_modules/pydna/assembly.html
deleted file mode 100644
index 4e877d04..00000000
--- a/_modules/pydna/assembly.html
+++ /dev/null
@@ -1,629 +0,0 @@
-
-
-
-  
-  
-  pydna.assembly — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.assembly
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""Assembly of sequences by homologous recombination.
-
-Should also be useful for related techniques such as Gibson assembly and fusion
-PCR. Given a list of sequences (Dseqrecords), all sequences are analyzed for
-shared homology longer than the set limit.
-
-A graph is constructed where each overlapping region form a node and
-sequences separating the overlapping regions form edges.
-
-
-::
-
-
-                -- A --
-    catgatctacgtatcgtgt     -- B --
-                atcgtgtactgtcatattc
-                            catattcaaagttct
-
-
-
-    --x--> A --y--> B --z-->   (Graph)
-
-    Nodes:
-
-    A : atcgtgt
-    B : catattc
-
-    Edges:
-
-    x : catgatctacgt
-    y : actgt
-    z : aaagttct
-
-
-The NetworkX package is used to trace linear and circular paths through the
-graph.
-"""
-import os as _os
-from Bio.SeqFeature import ExactPosition as _ExactPosition
-from Bio.SeqFeature import SimpleLocation as _SimpleLocation
-from Bio.SeqFeature import CompoundLocation as _CompoundLocation
-from pydna.utils import rc as _rc
-
-# from pydna.utils import memorize as _memorize
-from pydna._pretty import pretty_str as _pretty_str
-from pydna.contig import Contig as _Contig
-from pydna.common_sub_strings import common_sub_strings
-
-from pydna.common_sub_strings import terminal_overlap
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-import networkx as _nx
-from copy import deepcopy as _deepcopy
-import itertools as _itertools
-import logging as _logging
-
-# from func_timeout import func_set_timeout
-# from wrapt_timeout_decorator import timeout
-from pydna.threading_timer_decorator_exit import exit_after
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-
-
-terminal_overlap
-
-
-
    
-[docs]
-class Assembly(object):  # , metaclass=_Memoize):
-    """Assembly of a list of linear DNA fragments into linear or circular
-    constructs. The Assembly is meant to replace the Assembly method as it
-    is easier to use. Accepts a list of Dseqrecords (source fragments) to
-    initiate an Assembly object. Several methods are available for analysis
-    of overlapping sequences, graph construction and assembly.
-
-    Parameters
-    ----------
-
-    fragments : list
-        a list of Dseqrecord objects.
-    limit : int, optional
-        The shortest shared homology to be considered
-    algorithm : function, optional
-        The algorithm used to determine the shared sequences.
-    max_nodes : int
-        The maximum number of nodes in the graph. This can be tweaked to
-        manage sequences with a high number of shared sub sequences.
-
-
-
-    Examples
-    --------
-
-    >>> from pydna.assembly import Assembly
-    >>> from pydna.dseqrecord import Dseqrecord
-    >>> a = Dseqrecord("acgatgctatactgCCCCCtgtgctgtgctcta")
-    >>> b = Dseqrecord("tgtgctgtgctctaTTTTTtattctggctgtatc")
-    >>> c = Dseqrecord("tattctggctgtatcGGGGGtacgatgctatactg")
-    >>> x = Assembly((a,b,c), limit=14)
-    >>> x
-    Assembly
-    fragments....: 33bp 34bp 35bp
-    limit(bp)....: 14
-    G.nodes......: 6
-    algorithm....: common_sub_strings
-    >>> x.assemble_circular()
-    [Contig(o59), Contig(o59)]
-    >>> x.assemble_circular()[0].seq.watson
-    'acgatgctatactgCCCCCtgtgctgtgctctaTTTTTtattctggctgtatcGGGGGt'
-
-
-    """
-
-    def __init__(self, frags=None, limit=25, algorithm=common_sub_strings):
-        # Fragments is a string subclass with some extra properties
-        # The order of the fragments has significance
-        fragments = []
-        for f in frags:
-            fragments.append(
-                {
-                    "upper": str(f.seq).upper(),
-                    "mixed": str(f.seq),
-                    "name": f.name,
-                    "features": f.features,
-                    "nodes": [],
-                }
-            )
-
-        # rcfragments is a dict with fragments as keys and the reverse
-        # complement as value
-        rcfragments = dict(
-            (
-                f["mixed"],
-                {
-                    "upper": str(frc.seq).upper(),
-                    "mixed": str(frc.seq),
-                    "name": frc.name,
-                    "features": frc.features,
-                    "nodes": [],
-                },
-            )
-            for f, frc in zip(fragments, (f.rc() for f in frags))
-        )
-        # The nodemap dict holds nodes and their reverse complements
-        nodemap = {
-            "begin": "end",
-            "end": "begin",
-            "begin_rc": "end_rc",
-            "end_rc": "begin_rc",
-        }
-
-        # all combinations of fragments are compared.
-        # see https://docs.python.org/3.10/library/itertools.html
-        # itertools.combinations('ABCD', 2)-->  AB AC AD BC BD CD
-        for first, secnd in _itertools.combinations(fragments, 2):
-            if first["upper"] == secnd["upper"]:
-                continue
-
-            firrc = rcfragments[first["mixed"]]
-            secrc = rcfragments[secnd["mixed"]]
-
-            # matches is a list of tuples of three integers describing
-            # overlapping sequences:
-            # (start position in first, start position in secnd, length)
-            # This comparison is done using uppercase strings, see _
-            # Fragment class
-            matches = algorithm(first["upper"], secnd["upper"], limit)
-
-            for start_in_first, start_in_secnd, length in matches:
-                # node is a string and represent the shared sequence in upper
-                # case.
-                node = first["upper"][start_in_first : start_in_first + length]
-
-                first["nodes"].append((start_in_first, length, node))
-                secnd["nodes"].append((start_in_secnd, length, node))
-
-                # The same node exists between the reverse complements of
-                # first and secnd
-                # The new positions are calculated from the length of the
-                # fragment and
-                # the overlapping sequence
-                start_in_firrc = len(first["upper"]) - start_in_first - length
-                start_in_secrc = len(secnd["upper"]) - start_in_secnd - length
-                # noderc is the reverse complement of node
-                noderc = firrc["upper"][start_in_firrc : start_in_firrc + length]
-                firrc["nodes"].append((start_in_firrc, length, noderc))
-                secrc["nodes"].append((start_in_secrc, length, noderc))
-                nodemap[node] = noderc
-
-            # first is also compared to the rc of secnd
-            matches = algorithm(first["upper"], secrc["upper"], limit)
-
-            for start_in_first, start_in_secrc, length in matches:
-                node = first["upper"][start_in_first : start_in_first + length]
-                first["nodes"].append((start_in_first, length, node))
-                secrc["nodes"].append((start_in_secrc, length, node))
-
-                start_in_firrc, start_in_secnd = (
-                    len(first["upper"]) - start_in_first - length,
-                    len(secnd["upper"]) - start_in_secrc - length,
-                )
-                noderc = firrc["upper"][start_in_firrc : start_in_firrc + length]
-                firrc["nodes"].append((start_in_firrc, length, noderc))
-                secnd["nodes"].append((start_in_secnd, length, noderc))
-                nodemap[node] = noderc
-
-        # A directed graph class that can store multiedges.
-        # Multiedges are multiple edges between two nodes. Each edge can hold
-        # optional data or attributes.
-        # https://networkx.github.io/documentation/stable/reference/classes/
-        # multidigraph.html
-
-        order = 0
-        G = _nx.MultiDiGraph()
-        # loop through all fragments their and reverse complements
-
-        for f in fragments:
-            f["nodes"] = sorted(set(f["nodes"]))
-
-        for f in rcfragments.values():
-            f["nodes"] = sorted(set(f["nodes"]))
-
-        for f in _itertools.chain(fragments, rcfragments.values()):
-            # nodes are sorted in place in the order of their position
-            # duplicates are removed (same position and sequence)
-            # along the fragment since nodes are a tuple (position(int),
-            # sequence(str))
-
-            before = G.order()
-            G.add_nodes_from(
-                (node, {"order": order + od, "length": length})
-                for od, (start, length, node) in enumerate(n for n in f["nodes"] if n[2] not in G)
-            )
-            order += G.order() - before
-
-            for (start1, length1, node1), (
-                start2,
-                length2,
-                node2,
-            ) in _itertools.combinations(f["nodes"], 2):
-                feats = [
-                    ft
-                    for ft in f["features"]
-                    if start1 <= ft.location.start and start2 + G.nodes[node2]["length"] >= ft.location.end
-                ]
-
-                # for feat in feats:
-                #     feat.location += -start1
-
-                G.add_edge(
-                    node1,
-                    node2,  # nodes (strings)
-                    piece=slice(start1, start2),  # slice
-                    features=feats,  # features
-                    seq=f["mixed"],  # mixed case string
-                    name=f["name"],
-                )  # string
-
-        self.G = _nx.create_empty_copy(G)
-        self.G.add_edges_from(sorted(G.edges(data=True), key=lambda t: len(t[2].get("seq", 1)), reverse=True))
-        self.nodemap = {**nodemap, **{nodemap[i]: i for i in nodemap}}
-        self.limit = limit
-        self.fragments = fragments
-        self.rcfragments = rcfragments
-        self.algorithm = algorithm
-
-    @exit_after(int(_os.getenv("pydna_assembly_limit", 10)))
-    def assemble_linear(self, start=None, end=None, max_nodes=None):
-        G = _nx.MultiDiGraph(self.G)
-
-        G.add_nodes_from(["begin", "begin_rc", "end", "end_rc"], length=0)
-
-        # add edges from "begin" to nodes in the first
-        # sequence in self.fragments
-        firstfragment = self.fragments[0]
-        for start, length, node in firstfragment["nodes"][::-1]:
-            G.add_edge(
-                "begin",
-                node,
-                piece=slice(0, start),
-                features=[f for f in firstfragment["features"] if start + length >= f.location.end],
-                seq=firstfragment["mixed"],
-                name=firstfragment["name"],
-            )
-
-        # add edges from "begin_rc" to nodes in the reverse complement of the
-        # first sequence
-        firstfragmentrc = self.rcfragments[firstfragment["mixed"]]
-        for start, length, node in firstfragmentrc["nodes"][::-1]:
-            G.add_edge(
-                "begin_rc",
-                node,
-                piece=slice(0, start),
-                features=[f for f in firstfragmentrc["features"] if start + length >= f.location.end],
-                seq=firstfragmentrc["mixed"],
-                name=firstfragmentrc["name"],
-            )
-
-        # add edges from nodes in last sequence to "end"
-        lastfragment = self.fragments[-1]
-        for start, length, node in lastfragment["nodes"]:
-            G.add_edge(
-                node,
-                "end",
-                piece=slice(start, len(lastfragment["mixed"])),
-                features=[f for f in lastfragment["features"] if start <= f.location.start],
-                seq=lastfragment["mixed"],
-                name=lastfragment["name"],
-            )
-            # breakpoint()
-
-        # add edges from nodes in last reverse complement sequence to "end_rc"
-        lastfragmentrc = self.rcfragments[lastfragment["mixed"]]
-        for start, length, node in lastfragmentrc["nodes"]:
-            G.add_edge(
-                node,
-                "end_rc",
-                piece=slice(start, len(lastfragmentrc["mixed"])),
-                features=[f for f in lastfragmentrc["features"] if start <= f.location.start],
-                seq=lastfragmentrc["mixed"],
-                name=lastfragmentrc["name"],
-            )
-
-        max_nodes = max_nodes or len(self.fragments)
-
-        linearpaths = list(
-            _itertools.chain(
-                _nx.all_simple_paths(_nx.DiGraph(G), "begin", "end", cutoff=max_nodes),
-                _nx.all_simple_paths(_nx.DiGraph(G), "begin", "end_rc", cutoff=max_nodes),
-                _nx.all_simple_paths(_nx.DiGraph(G), "begin_rc", "end", cutoff=max_nodes),
-                _nx.all_simple_paths(_nx.DiGraph(G), "begin_rc", "end_rc", cutoff=max_nodes),
-            )
-        )
-
-        lps = {}
-
-        for lp in linearpaths:
-            edgelol = []
-
-            for u, v in zip(lp, lp[1:]):
-                e = []
-                for d in G[u][v].values():
-                    e.append((u, v, d))
-                edgelol.append(e)
-
-            for edges in _itertools.product(*edgelol):
-                # TODO explain
-                if [
-                    True
-                    for ((u, v, e), (x, y, z)) in zip(edges, edges[1:])
-                    if ((e["seq"], e["piece"].stop) == (z["seq"], z["piece"].start))
-                ]:
-                    continue
-                ct = "".join(e["seq"][e["piece"]] for u, v, e in edges)
-                key = ct.upper()
-
-                if key in lps:
-                    continue  # TODO: is this test needed?
-                sg = _nx.DiGraph()
-                sg.add_edges_from(edges)
-                sg.add_nodes_from((n, d) for n, d in G.nodes(data=True) if n in lp)
-
-                edgefeatures = []
-                offset = 0
-                for u, v, e in edges:
-                    feats = _deepcopy(e["features"])
-                    for f in feats:
-                        f.location += offset - e["piece"].start
-                    edgefeatures.extend(feats)
-                    offset += e["piece"].stop - e["piece"].start
-
-                lps[key] = ct, edgefeatures, sg, {n: self.nodemap[n] for n in lp}
-
-        return sorted(
-            (
-                _Contig.from_string(
-                    lp[0],
-                    features=lp[1],
-                    graph=lp[2],
-                    nodemap=lp[3],
-                    linear=True,
-                    circular=False,
-                )
-                for lp in lps.values()
-            ),
-            key=len,
-            reverse=True,
-        )
-
-    @exit_after(int(_os.getenv("pydna_assembly_limit", 10)))
-    def assemble_circular(self, length_bound=None):
-        cps = {}  # circular assembly
-        cpsrc = {}
-        cpaths = sorted(_nx.simple_cycles(self.G, length_bound=length_bound), key=len)
-        cpaths_sorted = []
-        for cpath in cpaths:
-            order, node = min((self.G.nodes[node]["order"], node) for node in cpath)
-            i = cpath.index(node)
-            cpaths_sorted.append((order, cpath[i:] + cpath[:i]))
-        cpaths_sorted.sort()
-
-        for (
-            _,
-            cp,
-        ) in cpaths_sorted:  # cpaths is a list of nodes representing a circular assembly
-            edgelol = []  # edgelol is a list of lists of all edges along cp
-            cp += cp[0:1]
-            for u, v in zip(cp, cp[1:]):
-                e = []
-                for d in self.G[u][v].values():
-                    e.append((u, v, d))
-                edgelol.append(e)
-
-            for edges in _itertools.product(*edgelol):
-                if [
-                    True
-                    for ((u, v, e), (x, y, z)) in zip(edges, edges[1:])
-                    if ((e["seq"], e["piece"].stop) == (z["seq"], z["piece"].start))
-                ]:
-                    continue
-                ct = "".join(e["seq"][e["piece"]] for u, v, e in edges)
-                key = ct.upper()
-
-                if key in cps or key in cpsrc:
-                    continue  # TODO: is test in cpsrc needed?
-                sg = _nx.DiGraph()
-                sg.add_edges_from(edges)
-                sg.add_nodes_from((n, d) for n, d in self.G.nodes(data=True) if n in cp)
-
-                edgefeatures = []
-                offset = 0
-
-                for u, v, e in edges:
-                    feats = _deepcopy(e["features"])
-                    for feat in feats:
-                        feat.location += offset
-                    edgefeatures.extend(feats)
-                    offset += e["piece"].stop - e["piece"].start
-                    for f in edgefeatures:
-                        if f.location.start > len(ct) and f.location.end > len(ct):
-                            f.location += -len(ct)
-                        elif f.location.end > len(ct):
-                            f.location = _CompoundLocation(
-                                (
-                                    _SimpleLocation(f.location.start, _ExactPosition(len(ct))),
-                                    _SimpleLocation(_ExactPosition(0), f.location.end - len(ct)),
-                                )
-                            )
-
-                cps[key] = cpsrc[_rc(key)] = (
-                    ct,
-                    edgefeatures,
-                    sg,
-                    {n: self.nodemap[n] for n in cp[:-1]},
-                    cp,
-                )
-
-        return sorted(
-            (
-                _Contig.from_string(
-                    cp[0],
-                    features=cp[1],
-                    graph=cp[2],
-                    nodemap=cp[3],
-                    linear=False,
-                    circular=True,
-                )
-                for cp in cps.values()
-            ),
-            key=len,
-            reverse=True,
-        )
-
-    def __repr__(self):
-        # https://pyformat.info
-        return _pretty_str(
-            "Assembly\n"
-            "fragments..: {sequences}\n"
-            "limit(bp)..: {limit}\n"
-            "G.nodes....: {nodes}\n"
-            "algorithm..: {al}".format(
-                sequences=" ".join("{}bp".format(len(x["mixed"])) for x in self.fragments),
-                limit=self.limit,
-                nodes=self.G.order(),
-                al=self.algorithm.__name__,
-            )
-        )
    
-
-
-
-example_fragments = (
-    _Dseqrecord("AacgatCAtgctcc", name="a"),
-    _Dseqrecord("TtgctccTAAattctgc", name="b"),
-    _Dseqrecord("CattctgcGAGGacgatG", name="c"),
-)
-
-
-linear_results = (
-    _Dseqrecord("AacgatCAtgctccTAAattctgcGAGGacgatG", name="abc"),
-    _Dseqrecord("ggagcaTGatcgtCCTCgcagaatG", name="ac_rc"),
-    _Dseqrecord("AacgatG", name="ac"),
-)
-
-
-circular_results = (
-    _Dseqrecord("acgatCAtgctccTAAattctgcGAGG", name="abc", circular=True),
-    _Dseqrecord("ggagcaTGatcgtCCTCgcagaatTTA", name="abc_rc", circular=True),
-)
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/common_sub_strings.html b/_modules/pydna/common_sub_strings.html
deleted file mode 100644
index 34e3c615..00000000
--- a/_modules/pydna/common_sub_strings.html
+++ /dev/null
@@ -1,491 +0,0 @@
-
-
-
-  
-  
-  pydna.common_sub_strings — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.common_sub_strings
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""This module is based on the Py-rstr-max package that
-was written by Romain Brixtel (rbrixtel_at_gmail_dot_com)
-(https://brixtel.users.greyc.fr) and is available from
-https://code.google.com/p/py-rstr-max
-https://github.com/gip0/py-rstr-max
-the original code was covered by an MIT licence."""
-
-
-# from array import array as _array
-# import itertools as _itertools
-from operator import itemgetter as _itemgetter
-
-
-# def _kark_sort(s, SA, n, K):
-#     def radixpass(a, b, r, s, n, k):
-#         c = _array("i", [0] * (k + 1))
-#         for i in range(n):
-#             c[r[a[i] + s]] += 1
-
-#         somme = 0
-#         for i in range(k + 1):
-#             freq, c[i] = c[i], somme
-#             somme += freq
-
-#         for i in range(n):
-#             b[c[r[a[i] + s]]] = a[i]
-#             c[r[a[i] + s]] += 1
-
-#     n0 = (n + 2) // 3
-#     n1 = (n + 1) // 3
-#     n2 = n // 3
-#     n02 = n0 + n2
-
-#     SA12 = _array("i", [0] * (n02 + 3))
-#     SA0 = _array("i", [0] * n0)
-
-#     s12 = [i for i in range(n + (n0 - n1)) if i % 3]
-#     s12.extend([0] * 3)
-#     s12 = _array("i", s12)
-
-#     radixpass(s12, SA12, s, 2, n02, K)
-#     radixpass(SA12, s12, s, 1, n02, K)
-#     radixpass(s12, SA12, s, 0, n02, K)
-
-#     name = 0
-#     c0, c1, c2 = -1, -1, -1
-#     for i in range(n02):
-#         if s[SA12[i]] != c0 or s[SA12[i] + 1] != c1 or s[SA12[i] + 2] != c2:
-#             name += 1
-#             c0 = s[SA12[i]]
-#             c1 = s[SA12[i] + 1]
-#             c2 = s[SA12[i] + 2]
-#         if SA12[i] % 3 == 1:
-#             s12[SA12[i] // 3] = name
-#         else:
-#             s12[SA12[i] // 3 + n0] = name
-
-#     if name < n02:
-#         _kark_sort(s12, SA12, n02, name + 1)
-#         for i in range(n02):
-#             s12[SA12[i]] = i + 1
-#     else:
-#         for i in range(n02):
-#             SA12[s12[i] - 1] = i
-
-#     s0 = _array("i", [SA12[i] * 3 for i in range(n02) if SA12[i] < n0])
-#     radixpass(s0, SA0, s, 0, n0, K)
-
-#     p = j = k = 0
-#     t = n0 - n1
-#     while k < n:
-#         i = SA12[t] * 3 + 1 if SA12[t] < n0 else (SA12[t] - n0) * 3 + 2
-#         j = SA0[p] if p < n0 else 0
-
-#         if SA12[t] < n0:
-#             test = (s12[SA12[t] + n0] <= s12[j // 3]) if (s[i] == s[j]) else (s[i] < s[j])
-#         elif s[i] == s[j]:
-#             test = s12[SA12[t] - n0 + 1] <= s12[j // 3 + n0] if (s[i + 1] == s[j + 1]) else s[i + 1] < s[j + 1]
-#         else:
-#             test = s[i] < s[j]
-#         if test:
-#             SA[k] = i
-#             t += 1
-#             if t == n02:
-#                 k += 1
-#                 while p < n0:
-#                     SA[k] = SA0[p]
-#                     p += 1
-#                     k += 1
-#         else:
-#             SA[k] = j
-#             p += 1
-#             if p == n0:
-#                 k += 1
-#                 while t < n02:
-#                     SA[k] = (SA12[t] * 3) + 1 if SA12[t] < n0 else ((SA12[t] - n0) * 3) + 2
-#                     t += 1
-#                     k += 1
-#         k += 1
-
-
-# class _Rstr_max:
-#     def __init__(self):
-#         self.array_str = []
-
-#     def add_str(self, str_unicode):
-#         self.array_str.append(str_unicode)
-
-#     def _step1_sort_suffix(self):
-#         char_frontier = chr(2)
-
-#         self.global_suffix = char_frontier.join(self.array_str)
-
-#         nbChars = len(self.global_suffix)
-#         init = [-1] * nbChars
-#         self.idxString = _array("i", init)
-#         self.idxPos = _array("i", init)
-#         self.endAt = _array("i", init)
-
-#         k = idx = 0
-#         for mot in self.array_str:
-#             last = k + len(mot)
-#             for p in range(len(mot)):
-#                 self.idxString[k] = idx
-#                 self.idxPos[k] = p
-#                 self.endAt[k] = last
-#                 k += 1
-#             idx += 1
-#             k += 1
-
-#         s = self.global_suffix
-#         alphabet = [None] + sorted(set(s))
-#         k = len(alphabet)
-#         n = len(s)
-#         t = dict((c, i) for i, c in enumerate(alphabet))
-#         SA = _array("i", [0] * (n + 3))
-#         _kark_sort(_array("i", [t[c] for c in s] + [0] * 3), SA, n, k)
-#         self.res = SA[:n]
-
-#     def _step2_lcp(self):
-#         n = len(self.res)
-#         init = [0] * n
-#         rank = _array("i", init)
-#         LCP = _array("i", init)
-
-#         s = self.global_suffix
-#         suffix__array = self.res
-#         endAt = self.endAt
-
-#         for i in range(len(self.array_str), n):
-#             v = self.res[i]
-#             rank[v] = i
-
-#         l = 0
-#         for j in range(n):
-#             if l > 0:
-#                 l -= 1
-#             i = rank[j]
-#             j2 = suffix__array[i - 1]
-#             if i:
-#                 while l + j < endAt[j] and l + j2 < endAt[j2] and s[j + l] == s[j2 + l]:
-#                     l += 1
-#                 LCP[i - 1] = l
-#             else:
-#                 l = 0
-#         self.lcp = LCP
-
-#     def _step3_rstr(self):
-#         prev_len = 0
-#         idx = 0
-#         results = {}
-#         len_lcp = len(self.lcp) - 1
-
-#         class Stack:
-#             pass
-
-#         stack = Stack()
-#         stack._top = 0
-#         stack.lst_max = []
-
-#         # if len(self.res) == 0 :
-#         #  return {}
-
-#         pos1 = self.res[0]
-#         for idx in range(len_lcp):
-#             current_len = self.lcp[idx]
-#             pos2 = self.res[idx + 1]
-#             end_ = max(pos1, pos2) + current_len
-#             n = prev_len - current_len
-#             if n < 0:
-#                 # pushMany
-#                 stack.lst_max.append([-n, idx, end_])
-#                 stack._top += -n
-#             elif n > 0:
-#                 self.removeMany(stack, results, n, idx)
-#             elif stack._top > 0 and end_ > stack.lst_max[-1][-1]:
-#                 # setMax
-#                 stack.lst_max[-1][-1] = end_
-
-#             prev_len = current_len
-#             pos1 = pos2
-
-#         if stack._top > 0:
-#             self.removeMany(stack, results, stack._top, idx + 1)
-
-#         return results
-
-#     def removeMany(self, stack, results, m, idxEnd):
-#         prevStart = -1
-#         while m > 0:
-#             n, idxStart, maxEnd = stack.lst_max.pop()
-#             if prevStart != idxStart:
-#                 # idStr = self.idxString[maxEnd-1]
-#                 # pos = self.idxPos[maxEnd-1]
-#                 id_ = (maxEnd, idxEnd - idxStart + 1)
-#                 if id_ not in results or results[id_][0] < stack._top:
-#                     results[id_] = (stack._top, idxStart)
-#                 prevStart = idxStart
-#             m -= n
-#             stack._top -= n
-#         if m < 0:
-#             stack.lst_max.append([-m, idxStart, maxEnd - n - m])
-#             stack._top -= m
-
-#     def go(self):
-#         self._step1_sort_suffix()
-#         self._step2_lcp()
-#         return self._step3_rstr()
-
-
-# def common_sub_strings_py(stringx: str, stringy: str, limit=25):
-#     """Finds all common substrings between stringx and stringy
-#     longer than limit. This function is case sensitive.
-#     The substrings may overlap.
-
-#     returns a list of tuples describing the substrings
-#     The list is sorted longest -> shortest.
-
-#     Parameters
-#     ----------
-#     stringx : str
-#     stringy : str
-#     limit : int, optional
-
-#     Returns
-#     -------
-#     list of tuple
-#         [(startx1, starty1, length1),(startx2, starty2, length2), ...]
-
-#         startx1 = startposition in x, where substring 1 starts
-#         starty1 = position in y where substring 1 starts
-#         length1 = lenght of substring
-
-
-#     Examples
-#     --------
-
-#     >>> from pydna.common_sub_strings import common_sub_strings
-#     >>> common_sub_strings("gatgatttcggtagtta", "gtcagtatgtctatctatcgcg", limit=3)
-#     [(1, 6, 3), (7, 17, 3), (10, 4, 3), (12, 3, 3)]
-
-#     ::
-
-#         Overlaps   Symbols
-#         (1, 6,  3)   ---
-#         (7, 17, 3)   +++
-#         (10, 4, 3)   ...
-#         (12, 3, 3)   ===
-
-
-#                     ===
-#         gatgatttcggtagtta           stringx
-#          ---   +++...
-
-#             ...
-#         gtcagtatgtctatctatcgcg      stringy
-#            ===---        +++
-
-#     """
-#     rstr = _Rstr_max()
-#     rstr.add_str("&".join((stringx, stringy)))
-#     r = rstr.go()
-#     match = {}
-#     for (offset_end, nb), (l, start_plage) in r.items():
-#         if l < limit:
-#             continue
-#         startsx = []
-#         startsy = []
-#         for o in range(start_plage, start_plage + nb):
-#             offset = rstr.idxPos[rstr.res[o]]
-#             if offset > len(stringx):
-#                 startsy.append(offset - len(stringx) - 1)
-#             else:
-#                 startsx.append(offset)
-
-#         for a, b in _itertools.product(startsx, startsy):
-#             match[(a, b)] = max(match.get((a, b)) or 0, l)
-
-#     match = [(key[0], key[1], val) for key, val in list(match.items())]
-
-#     match.sort()
-
-#     match.sort(key=_itemgetter(2), reverse=True)
-
-#     return match
-
-
-
    
-[docs]
-def common_sub_strings(stringx: str, stringy: str, limit=25):
-    from pydivsufsort import common_substrings
-
-    match = common_substrings(stringx, stringy, limit=limit)
-    match.sort()
-    match.sort(key=_itemgetter(2), reverse=True)
-    return match
    
-
-
-
-
    
-[docs]
-def terminal_overlap(stringx: str, stringy: str, limit=15):
-    """Finds the the flanking common substrings between stringx and stringy
-    longer than limit. This means that the results only contains substrings
-    that starts or ends at the the ends of stringx and stringy.
-
-    This function is case sensitive.
-
-    returns a list of tuples describing the substrings
-    The list is sorted longest -> shortest.
-
-    Parameters
-    ----------
-    stringx : str
-    stringy : str
-    limit : int, optional
-
-    Returns
-    -------
-    list of tuple
-        [(startx1,starty1,length1),(startx2,starty2,length2), ...]
-
-        startx1 = startposition in x, where substring 1 starts
-        starty1 = position in y where substring 1 starts
-        length1 = lenght of substring
-
-
-    Examples
-    --------
-
-    >>> from pydna.common_sub_strings import terminal_overlap
-    >>> terminal_overlap("agctatgtatcttgcatcgta", "gcatcgtagtctatttgcttac", limit=8)
-    [(13, 0, 8)]
-
-    ::
-
-                        <-- 8 ->
-           <---- 13 --->
-           agctatgtatcttgcatcgta                    stringx
-                        gcatcgtagtctatttgcttac      stringy
-                        0
-
-    """
-    return [
-        m
-        for m in common_sub_strings(stringx, stringy, limit)
-        if (m[0] == 0 and m[1] + m[2] == len(stringy)) or (m[1] == 0 and m[0] + m[2] == len(stringx))
-    ]
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/contig.html b/_modules/pydna/contig.html
deleted file mode 100644
index ec15a7ab..00000000
--- a/_modules/pydna/contig.html
+++ /dev/null
@@ -1,370 +0,0 @@
-
-
-
-  
-  
-  pydna.contig — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.contig
    -# -*- coding: utf-8 -*-
-import textwrap as _textwrap
-import networkx as _nx
-from pydna._pretty import pretty_str as _pretty_str
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-from pydna.utils import rc as _rc
-
-
-
    
-[docs]
-class Contig(_Dseqrecord):
-    """This class holds information about a DNA assembly. This class is instantiated by
-    the :class:`Assembly` class and is not meant to be used directly.
-
-    """
-
-    def __init__(self, record, *args, graph=None, nodemap=None, **kwargs):
-        super().__init__(record, *args, **kwargs)
-        self.graph = graph
-        self.nodemap = nodemap
-
-
    
-[docs]
-    @classmethod
-    def from_string(cls, record: str = "", *args, graph=None, nodemap=None, **kwargs):
-        obj = super().from_string(record, *args, **kwargs)
-        obj.graph = graph
-        obj.nodemap = nodemap
-        return obj
    
-
-
-
    
-[docs]
-    @classmethod
-    def from_SeqRecord(cls, record, *args, graph=None, nodemap=None, **kwargs):
-        obj = super().from_SeqRecord(record, *args, **kwargs)
-        obj.graph = graph
-        obj.nodemap = nodemap
-        return obj
    
-
-
-    def __repr__(self):
-        return "Contig({}{})".format({True: "-", False: "o"}[not self.circular], len(self))
-
-    def _repr_pretty_(self, p, cycle):
-        """returns a short string representation of the object"""
-        p.text("Contig({}{})".format({True: "-", False: "o"}[not self.circular], len(self)))
-
-    def _repr_html_(self):
-        return "<pre>" + self.figure() + "</pre>"
-
-
    
-[docs]
-    def reverse_complement(self):
-        answer = type(self)(super().reverse_complement())
-        g = _nx.DiGraph()
-        nm = self.nodemap
-        g.add_edges_from([(nm[v], nm[u], d) for u, v, d in list(self.graph.edges(data=True))[::-1]])
-        g.add_nodes_from((nm[n], d) for n, d in list(self.graph.nodes(data=True))[::-1])
-        for u, v, ed in g.edges(data=True):
-            ed["name"] = ed["name"][:-3] if ed["name"].endswith("_rc") else "{}_rc".format(ed["name"])[:13]
-            ed["seq"] = _rc(ed["seq"])
-            ln = len(ed["seq"])
-            start, stop = ed["piece"].start, ed["piece"].stop
-            ed["piece"] = slice(ln - stop - g.nodes[u]["length"], ln - start - g.nodes[v]["length"])
-            ed["features"] = [f._flip(ln) for f in ed["features"]]
-        answer.graph = g
-        answer.nodemap = {v: k for k, v in self.nodemap.items()}
-        return answer
    
-
-
-    rc = reverse_complement
-
-
    
-[docs]
-    def detailed_figure(self):
-        """Returns a text representation of the assembled fragments.
-
-        Linear:
-
-        ::
-
-            acgatgctatactgCCCCCtgtgctgtgctcta
-                               TGTGCTGTGCTCTA
-                               tgtgctgtgctctaTTTTTtattctggctgtatc
-
-
-
-        Circular:
-
-        ::
-
-            ||||||||||||||
-            acgatgctatactgCCCCCtgtgctgtgctcta
-                               TGTGCTGTGCTCTA
-                               tgtgctgtgctctaTTTTTtattctggctgtatc
-                                                  TATTCTGGCTGTATC
-                                                  tattctggctgtatcGGGGGtacgatgctatactg
-                                                                       ACGATGCTATACTG
-
-
-        """
-
-        fig = ""
-        fragmentposition = 0
-        nodeposition = 0
-        mylist = []
-        for u, v, e in self.graph.edges(data=True):
-            nodeposition += e["piece"].stop - e["piece"].start
-            fragmentposition -= e["piece"].start
-            mylist.append([fragmentposition, e["seq"]])
-            mylist.append([nodeposition, v.upper()])
-            fragmentposition += e["piece"].stop
-
-        if self.circular:
-            edges = list(self.graph.edges(data=True))
-            nodeposition = edges[0][2]["piece"].start
-            nodelength = len(v)
-            mylist = [[nodeposition, "|" * nodelength]] + mylist
-        else:
-            mylist = mylist[:-1]
-
-        firstpos = -1 * min(0, min(mylist)[0])
-
-        for p, s in mylist:
-            fig += "{}{}\n".format(" " * (p + firstpos), s)
-
-        return _pretty_str(fig)
    
-
-
-
    
-[docs]
-    def figure(self):
-        r"""Compact ascii representation of the assembled fragments.
-
-        Each fragment is represented by:
-
-        ::
-
-         Size of common 5' substring|Name and size of DNA fragment|
-         Size of common 5' substring
-
-        Linear:
-
-        ::
-
-          frag20| 6
-                 \\/
-                 /\\
-                  6|frag23| 6
-                           \\/
-                           /\\
-                            6|frag14
-
-
-        Circular:
-
-        ::
-
-          -|2577|61
-         |       \\/
-         |       /\\
-         |       61|5681|98
-         |               \\/
-         |               /\\
-         |               98|2389|557
-         |                       \\/
-         |                       /\\
-         |                       557-
-         |                          |
-          --------------------------
-
-
-        """
-        nodes = list(self.graph.nodes(data=True))
-        edges = list(self.graph.edges(data=True))
-
-        if not self.circular:
-            r"""
-            frag20| 6
-                   \/
-                   /\
-                    6|frag23| 6
-                             \/
-                             /\
-                              6|frag14
-            """
-
-            f = edges[0]
-
-            space2 = len(f[2]["name"])
-
-            fig = ("{name}|{o2:>2}\n" "{space2} \\/\n" "{space2} /\\\n").format(
-                name=f[2]["name"], o2=nodes[1][1]["length"], space2=" " * space2
-            )
-            space = space2  # len(f.name)
-
-            for i, f in enumerate(edges[1:-1]):
-                name = "{o1:>2}|{name}|".format(o1=nodes[i + 1][1]["length"], name=f[2]["name"])
-                space2 = len(name)
-
-                fig += ("{space} {name}{o2:>2}\n" "{space} {space2}\\/\n" "{space} {space2}/\\\n").format(
-                    name=name,
-                    o2=nodes[i + 2][1]["length"],
-                    space=" " * space,
-                    space2=" " * space2,
-                )
-
-                space += space2
-
-            f = edges[-1]
-            fig += ("{space} {o1:>2}|{name}").format(name=f[2]["name"], o1=nodes[-2][1]["length"], space=" " * (space))
-
-        else:  # circular
-            r"""
-             -|2577|61
-            |       \/
-            |       /\
-            |       61|5681|98
-            |               \/
-            |               /\
-            |               98|2389|557
-            |                       \/
-            |                       /\
-            |                       557-
-            |                          |
-             --------------------------
-            """
-
-            nodes.append(nodes[0])
-            f = edges[0]
-
-            space = len(f[2]["name"]) + 3
-
-            fig = (" -|{name}|{o2:>2}\n" "|{space}\\/\n" "|{space}/\\\n").format(
-                name=f[2]["name"], o2=nodes[1][1]["length"], space=" " * space
-            )
-
-            for i, f in enumerate(edges[1:]):
-                name = "{o1:>2}|{name}|".format(o1=nodes[i + 1][1]["length"], name=f[2]["name"])
-                space2 = len(name)
-                fig += ("|{space}{name}{o2:>2}\n" "|{space}{space2}\\/\n" "|{space}{space2}/\\\n").format(
-                    o2=nodes[i + 2][1]["length"],
-                    name=name,
-                    space=" " * space,
-                    space2=" " * space2,
-                )
-                space += space2
-
-            fig += "|{space}{o1:>2}-\n".format(space=" " * (space), o1=nodes[0][1]["length"])
-            fig += "|{space}   |\n".format(space=" " * (space))
-            fig += " {space}".format(space="-" * (space + 3))
-        return _pretty_str(_textwrap.dedent(fig))
    
-
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/design.html b/_modules/pydna/design.html
deleted file mode 100644
index 0d80ed02..00000000
--- a/_modules/pydna/design.html
+++ /dev/null
@@ -1,828 +0,0 @@
-
-
-
-  
-  
-  pydna.design — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.design
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-"""This module contain functions for primer design for various purposes.
-
-- :func:primer_design for designing primers for a sequence or a matching primer for an existing primer. Returns an :class:`Amplicon` object (same as the :mod:`amplify` module returns).
-
-- :func:assembly_fragments Adds tails to primers for a linear assembly through homologous recombination or Gibson assembly.
-
-- :func:circular_assembly_fragments Adds tails to primers for a circular assembly through homologous recombination or Gibson assembly.
-
-"""
-
-from pydna.tm import tm_default as _tm_default
-import math as _math
-import os as _os
-import copy as _copy
-from pydna.amplicon import Amplicon as _Amplicon
-from pydna.amplify import Anneal as _Anneal
-from pydna.amplify import pcr as _pcr
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-from pydna.primer import Primer as _Primer
-import logging as _logging
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-
-
-
    
-[docs]
-def primer_design(template, fp=None, rp=None, limit=13, target_tm=55.0, tm_func=_tm_default, **kwargs):
-    """This function designs a forward primer and a reverse primer for PCR amplification
-    of a given template sequence.
-
-    The template argument is a Dseqrecord object or equivalent containing the template sequence.
-
-    The optional fp and rp arguments can contain an existing primer for the sequence (either the forward or reverse primer).
-    One or the other primers can be specified, not both (since then there is nothing to design!, use the pydna.amplify.pcr function instead).
-
-    If one of the primers is given, the other primer is designed to match in terms of Tm.
-    If both primers are designed, they will be designed to target_tm
-
-    tm_func is a function that takes an ascii string representing an oligonuceotide as argument and returns a float.
-    Some useful functions can be found in the :mod:`pydna.tm` module, but can be substituted for a custom made function.
-
-    The function returns a pydna.amplicon.Amplicon class instance. This object has
-    the object.forward_primer and object.reverse_primer properties which contain the designed primers.
-
-
-    Parameters
-    ----------
-
-    template : pydna.dseqrecord.Dseqrecord
-        a Dseqrecord object. The only required argument.
-
-    fp, rp : pydna.primer.Primer, optional
-        optional pydna.primer.Primer objects containing one primer each.
-
-    target_tm : float, optional
-        target tm for the primers, set to 55°C by default.
-
-    tm_func : function
-        Function used for tm calculation. This function takes an ascii string
-        representing an oligonuceotide as argument and returns a float.
-        Some useful functions can be found in the :mod:`pydna.tm` module, but can be
-        substituted for a custom made function.
-
-    Returns
-    -------
-    result : Amplicon
-
-    Examples
-    --------
-
-    >>> from pydna.dseqrecord import Dseqrecord
-    >>> t=Dseqrecord("atgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatg")
-    >>> t
-    Dseqrecord(-64)
-    >>> from pydna.design import primer_design
-    >>> ampl = primer_design(t)
-    >>> ampl
-    Amplicon(64)
-    >>> ampl.forward_primer
-    f64 17-mer:5'-atgactgctaacccttc-3'
-    >>> ampl.reverse_primer
-    r64 18-mer:5'-catcgtaagtttcgaacg-3'
-    >>> print(ampl.figure())
-    5atgactgctaacccttc...cgttcgaaacttacgatg3
-                         ||||||||||||||||||
-                        3gcaagctttgaatgctac5
-    5atgactgctaacccttc3
-     |||||||||||||||||
-    3tactgacgattgggaag...gcaagctttgaatgctac5
-    >>> pf = "GGATCC" + ampl.forward_primer
-    >>> pr = "GGATCC" + ampl.reverse_primer
-    >>> pf
-    f64 23-mer:5'-GGATCCatgactgct..ttc-3'
-    >>> pr
-    r64 24-mer:5'-GGATCCcatcgtaag..acg-3'
-    >>> from pydna.amplify import pcr
-    >>> pcr_prod = pcr(pf, pr, t)
-    >>> print(pcr_prod.figure())
-          5atgactgctaacccttc...cgttcgaaacttacgatg3
-                               ||||||||||||||||||
-                              3gcaagctttgaatgctacCCTAGG5
-    5GGATCCatgactgctaacccttc3
-           |||||||||||||||||
-          3tactgacgattgggaag...gcaagctttgaatgctac5
-    >>> print(pcr_prod.seq)
-    GGATCCatgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatgGGATCC
-    >>> from pydna.primer import Primer
-    >>> pf = Primer("atgactgctaacccttccttggtgttg", id="myprimer")
-    >>> ampl = primer_design(t, fp = pf)
-    >>> ampl.forward_primer
-    myprimer 27-mer:5'-atgactgctaaccct..ttg-3'
-    >>> ampl.reverse_primer
-    r64 32-mer:5'-catcgtaagtttcga..atc-3'
-    """
-
-    def design(target_tm, template):
-        """returns a string"""
-        tmp = 0
-        length = limit
-        tlen = len(template)
-        p = str(template.seq[:length])
-        while tmp < target_tm:
-            length += 1
-            p = str(template.seq[:length])
-            tmp = tm_func(p)
-            if length >= tlen:
-                break
-        ps = p[:-1]
-        tmps = tm_func(str(ps))
-        _module_logger.debug(((p, tmp), (ps, tmps)))
-        return min((abs(target_tm - tmp), p), (abs(target_tm - tmps), ps))[1]
-
-    if not fp and not rp:
-        _module_logger.debug("no primer given, design forward primer:")
-        fp = _Primer((design(target_tm, template)))
-        target_tm = tm_func(str(fp.seq))
-        _module_logger.debug("no primer given, design reverse primer:")
-        rp = _Primer(design(target_tm, template.reverse_complement()))
-    elif fp and not rp:
-        try:
-            fp = _Anneal((fp,), template).forward_primers.pop()
-        except IndexError:
-            raise ValueError("Forward primer does not anneal")
-        except Exception:  # pragma: no cover
-            print("Unexpected error")
-            raise
-        target_tm = tm_func(fp.footprint)
-        _module_logger.debug("forward primer given, design reverse primer:")
-        rp = _Primer(design(target_tm, template.reverse_complement()))
-    elif not fp and rp:
-        try:
-            rp = _Anneal((rp,), template).reverse_primers.pop()
-        except IndexError:
-            raise ValueError("Reverse primer does not anneal")
-        except Exception:  # pragma: no cover
-            print("Unexpected error")
-            raise
-        target_tm = tm_func(rp.footprint)
-        _module_logger.debug("reverse primer given, design forward primer:")
-        fp = _Primer(design(target_tm, template))
-    else:
-        raise ValueError("Specify maximum one of the two primers.")
-
-    if fp.id == "id":  # <unknown id>
-        fp.id = "f{}".format(len(template))
-
-    if rp.id == "id":
-        rp.id = "r{}".format(len(template))
-
-    if fp.name == "name":
-        fp.name = "f{}".format(len(template))
-
-    if rp.name == "name":
-        rp.name = "r{}".format(len(template))
-
-    fp.description = fp.id + " " + template.accession
-    rp.description = rp.id + " " + template.accession
-
-    ampl = _Anneal((fp, rp), template, limit=limit)
-
-    prod = ampl.products[0] if ampl.products else _Amplicon("")
-
-    if len(ampl.products) > 1:
-        import warnings as _warnings
-        from pydna import _PydnaWarning
-
-        _warnings.warn("designed primers do not yield a unique PCR product", _PydnaWarning)
-
-    return prod
    
-
-
-
-
    
-[docs]
-def assembly_fragments(f, overlap=35, maxlink=40):
-    """This function return a list of :mod:`pydna.amplicon.Amplicon` objects where
-    primers have been modified with tails so that the fragments can be fused in
-    the order they appear in the list by for example Gibson assembly or homologous
-    recombination.
-
-    Given that we have two linear :mod:`pydna.amplicon.Amplicon` objects a and b
-
-    we can modify the reverse primer of a and forward primer of b with tails to allow
-    fusion by fusion PCR, Gibson assembly or in-vivo homologous recombination.
-    The basic requirements for the primers for the three techniques are the same.
-
-    ::
-
-
-
-            _________ a _________
-           /                     \\
-           agcctatcatcttggtctctgca
-                             |||||
-                            <gacgt
-           agcct>
-           |||||
-           tcggatagtagaaccagagacgt
-
-                                   __________ b ________
-                                  /                     \\
-                                  TTTATATCGCATGACTCTTCTTT
-                                                    |||||
-                                                   <AGAAA
-                                  TTTAT>
-                                  |||||
-                                  AAATATAGCGTACTGAGAAGAAA
-
-
-           agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
-           ||||||||||||||||||||||||||||||||||||||||||||||
-           tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
-           \\___________________ c ______________________/
-
-
-    Design tailed primers incorporating a part of the next or previous fragment to be assembled.
-
-    ::
-
-
-      agcctatcatcttggtctctgca
-      |||||||||||||||||||||||
-                      gagacgtAAATATA
-
-      |||||||||||||||||||||||
-      tcggatagtagaaccagagacgt
-
-
-                             TTTATATCGCATGACTCTTCTTT
-                             |||||||||||||||||||||||
-
-                      ctctgcaTTTATAT
-                             |||||||||||||||||||||||
-                             AAATATAGCGTACTGAGAAGAAA
-
-    PCR products with flanking sequences are formed in the PCR process.
-
-    ::
-
-      agcctatcatcttggtctctgcaTTTATAT
-      ||||||||||||||||||||||||||||||
-      tcggatagtagaaccagagacgtAAATATA
-                      \\____________/
-
-                         identical
-                         sequences
-                       ____________
-                      /            \\
-                      ctctgcaTTTATATCGCATGACTCTTCTTT
-                      ||||||||||||||||||||||||||||||
-                      gagacgtAAATATAGCGTACTGAGAAGAAA
-
-    The fragments can be fused by any of the techniques mentioned earlier to form c:
-
-    ::
-
-      agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
-      ||||||||||||||||||||||||||||||||||||||||||||||
-      tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
-
-
-    The first argument of this function is a list of sequence objects containing
-    Amplicons and other similar objects.
-
-    **At least every second sequence object needs to be an Amplicon**
-
-    This rule exists because if a sequence object is that is not a PCR product
-    is to be fused with another fragment, that other fragment needs to be an Amplicon
-    so that the primer of the other object can be modified to include the whole stretch
-    of sequence homology needed for the fusion. See the example below where a is a
-    non-amplicon (a linear plasmid  vector for instance)
-
-    ::
-
-       _________ a _________           __________ b ________
-      /                     \\         /                     \\
-      agcctatcatcttggtctctgca   <-->  TTTATATCGCATGACTCTTCTTT
-      |||||||||||||||||||||||         |||||||||||||||||||||||
-      tcggatagtagaaccagagacgt                          <AGAAA
-                                      TTTAT>
-                                      |||||||||||||||||||||||
-                                <-->  AAATATAGCGTACTGAGAAGAAA
-
-
-           agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
-           ||||||||||||||||||||||||||||||||||||||||||||||
-           tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
-           \\___________________ c ______________________/
-
-
-    In this case only the forward primer of b is fitted with a tail with a part a:
-
-    ::
-
-
-      agcctatcatcttggtctctgca
-      |||||||||||||||||||||||
-      tcggatagtagaaccagagacgt
-
-
-                             TTTATATCGCATGACTCTTCTTT
-                             |||||||||||||||||||||||
-                                              <AGAAA
-               tcttggtctctgcaTTTATAT
-                             |||||||||||||||||||||||
-                             AAATATAGCGTACTGAGAAGAAA
-
-    PCR products with flanking sequences are formed in the PCR process.
-
-    ::
-
-      agcctatcatcttggtctctgcaTTTATAT
-      ||||||||||||||||||||||||||||||
-      tcggatagtagaaccagagacgtAAATATA
-                      \\____________/
-
-                         identical
-                         sequences
-                       ____________
-                      /            \\
-                      ctctgcaTTTATATCGCATGACTCTTCTTT
-                      ||||||||||||||||||||||||||||||
-                      gagacgtAAATATAGCGTACTGAGAAGAAA
-
-    The fragments can be fused by for example Gibson assembly:
-
-    ::
-
-      agcctatcatcttggtctctgcaTTTATAT
-      ||||||||||||||||||||||||||||||
-      tcggatagtagaacca
-
-                                   TCGCATGACTCTTCTTT
-                      ||||||||||||||||||||||||||||||
-                      gagacgtAAATATAGCGTACTGAGAAGAAA
-
-    to form c:
-
-    ::
-
-      agcctatcatcttggtctctgcaTTTATATCGCATGACTCTTCTTT
-      ||||||||||||||||||||||||||||||||||||||||||||||
-      tcggatagtagaaccagagacgtAAATATAGCGTACTGAGAAGAAA
-
-
-    The first argument of this function is a list of sequence objects containing
-    Amplicons and other similar objects.
-
-    The overlap argument controls how many base pairs of overlap required between
-    adjacent sequence fragments. In the junction between Amplicons, tails with the
-    length of about half of this value is added to the two primers
-    closest to the junction.
-
-    ::
-
-            >       <
-            Amplicon1
-                     Amplicon2
-                     >       <
-
-                     ⇣
-
-            >       <-
-            Amplicon1
-                     Amplicon2
-                    ->       <
-
-    In the case of an Amplicon adjacent to a Dseqrecord object, the tail will
-    be twice as long (1*overlap) since the
-    recombining sequence is present entirely on this primer:
-
-    ::
-
-            Dseqrecd1
-                     Amplicon1
-                     >       <
-
-                     ⇣
-
-            Dseqrecd1
-                     Amplicon1
-                   -->       <
-
-    Note that if the sequence of DNA fragments starts or stops with an Amplicon,
-    the very first and very last prinmer will not be modified i.e. assembles are
-    always assumed to be linear. There are simple tricks around that for circular
-    assemblies depicted in the last two examples below.
-
-    The maxlink arguments controls the cut off length for sequences that will be
-    synhtesized by adding them to primers for the adjacent fragment(s). The
-    argument list may contain short spacers (such as spacers between fusion proteins).
-
-
-    ::
-
-        Example 1: Linear assembly of PCR products (pydna.amplicon.Amplicon class objects) ------
-
-
-        >       <         >       <
-        Amplicon1         Amplicon3
-                 Amplicon2         Amplicon4
-                 >       <         >       <
-
-                             ⇣
-                             pydna.design.assembly_fragments
-                             ⇣
-
-        >       <-       ->       <-                      pydna.assembly.Assembly
-        Amplicon1         Amplicon3
-                 Amplicon2         Amplicon4     ➤  Amplicon1Amplicon2Amplicon3Amplicon4
-                ->       <-       ->       <
-
-
-        Example 2: Linear assembly of alternating Amplicons and other fragments
-
-
-        >       <         >       <
-        Amplicon1         Amplicon2
-                 Dseqrecd1         Dseqrecd2
-
-                             ⇣
-                             pydna.design.assembly_fragments
-                             ⇣
-
-        >       <--     -->       <--                     pydna.assembly.Assembly
-        Amplicon1         Amplicon2
-                 Dseqrecd1         Dseqrecd2     ➤  Amplicon1Dseqrecd1Amplicon2Dseqrecd2
-
-
-        Example 3: Linear assembly of alternating Amplicons and other fragments
-
-
-        Dseqrecd1         Dseqrecd2
-                 Amplicon1         Amplicon2
-                 >       <       -->       <
-
-                             ⇣
-                     pydna.design.assembly_fragments
-                             ⇣
-                                                          pydna.assembly.Assembly
-        Dseqrecd1         Dseqrecd2
-                 Amplicon1         Amplicon2     ➤  Dseqrecd1Amplicon1Dseqrecd2Amplicon2
-               -->       <--     -->       <
-
-
-        Example 4: Circular assembly of alternating Amplicons and other fragments
-
-                         ->       <==
-        Dseqrecd1         Amplicon2
-                 Amplicon1         Dseqrecd1
-               -->       <-
-                             ⇣
-                             pydna.design.assembly_fragments
-                             ⇣
-                                                           pydna.assembly.Assembly
-                         ->       <==
-        Dseqrecd1         Amplicon2                    -Dseqrecd1Amplicon1Amplicon2-
-                 Amplicon1                       ➤    |                             |
-               -->       <-                            -----------------------------
-
-        ------ Example 5: Circular assembly of Amplicons
-
-        >       <         >       <
-        Amplicon1         Amplicon3
-                 Amplicon2         Amplicon1
-                 >       <         >       <
-
-                             ⇣
-                             pydna.design.assembly_fragments
-                             ⇣
-
-        >       <=       ->       <-
-        Amplicon1         Amplicon3
-                 Amplicon2         Amplicon1
-                ->       <-       +>       <
-
-                             ⇣
-                     make new Amplicon using the Amplicon1.template and
-                     the last fwd primer and the first rev primer.
-                             ⇣
-                                                           pydna.assembly.Assembly
-        +>       <=       ->       <-
-         Amplicon1         Amplicon3                  -Amplicon1Amplicon2Amplicon3-
-                  Amplicon2                      ➤   |                             |
-                 ->       <-                          -----------------------------
-
-
-
-
-    Parameters
-    ----------
-
-    f : list of :mod:`pydna.amplicon.Amplicon` and other Dseqrecord like objects
-        list Amplicon and Dseqrecord object for which fusion primers should be constructed.
-
-    overlap : int, optional
-        Length of required overlap between fragments.
-
-    maxlink : int, optional
-        Maximum length of spacer sequences that may be present in f. These will be included in tails for designed primers.
-
-    Returns
-    -------
-    seqs : list of :mod:`pydna.amplicon.Amplicon` and other Dseqrecord like objects :mod:`pydna.amplicon.Amplicon` objects
-
-        ::
-
-          [Amplicon1,
-           Amplicon2, ...]
-
-
-    Examples
-    --------
-
-    >>> from pydna.dseqrecord import Dseqrecord
-    >>> from pydna.design import primer_design
-    >>> a=primer_design(Dseqrecord("atgactgctaacccttccttggtgttgaacaagatcgacgacatttcgttcgaaacttacgatg"))
-    >>> b=primer_design(Dseqrecord("ccaaacccaccaggtaccttatgtaagtacttcaagtcgccagaagacttcttggtcaagttgcc"))
-    >>> c=primer_design(Dseqrecord("tgtactggtgctgaaccttgtatcaagttgggtgttgacgccattgccccaggtggtcgtttcgtt"))
-    >>> from pydna.design import assembly_fragments
-    >>> # We would like a circular recombination, so the first sequence has to be repeated
-    >>> fa1,fb,fc,fa2 = assembly_fragments([a,b,c,a])
-    >>> # Since all fragments are Amplicons, we need to extract the rp of the 1st and fp of the last fragments.
-    >>> from pydna.amplify import pcr
-    >>> fa = pcr(fa2.forward_primer, fa1.reverse_primer, a)
-    >>> [fa,fb,fc]
-    [Amplicon(100), Amplicon(101), Amplicon(102)]
-    >>> fa.name, fb.name, fc.name = "fa fb fc".split()
-    >>> from pydna.assembly import Assembly
-    >>> assemblyobj = Assembly([fa,fb,fc])
-    >>> assemblyobj
-    Assembly
-    fragments....: 100bp 101bp 102bp
-    limit(bp)....: 25
-    G.nodes......: 6
-    algorithm....: common_sub_strings
-    >>> assemblyobj.assemble_linear()
-    [Contig(-231), Contig(-166), Contig(-36)]
-    >>> assemblyobj.assemble_circular()[0].seguid()
-    'cdseguid=85t6tfcvWav0wnXEIb-lkUtrl4s'
-    >>> (a+b+c).looped().seguid()
-    'cdseguid=85t6tfcvWav0wnXEIb-lkUtrl4s'
-    >>> print(assemblyobj.assemble_circular()[0].figure())
-     -|fa|36
-    |     \\/
-    |     /\\
-    |     36|fb|36
-    |           \\/
-    |           /\\
-    |           36|fc|36
-    |                 \\/
-    |                 /\\
-    |                 36-
-    |                    |
-     --------------------
-    >>>
-
-    """
-    # sanity check for arguments
-    nf = [item for item in f if len(item) > maxlink]
-    if not all(hasattr(i[0], "template") or hasattr(i[1], "template") for i in zip(nf, nf[1:])):
-        raise ValueError("Every second fragment larger than maxlink has to be an Amplicon object")
-
-    _module_logger.debug("### assembly fragments ###")
-    _module_logger.debug("overlap     = %s", overlap)
-    _module_logger.debug("max_link    = %s", maxlink)
-
-    f = [_copy.copy(f) for f in f]
-
-    first_fragment_length = len(f[0])
-    last_fragment_length = len(f[-1])
-
-    if first_fragment_length <= maxlink:
-        # first fragment should be removed and added to second fragment (new first fragment) forward primer
-        f[1].forward_primer = f[0].seq._data.decode("ASCII") + f[1].forward_primer
-        _module_logger.debug("first fragment removed since len(f[0]) = %s", first_fragment_length)
-        f = f[1:]
-    else:
-        _module_logger.debug("first fragment stays since len(f[0]) = %s", first_fragment_length)
-
-    if last_fragment_length <= maxlink:
-        f[-2].reverse_primer = f[-1].seq.reverse_complement()._data.decode("ASCII") + f[-2].reverse_primer
-        f = f[:-1]
-        _module_logger.debug("last fragment removed since len(f[%s]) = %s", len(f), last_fragment_length)
-    else:
-        _module_logger.debug("last fragment stays since len(f[%s]) = %s", len(f), last_fragment_length)
-
-    empty = _Dseqrecord("")
-
-    _module_logger.debug(f)
-
-    _module_logger.debug("loop through fragments in groups of three:")
-
-    tail_length = _math.ceil(overlap / 2)
-
-    for i in range(len(f) - 1):
-        first = f[i]
-        secnd = f[i + 1]
-
-        secnd_len = len(secnd)
-
-        _module_logger.debug("first = %s", str(first.seq))
-        _module_logger.debug("secnd = %s", str(secnd.seq))
-
-        if secnd_len <= maxlink:
-            _module_logger.debug("secnd is smaller or equal to maxlink; should be added to primer(s)")
-            third = f[i + 2]
-            _module_logger.debug("third = %s", str(third.seq))
-            if hasattr(f[i], "template") and hasattr(third, "template"):
-                _module_logger.debug(
-                    "secnd is is flanked by amplicons, so half of secnd should be added each flanking primers"
-                )
-
-                first.reverse_primer = (
-                    secnd.seq.reverse_complement()._data.decode("ASCII")[secnd_len // 2 :] + first.reverse_primer
-                )
-                third.forward_primer = secnd.seq._data.decode("ASCII")[secnd_len // 2 :] + third.forward_primer
-
-                lnk = (
-                    third.seq.reverse_complement()._data.decode("ASCII")
-                    + secnd.reverse_complement().seq._data.decode("ASCII")[: secnd_len // 2]
-                )[-tail_length:]
-                _module_logger.debug("1 %s", lnk)
-                first.reverse_primer = lnk + first.reverse_primer
-
-                lnk = (first.seq._data.decode("ASCII") + secnd.seq._data.decode("ASCII")[: secnd_len // 2])[
-                    -tail_length:
-                ]
-                _module_logger.debug("2 %s", lnk)
-                third.forward_primer = lnk + third.forward_primer
-
-            elif hasattr(first, "template"):
-                first.reverse_primer = secnd.seq.reverse_complement()._data.decode("ASCII") + first.reverse_primer
-                lnk = str(third.seq[:overlap].reverse_complement())
-                first.reverse_primer = lnk + first.reverse_primer
-            elif hasattr(third, "template"):
-                third.forward_primer = secnd.seq._data.decode("ASCII") + third.forward_primer
-                lnk = str(first.seq[-overlap:])
-                third.forward_primer = lnk + third.forward_primer
-            secnd = empty
-            f[i + 2] = third
-        else:  # secnd is larger than maxlink
-            if hasattr(first, "template") and hasattr(secnd, "template"):
-                lnk = str(first.seq[-tail_length:])
-                # _module_logger.debug("4 %s", lnk)
-                secnd.forward_primer = lnk + secnd.forward_primer
-                lnk = str(secnd.seq[:tail_length].reverse_complement())
-                # _module_logger.debug("5 %s", lnk)
-                first.reverse_primer = lnk + first.reverse_primer
-            elif hasattr(first, "template"):
-                lnk = str(secnd.seq[:overlap].reverse_complement())
-                # _module_logger.debug("6 %s", lnk)
-                first.reverse_primer = lnk + first.reverse_primer
-            elif hasattr(secnd, "template"):
-                lnk = str(first.seq[-overlap:])
-                # _module_logger.debug("7 %s", lnk)
-                secnd.forward_primer = lnk + secnd.forward_primer
-        f[i] = first
-        f[i + 1] = secnd
-
-    _module_logger.debug("loop ended")
-
-    f = [item for item in f if len(item)]
-
-    return [
-        (
-            _pcr(
-                p.forward_primer,
-                p.reverse_primer,
-                p.template,
-                limit=min((p.forward_primer._fp, p.reverse_primer._fp)),
-            )
-            if hasattr(p, "template")
-            else p
-        )
-        for p in f
-    ]
    
-
-
-
-
    
-[docs]
-def circular_assembly_fragments(f, overlap=35, maxlink=40):
-    fragments = assembly_fragments(f + f[0:1], overlap=overlap, maxlink=maxlink)
-
-    if hasattr(fragments[0], "template"):
-        fragments[0] = _pcr((fragments[-1].forward_primer, fragments[0].reverse_primer), fragments[0].template)
-    return fragments[:-1]
    
-
-
-
-if __name__ == "__main__":
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/dseq.html b/_modules/pydna/dseq.html
deleted file mode 100644
index 3668ae48..00000000
--- a/_modules/pydna/dseq.html
+++ /dev/null
@@ -1,1978 +0,0 @@
-
-
-
-  
-  
-  pydna.dseq — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.dseq
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-"""Provides the Dseq class for handling double stranded DNA sequences.
-
-Dseq is a subclass of :class:`Bio.Seq.Seq`. The Dseq class
-is mostly useful as a part of the :class:`pydna.dseqrecord.Dseqrecord` class
-which can hold more meta data.
-
-The Dseq class support the notion of circular and linear DNA topology.
-"""
-
-
-import copy as _copy
-import itertools as _itertools
-import re as _re
-import sys as _sys
-import math as _math
-
-from pydna.seq import Seq as _Seq
-from Bio.Seq import _translate_str
-
-from pydna._pretty import pretty_str as _pretty_str
-from seguid import ldseguid as _ldseguid
-from seguid import cdseguid as _cdseguid
-
-from pydna.utils import rc as _rc
-from pydna.utils import flatten as _flatten
-from pydna.utils import cuts_overlap as _cuts_overlap
-
-from pydna.common_sub_strings import common_sub_strings as _common_sub_strings
-from Bio.Restriction import RestrictionBatch as _RestrictionBatch
-from Bio.Restriction import CommOnly
-
-from typing import Tuple
-
-
-
    
-[docs]
-class Dseq(_Seq):
-    """Dseq holds information for a double stranded DNA fragment.
-
-    Dseq also holds information describing the topology of
-    the DNA fragment (linear or circular).
-
-    Parameters
-    ----------
-    watson : str
-        a string representing the watson (sense) DNA strand.
-
-    crick : str, optional
-        a string representing the crick (antisense) DNA strand.
-
-    ovhg : int, optional
-        A positive or negative number to describe the stagger between the
-        watson and crick strands.
-        see below for a detailed explanation.
-
-    linear : bool, optional
-        True indicates that sequence is linear, False that it is circular.
-
-    circular : bool, optional
-        True indicates that sequence is circular, False that it is linear.
-
-
-    Examples
-    --------
-    Dseq is a subclass of the Biopython Seq object. It stores two
-    strings representing the watson (sense) and crick(antisense) strands.
-    two properties called linear and circular, and a numeric value ovhg
-    (overhang) describing the stagger for the watson and crick strand
-    in the 5' end of the fragment.
-
-    The most common usage is probably to create a Dseq object as a
-    part of a Dseqrecord object (see :class:`pydna.dseqrecord.Dseqrecord`).
-
-    There are three ways of creating a Dseq object directly listed below, but you can also
-    use the function Dseq.from_full_sequence_and_overhangs() to create a Dseq:
-
-    Only one argument (string):
-
-    >>> from pydna.dseq import Dseq
-    >>> Dseq("aaa")
-    Dseq(-3)
-    aaa
-    ttt
-
-    The given string will be interpreted as the watson strand of a
-    blunt, linear double stranded sequence object. The crick strand
-    is created automatically from the watson strand.
-
-    Two arguments (string, string):
-
-    >>> from pydna.dseq import Dseq
-    >>> Dseq("gggaaat","ttt")
-    Dseq(-7)
-    gggaaat
-       ttt
-
-    If both watson and crick are given, but not ovhg an attempt
-    will be made to find the best annealing between the strands.
-    There are limitations to this. For long fragments it is quite
-    slow. The length of the annealing sequences have to be at least
-    half the length of the shortest of the strands.
-
-    Three arguments (string, string, ovhg=int):
-
-    The ovhg parameter is an integer describing the length of the
-    crick strand overhang in the 5' end of the molecule.
-
-    The ovhg parameter controls the stagger at the five prime end::
-
-        dsDNA       overhang
-
-          nnn...    2
-        nnnnn...
-
-         nnnn...    1
-        nnnnn...
-
-        nnnnn...    0
-        nnnnn...
-
-        nnnnn...   -1
-         nnnn...
-
-        nnnnn...   -2
-          nnn...
-
-    Example of creating Dseq objects with different amounts of stagger:
-
-    >>> Dseq(watson="agt", crick="actta", ovhg=-2)
-    Dseq(-7)
-    agt
-      attca
-    >>> Dseq(watson="agt",crick="actta",ovhg=-1)
-    Dseq(-6)
-    agt
-     attca
-    >>> Dseq(watson="agt",crick="actta",ovhg=0)
-    Dseq(-5)
-    agt
-    attca
-    >>> Dseq(watson="agt",crick="actta",ovhg=1)
-    Dseq(-5)
-     agt
-    attca
-    >>> Dseq(watson="agt",crick="actta",ovhg=2)
-    Dseq(-5)
-      agt
-    attca
-
-    If the ovhg parameter is specified a crick strand also
-    needs to be supplied, otherwise an exception is raised.
-
-    >>> Dseq(watson="agt", ovhg=2)
-    Traceback (most recent call last):
-      File "<stdin>", line 1, in <module>
-      File "/usr/local/lib/python2.7/dist-packages/pydna_/dsdna.py", line 169, in __init__
-        else:
-    ValueError: ovhg defined without crick strand!
-
-
-    The shape of the fragment is set by circular = True, False
-
-    Note that both ends of the DNA fragment has to be compatible to set
-    circular = True.
-
-
-    >>> Dseq("aaa","ttt")
-    Dseq(-3)
-    aaa
-    ttt
-    >>> Dseq("aaa","ttt",ovhg=0)
-    Dseq(-3)
-    aaa
-    ttt
-    >>> Dseq("aaa","ttt",ovhg=1)
-    Dseq(-4)
-     aaa
-    ttt
-    >>> Dseq("aaa","ttt",ovhg=-1)
-    Dseq(-4)
-    aaa
-     ttt
-    >>> Dseq("aaa", "ttt", circular = True , ovhg=0)
-    Dseq(o3)
-    aaa
-    ttt
-
-    >>> a=Dseq("tttcccc","aaacccc")
-    >>> a
-    Dseq(-11)
-        tttcccc
-    ccccaaa
-    >>> a.ovhg
-    4
-
-    >>> b=Dseq("ccccttt","ccccaaa")
-    >>> b
-    Dseq(-11)
-    ccccttt
-        aaacccc
-    >>> b.ovhg
-    -4
-    >>>
-
-    Coercing to string
-
-    >>> str(a)
-    'ggggtttcccc'
-
-    A Dseq object can be longer that either the watson or crick strands.
-
-    ::
-
-        <-- length -->
-        GATCCTTT
-             AAAGCCTAG
-
-        <-- length -->
-              GATCCTTT
-        AAAGCCCTA
-
-    The slicing of a linear Dseq object works mostly as it does for a string.
-
-    >>> s="ggatcc"
-    >>> s[2:3]
-    'a'
-    >>> s[2:4]
-    'at'
-    >>> s[2:4:-1]
-    ''
-    >>> s[::2]
-    'gac'
-    >>> from pydna.dseq import Dseq
-    >>> d=Dseq(s, circular=False)
-    >>> d[2:3]
-    Dseq(-1)
-    a
-    t
-    >>> d[2:4]
-    Dseq(-2)
-    at
-    ta
-    >>> d[2:4:-1]
-    Dseq(-0)
-    <BLANKLINE>
-    <BLANKLINE>
-    >>> d[::2]
-    Dseq(-3)
-    gac
-    ctg
-
-
-    The slicing of a circular Dseq object has a slightly different meaning.
-
-
-    >>> s="ggAtCc"
-    >>> d=Dseq(s, circular=True)
-    >>> d
-    Dseq(o6)
-    ggAtCc
-    ccTaGg
-    >>> d[4:3]
-    Dseq(-5)
-    CcggA
-    GgccT
-
-
-    The slice [X:X] produces an empty slice for a string, while this
-    will return the linearized sequence starting at X:
-
-    >>> s="ggatcc"
-    >>> d=Dseq(s, circular=True)
-    >>> d
-    Dseq(o6)
-    ggatcc
-    cctagg
-    >>> d[3:3]
-    Dseq(-6)
-    tccgga
-    aggcct
-    >>>
-
-
-    See Also
-    --------
-    pydna.dseqrecord.Dseqrecord
-
-    """
-
-    trunc = 30
-
-    def __init__(
-        self,
-        watson,
-        crick=None,
-        ovhg=None,
-        circular=False,
-        pos=0,
-    ):
-        if crick is None:
-            if ovhg is None:
-                crick = _rc(watson)
-                ovhg = 0
-                try:
-                    self._data = bytes(watson, encoding="ASCII")
-                except TypeError:
-                    self._data = watson
-                    watson = watson.decode("ASCII")
-                    crick = crick.decode("ASCII")
-            else:  # ovhg given, but no crick strand
-                raise ValueError("ovhg defined without crick strand!")
-        else:  # crick strand given
-            if ovhg is None:  # ovhg not given
-                olaps = _common_sub_strings(
-                    str(watson).lower(),
-                    str(_rc(crick).lower()),
-                    int(_math.log(len(watson)) / _math.log(4)),
-                )
-                try:
-                    F, T, L = olaps[0]
-                except IndexError:
-                    raise ValueError("Could not anneal the two strands." " Please provide ovhg value")
-                ovhgs = [ol[1] - ol[0] for ol in olaps if ol[2] == L]
-                if len(ovhgs) > 1:
-                    raise ValueError("More than one way of annealing the" " strands. Please provide ovhg value")
-                ovhg = T - F
-
-                sns = (ovhg * " ") + _pretty_str(watson)
-                asn = (-ovhg * " ") + _pretty_str(_rc(crick))
-
-                self._data = bytes(
-                    "".join([a.strip() or b.strip() for a, b in _itertools.zip_longest(sns, asn, fillvalue=" ")]),
-                    encoding="ASCII",
-                )
-
-            else:  # ovhg given
-                if ovhg == 0:
-                    if len(watson) == len(crick):
-                        self._data = bytes(watson, encoding="ASCII")
-                    elif len(watson) > len(crick):
-                        self._data = bytes(watson, encoding="ASCII")
-                    else:
-                        self._data = bytes(
-                            watson + _rc(crick[: len(crick) - len(watson)]),
-                            encoding="ASCII",
-                        )
-                elif ovhg > 0:
-                    if ovhg + len(watson) > len(crick):
-                        self._data = bytes(_rc(crick[-ovhg:]) + watson, encoding="ASCII")
-                    else:
-                        self._data = bytes(
-                            _rc(crick[-ovhg:]) + watson + _rc(crick[: len(crick) - ovhg - len(watson)]),
-                            encoding="ASCII",
-                        )
-                else:  # ovhg < 0
-                    if -ovhg + len(crick) > len(watson):
-                        self._data = bytes(
-                            watson + _rc(crick[: -ovhg + len(crick) - len(watson)]),
-                            encoding="ASCII",
-                        )
-                    else:
-                        self._data = bytes(watson, encoding="ASCII")
-
-        self.circular = circular
-        self.watson = _pretty_str(watson)
-        self.crick = _pretty_str(crick)
-        self.length = len(self._data)
-        self.ovhg = ovhg
-        self.pos = pos
-
-
    
-[docs]
-    @classmethod
-    def quick(
-        cls,
-        watson: str,
-        crick: str,
-        ovhg=0,
-        circular=False,
-        pos=0,
-    ):
-        obj = cls.__new__(cls)  # Does not call __init__
-        obj.watson = _pretty_str(watson)
-        obj.crick = _pretty_str(crick)
-        obj.ovhg = ovhg
-        obj.circular = circular
-        obj.length = max(len(watson) + max(0, ovhg), len(crick) + max(0, -ovhg))
-        obj.pos = pos
-        wb = bytes(watson, encoding="ASCII")
-        cb = bytes(crick, encoding="ASCII")
-        obj._data = _rc(cb[-max(0, ovhg) or len(cb) :]) + wb + _rc(cb[: max(0, len(cb) - ovhg - len(wb))])
-        return obj
    
-
-
-
    
-[docs]
-    @classmethod
-    def from_string(
-        cls,
-        dna: str,
-        *args,
-        # linear=True,
-        circular=False,
-        **kwargs,
-    ):
-        obj = cls.__new__(cls)  # Does not call __init__
-        obj.watson = _pretty_str(dna)
-        obj.crick = _pretty_str(_rc(dna))
-        obj.ovhg = 0
-        obj.circular = circular
-        # obj._linear = linear
-        obj.length = len(dna)
-        obj.pos = 0
-        obj._data = bytes(dna, encoding="ASCII")
-        return obj
    
-
-
-
    
-[docs]
-    @classmethod
-    def from_representation(cls, dsdna: str, *args, **kwargs):
-        obj = cls.__new__(cls)  # Does not call __init__
-        w, c, *r = [ln for ln in dsdna.splitlines() if ln]
-        ovhg = obj.ovhg = len(w) - len(w.lstrip()) - (len(c) - len(c.lstrip()))
-        watson = obj.watson = _pretty_str(w.strip())
-        crick = obj.crick = _pretty_str(c.strip()[::-1])
-        obj.circular = False
-        # obj._linear = True
-        obj.length = max(len(watson) + max(0, ovhg), len(crick) + max(0, -ovhg))
-        obj.pos = 0
-        wb = bytes(watson, encoding="ASCII")
-        cb = bytes(crick, encoding="ASCII")
-        obj._data = _rc(cb[-max(0, ovhg) or len(cb) :]) + wb + _rc(cb[: max(0, len(cb) - ovhg - len(wb))])
-        return obj
    
-
-
-
    
-[docs]
-    @classmethod
-    def from_full_sequence_and_overhangs(cls, full_sequence: str, crick_ovhg: int, watson_ovhg: int):
-        """Create a linear Dseq object from a full sequence and the 3' overhangs of each strand.
-
-        The order of the parameters is like this because the 3' overhang of the crick strand is the one
-        on the left side of the sequence.
-
-
-        Parameters
-        ----------
-        full_sequence: str
-            The full sequence of the Dseq object.
-
-        crick_ovhg: int
-            The overhang of the crick strand in the 3' end. Equivalent to Dseq.ovhg.
-
-        watson_ovhg: int
-            The overhang of the watson strand in the 5' end.
-
-        Returns
-        -------
-        Dseq
-            A Dseq object.
-
-        Examples
-        --------
-
-        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=2)
-        Dseq(-6)
-          AAAA
-        TTTT
-        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=2)
-        Dseq(-6)
-        AAAAAA
-          TT
-        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=2, watson_ovhg=-2)
-        Dseq(-6)
-          AA
-        TTTTTT
-        >>> Dseq.from_full_sequence_and_overhangs('AAAAAA', crick_ovhg=-2, watson_ovhg=-2)
-        Dseq(-6)
-        AAAA
-          TTTT
-
-        """
-        full_sequence_rev = str(Dseq(full_sequence).reverse_complement())
-        watson = full_sequence
-        crick = full_sequence_rev
-
-        # If necessary, we trim the left side
-        if crick_ovhg < 0:
-            crick = crick[:crick_ovhg]
-        elif crick_ovhg > 0:
-            watson = watson[crick_ovhg:]
-
-        # If necessary, we trim the right side
-        if watson_ovhg < 0:
-            watson = watson[:watson_ovhg]
-        elif watson_ovhg > 0:
-            crick = crick[watson_ovhg:]
-
-        return Dseq(watson, crick=crick, ovhg=crick_ovhg)
    
-
-
-    # @property
-    # def ovhg(self):
-    #     """The ovhg property. This cannot be set directly, but is a
-    #     consequence of how the watson and crick strands anneal to
-    #     each other"""
-    #     return self._ovhg
-
-    # @property
-    # def linear(self):
-    #     """The linear property can not be set directly.
-    #     Use an empty slice [:] to create a linear object."""
-    #     return self._linear
-
-    # @property
-    # def circular(self):
-    #     """The circular property can not be set directly.
-    #     Use :meth:`looped` to create a circular Dseq object"""
-    #     return self._circular
-
-
    
-[docs]
-    def mw(self):
-        """This method returns the molecular weight of the DNA molecule
-        in g/mol. The following formula is used::
-
-               MW = (A x 313.2) + (T x 304.2) +
-                    (C x 289.2) + (G x 329.2) +
-                    (N x 308.9) + 79.0
-        """
-        nts = (self.watson + self.crick).lower()
-
-        return (
-            313.2 * nts.count("a")
-            + 304.2 * nts.count("t")
-            + 289.2 * nts.count("c")
-            + 329.2 * nts.count("g")
-            + 308.9 * nts.count("n")
-            + 79.0
-        )
    
-
-
-
    
-[docs]
-    def upper(self):
-        """Return an upper case copy of the sequence.
-
-        >>> from pydna.dseq import Dseq
-        >>> my_seq = Dseq("aAa")
-        >>> my_seq
-        Dseq(-3)
-        aAa
-        tTt
-        >>> my_seq.upper()
-        Dseq(-3)
-        AAA
-        TTT
-
-        Returns
-        -------
-        Dseq
-            Dseq object in uppercase
-
-        See also
-        --------
-        pydna.dseq.Dseq.lower
-
-        """
-        return self.quick(
-            self.watson.upper(),
-            self.crick.upper(),
-            ovhg=self.ovhg,
-            # linear=self.linear,
-            circular=self.circular,
-            pos=self.pos,
-        )
    
-
-
-
    
-[docs]
-    def lower(self):
-        """Return a lower case copy of the sequence.
-
-        >>> from pydna.dseq import Dseq
-        >>> my_seq = Dseq("aAa")
-        >>> my_seq
-        Dseq(-3)
-        aAa
-        tTt
-        >>> my_seq.lower()
-        Dseq(-3)
-        aaa
-        ttt
-
-        Returns
-        -------
-        Dseq
-            Dseq object in lowercase
-
-        See also
-        --------
-        pydna.dseq.Dseq.upper
-        """
-        return self.quick(
-            self.watson.lower(),
-            self.crick.lower(),
-            ovhg=self.ovhg,
-            # linear=self.linear,
-            circular=self.circular,
-            pos=self.pos,
-        )
    
-
-
-
    
-[docs]
-    def find(self, sub, start=0, end=_sys.maxsize):
-        """This method behaves like the python string method of the same name.
-
-        Returns an integer, the index of the first occurrence of substring
-        argument sub in the (sub)sequence given by [start:end].
-
-        Returns -1 if the subsequence is NOT found.
-
-        Parameters
-        ----------
-
-        sub : string or Seq object
-            a string or another Seq object to look for.
-
-        start : int, optional
-            slice start.
-
-        end : int, optional
-            slice end.
-
-        Examples
-        --------
-        >>> from pydna.dseq import Dseq
-        >>> seq = Dseq("atcgactgacgtgtt")
-        >>> seq
-        Dseq(-15)
-        atcgactgacgtgtt
-        tagctgactgcacaa
-        >>> seq.find("gac")
-        3
-        >>> seq = Dseq(watson="agt",crick="actta",ovhg=-2)
-        >>> seq
-        Dseq(-7)
-        agt
-          attca
-        >>> seq.find("taa")
-        2
-        """
-
-        if not self.circular:
-            return _Seq.find(self, sub, start, end)
-
-        return (_pretty_str(self) + _pretty_str(self)).find(sub, start, end)
    
-
-
-    def __getitem__(self, sl):
-        """Returns a subsequence. This method is used by the slice notation"""
-
-        if not self.circular:
-            x = len(self.crick) - self.ovhg - len(self.watson)
-
-            sns = (self.ovhg * " " + self.watson + x * " ")[sl]
-            asn = (-self.ovhg * " " + self.crick[::-1] + -x * " ")[sl]
-
-            ovhg = max((len(sns) - len(sns.lstrip()), -len(asn) + len(asn.lstrip())), key=abs)
-
-            return Dseq(
-                sns.strip(),
-                asn[::-1].strip(),
-                ovhg=ovhg,
-                # linear=True
-            )
-        else:
-            sl = slice(sl.start or 0, sl.stop or len(self), sl.step)
-            if sl.start > len(self) or sl.stop > len(self):
-                return Dseq("")
-            if sl.start < sl.stop:
-                return Dseq(
-                    self.watson[sl],
-                    self.crick[::-1][sl][::-1],
-                    ovhg=0,
-                    # linear=True
-                )
-            else:
-                try:
-                    stp = abs(sl.step)
-                except TypeError:
-                    stp = 1
-                start = sl.start
-                stop = sl.stop
-
-                w = self.watson[(start or len(self)) :: stp] + self.watson[: (stop or 0) : stp]
-                c = self.crick[len(self) - stop :: stp] + self.crick[: len(self) - start : stp]
-
-                return Dseq(w, c, ovhg=0)  # , linear=True)
-
-    def __eq__(self, other):
-        """Compare to another Dseq object OR an object that implements
-        watson, crick and ovhg properties. This comparison is case
-        insensitive.
-
-        """
-        try:
-            same = (
-                other.watson.lower() == self.watson.lower()
-                and other.crick.lower() == self.crick.lower()
-                and other.ovhg == self.ovhg
-                and self.circular == other.circular
-            )
-            # Also test for alphabet ?
-        except AttributeError:
-            same = False
-        return same
-
-    def __repr__(self):
-        """Returns a representation of the sequence, truncated if
-        longer than 30 bp"""
-
-        if len(self) > Dseq.trunc:
-            if self.ovhg > 0:
-                d = self.crick[-self.ovhg :][::-1]
-                hej = len(d)
-                if len(d) > 10:
-                    d = "{}..{}".format(d[:4], d[-4:])
-                a = len(d) * " "
-
-            elif self.ovhg < 0:
-                a = self.watson[: max(0, -self.ovhg)]
-                hej = len(a)
-                if len(a) > 10:
-                    a = "{}..{}".format(a[:4], a[-4:])
-                d = len(a) * " "
-            else:
-                a = ""
-                d = ""
-                hej = 0
-
-            x = self.ovhg + len(self.watson) - len(self.crick)
-
-            if x > 0:
-                c = self.watson[len(self.crick) - self.ovhg :]
-                y = len(c)
-                if len(c) > 10:
-                    c = "{}..{}".format(c[:4], c[-4:])
-                f = len(c) * " "
-            elif x < 0:
-                f = self.crick[:-x][::-1]
-                y = len(f)
-                if len(f) > 10:
-                    f = "{}..{}".format(f[:4], f[-4:])
-                c = len(f) * " "
-            else:
-                c = ""
-                f = ""
-                y = 0
-
-            L = len(self) - hej - y
-            x1 = -min(0, self.ovhg)
-            x2 = x1 + L
-            x3 = -min(0, x)
-            x4 = x3 + L
-
-            b = self.watson[x1:x2]
-            e = self.crick[x3:x4][::-1]
-
-            if len(b) > 10:
-                b = "{}..{}".format(b[:4], b[-4:])
-                e = "{}..{}".format(e[:4], e[-4:])
-
-            return _pretty_str("{klass}({top}{size})\n" "{a}{b}{c}\n" "{d}{e}{f}").format(
-                klass=self.__class__.__name__,
-                top={False: "-", True: "o"}[self.circular],
-                size=len(self),
-                a=a,
-                b=b,
-                c=c,
-                d=d,
-                e=e,
-                f=f,
-            )
-
-        else:
-            return _pretty_str(
-                "{}({}{})\n{}\n{}".format(
-                    self.__class__.__name__,
-                    {False: "-", True: "o"}[self.circular],
-                    len(self),
-                    self.ovhg * " " + self.watson,
-                    -self.ovhg * " " + self.crick[::-1],
-                )
-            )
-
-
    
-[docs]
-    def reverse_complement(self, inplace=False):
-        """Dseq object where watson and crick have switched places.
-
-        This represents the same double stranded sequence.
-
-        Examples
-        --------
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("catcgatc")
-        >>> a
-        Dseq(-8)
-        catcgatc
-        gtagctag
-        >>> b=a.reverse_complement()
-        >>> b
-        Dseq(-8)
-        gatcgatg
-        ctagctac
-        >>>
-
-        """
-        return Dseq.quick(
-            self.crick,
-            self.watson,
-            ovhg=len(self.watson) - len(self.crick) + self.ovhg,
-            circular=self.circular,
-        )
    
-
-
-    rc = reverse_complement  # alias for reverse_complement
-
-
    
-[docs]
-    def shifted(self, shift):
-        """Shifted version of a circular Dseq object."""
-        if not self.circular:
-            raise TypeError("DNA is not circular.")
-        shift = shift % len(self)
-        if not shift:
-            return _copy.deepcopy(self)
-        else:
-            return (self[shift:] + self[:shift]).looped()
    
-
-
-
    
-[docs]
-    def looped(self):
-        """Circularized Dseq object.
-
-        This can only be done if the two ends are compatible,
-        otherwise a TypeError is raised.
-
-        Examples
-        --------
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("catcgatc")
-        >>> a
-        Dseq(-8)
-        catcgatc
-        gtagctag
-        >>> a.looped()
-        Dseq(o8)
-        catcgatc
-        gtagctag
-        >>> a.T4("t")
-        Dseq(-8)
-        catcgat
-         tagctag
-        >>> a.T4("t").looped()
-        Dseq(o7)
-        catcgat
-        gtagcta
-        >>> a.T4("a")
-        Dseq(-8)
-        catcga
-          agctag
-        >>> a.T4("a").looped()
-        Traceback (most recent call last):
-          File "<stdin>", line 1, in <module>
-          File "/usr/local/lib/python2.7/dist-packages/pydna/dsdna.py", line 357, in looped
-            if type5 == type3 and str(sticky5) == str(rc(sticky3)):
-        TypeError: DNA cannot be circularized.
-        5' and 3' sticky ends not compatible!
-        >>>
-
-        """
-        if self.circular:
-            return self
-        type5, sticky5 = self.five_prime_end()
-        type3, sticky3 = self.three_prime_end()
-        if type5 == type3 and str(sticky5) == str(_rc(sticky3)):
-            nseq = Dseq.quick(
-                self.watson,
-                self.crick[-self.ovhg :] + self.crick[: -self.ovhg],
-                ovhg=0,
-                # linear=False,
-                circular=True,
-            )
-            # assert len(nseq.crick) == len(nseq.watson)
-            return nseq
-        else:
-            raise TypeError("DNA cannot be circularized.\n" "5' and 3' sticky ends not compatible!")
    
-
-
-
    
-[docs]
-    def tolinear(self):  # pragma: no cover
-        """Returns a blunt, linear copy of a circular Dseq object. This can
-        only be done if the Dseq object is circular, otherwise a
-        TypeError is raised.
-
-        This method is deprecated, use slicing instead. See example below.
-
-        Examples
-        --------
-
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("catcgatc", circular=True)
-        >>> a
-        Dseq(o8)
-        catcgatc
-        gtagctag
-        >>> a[:]
-        Dseq(-8)
-        catcgatc
-        gtagctag
-        >>>
-
-        """
-        import warnings as _warnings
-        from pydna import _PydnaDeprecationWarning
-
-        _warnings.warn(
-            "tolinear method is obsolete; " "please use obj[:] " "instead of obj.tolinear().",
-            _PydnaDeprecationWarning,
-        )
-        if not self.circular:
-            raise TypeError("DNA is not circular.\n")
-        selfcopy = _copy.copy(self)
-        selfcopy.circular = False
-        return selfcopy  # self.__class__(self.watson, linear=True)
    
-
-
-
    
-[docs]
-    def five_prime_end(self):
-        """Returns a tuple describing the structure of the 5' end of
-        the DNA fragment
-
-        Examples
-        --------
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("aaa", "ttt")
-        >>> a
-        Dseq(-3)
-        aaa
-        ttt
-        >>> a.five_prime_end()
-        ('blunt', '')
-        >>> a=Dseq("aaa", "ttt", ovhg=1)
-        >>> a
-        Dseq(-4)
-         aaa
-        ttt
-        >>> a.five_prime_end()
-        ("3'", 't')
-        >>> a=Dseq("aaa", "ttt", ovhg=-1)
-        >>> a
-        Dseq(-4)
-        aaa
-         ttt
-        >>> a.five_prime_end()
-        ("5'", 'a')
-        >>>
-
-        See also
-        --------
-        pydna.dseq.Dseq.three_prime_end
-
-        """
-        if self.watson and not self.crick:
-            return "5'", self.watson.lower()
-        if not self.watson and self.crick:
-            return "3'", self.crick.lower()
-        if self.ovhg < 0:
-            sticky = self.watson[: -self.ovhg].lower()
-            type_ = "5'"
-        elif self.ovhg > 0:
-            sticky = self.crick[-self.ovhg :].lower()
-            type_ = "3'"
-        else:
-            sticky = ""
-            type_ = "blunt"
-        return type_, sticky
    
-
-
-
    
-[docs]
-    def three_prime_end(self):
-        """Returns a tuple describing the structure of the 5' end of
-        the DNA fragment
-
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("aaa", "ttt")
-        >>> a
-        Dseq(-3)
-        aaa
-        ttt
-        >>> a.three_prime_end()
-        ('blunt', '')
-        >>> a=Dseq("aaa", "ttt", ovhg=1)
-        >>> a
-        Dseq(-4)
-         aaa
-        ttt
-        >>> a.three_prime_end()
-        ("3'", 'a')
-        >>> a=Dseq("aaa", "ttt", ovhg=-1)
-        >>> a
-        Dseq(-4)
-        aaa
-         ttt
-        >>> a.three_prime_end()
-        ("5'", 't')
-        >>>
-
-        See also
-        --------
-        pydna.dseq.Dseq.five_prime_end
-
-        """
-
-        ovhg = len(self.watson) - len(self.crick) + self.ovhg
-
-        if ovhg < 0:
-            sticky = self.crick[:-ovhg].lower()
-            type_ = "5'"
-        elif ovhg > 0:
-            sticky = self.watson[-ovhg:].lower()
-            type_ = "3'"
-        else:
-            sticky = ""
-            type_ = "blunt"
-        return type_, sticky
    
-
-
-
    
-[docs]
-    def watson_ovhg(self):
-        """Returns the overhang of the watson strand at the three prime."""
-        return len(self.watson) - len(self.crick) + self.ovhg
    
-
-
-    def __add__(self, other):
-        """Simulates ligation between two DNA fragments.
-
-        Add other Dseq object at the end of the sequence.
-        Type error is raised if any of the points below are fulfilled:
-
-        * one or more objects are circular
-        * if three prime sticky end of self is not the same type
-          (5' or 3') as the sticky end of other
-        * three prime sticky end of self complementary with five
-          prime sticky end of other.
-
-        Phosphorylation and dephosphorylation is not considered.
-
-        DNA is allways presumed to have the necessary 5' phospate
-        group necessary for ligation.
-
-        """
-        # test for circular DNA
-        if self.circular:
-            raise TypeError("circular DNA cannot be ligated!")
-        try:
-            if other.circular:
-                raise TypeError("circular DNA cannot be ligated!")
-        except AttributeError:
-            pass
-
-        self_type, self_tail = self.three_prime_end()
-        other_type, other_tail = other.five_prime_end()
-
-        if self_type == other_type and str(self_tail) == str(_rc(other_tail)):
-            answer = Dseq.quick(self.watson + other.watson, other.crick + self.crick, self.ovhg)
-        elif not self:
-            answer = _copy.copy(other)
-        elif not other:
-            answer = _copy.copy(self)
-        else:
-            raise TypeError("sticky ends not compatible!")
-        return answer
-
-    def __mul__(self, number):
-        if not isinstance(number, int):
-            raise TypeError("TypeError: can't multiply Dseq by non-int of type {}".format(type(number)))
-        if number <= 0:
-            return self.__class__("")
-        new = _copy.copy(self)
-        for i in range(number - 1):
-            new += self
-        return new
-
-    def _fill_in_five_prime(self, nucleotides):
-        stuffer = ""
-        type, se = self.five_prime_end()
-        if type == "5'":
-            for n in _rc(se):
-                if n in nucleotides:
-                    stuffer += n
-                else:
-                    break
-        return self.crick + stuffer, self.ovhg + len(stuffer)
-
-    def _fill_in_three_prime(self, nucleotides):
-        stuffer = ""
-        type, se = self.three_prime_end()
-        if type == "5'":
-            for n in _rc(se):
-                if n in nucleotides:
-                    stuffer += n
-                else:
-                    break
-        return self.watson + stuffer
-
-
    
-[docs]
-    def fill_in(self, nucleotides=None):
-        """Fill in of five prime protruding end with a DNA polymerase
-        that has only DNA polymerase activity (such as exo-klenow [#]_)
-        and any combination of A, G, C or T. Default are all four
-        nucleotides together.
-
-        Parameters
-        ----------
-
-        nucleotides : str
-
-        Examples
-        --------
-
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("aaa", "ttt")
-        >>> a
-        Dseq(-3)
-        aaa
-        ttt
-        >>> a.fill_in()
-        Dseq(-3)
-        aaa
-        ttt
-        >>> b=Dseq("caaa", "cttt")
-        >>> b
-        Dseq(-5)
-        caaa
-         tttc
-        >>> b.fill_in()
-        Dseq(-5)
-        caaag
-        gtttc
-        >>> b.fill_in("g")
-        Dseq(-5)
-        caaag
-        gtttc
-        >>> b.fill_in("tac")
-        Dseq(-5)
-        caaa
-         tttc
-        >>> c=Dseq("aaac", "tttg")
-        >>> c
-        Dseq(-5)
-         aaac
-        gttt
-        >>> c.fill_in()
-        Dseq(-5)
-         aaac
-        gttt
-        >>>
-
-        References
-        ----------
-        .. [#] http://en.wikipedia.org/wiki/Klenow_fragment#The_exo-_Klenow_fragment
-
-        """
-        if not nucleotides:
-            nucleotides = "GATCRYWSMKHBVDN"
-        nucleotides = set(nucleotides.lower() + nucleotides.upper())
-        crick, ovhg = self._fill_in_five_prime(nucleotides)
-        watson = self._fill_in_three_prime(nucleotides)
-        return Dseq(watson, crick, ovhg)
    
-
-
-
    
-[docs]
-    def transcribe(self):
-        return _Seq(self.watson).transcribe()
    
-
-
-
    
-[docs]
-    def translate(self, table="Standard", stop_symbol="*", to_stop=False, cds=False, gap="-"):
-        return _Seq(_translate_str(str(self), table, stop_symbol, to_stop, cds, gap=gap))
    
-
-
-
    
-[docs]
-    def mung(self):
-        """
-        Simulates treatment a nuclease with 5'-3' and 3'-5' single
-        strand specific exonuclease activity (such as mung bean nuclease [#]_)
-
-        ::
-
-             ggatcc    ->     gatcc
-              ctaggg          ctagg
-
-              ggatcc   ->      ggatc
-             tcctag            cctag
-
-         >>> from pydna.dseq import Dseq
-         >>> b=Dseq("caaa", "cttt")
-         >>> b
-         Dseq(-5)
-         caaa
-          tttc
-         >>> b.mung()
-         Dseq(-3)
-         aaa
-         ttt
-         >>> c=Dseq("aaac", "tttg")
-         >>> c
-         Dseq(-5)
-          aaac
-         gttt
-         >>> c.mung()
-         Dseq(-3)
-         aaa
-         ttt
-
-
-
-        References
-        ----------
-        .. [#] http://en.wikipedia.org/wiki/Mung_bean_nuclease
-
-
-        """
-        return Dseq(self.watson[max(0, -self.ovhg) : min(len(self.watson), len(self.crick) - self.ovhg)])
    
-
-
-
    
-[docs]
-    def T4(self, nucleotides=None):
-        """Fill in five prime protruding ends and chewing back
-        three prime protruding ends by a DNA polymerase providing both
-        5'-3' DNA polymerase activity and 3'-5' nuclease acitivty
-        (such as T4 DNA polymerase). This can be done in presence of any
-        combination of the four A, G, C or T. Removing one or more nucleotides
-        can facilitate engineering of sticky ends. Default are all four nucleotides together.
-
-        Parameters
-        ----------
-        nucleotides : str
-
-
-        Examples
-        --------
-
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("gatcgatc")
-        >>> a
-        Dseq(-8)
-        gatcgatc
-        ctagctag
-        >>> a.T4()
-        Dseq(-8)
-        gatcgatc
-        ctagctag
-        >>> a.T4("t")
-        Dseq(-8)
-        gatcgat
-         tagctag
-        >>> a.T4("a")
-        Dseq(-8)
-        gatcga
-          agctag
-        >>> a.T4("g")
-        Dseq(-8)
-        gatcg
-           gctag
-        >>>
-
-        """
-
-        if not nucleotides:
-            nucleotides = "GATCRYWSMKHBVDN"
-        nucleotides = set(nucleotides.lower() + nucleotides.upper())
-        type, se = self.five_prime_end()
-        if type == "5'":
-            crick, ovhg = self._fill_in_five_prime(nucleotides)
-        else:
-            if type == "3'":
-                ovhg = 0
-                crick = self.crick[: -len(se)]
-            else:
-                ovhg = 0
-                crick = self.crick
-        x = len(crick) - 1
-        while x >= 0:
-            if crick[x] in nucleotides:
-                break
-            x -= 1
-        ovhg = x - len(crick) + 1 + ovhg
-        crick = crick[: x + 1]
-        if not crick:
-            ovhg = 0
-        watson = self.watson
-        type, se = self.three_prime_end()
-        if type == "5'":
-            watson = self._fill_in_three_prime(nucleotides)
-        else:
-            if type == "3'":
-                watson = self.watson[: -len(se)]
-        x = len(watson) - 1
-        while x >= 0:
-            if watson[x] in nucleotides:
-                break
-            x -= 1
-        watson = watson[: x + 1]
-        return Dseq(watson, crick, ovhg)
    
-
-
-    t4 = T4  # alias for the T4 method.
-
-
    
-[docs]
-    def exo1_front(self, n=1):
-        """5'-3' resection at the start (left side) of the molecule."""
-        d = _copy.deepcopy(self)
-        d.ovhg += n
-        d.watson = d.watson[n:]
-        return d
    
-
-
-
    
-[docs]
-    def exo1_end(self, n=1):
-        """5'-3' resection at the end (right side) of the molecule."""
-        d = _copy.deepcopy(self)
-        d.crick = d.crick[n:]
-        return d
    
-
-
-
    
-[docs]
-    def no_cutters(self, batch: _RestrictionBatch = None):
-        """Enzymes in a RestrictionBatch not cutting sequence."""
-        if not batch:
-            batch = CommOnly
-        ana = batch.search(self)
-        ncut = {enz: sitelist for (enz, sitelist) in ana.items() if not sitelist}
-        return _RestrictionBatch(ncut)
    
-
-
-
    
-[docs]
-    def unique_cutters(self, batch: _RestrictionBatch = None):
-        """Enzymes in a RestrictionBatch cutting sequence once."""
-        if not batch:
-            batch = CommOnly
-        return self.n_cutters(n=1, batch=batch)
    
-
-
-    once_cutters = unique_cutters  # alias for unique_cutters
-
-
    
-[docs]
-    def twice_cutters(self, batch: _RestrictionBatch = None):
-        """Enzymes in a RestrictionBatch cutting sequence twice."""
-        if not batch:
-            batch = CommOnly
-        return self.n_cutters(n=2, batch=batch)
    
-
-
-
    
-[docs]
-    def n_cutters(self, n=3, batch: _RestrictionBatch = None):
-        """Enzymes in a RestrictionBatch cutting n times."""
-        if not batch:
-            batch = CommOnly
-        ana = batch.search(self)
-        ncut = {enz: sitelist for (enz, sitelist) in ana.items() if len(sitelist) == n}
-        return _RestrictionBatch(ncut)
    
-
-
-
    
-[docs]
-    def cutters(self, batch: _RestrictionBatch = None):
-        """Enzymes in a RestrictionBatch cutting sequence at least once."""
-        if not batch:
-            batch = CommOnly
-        ana = batch.search(self)
-        ncut = {enz: sitelist for (enz, sitelist) in ana.items() if sitelist}
-        return _RestrictionBatch(ncut)
    
-
-
-
    
-[docs]
-    def seguid(self):
-        """SEGUID checksum for the sequence."""
-        if self.circular:
-            cs = _cdseguid(self.watson.upper(), self.crick.upper(), alphabet="{DNA-extended}")
-        else:
-            """docstring."""
-            w = f"{self.ovhg*'-'}{self.watson}{'-'*(-self.ovhg+len(self.crick)-len(self.watson))}".upper()
-            c = f"{'-'*(self.ovhg+len(self.watson)-len(self.crick))}{self.crick}{-self.ovhg*'-'}".upper()
-            cs = _ldseguid(w, c, alphabet="{DNA-extended}")
-        return cs
    
-
-
-
    
-[docs]
-    def isblunt(self):
-        """isblunt.
-
-        Return True if Dseq is linear and blunt and
-        false if staggered or circular.
-
-        Examples
-        --------
-        >>> from pydna.dseq import Dseq
-        >>> a=Dseq("gat")
-        >>> a
-        Dseq(-3)
-        gat
-        cta
-        >>> a.isblunt()
-        True
-        >>> a=Dseq("gat", "atcg")
-        >>> a
-        Dseq(-4)
-         gat
-        gcta
-        >>> a.isblunt()
-        False
-        >>> a=Dseq("gat", "gatc")
-        >>> a
-        Dseq(-4)
-        gat
-        ctag
-        >>> a.isblunt()
-        False
-        >>> a=Dseq("gat", circular=True)
-        >>> a
-        Dseq(o3)
-        gat
-        cta
-        >>> a.isblunt()
-        False
-        """
-        return self.ovhg == 0 and len(self.watson) == len(self.crick) and not self.circular
    
-
-
-
    
-[docs]
-    def cas9(self, RNA: str):
-        """docstring."""
-        bRNA = bytes(RNA, "ASCII")
-        slices = []
-        cuts = [0]
-        for m in _re.finditer(bRNA, self._data):
-            cuts.append(m.start() + 17)
-        cuts.append(self.length)
-        slices = tuple(slice(x, y, 1) for x, y in zip(cuts, cuts[1:]))
-        return slices
    
-
-
-
    
-[docs]
-    def terminal_transferase(self, nucleotides="a"):
-        """docstring."""
-        ovhg = self.ovhg
-        if self.ovhg >= 0:
-            ovhg += len(nucleotides)
-        return Dseq(self.watson + nucleotides, self.crick + nucleotides, ovhg)
    
-
-
-
    
-[docs]
-    def cut(self, *enzymes):
-        """Returns a list of linear Dseq fragments produced in the digestion.
-        If there are no cuts, an empty list is returned.
-
-        Parameters
-        ----------
-
-        enzymes : enzyme object or iterable of such objects
-            A Bio.Restriction.XXX restriction objects or iterable.
-
-        Returns
-        -------
-        frags : list
-            list of Dseq objects formed by the digestion
-
-
-        Examples
-        --------
-
-        >>> from pydna.dseq import Dseq
-        >>> seq=Dseq("ggatccnnngaattc")
-        >>> seq
-        Dseq(-15)
-        ggatccnnngaattc
-        cctaggnnncttaag
-        >>> from Bio.Restriction import BamHI,EcoRI
-        >>> type(seq.cut(BamHI))
-        <class 'tuple'>
-        >>> for frag in seq.cut(BamHI): print(repr(frag))
-        Dseq(-5)
-        g
-        cctag
-        Dseq(-14)
-        gatccnnngaattc
-            gnnncttaag
-        >>> seq.cut(EcoRI, BamHI) ==  seq.cut(BamHI, EcoRI)
-        True
-        >>> a,b,c = seq.cut(EcoRI, BamHI)
-        >>> a+b+c
-        Dseq(-15)
-        ggatccnnngaattc
-        cctaggnnncttaag
-        >>>
-
-        """
-
-        cutsites = self.get_cutsites(*enzymes)
-        cutsite_pairs = self.get_cutsite_pairs(cutsites)
-        return tuple(self.apply_cut(*cs) for cs in cutsite_pairs)
    
-
-
-
    
-[docs]
-    def cutsite_is_valid(self, cutsite):
-        """Returns False if:
-        - Cut positions fall outside the sequence (could be moved to Biopython)
-        - Overhang is not double stranded
-        - Recognition site is not double stranded or is outside the sequence
-        - For enzymes that cut twice, it checks that at least one possibility is valid
-        """
-
-        assert cutsite is not None, "cutsite is None"
-
-        enz = cutsite[1]
-        watson, crick, ovhg = self.get_cut_parameters(cutsite, True)
-
-        # The cut positions fall within the sequence
-        # This could go into Biopython
-        if not self.circular and crick < 0 or crick > len(self):
-            return False
-
-        # The overhang is double stranded
-        overhang_dseq = self[watson:crick] if ovhg < 0 else self[crick:watson]
-        if overhang_dseq.ovhg != 0 or overhang_dseq.watson_ovhg() != 0:
-            return False
-
-        # The recognition site is double stranded and within the sequence
-        start_of_recognition_site = watson - enz.fst5
-        if start_of_recognition_site < 0:
-            start_of_recognition_site += len(self)
-        end_of_recognition_site = start_of_recognition_site + enz.size
-        if self.circular:
-            end_of_recognition_site %= len(self)
-        recognition_site = self[start_of_recognition_site:end_of_recognition_site]
-        if len(recognition_site) == 0 or recognition_site.ovhg != 0 or recognition_site.watson_ovhg() != 0:
-            if enz.scd5 is None:
-                return False
-            else:
-                # For enzymes that cut twice, this might be referring to the second one
-                start_of_recognition_site = watson - enz.scd5
-                if start_of_recognition_site < 0:
-                    start_of_recognition_site += len(self)
-                end_of_recognition_site = start_of_recognition_site + enz.size
-                if self.circular:
-                    end_of_recognition_site %= len(self)
-                recognition_site = self[start_of_recognition_site:end_of_recognition_site]
-
-                if len(recognition_site) == 0 or recognition_site.ovhg != 0 or recognition_site.watson_ovhg() != 0:
-                    return False
-
-        return True
    
-
-
-
    
-[docs]
-    def get_cutsites(self, *enzymes):
-        """Returns a list of cutsites, represented represented as `((cut_watson, ovhg), enz)`:
-
-        - `cut_watson` is a positive integer contained in `[0,len(seq))`, where `seq` is the sequence
-          that will be cut. It represents the position of the cut on the watson strand, using the full
-          sequence as a reference. By "full sequence" I mean the one you would get from `str(Dseq)`.
-        - `ovhg` is the overhang left after the cut. It has the same meaning as `ovhg` in
-          the `Bio.Restriction` enzyme objects, or pydna's `Dseq` property.
-        - `enz` is the enzyme object. It's not necessary to perform the cut, but can be
-           used to keep track of which enzyme was used.
-
-        Cuts are only returned if the recognition site and overhang are on the double-strand
-        part of the sequence.
-
-        Parameters
-        ----------
-
-        enzymes : Union[_RestrictionBatch,list[_RestrictionType]]
-
-        Returns
-        -------
-        list[tuple[tuple[int,int], _RestrictionType]]
-
-        Examples
-        --------
-
-        >>> from Bio.Restriction import EcoRI
-        >>> from pydna.dseq import Dseq
-        >>> seq = Dseq('AAGAATTCAAGAATTC')
-        >>> seq.get_cutsites(EcoRI)
-        [((3, -4), EcoRI), ((11, -4), EcoRI)]
-
-        `cut_watson` is defined with respect to the "full sequence", not the
-        watson strand:
-
-        >>> dseq = Dseq.from_full_sequence_and_overhangs('aaGAATTCaa', 1, 0)
-        >>> dseq
-        Dseq(-10)
-         aGAATTCaa
-        ttCTTAAGtt
-        >>> dseq.get_cutsites([EcoRI])
-        [((3, -4), EcoRI)]
-
-        Cuts are only returned if the recognition site and overhang are on the double-strand
-        part of the sequence.
-
-        >>> Dseq('GAATTC').get_cutsites([EcoRI])
-        [((1, -4), EcoRI)]
-        >>> Dseq.from_full_sequence_and_overhangs('GAATTC', -1, 0).get_cutsites([EcoRI])
-        []
-
-        """
-
-        if len(enzymes) == 1 and isinstance(enzymes[0], _RestrictionBatch):
-            # argument is probably a RestrictionBatch
-            enzymes = [e for e in enzymes[0]]
-
-        enzymes = _flatten(enzymes)
-        out = list()
-        for e in enzymes:
-            # Positions of the cut on the watson strand. They are 1-based, so we subtract
-            # 1 to get 0-based positions
-            cuts_watson = [c - 1 for c in e.search(self, linear=(not self.circular))]
-
-            out += [((w, e.ovhg), e) for w in cuts_watson]
-
-        return sorted([cutsite for cutsite in out if self.cutsite_is_valid(cutsite)])
    
-
-
-
    
-[docs]
-    def left_end_position(self) -> Tuple[int, int]:
-        """
-        The index in the full sequence of the watson and crick start positions.
-
-        full sequence (str(self)) for all three cases is AAA
-        ::
-
-            AAA              AA               AAT
-             TT             TTT               TTT
-            Returns (0, 1)  Returns (1, 0)    Returns (0, 0)
-
-
-        """
-        if self.ovhg > 0:
-            return self.ovhg, 0
-        return 0, -self.ovhg
    
-
-
-
    
-[docs]
-    def right_end_position(self) -> Tuple[int, int]:
-        """The index in the full sequence of the watson and crick end positions.
-
-        full sequence (str(self)) for all three cases is AAA
-
-        ```
-        AAA               AA                   AAA
-        TT                TTT                  TTT
-        Returns (3, 2)    Returns (2, 3)       Returns (3, 3)
-        ```
-
-        """
-        if self.watson_ovhg() < 0:
-            return len(self) + self.watson_ovhg(), len(self)
-        return len(self), len(self) - self.watson_ovhg()
    
-
-
-
    
-[docs]
-    def get_cut_parameters(self, cut: tuple, is_left: bool):
-        """For a given cut expressed as ((cut_watson, ovhg), enz), returns
-        a tuple (cut_watson, cut_crick, ovhg).
-
-        - cut_watson: see get_cutsites docs
-        - cut_crick: equivalent of cut_watson in the crick strand
-        - ovhg: see get_cutsites docs
-
-        The cut can be None if it represents the left or right end of the sequence.
-        Then it will return the position of the watson and crick ends with respect
-        to the "full sequence". The `is_left` parameter is only used in this case.
-
-        """
-        if cut is not None:
-            watson, ovhg = cut[0]
-            crick = watson - ovhg
-            if self.circular:
-                crick %= len(self)
-            return watson, crick, ovhg
-
-        assert not self.circular, "Circular sequences should not have None cuts"
-
-        if is_left:
-            return *self.left_end_position(), self.ovhg
-        # In the right end, the overhang does not matter
-        return *self.right_end_position(), self.watson_ovhg()
    
-
-
-
    
-[docs]
-    def apply_cut(self, left_cut, right_cut):
-        """Extracts a subfragment of the sequence between two cuts.
-
-        For more detail see the documentation of get_cutsite_pairs.
-
-        Parameters
-        ----------
-        left_cut : Union[tuple[tuple[int,int], _RestrictionType], None]
-        right_cut: Union[tuple[tuple[int,int], _RestrictionType], None]
-
-        Returns
-        -------
-        Dseq
-
-        Examples
-        --------
-        >>> from Bio.Restriction import EcoRI
-        >>> from pydna.dseq import Dseq
-        >>> dseq = Dseq('aaGAATTCaaGAATTCaa')
-        >>> cutsites = dseq.get_cutsites([EcoRI])
-        >>> cutsites
-        [((3, -4), EcoRI), ((11, -4), EcoRI)]
-        >>> p1, p2, p3 = dseq.get_cutsite_pairs(cutsites)
-        >>> p1
-        (None, ((3, -4), EcoRI))
-        >>> dseq.apply_cut(*p1)
-        Dseq(-7)
-        aaG
-        ttCTTAA
-        >>> p2
-        (((3, -4), EcoRI), ((11, -4), EcoRI))
-        >>> dseq.apply_cut(*p2)
-        Dseq(-12)
-        AATTCaaG
-            GttCTTAA
-        >>> p3
-        (((11, -4), EcoRI), None)
-        >>> dseq.apply_cut(*p3)
-        Dseq(-7)
-        AATTCaa
-            Gtt
-
-        >>> dseq = Dseq('TTCaaGAA', circular=True)
-        >>> cutsites = dseq.get_cutsites([EcoRI])
-        >>> cutsites
-        [((6, -4), EcoRI)]
-        >>> pair = dseq.get_cutsite_pairs(cutsites)[0]
-        >>> pair
-        (((6, -4), EcoRI), ((6, -4), EcoRI))
-        >>> dseq.apply_cut(*pair)
-        Dseq(-12)
-        AATTCaaG
-            GttCTTAA
-
-        """
-        if _cuts_overlap(left_cut, right_cut, len(self)):
-            raise ValueError("Cuts overlap")
-
-        left_watson, left_crick, ovhg_left = self.get_cut_parameters(left_cut, True)
-        right_watson, right_crick, _ = self.get_cut_parameters(right_cut, False)
-        return Dseq(
-            str(self[left_watson:right_watson]),
-            # The line below could be easier to understand as _rc(str(self[left_crick:right_crick])), but it does not preserve the case
-            str(self.reverse_complement()[len(self) - right_crick : len(self) - left_crick]),
-            ovhg=ovhg_left,
-        )
    
-
-
-
    
-[docs]
-    def get_cutsite_pairs(self, cutsites):
-        """Returns pairs of cutsites that render the edges of the resulting fragments.
-
-        A fragment produced by restriction is represented by a tuple of length 2 that
-        may contain cutsites or `None`:
-
-            - Two cutsites: represents the extraction of a fragment between those two
-              cutsites, in that orientation. To represent the opening of a circular
-              molecule with a single cutsite, we put the same cutsite twice.
-            - `None`, cutsite: represents the extraction of a fragment between the left
-              edge of linear sequence and the cutsite.
-            - cutsite, `None`: represents the extraction of a fragment between the cutsite
-              and the right edge of a linear sequence.
-
-        Parameters
-        ----------
-        cutsites : list[tuple[tuple[int,int], _RestrictionType]]
-
-        Returns
-        -------
-        list[tuple[tuple[tuple[int,int], _RestrictionType]|None],tuple[tuple[int,int], _RestrictionType]|None]
-
-        Examples
-        --------
-
-        >>> from Bio.Restriction import EcoRI
-        >>> from pydna.dseq import Dseq
-        >>> dseq = Dseq('aaGAATTCaaGAATTCaa')
-        >>> cutsites = dseq.get_cutsites([EcoRI])
-        >>> cutsites
-        [((3, -4), EcoRI), ((11, -4), EcoRI)]
-        >>> dseq.get_cutsite_pairs(cutsites)
-        [(None, ((3, -4), EcoRI)), (((3, -4), EcoRI), ((11, -4), EcoRI)), (((11, -4), EcoRI), None)]
-
-        >>> dseq = Dseq('TTCaaGAA', circular=True)
-        >>> cutsites = dseq.get_cutsites([EcoRI])
-        >>> cutsites
-        [((6, -4), EcoRI)]
-        >>> dseq.get_cutsite_pairs(cutsites)
-        [(((6, -4), EcoRI), ((6, -4), EcoRI))]
-        """
-        if len(cutsites) == 0:
-            return []
-        if not self.circular:
-            cutsites = [None, *cutsites, None]
-        else:
-            # Add the first cutsite at the end, for circular cuts
-            cutsites.append(cutsites[0])
-
-        return list(zip(cutsites, cutsites[1:]))
    
-
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
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@@ -1,1588 +0,0 @@
-
-
-
-  
-  
-  pydna.dseqrecord — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
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-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.dseqrecord
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-"""This module provides the :class:`Dseqrecord` class, for handling double stranded
-DNA sequences. The Dseqrecord holds sequence information in the form of a :class:`pydna.dseq.Dseq`
-object. The Dseq and Dseqrecord classes are subclasses of Biopythons
-Seq and SeqRecord classes, respectively.
-
-The Dseq and Dseqrecord classes support the notion of circular and linear DNA topology.
-"""
-from Bio.Restriction import RestrictionBatch as _RestrictionBatch
-from Bio.Restriction import CommOnly
-from pydna.dseq import Dseq as _Dseq
-from pydna._pretty import pretty_str as _pretty_str
-from pydna.utils import flatten as _flatten, location_boundaries as _location_boundaries
-
-# from pydna.utils import memorize as _memorize
-from pydna.utils import rc as _rc
-from pydna.utils import shift_location as _shift_location
-from pydna.utils import shift_feature as _shift_feature
-from pydna.common_sub_strings import common_sub_strings as _common_sub_strings
-from Bio.SeqFeature import SeqFeature as _SeqFeature
-from Bio import SeqIO
-from Bio.SeqFeature import CompoundLocation as _CompoundLocation
-from Bio.SeqFeature import SimpleLocation as _SimpleLocation
-from pydna.seqrecord import SeqRecord as _SeqRecord
-from Bio.Seq import translate as _translate
-from pydna.utils import identifier_from_string as _identifier_from_string
-import copy as _copy
-import operator as _operator
-import os as _os
-import re as _re
-import time as _time
-import datetime as _datetime
-
-
-import logging as _logging
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-
-
-try:
-    from IPython.display import display_html as _display_html
-except ImportError:
-
-    def _display_html(item, raw=None):
-        return item
-
-
-
    
-[docs]
-class Dseqrecord(_SeqRecord):
-    """Dseqrecord is a double stranded version of the Biopython SeqRecord [#]_ class.
-    The Dseqrecord object holds a Dseq object describing the sequence.
-    Additionally, Dseqrecord hold meta information about the sequence in the
-    from of a list of SeqFeatures, in the same way as the SeqRecord does.
-
-    The Dseqrecord can be initialized with a string, Seq, Dseq, SeqRecord
-    or another Dseqrecord. The sequence information will be stored in a
-    Dseq object in all cases.
-
-    Dseqrecord objects can be read or parsed from sequences in FASTA, EMBL or Genbank formats.
-    See the :mod:`pydna.readers` and :mod:`pydna.parsers` modules for further information.
-
-    There is a short representation associated with the Dseqrecord.
-    ``Dseqrecord(-3)`` represents a linear sequence of length 2
-    while ``Dseqrecord(o7)``
-    represents a circular sequence of length 7.
-
-    Dseqrecord and Dseq share the same concept of length. This length can be larger
-    than each strand alone if they are staggered as in the example below.
-
-    ::
-
-        <-- length -->
-        GATCCTTT
-             AAAGCCTAG
-
-
-
-
-    Parameters
-    ----------
-    record  : string, Seq, SeqRecord, Dseq or other Dseqrecord object
-        This data will be used to form the seq property
-
-    circular : bool, optional
-        True or False reflecting the shape of the DNA molecule
-
-    linear : bool, optional
-        True or False reflecting the shape of the DNA molecule
-
-
-    Examples
-    --------
-
-    >>> from pydna.dseqrecord import Dseqrecord
-    >>> a=Dseqrecord("aaa")
-    >>> a
-    Dseqrecord(-3)
-    >>> a.seq
-    Dseq(-3)
-    aaa
-    ttt
-    >>> from pydna.seq import Seq
-    >>> b=Dseqrecord(Seq("aaa"))
-    >>> b
-    Dseqrecord(-3)
-    >>> b.seq
-    Dseq(-3)
-    aaa
-    ttt
-    >>> from Bio.SeqRecord import SeqRecord
-    >>> c=Dseqrecord(SeqRecord(Seq("aaa")))
-    >>> c
-    Dseqrecord(-3)
-    >>> c.seq
-    Dseq(-3)
-    aaa
-    ttt
-
-    References
-    ----------
-
-    .. [#] http://biopython.org/wiki/SeqRecord
-
-    """
-
-    def __init__(
-        self,
-        record,
-        *args,
-        circular=None,
-        n=5e-14,  # mol ( = 0.05 pmol)
-        **kwargs,
-    ):
-        _module_logger.info("### Dseqrecord initialized ###")
-        _module_logger.info("argument circular = %s", circular)
-        _module_logger.info("circular = %s", circular)
-
-        if isinstance(record, str):
-            _module_logger.info("record is a string")
-            super().__init__(
-                _Dseq.from_string(
-                    record,
-                    # linear=linear,
-                    circular=bool(circular),
-                ),
-                *args,
-                **kwargs,
-            )
-
-        # record is a Dseq object ?
-        elif hasattr(record, "watson"):
-            if circular is False:
-                record = record[:]
-            elif circular is True:
-                record = record.looped()
-            _module_logger.info("record is a Dseq object")
-            super().__init__(record, *args, **kwargs)
-
-        # record is a Bio.Seq object ?
-        elif hasattr(record, "transcribe"):
-            _module_logger.info("record is a Seq object")
-            super().__init__(
-                _Dseq(
-                    str(record),
-                    # linear=linear,
-                    circular=bool(circular),
-                ),
-                *args,
-                **kwargs,
-            )
-
-        # record is a Bio.SeqRecord or Dseqrecord object ?
-        elif hasattr(record, "features"):
-            _module_logger.info("record is a Bio.SeqRecord or Dseqrecord object")
-            for key, value in list(record.__dict__.items()):
-                setattr(self, key, value)
-            self.letter_annotations = {}
-            # record.seq is a Dseq object ?
-            if hasattr(record.seq, "watson"):
-                new_seq = _copy.copy(record.seq)
-                if circular is False:
-                    new_seq = new_seq[:]
-                elif circular is True:
-                    new_seq = new_seq.looped()
-                self.seq = new_seq
-            # record.seq is Bio.SeqRecord object ?
-            else:
-                self.seq = _Dseq(
-                    str(record.seq),
-                    # linear=linear,
-                    circular=bool(circular),
-                )
-        else:
-            raise ValueError("don't know what to do with {}".format(record))
-
-        self.map_target = None
-        self.n = n  # amount, set to 5E-14 which is 5 pmols
-        self.annotations.update({"molecule_type": "DNA"})
-
-
    
-[docs]
-    @classmethod
-    def from_string(
-        cls,
-        record: str = "",
-        *args,
-        # linear=True,
-        circular=False,
-        n=5e-14,
-        **kwargs,
-    ):
-        """docstring."""
-        # def from_string(cls, record:str="", *args,
-        # linear=True, circular=False, n = 5E-14, **kwargs):
-        obj = cls.__new__(cls)  # Does not call __init__
-        obj._per_letter_annotations = {}
-        obj.seq = _Dseq.quick(
-            record,
-            _rc(record),
-            ovhg=0,
-            # linear=linear,
-            circular=circular,
-        )
-        obj.id = _pretty_str("id")
-        obj.name = _pretty_str("name")
-        obj.description = _pretty_str("description")
-        obj.dbxrefs = []
-        obj.annotations = {"molecule_type": "DNA"}
-        obj.features = []
-        obj.map_target = None
-        obj.n = n
-        obj.__dict__.update(kwargs)
-        return obj
    
-
-
-
    
-[docs]
-    @classmethod
-    def from_SeqRecord(
-        cls,
-        record: _SeqRecord,
-        *args,
-        circular=None,
-        n=5e-14,
-        **kwargs,
-    ):
-        obj = cls.__new__(cls)  # Does not call __init__
-        obj._per_letter_annotations = record._per_letter_annotations
-        obj.id = record.id
-        obj.name = record.name
-        obj.description = record.description
-        obj.dbxrefs = record.dbxrefs
-        obj.annotations = {"molecule_type": "DNA"}
-        obj.annotations.update(record.annotations)
-        obj.features = record.features
-        obj.map_target = None
-        obj.n = n
-        if circular is None:
-            circular = record.annotations.get("topology") == "circular"
-        obj.seq = _Dseq.quick(str(record.seq), _rc(str(record.seq)), ovhg=0, circular=circular)
-        return obj
    
-
-
-    @property
-    def circular(self):
-        """The circular property can not be set directly.
-        Use :meth:`looped`"""
-        return self.seq.circular
-
-
    
-[docs]
-    def m(self):
-        """This method returns the mass of the DNA molecule in grams. This is
-        calculated as the product between the molecular weight of the Dseq object
-        and the"""
-        return self.seq.mw() * self.n  # Da(g/mol) * mol = g
    
-
-
-
    
-[docs]
-    def extract_feature(self, n):
-        """Extracts a feature and creates a new Dseqrecord object.
-
-        Parameters
-        ----------
-        n  : int
-            Indicates the feature to extract
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a=Dseqrecord("atgtaa")
-        >>> a.add_feature(2,4)
-        >>> b=a.extract_feature(0)
-        >>> b
-        Dseqrecord(-2)
-        >>> b.seq
-        Dseq(-2)
-        gt
-        ca
-
-        """
-        return super().extract_feature(n)
    
-
-
-
    
-[docs]
-    def add_feature(self, x=None, y=None, seq=None, type_="misc", strand=1, *args, **kwargs):
-        """Add a feature of type misc to the feature list of the sequence.
-
-        Parameters
-        ----------
-        x  : int
-            Indicates start of the feature
-        y  : int
-            Indicates end of the feature
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a=SeqRecord("atgtaa")
-        >>> a.features
-        []
-        >>> a.add_feature(2,4)
-        >>> a.features
-        [SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4), strand=1), type='misc', qualifiers=...)]
-        """
-        if x and y and self.circular and x > y:
-            pass
-        else:
-            super().add_feature(x, y, seq, type_, strand=strand, *args, **kwargs)
-            return
-
-        qualifiers = {}
-        qualifiers.update(kwargs)
-
-        location = _CompoundLocation(
-            (
-                _SimpleLocation(x, self.seq.length, strand=strand),
-                _SimpleLocation(0, y, strand=strand),
-            )
-        )
-
-        sf = _SeqFeature(location, type=type_, qualifiers=qualifiers)
-
-        if "label" not in qualifiers:
-            qualifiers["label"] = [f"ft{len(location)}"]
-
-        if sf.extract(self).isorf():
-            qualifiers["label"] = [f"orf{len(location)}"]
-
-        self.features.append(sf)
    
-
-
-
    
-[docs]
-    def seguid(self):
-        """Url safe SEGUID for the sequence.
-
-        This checksum is the same as seguid but with base64.urlsafe
-        encoding instead of the normal base64. This means that
-        the characters + and / are replaced with - and _ so that
-        the checksum can be part of a URL.
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a = Dseqrecord("aa")
-        >>> a.seguid()
-        'ldseguid=TEwydy0ugvGXh3VJnVwgtxoyDQA'
-
-        """
-        return self.seq.seguid()
    
-
-
-
    
-[docs]
-    def looped(self):
-        """
-        Circular version of the Dseqrecord object.
-
-        The underlying linear Dseq object has to have compatible ends.
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a=Dseqrecord("aaa")
-        >>> a
-        Dseqrecord(-3)
-        >>> b=a.looped()
-        >>> b
-        Dseqrecord(o3)
-        >>>
-
-        See Also
-        --------
-        pydna.dseq.Dseq.looped
-        """
-        new = _copy.copy(self)
-        # for key, value in list(self.__dict__.items()):
-        #     setattr(new, key, value)
-        new._seq = self.seq.looped()
-        five_prime = self.seq.five_prime_end()
-        for fn, fo in zip(new.features, self.features):
-            if five_prime[0] == "5'":
-                pass
-                # fn.location = fn.location + self.seq.ovhg
-            elif five_prime[0] == "3'":
-                fn.location = fn.location + (-self.seq.ovhg)
-            if fn.location.start < 0:
-                loc1 = _SimpleLocation(len(new) + fn.location.start, len(new), strand=fn.location.strand)
-                loc2 = _SimpleLocation(0, fn.location.end, strand=fn.location.strand)
-                fn.location = _CompoundLocation([loc1, loc2])
-
-            if fn.location.end > len(new):
-                loc1 = _SimpleLocation(fn.location.start, len(new), strand=fn.location.strand)
-                loc2 = _SimpleLocation(0, fn.location.end - len(new), strand=fn.location.strand)
-                fn.location = _CompoundLocation([loc1, loc2])
-
-            fn.qualifiers = fo.qualifiers
-
-        return new
    
-
-
-
    
-[docs]
-    def tolinear(self):  # pragma: no cover
-        """
-        Returns a linear, blunt copy of a circular Dseqrecord object. The
-        underlying Dseq object has to be circular.
-
-        This method is deprecated, use slicing instead. See example below.
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a=Dseqrecord("aaa", circular = True)
-        >>> a
-        Dseqrecord(o3)
-        >>> b=a[:]
-        >>> b
-        Dseqrecord(-3)
-        >>>
-
-        """
-        import warnings as _warnings
-        from pydna import _PydnaDeprecationWarning
-
-        _warnings.warn(
-            "tolinear method is obsolete; " "please use obj[:] " "instead of obj.tolinear().",
-            _PydnaDeprecationWarning,
-        )
-        new = _copy.copy(self)
-        for key, value in list(self.__dict__.items()):
-            setattr(new, key, value)
-        # new._seq = self.seq.tolinear()
-        for fn, fo in zip(new.features, self.features):
-            fn.qualifiers = fo.qualifiers
-
-        return new
    
-
-
-
    
-[docs]
-    def terminal_transferase(self, nucleotides="a"):
-        """docstring."""
-        newseq = _copy.deepcopy(self)
-        newseq.seq = self.seq.terminal_transferase(nucleotides)
-        for feature in newseq.features:
-            feature.location += len(nucleotides)
-        return newseq
    
-
-
-
    
-[docs]
-    def format(self, f="gb"):
-        """Returns the sequence as a string using a format supported by Biopython
-        SeqIO [#]_. Default is "gb" which is short for Genbank.
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> x=Dseqrecord("aaa")
-        >>> x.annotations['date'] = '02-FEB-2013'
-        >>> x
-        Dseqrecord(-3)
-        >>> print(x.format("gb"))
-        LOCUS       name                       3 bp    DNA     linear   UNK 02-FEB-2013
-        DEFINITION  description.
-        ACCESSION   id
-        VERSION     id
-        KEYWORDS    .
-        SOURCE      .
-          ORGANISM  .
-                    .
-        FEATURES             Location/Qualifiers
-        ORIGIN
-                1 aaa
-        //
-
-
-        References
-        ----------
-
-        .. [#] http://biopython.org/wiki/SeqIO
-
-
-        """
-
-        s = super().format(f).strip()
-
-        if f in ("genbank", "gb"):
-            if self.circular:
-                return _pretty_str(s[:55] + "circular" + s[63:])
-            else:
-                return _pretty_str(s[:55] + "linear  " + s[63:])
-        else:
-            return _pretty_str(s).strip()
    
-
-
-
    
-[docs]
-    def write(self, filename=None, f="gb"):
-        """Writes the Dseqrecord to a file using the format f, which must
-        be a format supported by Biopython SeqIO for writing [#]_. Default
-        is "gb" which is short for Genbank. Note that Biopython SeqIO reads
-        more formats than it writes.
-
-        Filename is the path to the file where the sequece is to be
-        written. The filename is optional, if it is not given, the
-        description property (string) is used together with the format.
-
-        If obj is the Dseqrecord object, the default file name will be:
-
-        ``<obj.locus>.<f>``
-
-        Where <f> is "gb" by default. If the filename already exists and
-        AND the sequence it contains is different, a new file name will be
-        used so that the old file is not lost:
-
-        ``<obj.locus>_NEW.<f>``
-
-        References
-        ----------
-        .. [#] http://biopython.org/wiki/SeqIO
-
-        """
-        msg = ""
-        if not filename:
-            filename = "{name}.{type}".format(name=self.locus, type=f)
-            # generate a name if no name was given
-        # if not isinstance(filename, str):  # is filename a string???
-        #     raise ValueError("filename has to be a string, got", type(filename))
-        name, ext = _os.path.splitext(filename)
-        msg = f"<font face=monospace><a href='{filename}' target='_blank'>{filename}</a></font><br>"
-        if not _os.path.isfile(filename):
-            with open(filename, "w", encoding="utf8") as fp:
-                fp.write(self.format(f))
-        else:
-            from pydna.readers import read
-
-            old_file = read(filename)
-
-            if self.seq != old_file.seq:
-                # If new sequence is different, the old file is
-                # renamed with "_OLD_" suffix:
-                oldmtime = _datetime.datetime.fromtimestamp(_os.path.getmtime(filename)).isoformat()
-                tstmp = int(_time.time() * 1_000_000)
-                old_filename = f"{name}_OLD_{tstmp}{ext}"
-                _os.rename(filename, old_filename)
-                with open(filename, "w", encoding="utf8") as fp:
-                    fp.write(self.format(f))
-                newmtime = _datetime.datetime.fromtimestamp(_os.path.getmtime(filename)).isoformat()
-                msg = f"""
-                <table style="padding:10px 10px;
-                word-break:normal;
-                border-color:#fe0000;
-                border-collapse:collapse;
-                border-spacing:1;
-                font-family:monospace;
-                font-size:large;
-                font-weight:bold;
-                text-align:left;
-                border: 5px solid red;">
-                <thead>
-                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
-                    <th style="color:#fe0000;border: 1px solid;text-align:center;font-size:xxx-large;text-align:left;">&#9888</th>
-                    <th style="color:#f56b00;border: 1px solid;text-align:left;" colspan="2">Sequence change</th>
-                  </tr>
-                </thead>
-                <tbody>
-                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
-                    <td>Filename</td>
-                    <td style="color:#fe0000;border: 1px solid;text-align:left;"><a href='{filename}' target='_blank'>{filename}</a></td>
-                    <td style="color:#32cb00;border: 1px solid;text-align:left;"><a href='{old_filename}' target='_blank'>{old_filename}</a></td>
-                  </tr>
-                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
-                    <td >Saved</td>
-                    <td style="color:#fe0000;border: 1px solid;text-align:left;">{newmtime}</td>
-                    <td style="color:#32cb00;border: 1px solid;text-align:left;">{oldmtime}</td>
-                  </tr>
-                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
-                    <td>Length</td>
-                    <td style="color:#fe0000;border: 1px solid;text-align:left;">{len(self)}</td>
-                    <td style="color:#32cb00;border: 1px solid;text-align:left;">{len(old_file)}</td>
-                  </tr>
-                  <tr style="color:#0000FF;border: 1px solid;text-align:left;">
-                    <td>SEGUID</td>
-                    <td style="color:#fe0000;border: 1px solid;text-align:left;">{self.seguid()}</td>
-                    <td style="color:#32cb00;border: 1px solid;text-align:left;">{old_file.seguid()}</td>
-                  </tr>
-                </tbody>
-                </table>
-                """
-            elif "seguid" in old_file.annotations.get("comment", ""):
-                pattern = r"(ldseguid|cdseguid)-(\S{27})(_[0-9]{4}-[0-9]{2}-[0-9]{2}T[0-9]{2}:[0-9]{2}:[0-9]{2}\.[0-9]{6}){0,1}"
-                # seguid=NNNNNNNNNNNNNNNNNNNNNNNNNNN_2020-10-10T11:11:11.111111
-                oldstamp = _re.search(pattern, old_file.description)
-                newstamp = _re.search(pattern, self.description)
-                newdescription = self.description
-                if oldstamp and newstamp:
-                    if oldstamp.group(0)[:35] == newstamp.group(0)[:35]:
-                        newdescription = newdescription.replace(newstamp.group(0), oldstamp.group(0))
-                elif oldstamp:
-                    newdescription += " " + oldstamp.group(0)
-                newobj = _copy.copy(self)
-                newobj.description = newdescription
-
-                with open(filename, "w", encoding="utf8") as fp:
-                    fp.write(newobj.format(f))
-            else:
-                with open(filename, "w", encoding="utf8") as fp:
-                    fp.write(self.format(f))
-        return _display_html(msg, raw=True)
    
-
-
-
    
-[docs]
-    def find(self, other):
-        # TODO allow strings, seqs, seqrecords or Dseqrecords
-        # TODO check for linearity of other, raise exception if not
-        # TODO add tests and docstring for this method
-        o = str(other.seq).upper()
-
-        if not self.circular:
-            s = str(self.seq).upper()
-        else:
-            # allow wrapping around origin
-            s = str(self.seq).upper() + str(self.seq).upper()[: len(other) - 1]
-        return s.find(o)
    
-
-
-    def __str__(self):
-        return ("Dseqrecord\n" "circular: {}\n" "size: {}\n").format(self.circular, len(self)) + _SeqRecord.__str__(
-            self
-        )
-
-    def __contains__(self, other):
-        if other.lower() in str(self.seq).lower():
-            return True
-        else:
-            s = self.seq.watson.replace(" ", "")
-            ln = len(s)
-            spc = 3 - ln % 3 if ln % 3 else 0
-            s = "n" * spc + s + "nnn"
-            for frame in range(3):
-                if other.lower() in _translate(s[frame : frame + spc + ln]).lower():
-                    return True
-        return False
-
-
    
-[docs]
-    def find_aminoacids(self, other):
-        """
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> s=Dseqrecord("atgtacgatcgtatgctggttatattttag")
-        >>> s.seq.translate()
-        Seq('MYDRMLVIF*')
-        >>> "RML" in s
-        True
-        >>> "MMM" in s
-        False
-        >>> s.seq.rc().translate()
-        Seq('LKYNQHTIVH')
-        >>> "QHT" in s.rc()
-        True
-        >>> "QHT" in s
-        False
-        >>> slc = s.find_aa("RML")
-        >>> slc
-        slice(9, 18, None)
-        >>> s[slc]
-        Dseqrecord(-9)
-        >>> code = s[slc].seq
-        >>> code
-        Dseq(-9)
-        cgtatgctg
-        gcatacgac
-        >>> code.translate()
-        Seq('RML')
-        """
-        other = str(other).lower()
-        assert self.seq.watson == "".join(self.seq.watson.split())
-        s = self.seq.watson
-        ln = len(s)
-        spc = 3 - ln % 3 if ln % 3 else 0
-        s = s + "n" * spc + "nnn"
-        start = None
-        for frame in range(3):
-            try:
-                start = _translate(s[frame : frame + ln + spc]).lower().index(other)
-                break
-            except ValueError:
-                pass
-        oh = self.seq.ovhg if self.seq.ovhg > 0 else 0
-        if start is None:
-            return None  # TODO return an emoty slice or False...?
-        else:
-            return slice(frame + start * 3 + oh, frame + (start + len(other)) * 3 + oh)
    
-
-
-    find_aa = find_aminoacids
-
-
    
-[docs]
-    def map_trace_files(self, pth, limit=25):  # TODO allow path-like objects
-        import glob
-
-        traces = []
-        for name in glob.glob(pth):
-            trace = SeqIO.read(name, "abi").lower()
-            trace.annotations["filename"] = trace.fname = name
-            traces.append(trace)
-        if not traces:
-            raise ValueError("No trace files found in {}".format(pth))
-        if hasattr(self.map_target, "step"):
-            area = self.map_target
-        elif hasattr(self.map_target, "extract"):
-            area = slice(self.map_target.location.start, self.map_target.location.end)
-        else:
-            area = None  # TODO allow other objects as well and do some checks on map target
-
-        if area:
-            self.matching_reads = []
-            self.not_matching_reads = []
-            target = str(self[area].seq).lower()
-            target_rc = str(self[area].seq.rc()).lower()
-            for trace in traces:
-                if target in str(trace.seq) or target_rc in str(trace.seq):
-                    self.matching_reads.append(trace)
-                else:
-                    self.not_matching_reads.append(trace)
-            reads = self.matching_reads
-        else:
-            self.matching_reads = None
-            self.not_matching_reads = None
-            reads = traces
-
-        matching_reads = []
-
-        for read_ in reads:
-            matches = _common_sub_strings(str(self.seq).lower(), str(read_.seq), limit)
-
-            if not matches:
-                continue
-
-            if len(matches) > 1:
-                newmatches = [
-                    matches[0],
-                ]
-                for i, x in enumerate(matches[1:]):
-                    g, f, h = matches[i]
-                    if g + h < x[0] and f + h < x[1]:
-                        newmatches.append(x)
-            else:  # len(matches)==1
-                newmatches = matches
-
-            matching_reads.append(read_)
-
-            if len(newmatches) > 1:
-                ms = []
-                for m in newmatches:
-                    ms.append(_SimpleLocation(m[0], m[0] + m[2]))
-                loc = _CompoundLocation(ms)
-            else:
-                a, b, c = newmatches[0]
-                loc = _SimpleLocation(a, a + c)
-
-            self.features.append(
-                _SeqFeature(
-                    loc,
-                    qualifiers={"label": [read_.annotations["filename"]]},
-                    type="trace",
-                )
-            )
-
-        return [x.annotations["filename"] for x in matching_reads]
    
-
-
-    def __repr__(self):
-        return "Dseqrecord({}{})".format({True: "-", False: "o"}[not self.circular], len(self))
-
-    def _repr_pretty_(self, p, cycle):
-        p.text("Dseqrecord({}{})".format({True: "-", False: "o"}[not self.circular], len(self)))
-
-    def __add__(self, other):
-        if hasattr(other, "seq") and hasattr(other.seq, "watson"):
-            other = _copy.deepcopy(other)
-            other_five_prime = other.seq.five_prime_end()
-            if other_five_prime[0] == "5'":
-                # add other.seq.ovhg
-                for f in other.features:
-                    f.location = f.location + other.seq.ovhg
-            elif other_five_prime[0] == "3'":
-                # subtract other.seq.ovhg (sign change)
-                for f in other.features:
-                    f.location = f.location + (-other.seq.ovhg)
-
-            answer = Dseqrecord(_SeqRecord.__add__(self, other))
-            answer.n = min(self.n, other.n)
-        else:
-            answer = Dseqrecord(_SeqRecord.__add__(self, Dseqrecord(other)))
-            answer.n = self.n
-        return answer
-
-    def __mul__(self, number):
-        if not isinstance(number, int):
-            raise TypeError("TypeError: can't multiply Dseqrecord by non-int of type {}".format(type(number)))
-        if self.circular:
-            raise TypeError("TypeError: can't multiply circular Dseqrecord.")
-        if number > 0:
-            new = _copy.copy(self)
-            for i in range(1, number):
-                new += self
-            return new
-        else:
-            return self.__class__("")
-
-    def __getitem__(self, sl):
-        """docstring."""
-        answer = Dseqrecord(_copy.copy(self))
-        answer.seq = self.seq.__getitem__(sl)
-        # answer.seq.alphabet = self.seq.alphabet
-        # breakpoint()
-        sl_start = sl.start or 0  # 6
-        sl_stop = sl.stop or len(self.seq)  # 1
-
-        if not self.circular or sl_start < sl_stop:
-            # TODO: special case for sl_end == 0 in circular sequences
-            # related to https://github.com/BjornFJohansson/pydna/issues/161
-            if self.circular and sl.stop == 0:
-                sl = slice(sl.start, len(self.seq), sl.step)
-            answer.features = super().__getitem__(sl).features
-        elif self.circular and sl_start > sl_stop:
-            answer.features = self.shifted(sl_start).features
-            # origin-spanning features should only be included after shifting
-            # in cases where the slice comprises the entire sequence, but then
-            # sl_start == sl_stop and the second condition is not met
-            answer.features = [
-                f
-                for f in answer.features
-                if (
-                    _location_boundaries(f.location)[1] <= answer.seq.length
-                    and _location_boundaries(f.location)[0] < _location_boundaries(f.location)[1]
-                )
-            ]
-
-        elif self.circular and sl_start == sl_stop:
-            cut = ((sl_start, 0), None)
-            return self.apply_cut(cut, cut)
-        else:
-            answer = Dseqrecord("")
-        identifier = "part_{id}".format(id=self.id)
-        if answer.features:
-            sf = max(answer.features, key=len)  # default
-            if "label" in sf.qualifiers:
-                identifier = " ".join(sf.qualifiers["label"])
-            elif "note" in sf.qualifiers:
-                identifier = " ".join(sf.qualifiers["note"])
-        answer.id = _identifier_from_string(identifier)[:16]
-        answer.name = _identifier_from_string("part_{name}".format(name=self.name))[:16]
-        return answer
-
-    def __eq__(self, other):
-        """docstring."""
-        try:
-            if self.seq == other.seq and str(self.__dict__) == str(other.__dict__):
-                return True
-        except AttributeError:
-            pass
-        return False
-
-    def __ne__(self, other):
-        """docstring."""
-        return not self.__eq__(other)
-
-    def __hash__(self):
-        """__hash__ must be based on __eq__."""
-        return hash((str(self.seq).lower(), str(tuple(sorted(self.__dict__.items())))))
-
-
    
-[docs]
-    def linearize(self, *enzymes):
-        """Similar to `:func:cut`.
-
-        Throws an exception if there is not excactly one cut
-        i.e. none or more than one digestion products.
-        """
-        if not self.seq.circular:
-            raise TypeError("Can only linearize circular molecules!")
-        fragments = self.cut(*enzymes)
-        if len(fragments) > 1:
-            raise TypeError("More than one fragment is formed!")
-        elif not fragments:
-            raise TypeError("The enzyme(s) do not cut!")
-        answer = fragments[0]
-        answer.id = "{name}_lin".format(name=self.name)
-        answer.name = answer.id[:16]
-        return fragments[0]
    
-
-
-
    
-[docs]
-    def no_cutters(self, batch: _RestrictionBatch = None):
-        """docstring."""
-        return self.seq.no_cutters(batch=batch or CommOnly)
    
-
-
-
    
-[docs]
-    def unique_cutters(self, batch: _RestrictionBatch = None):
-        """docstring."""
-        return self.seq.unique_cutters(batch=batch or CommOnly)
    
-
-
-
    
-[docs]
-    def once_cutters(self, batch: _RestrictionBatch = None):
-        """docstring."""
-        return self.seq.once_cutters(batch=batch or CommOnly)
    
-
-
-
    
-[docs]
-    def twice_cutters(self, batch: _RestrictionBatch = None):
-        """docstring."""
-        return self.seq.twice_cutters(batch=batch or CommOnly)
    
-
-
-
    
-[docs]
-    def n_cutters(self, n=3, batch: _RestrictionBatch = None):
-        """docstring."""
-        return self.seq.n_cutters(n=n, batch=batch or CommOnly)
    
-
-
-
    
-[docs]
-    def cutters(self, batch: _RestrictionBatch = None):
-        """docstring."""
-        return self.seq.cutters(batch=batch or CommOnly)
    
-
-
-
    
-[docs]
-    def number_of_cuts(self, *enzymes):
-        """The number of cuts by digestion with the Restriction enzymes
-        contained in the iterable."""
-        return sum([len(enzyme.search(self.seq)) for enzyme in _flatten(enzymes)])
    
-
-
-
    
-[docs]
-    def cas9(self, RNA: str):
-        """docstring."""
-        fragments = []
-        result = []
-        for target in (self.seq, self.seq.rc()):
-            fragments = [self[sl.start : sl.stop] for sl in target.cas9(RNA)]
-            result.append(fragments)
-        return result
    
-
-
-
    
-[docs]
-    def reverse_complement(self):
-        """Reverse complement.
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a=Dseqrecord("ggaatt")
-        >>> a
-        Dseqrecord(-6)
-        >>> a.seq
-        Dseq(-6)
-        ggaatt
-        ccttaa
-        >>> a.reverse_complement().seq
-        Dseq(-6)
-        aattcc
-        ttaagg
-        >>>
-
-        See Also
-        --------
-        pydna.dseq.Dseq.reverse_complement
-
-        """
-        answer = type(self)(super().reverse_complement())
-        answer.name = "{}_rc".format(self.name[:13])
-        answer.description = self.description + "_rc"
-        answer.id = self.id + "_rc"
-        answer.seq.circular = self.seq.circular
-        # answer.seq._linear = self.seq.linear
-        return answer
    
-
-
-    rc = reverse_complement
-
-    # @_memorize("pydna.dseqrecord.Dseqrecord.synced")
-
    
-[docs]
-    def synced(self, ref, limit=25):
-        """This method returns a new circular sequence (Dseqrecord object), which has been rotated
-        in such a way that there is maximum overlap between the sequence and
-        ref, which may be a string, Biopython Seq, SeqRecord object or
-        another Dseqrecord object.
-
-        The reason for using this could be to rotate a new recombinant plasmid so
-        that it starts at the same position after cloning. See the example below:
-
-
-        Examples
-        --------
-
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a=Dseqrecord("gaat", circular=True)
-        >>> a.seq
-        Dseq(o4)
-        gaat
-        ctta
-        >>> d = a[2:] + a[:2]
-        >>> d.seq
-        Dseq(-4)
-        atga
-        tact
-        >>> insert=Dseqrecord("CCC")
-        >>> recombinant = (d+insert).looped()
-        >>> recombinant.seq
-        Dseq(o7)
-        atgaCCC
-        tactGGG
-        >>> recombinant.synced(a).seq
-        Dseq(o7)
-        gaCCCat
-        ctGGGta
-
-        """
-
-        if not self.circular:
-            raise TypeError("Only circular DNA can be synced!")
-
-        newseq = _copy.copy(self)
-
-        s = str(self.seq.watson).lower()
-        s_rc = str(self.seq.crick).lower()
-
-        if hasattr(ref, "seq"):
-            r = ref.seq
-            if hasattr(r, "watson"):
-                r = str(r.watson).lower()
-            else:
-                r = str(r).lower()
-        else:
-            r = str(ref.lower())
-
-        lim = min(limit, limit * (len(s) // limit) + 1)
-
-        c = _common_sub_strings(s + s, r, limit=lim)
-        d = _common_sub_strings(s_rc + s_rc, r, limit=lim)
-
-        c = [(x[0], x[2]) for x in c if x[1] == 0]
-        d = [(x[0], x[2]) for x in d if x[1] == 0]
-
-        if not c and not d:
-            raise TypeError("There is no overlap between sequences!")
-
-        if c:
-            start, length = c.pop(0)
-        else:
-            start, length = 0, 0
-
-        if d:
-            start_rc, length_rc = d.pop(0)
-        else:
-            start_rc, length_rc = 0, 0
-
-        if length_rc > length:
-            start = start_rc
-            newseq = newseq.rc()
-
-        if start == 0:
-            result = newseq
-        else:
-            result = newseq.shifted(start)
-        _module_logger.info("synced")
-        return result
    
-
-
-
    
-[docs]
-    def upper(self):
-        """Returns an uppercase copy.
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> my_seq = Dseqrecord("aAa")
-        >>> my_seq.seq
-        Dseq(-3)
-        aAa
-        tTt
-        >>> upper = my_seq.upper()
-        >>> upper.seq
-        Dseq(-3)
-        AAA
-        TTT
-        >>>
-
-
-        Returns
-        -------
-        Dseqrecord
-            Dseqrecord object in uppercase
-
-
-        See also
-        --------
-        pydna.dseqrecord.Dseqrecord.lower"""
-
-        upper = _copy.deepcopy(self)
-        upper.seq = upper.seq.upper()
-        return upper
    
-
-
-
    
-[docs]
-    def lower(self):
-        """>>> from pydna.dseqrecord import Dseqrecord
-        >>> my_seq = Dseqrecord("aAa")
-        >>> my_seq.seq
-        Dseq(-3)
-        aAa
-        tTt
-        >>> upper = my_seq.upper()
-        >>> upper.seq
-        Dseq(-3)
-        AAA
-        TTT
-        >>> lower = my_seq.lower()
-        >>> lower
-        Dseqrecord(-3)
-        >>>
-
-        Returns
-        -------
-        Dseqrecord
-            Dseqrecord object in lowercase
-
-        See also
-        --------
-        pydna.dseqrecord.Dseqrecord.upper
-
-        """
-        lower = _copy.deepcopy(self)
-        lower.seq = lower.seq.lower()
-        return lower
    
-
-
-
    
-[docs]
-    def orfs(self, minsize=300):
-        """docstring."""
-        return tuple(Dseqrecord(self[x:y]) for x, y in self.seq.orfs(minsize=minsize))
    
-
-
-
    
-[docs]
-    def orfs_to_features(self, minsize=300):
-        """docstring."""
-        features = []
-        for strand, s in ((1, self.seq), (-1, self.seq.rc())):
-            for x, y in s.orfs(minsize=minsize):
-                orf = self[x:y]
-                prt = orf.translate()
-                features.append(
-                    _SeqFeature(
-                        _SimpleLocation(x, y, strand=strand),
-                        type="CDS",
-                        qualifiers={
-                            "note": f"{y-x}bp {(y-x)//3}aa",
-                            "checksum": [orf.seguid() + " (DNA)", prt.seguid() + " (protein)"],
-                            "codon_start": 1,
-                            "transl_table": 11,
-                            "translation": str(prt.seq),
-                        },
-                    )
-                )
-        return features
    
-
-
-    def _copy_to_clipboard(self, sequence_format):
-        """docstring."""
-        from pyperclip import copy
-
-        copy(self.format(sequence_format))
-        return None
-
-
    
-[docs]
-    def copy_gb_to_clipboard(self):
-        """docstring."""
-        self._copy_to_clipboard("gb")
-        return None
    
-
-
-
    
-[docs]
-    def copy_fasta_to_clipboard(self):
-        """docstring."""
-        self._copy_to_clipboard("fasta")
-        return None
    
-
-
-
    
-[docs]
-    def figure(self, feature=0, highlight="\x1b[48;5;11m", plain="\x1b[0m"):
-        """docstring."""
-        if self.features:
-            f = self.features[feature]
-            locations = sorted(self.features[feature].location.parts, key=_SimpleLocation.start.fget)
-            strand = f.location.strand
-        else:
-            locations = [_SimpleLocation(0, 0, 1)]
-            strand = 1
-
-        ovhg = self.seq.ovhg + len(self.seq.watson) - len(self.seq.crick)
-
-        w = f"{self.seq.ovhg*chr(32)}{self.seq.watson}{-ovhg*chr(32)}"
-        c = f"{-self.seq.ovhg*chr(32)}{self.seq.crick[::-1]}{ovhg*chr(32)}"
-
-        if strand == 1:
-            s1, s2 = w, c
-        else:
-            s1, s2 = c, w
-
-        wfe = [f"{highlight}{s1[part.start:part.end]}{plain}" for part in locations]
-
-        wfe.append("")
-
-        wof = [s1[0 : locations[0].start]]
-        for f, s in zip(locations, locations[1:]):
-            wof.append(s1[f.end : s.start])
-        wof.append(s1[locations[-1].end : len(self)])
-
-        topology = {True: "-", False: "o"}[not self.circular]
-        result = f"{self.__class__.__name__}({topology}{len(self)})\n"
-
-        s1 = "".join(f + s for f, s in zip(wof, wfe))
-
-        if strand == 1:
-            result += f"{s1}\n{s2}"
-        else:
-            result += f"{s2}\n{s1}"
-        return _pretty_str(result)
    
-
-
-
    
-[docs]
-    def shifted(self, shift):
-        """Circular Dseqrecord with a new origin <shift>.
-
-        This only works on circular Dseqrecords. If we consider the following
-        circular sequence:
-
-
-        | ``GAAAT   <-- watson strand``
-        | ``CTTTA   <-- crick strand``
-
-        The T and the G on the watson strand are linked together as well
-        as the A and the C of the of the crick strand.
-
-        if ``shift`` is 1, this indicates a new origin at position 1:
-
-        |    new origin at the | symbol:
-        |
-        | ``G|AAAT``
-        | ``C|TTTA``
-
-        new sequence:
-
-        | ``AAATG``
-        | ``TTTAC``
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a=Dseqrecord("aaat",circular=True)
-        >>> a
-        Dseqrecord(o4)
-        >>> a.seq
-        Dseq(o4)
-        aaat
-        ttta
-        >>> b=a.shifted(1)
-        >>> b
-        Dseqrecord(o4)
-        >>> b.seq
-        Dseq(o4)
-        aata
-        ttat
-
-        """
-        if not self.circular:
-            raise TypeError("Sequence is linear, origin can only be " "shifted for circular sequences.\n")
-        ln = len(self)
-        if not shift % ln:
-            return _copy.deepcopy(self)  # shift is a multiple of ln or 0
-        else:
-            shift %= ln  # 0<=shift<=ln
-        newseq = (self.seq[shift:] + self.seq[:shift]).looped()
-        newfeatures = _copy.deepcopy(self.features)
-        for feature in newfeatures:
-            feature.location = _shift_location(feature.location, -shift, ln)
-        newfeatures.sort(key=_operator.attrgetter("location.start"))
-        answer = _copy.deepcopy(self)
-        answer.features = newfeatures
-        answer.seq = newseq
-        return answer
    
-
-
-
    
-[docs]
-    def cut(self, *enzymes):
-        """Digest a Dseqrecord object with one or more restriction enzymes.
-
-        returns a list of linear Dseqrecords. If there are no cuts, an empty
-        list is returned.
-
-        See also :func:`Dseq.cut`
-        Parameters
-        ----------
-
-        enzymes : enzyme object or iterable of such objects
-            A Bio.Restriction.XXX restriction object or iterable of such.
-
-        Returns
-        -------
-        Dseqrecord_frags : list
-            list of Dseqrecord objects formed by the digestion
-
-        Examples
-        --------
-        >>> from pydna.dseqrecord import Dseqrecord
-        >>> a=Dseqrecord("ggatcc")
-        >>> from Bio.Restriction import BamHI
-        >>> a.cut(BamHI)
-        (Dseqrecord(-5), Dseqrecord(-5))
-        >>> frag1, frag2 = a.cut(BamHI)
-        >>> frag1.seq
-        Dseq(-5)
-        g
-        cctag
-        >>> frag2.seq
-        Dseq(-5)
-        gatcc
-            g
-
-
-        """
-
-        cutsites = self.seq.get_cutsites(*enzymes)
-        cutsite_pairs = self.seq.get_cutsite_pairs(cutsites)
-        return tuple(self.apply_cut(*cs) for cs in cutsite_pairs)
    
-
-
-
    
-[docs]
-    def apply_cut(self, left_cut, right_cut):
-        dseq = self.seq.apply_cut(left_cut, right_cut)
-        # TODO: maybe remove depending on https://github.com/BjornFJohansson/pydna/issues/161
-
-        if left_cut == right_cut:
-            # Not really a cut, but to handle the general case
-            if left_cut is None:
-                features = _copy.deepcopy(self.features)
-            else:
-                # The features that span the origin if shifting with left_cut, but that do not cross
-                # the cut site should be included, and if there is a feature within the cut site, it should
-                # be duplicated. See https://github.com/BjornFJohansson/pydna/issues/180 for a practical example.
-                #
-                # Let's say we are going to open a circular plasmid like below (| inidicate cuts, numbers indicate
-                # features)
-                #
-                #    3333|3
-                #    1111
-                #     000
-                # XXXXatg|YYY
-                # XXX|tacYYYY
-                #     000
-                #     2222
-                #
-                left_watson, left_crick, left_ovhg = self.seq.get_cut_parameters(left_cut, True)
-                initial_shift = left_watson if left_ovhg < 0 else left_crick
-                features = self.shifted(initial_shift).features
-                # for f in features:
-                #     print(f.id, f.location, _location_boundaries(f.location))
-                # Here, we have done what's shown below (* indicates the origin).
-                # The features 0 and 2 have the right location for the final product:
-                #
-                #    3*3333
-                #    1*111
-                # XXXX*atgYYY
-                # XXXX*tacYYY
-                #      000
-                #      2222
-
-                features_need_transfer = [
-                    f for f in features if (_location_boundaries(f.location)[1] <= abs(left_ovhg))
-                ]
-                features_need_transfer = [
-                    _shift_feature(f, -abs(left_ovhg), len(self)) for f in features_need_transfer
-                ]
-
-                #                                           ^                ^^^^^^^^^
-                # Now we have shifted the features that end before the cut (0 and 1, but not 3), as if
-                # they referred to the below sequence (* indicates the origin):
-                #
-                #    1111
-                #     000
-                # XXXXatg*YYY
-                # XXXXtac*YYY
-                #
-                # The features 0 and 1 would have the right location if the final sequence had the same length
-                # as the original one. However, the final product is longer because of the overhang.
-
-                features += [_shift_feature(f, abs(left_ovhg), len(dseq)) for f in features_need_transfer]
-                #                             ^                ^^^^^^^^^
-                # So we shift back by the same amount in the opposite direction, but this time we pass the
-                # length of the final product.
-                # print(*features, sep='\n')
-                # Features like 3 are removed here
-                features = [
-                    f
-                    for f in features
-                    if (
-                        _location_boundaries(f.location)[1] <= len(dseq)
-                        and _location_boundaries(f.location)[0] <= _location_boundaries(f.location)[1]
-                    )
-                ]
-        else:
-            left_watson, left_crick, left_ovhg = self.seq.get_cut_parameters(left_cut, True)
-            right_watson, right_crick, right_ovhg = self.seq.get_cut_parameters(right_cut, False)
-
-            left_edge = left_crick if left_ovhg > 0 else left_watson
-            right_edge = right_watson if right_ovhg > 0 else right_crick
-            features = self[left_edge:right_edge].features
-
-        return Dseqrecord(dseq, features=features)
    
-
    
-
-
-
-if __name__ == "__main__":
-    cache = _os.getenv("pydna_cache")
-    _os.environ["pydna_cache"] = "nocache"
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    # _os.environ["pydna_cache"] = cache
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/editor.html b/_modules/pydna/editor.html
deleted file mode 100644
index d89e217d..00000000
--- a/_modules/pydna/editor.html
+++ /dev/null
@@ -1,232 +0,0 @@
-
-
-
-  
-  
-  pydna.editor — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.editor
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-"""This module provides a class for opening a sequence using an editor
-that accepts a file as a command line argument.
-
-ApE - A plasmid Editor [#]_ is and excellent editor for this purpose.
-
-References
-----------
-
-.. [#] http://biologylabs.utah.edu/jorgensen/wayned/ape/
-
-"""
-
-import time as _time
-import tempfile as _tempfile
-import os as _os
-import subprocess as _subprocess
-import operator as _operator
-import string as _string
-import copy as _copy
-import uuid as _uuid
-
-_wl = "{}{}-_.()".format(_string.ascii_letters, _string.digits)
-
-
-
    
-[docs]
-class Editor:
-    """
-    The Editor class needs to be instantiated before use.
-
-    Parameters
-    ----------
-
-    shell_command_for_editor : str
-        String containing the path to the editor
-
-    tmpdir : str, optional
-        String containing path to the temprary directory where sequence
-        files are stored before opening.
-
-    Examples
-    --------
-
-    >>> import pydna
-    >>> #ape = pydna.Editor("tclsh8.6 /home/bjorn/.ApE/apeextractor/ApE.vfs/lib/app-AppMain/AppMain.tcl")
-    >>> #ape.open("aaa") # This command opens the sequence in the ApE editor
-
-    """
-
-    def __init__(self, shell_command_for_editor, tmpdir=None):
-        self.path_to_editor = shell_command_for_editor
-        self.tmpdir = tmpdir or _os.path.join(_tempfile.gettempdir(), "ApE")
-        try:
-            _os.makedirs(self.tmpdir)
-        except OSError:
-            pass
-
-
    
-[docs]
-    def open(self, seq_to_open):
-        """Open a sequence for editing in an external (DNA) editor.
-
-        Parameters
-        ----------
-        args : SeqRecord or Dseqrecord object
-
-        """
-        seq = _copy.deepcopy(seq_to_open)
-        for feature in seq.features:
-            qf = feature.qualifiers
-            if "label" not in qf:
-                try:
-                    qf["label"] = qf["note"]
-                except KeyError:
-                    qf["label"] = ["feat{}".format(len(feature))]
-            if "ApEinfo_fwdcolor" not in qf:
-                qf["ApEinfo_fwdcolor"] = "#ffff49"
-            if "ApEinfo_revcolor" not in qf:
-                qf["ApEinfo_revcolor"] = "#ffe6cc"
-
-        seq.features.sort(key=_operator.attrgetter("location.start"))
-        name = "{name}.gb".format(
-            name="".join(c for c in seq.name.strip().replace(" ", "_") if c in _wl)
-            or _uuid.uuid3(_uuid.NAMESPACE_DNS, seq.name)
-        )
-        tdir = _tempfile.mkdtemp(dir=self.tmpdir)
-        tpth = _os.path.join(tdir, name)
-
-        with open(tpth, "w") as f:
-            f.write(seq.format("gb"))
-
-        _subprocess.Popen(
-            "{} {}".format(self.path_to_editor, tpth),
-            shell=True,
-            stdout=_tempfile.TemporaryFile(),
-            stderr=_tempfile.TemporaryFile(),
-        ).pid
-        _time.sleep(0.5)
    
-
    
-
-
-
-apeloader = Editor(_os.getenv("pydna_ape"))
-
-
-
    
-[docs]
-def ape(*args, **kwargs):
-    """docstring."""
-    return apeloader.open(*args, **kwargs)
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/gel.html b/_modules/pydna/gel.html
deleted file mode 100644
index 99ae40d4..00000000
--- a/_modules/pydna/gel.html
+++ /dev/null
@@ -1,218 +0,0 @@
-
-
-
-  
-  
-  pydna.gel — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.gel
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# doctest: +NORMALIZE_WHITESPACE
-# doctest: +SKIP
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""docstring."""
-
-import math as _math
-from pydna.ladders import GeneRuler_1kb_plus as _mwstd
-
-
-
    
-[docs]
-def interpolator(mwstd):
-    """docstring."""
-    from scipy.interpolate import CubicSpline
-
-    interpolator = CubicSpline(
-        [len(fr) for fr in mwstd[::-1]],
-        [fr.rf for fr in mwstd[::-1]],
-        bc_type="natural",
-        extrapolate=False,
-    )
-    interpolator.mwstd = mwstd
-    return interpolator
    
-
-
-
-
    
-[docs]
-def gel(samples=None, gel_length=600, margin=50, interpolator=interpolator(mwstd=_mwstd)):
-    import numpy as np
-    from PIL import Image as Image
-    from PIL import ImageDraw as ImageDraw
-
-    """docstring."""
-    max_intensity = 256
-    lane_width = 50
-    lanesep = 10
-    start = 10
-    samples = samples or [interpolator.mwstd]
-    width = int(60 + (lane_width + lanesep) * len(samples))
-    lanes = np.zeros((len(samples), gel_length), dtype=int)
-    image = Image.new("RGB", (width, gel_length), "#ddd")
-    draw = ImageDraw.Draw(image)
-    draw.rectangle((0, 0, (width, gel_length)), fill=(0, 0, 0))
-    scale = (gel_length - margin) / interpolator(min(interpolator.x))
-
-    for labelsource in samples[0]:
-        peak_centre = (interpolator(len(labelsource))) * scale - 5 + start
-        label = f"{len(labelsource):<5} -"
-        draw.text((2, peak_centre), label, fill=(255, 255, 255))
-
-    for lane_number, lane in enumerate(samples):
-        for band in lane:
-            log = _math.log(len(band), 10)
-            height = (band.m() / (240 * log)) * 1e10
-            peak_centre = interpolator(len(band)) * scale + start
-            max_spread = 10
-            # if len(band) <= 50:
-            #     peak_centre += 50
-            #     max_spread *= 4
-            #     max_intensity /= 10
-            band_spread = max_spread / log
-            for i in range(max_spread, 0, -1):
-                y1 = peak_centre - i
-                y2 = peak_centre + i
-                intensity = (
-                    height * _math.exp(-float(((y1 - peak_centre) ** 2)) / (2 * (band_spread**2))) * max_intensity
-                )
-                for y in range(int(y1), int(y2)):
-                    try:
-                        lanes[lane_number][y] += intensity
-                    except IndexError:
-                        pass
-
-    for i, lane in enumerate(lanes):
-        max_intensity = np.amax(lanes[i])
-        if max_intensity > 256:
-            lanes[i] = np.multiply(lanes[i], 256)
-            lanes[i] = np.divide(lanes[i], max_intensity)
-
-    for i, lane in enumerate(lanes):
-        x1 = 50 + i * (lane_width + lanesep)
-        x2 = x1 + lane_width
-        for y, intensity in enumerate(lane):
-            y1 = y
-            y2 = y + 1
-            draw.rectangle((x1, y1, x2, y2), fill=(intensity, intensity, intensity))
-
-    return image
    
-
-
-
-# Inverting and rotating the gel
-# im = gel([ GeneRuler_1kb_plus, [band, ]])
-# from PIL import ImageOps
-# im_invert = ImageOps.invert(im)
-# im.rotate(90, expand=1)
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/genbank.html b/_modules/pydna/genbank.html
deleted file mode 100644
index 8209d257..00000000
--- a/_modules/pydna/genbank.html
+++ /dev/null
@@ -1,337 +0,0 @@
-
-
-
-  
-  
-  pydna.genbank — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.genbank
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-"""This module provides a class for downloading sequences from genbank
-called Genbank and an function that does the same thing called genbank.
-
-The function can be used if the environmental variable **pydna_email** has
-been set to a valid email address. The easiest way to do this permanantly is to edit the
-`pydna.ini` file. See the documentation of :func:`pydna.open_config_folder`"""
-
-from pydna.utils import memorize as _memorize
-from pydna.genbankrecord import GenbankRecord as _GenbankRecord
-from pydna.readers import read as _read
-
-from Bio import Entrez as _Entrez
-import re as _re
-import os as _os
-import logging as _logging
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-
-
-# TODO http://httpbin.org/ use for testing?
-
-
-
    
-[docs]
-class Genbank(object):
-    """Class to facilitate download from genbank. It is easier and
-    quicker to use the :func:`pydna.genbank.genbank` function directly.
-
-    Parameters
-    ----------
-    users_email : string
-        Has to be a valid email address. You should always tell
-        Genbanks who you are, so that they can contact you.
-
-    Examples
-    --------
-
-    >>> from pydna.genbank import Genbank
-    >>> gb=Genbank("bjornjobb@gmail.com")
-    >>> rec = gb.nucleotide("LP002422.1")   # <- entry from genbank
-    >>> print(len(rec))
-    1
-    """
-
-    def __init__(self, users_email: str, *args, tool="pydna", **kwargs):
-        if not _re.match(r"[A-Z0-9._%+-]+@[A-Z0-9.-]+\.[A-Z]{2,4}", users_email, _re.IGNORECASE):
-            raise ValueError("email address {} is not valid.".format(users_email))
-
-        _module_logger.info("#### Genbank ititiation ####")
-        _module_logger.info("Genbank initiated with email: %s", users_email)
-        _module_logger.info("Genbank initiated with tool : %s", tool)
-
-        if users_email == "someone@example.com":
-            raise ValueError("you have to set your email address in order to download from Genbank")
-        self.email = users_email
-        self.tool = tool
-
-    def __repr__(self):
-        """This method returns a short representation containing the email used to initiate."""
-        return "GenbankConnection({})".format(self.email)
-
-    @_memorize("pydna.genbank.Genbank.nucleotide")
-    def nucleotide(self, item: str, seq_start=None, seq_stop=None, strand=1):
-        """This method downloads a genbank nuclotide record from genbank. This method is
-        cached by default. This can be controlled by editing the **pydna_cached_funcs** environment
-        variable. The best way to do this permanently is to edit the edit the
-        `pydna.ini` file. See the documentation of :func:`pydna.open_config_folder`
-
-        Item is a string containing one genbank accession number
-        for a nucleotide file. Genbank nucleotide accession numbers have this format:
-
-        | A12345   = 1 letter  + 5 numerals
-        | AB123456 = 2 letters + 6 numerals
-
-        The accession number is sometimes followed by a point and version number
-
-        | BK006936.2
-
-        Item can also contain optional interval information in the following formats:
-
-        | BK006936.2 REGION: complement(613900..615202)
-        | NM_005546 REGION: 1..100
-        | NM_005546 REGION: complement(1..100)
-        | 21614549:1-100
-        | 21614549:c100-1
-        | 21614549 1-100
-        | 21614549 c100-1
-
-        It is useful to set an interval for large genbank records to limit the download time.
-        The items above containing interval information and can be obtained directly by
-        looking up an entry in Genbank and setting the `Change region shown` on the
-        upper right side of the page. The `ACCESSION` line of the displayed Genbank
-        file will have the formatting shown.
-
-        Alternatively, seq_start and seq_stop can be set explicitly to the sequence intervals to be
-        downloaded.
-
-        If strand is 2. "c", "C", "crick", "Crick", "antisense","Antisense",
-        "2", 2, "-" or "-1", the antisense (Crick) strand is returned, otherwise
-        the sense (Watson) strand is returned.
-
-        Result is returned as a :class:`pydna.genbankrecord.GenbankRecord` object.
-
-        References
-        ----------
-
-        .. [#]   http://www.dsimb.inserm.fr/~fuchs/M2BI/AnalSeq/Annexes/Sequences/Accession_Numbers.htm
-        .. [#]   http://www.ncbi.nlm.nih.gov/books/NBK25499/#chapter4.EFetch
-        """
-        matches = (
-            (1, _re.search(r"(REGION:\s(?P<start>\d+)\.\.(?P<stop>\d+))", item)),
-            (
-                2,
-                _re.search(r"(REGION: complement\((?P<start>\d+)\.\.(?P<stop>\d+)\))", item),
-            ),
-            (1, _re.search(r"(:|\s)(?P<start>\d+)-(?P<stop>\d+)", item)),
-            (2, _re.search(r"(:|\s)c(?P<start>\d+)-(?P<stop>\d+)", item)),
-        )
-
-        for strand_, match in matches:
-            if match:
-                seq_start = match.group("start")
-                seq_stop = match.group("stop")
-                item = item[: match.start()]
-                strand = strand_
-                break
-
-        if strand not in [1, 2]:
-            try:
-                strand = {"c": 2, "crick": 2, "antisense": 2, "2": 2, "-": 2, "-1": 2}[strand.lower()]
-            except (KeyError, AttributeError):
-                strand = 1
-
-        _module_logger.info("#### Genbank download ####")
-        _module_logger.info("item  %s", item)
-        _module_logger.info("start %s", seq_start)
-        _module_logger.info("stop  %s", seq_stop)
-
-        _module_logger.info("strand  %s", str(strand))
-
-        _Entrez.email = self.email
-        _Entrez.tool = self.tool
-
-        seq_start = int(seq_start) if seq_start else None
-        seq_stop = int(seq_stop) if seq_stop else None
-
-        _module_logger.info("Entrez.email  %s", self.email)
-        text = _Entrez.efetch(
-            db="nuccore",
-            id=item,
-            rettype="gbwithparts",
-            seq_start=seq_start,
-            seq_stop=seq_stop,
-            strand=strand,
-            retmode="text",
-        ).read()
-
-        _module_logger.info("text[:160]  %s", text[:160])
-
-        return _GenbankRecord(_read(text), item=item, start=seq_start, stop=seq_stop, strand=strand)
    
-
-
-
-
    
-[docs]
-def genbank(accession: str = "CS570233.1", *args, **kwargs):
-    """
-    Download a genbank nuclotide record.
-
-    This function takes the same paramenters as the
-    :func:pydna.genbank.Genbank.nucleotide method. The email address stored
-    in the `pydna_email` environment variable is used. The easiest way set
-    this permanantly is to edit the `pydna.ini` file.
-    See the documentation of :func:`pydna.open_config_folder`
-
-    if no accession is given, a `very short Genbank
-    entry <https://www.ncbi.nlm.nih.gov/nuccore/CS570233.1>`_
-    is used as an example (see below). This can be useful for testing the
-    connection to Genbank.
-
-    Please note that this result is also cached by default by settings in
-    the pydna.ini file.
-    See the documentation of :func:`pydna.open_config_folder`
-
-    ::
-
-        LOCUS       CS570233                  14 bp    DNA     linear   PAT 18-MAY-2007
-        DEFINITION  Sequence 6 from Patent WO2007025016.
-        ACCESSION   CS570233
-        VERSION     CS570233.1
-        KEYWORDS    .
-        SOURCE      synthetic construct
-          ORGANISM  synthetic construct
-                    other sequences; artificial sequences.
-        REFERENCE   1
-          AUTHORS   Shaw,R.W. and Cottenoir,M.
-          TITLE     Inhibition of metallo-beta-lactamase by double-stranded dna
-          JOURNAL   Patent: WO 2007025016-A1 6 01-MAR-2007;
-                    Texas Tech University System (US)
-        FEATURES             Location/Qualifiers
-             source          1..14
-                             /organism="synthetic construct"
-                             /mol_type="unassigned DNA"
-                             /db_xref="taxon:32630"
-                             /note="This is a 14bp aptamer inhibitor."
-        ORIGIN
-                1 atgttcctac atga
-        //
-
-    """
-    email = _os.getenv("pydna_email")
-    _module_logger.info("#### genbank function called ####")
-    _module_logger.info("email      %s", email)
-    _module_logger.info("accession  %s", email)
-    gb = Genbank(email)
-    return gb.nucleotide(accession, *args, **kwargs)
    
-
-
-
-if __name__ == "__main__":
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-    pass
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/genbankfile.html b/_modules/pydna/genbankfile.html
deleted file mode 100644
index bfbe8342..00000000
--- a/_modules/pydna/genbankfile.html
+++ /dev/null
@@ -1,160 +0,0 @@
-
-
-
-  
-  
-  pydna.genbankfile — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.genbankfile
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-
-
-
    
-[docs]
-class GenbankFile(_Dseqrecord):
-    def __init__(self, record, *args, path=None, **kwargs):
-        super().__init__(record, *args, **kwargs)
-        self.path = path
-
-
    
-[docs]
-    @classmethod
-    def from_SeqRecord(cls, record, *args, path=None, **kwargs):
-        obj = super().from_SeqRecord(record, *args, **kwargs)
-        obj.path = path
-        return obj
    
-
-
-    def __repr__(self):
-        """returns a short string representation of the object"""
-        return "File({})({}{})".format(self.id, {True: "-", False: "o"}[not self.circular], len(self))
-
-    def _repr_pretty_(self, p, cycle):
-        """returns a short string representation of the object"""
-        p.text("File({})({}{})".format(self.id, {True: "-", False: "o"}[not self.circular], len(self)))
-
-    def _repr_html_(self):
-        return "<a href='{path}' target='_blank'>{path}</a><br>".format(path=self.path)
-
-
    
-[docs]
-    def reverse_complement(self):
-        answer = type(self)(super().reverse_complement(), path=self.path)
-        return answer
    
-
-
-    rc = reverse_complement
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/genbankfixer.html b/_modules/pydna/genbankfixer.html
deleted file mode 100644
index fe44a184..00000000
--- a/_modules/pydna/genbankfixer.html
+++ /dev/null
@@ -1,720 +0,0 @@
-
-
-
-  
-  
-  pydna.genbankfixer — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.genbankfixer
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the pydna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-# doctest: +NORMALIZE_WHITESPACE
-# doctest: +SKIP
-# doctest: +IGNORE_EXCEPTION_DETAIL
-"""This module provides the :func:`gbtext_clean` function which can clean up broken Genbank files enough to
-pass the BioPython Genbank parser
-
-Almost all of this code was lifted from BioJSON (https://github.com/levskaya/BioJSON) by Anselm Levskaya.
-The original code was not accompanied by any software licence. This parser is based on pyparsing.
-
-There are some modifications to deal with fringe cases.
-
-The parser first produces JSON as an intermediate format which is then formatted back into a
-string in Genbank format.
-
-The parser is not complete, so some fields do not survive the roundtrip (see below).
-This should not be a difficult fix. The returned result has two properties,
-.jseq which is the intermediate JSON produced by the parser and .gbtext
-which is the formatted genbank string."""
-
-
-import re as _re
-import pyparsing as _pp
-
-GoodLocus = (
-    _pp.Literal("LOCUS")
-    + _pp.Word(_pp.alphas + _pp.nums + "-_()." + "\\").setResultsName("name")
-    + _pp.Word(_pp.nums).setResultsName("size")
-    + _pp.Suppress(_pp.CaselessLiteral("bp"))
-    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
-    + (_pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular")).setResultsName("topology")
-    + _pp.Optional(_pp.Word(_pp.alphas), default="   ").setResultsName("divcode")
-    + _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date")
-)
-
-# Older versions of ApE don't include a LOCUS name! Need separate def for this case:
-BrokenLocus1 = (
-    _pp.Literal("LOCUS").setResultsName("name")
-    + _pp.Word(_pp.nums).setResultsName("size")
-    + _pp.Suppress(_pp.CaselessLiteral("bp"))
-    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
-    + (_pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular")).setResultsName("topology")
-    + _pp.Optional(_pp.Word(_pp.alphas), default="   ").setResultsName("divcode")
-    + _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date")
-)
-
-# LOCUS       YEplac181	5741 bp 	DNA	SYN
-BrokenLocus2 = (
-    _pp.Literal("LOCUS")
-    + _pp.Word(_pp.alphas + _pp.nums + "-_()." + "\\").setResultsName("name")
-    + _pp.Word(_pp.nums).setResultsName("size")
-    + _pp.Suppress(_pp.CaselessLiteral("bp"))
-    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
-    + _pp.Optional(
-        _pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular"),
-        default="linear",
-    ).setResultsName("topology")
-    + _pp.Optional(_pp.Word(_pp.alphas), default="   ").setResultsName("divcode")
-    + _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date")
-)
-
-BrokenLocus3 = (
-    _pp.Literal("LOCUS")
-    + _pp.Word(_pp.alphas + _pp.nums + "-_()." + "\\").setResultsName("name")
-    + _pp.Word(_pp.nums).setResultsName("size")
-    + _pp.Suppress(_pp.CaselessLiteral("bp"))
-    + _pp.Word(_pp.alphas + "-").setResultsName("seqtype")
-    + _pp.Optional(
-        _pp.CaselessLiteral("linear") | _pp.CaselessLiteral("circular"),
-        default="linear",
-    ).setResultsName("topology")
-    + _pp.Word(_pp.alphas).setResultsName("divcode")
-    + _pp.Optional(
-        _pp.Regex(r"(\d{2})-(\S{3})-(\d{4})").setResultsName("date"),
-        default="19-MAR-1970",
-    ).setResultsName("date")
-)
-
-LocusEntry = GoodLocus | BrokenLocus1 | BrokenLocus2 | BrokenLocus3
-
-# ===============================================================================
-# Generic Entry
-
-# this catches everything but the FEATURES and SEQUENCE entries, really should add parsing code for
-# ACCESSION, COMMENTS, REFERENCE, ORGANISM, etc.
-# (Though these entries are generally useless when it comes to hacking on DNA)
-
-# All entries in a genbank file headed by an all-caps title with no space between start-of-line and title
-CapWord = _pp.Word("ABCDEFGHIJKLMNOPQRSTUVWXYZ")
-# after titled line, all subsequent lines have to have at least one space in front of them
-# this is how we split up the genbank record
-SpacedLine = _pp.White(min=1) + _pp.CharsNotIn("\n") + _pp.LineEnd()
-# HeaderLine = CapWord + CharsNotIn("\n") + LineEnd()
-GenericEntry = _pp.Group(
-    CapWord + _pp.Combine(_pp.CharsNotIn("\n") + _pp.LineEnd() + _pp.ZeroOrMore(SpacedLine))
-).setResultsName("generics", listAllMatches=True)
-
-
-# ===============================================================================
-# Definition Entry
-# SuppressedSpacedLine =  Suppress(White(min=1)) + CharsNotIn("\n") + LineEnd()
-# DefinitionEntry =  Suppress(Literal("DEFINITION")) + Combine(CharsNotIn("\n") + LineEnd() + ZeroOrMore( SuppressedSpacedLine ))
-
-# ===============================================================================
-# GenBank Feature Table Parser
-
-# ==== Genbank Location String Parser
-#
-# a string of slices w. functional modifiers that go at most two levels deep
-# single position is just a number i.e. 23423
-# slice is N1..N2  w. N1<N2
-# i.e.
-# 23..88  --> seq[23:89] in python syntax (genbank uses inclusive slicing)
-# 234..555
-# complement(234..434) --> rc(seq[234:435])
-# join(23..343,454..666,777..999) --> seq[23:344]+seq[454:667]+seq[777:1000]
-# complement(join(23..343,454..666,777..999))
-# join(complement(34..123),complement(333..565))
-#
-# additionally the slices can have ambiguous locs like <454..999 or 232..>331
-# also note the dumb 34.38 fuzzy slice notation
-# i.e. <45..900  says the real feature starts "somewhere" before pos 45
-#       45.48 says feature somewhere between bases 45->48
-# lot of weird annotations best avoided because they connote ~useless knowledge for synthetic design
-#
-# if you don't know where something is, don't use it or guess and move on
-
-LPAREN = _pp.Suppress("(")
-RPAREN = _pp.Suppress(")")
-SEP = _pp.Suppress(_pp.Literal(".."))
-
-# recognize numbers w. < & > uncertainty specs, then strip the <> chars to make it fixed
-gbIndex = _pp.Word(_pp.nums + "<>").setParseAction(lambda s, l_, t: int(t[0].replace("<", "").replace(">", "")))
-SimpleSlice = _pp.Group(gbIndex + SEP + gbIndex) | _pp.Group(gbIndex).setParseAction(
-    lambda s, l_, t: [[t[0][0], t[0][0]]]
-)
-
-# recursive def for nested function syntax:  f( g(), g() )
-complexSlice = _pp.Forward()
-(
-    complexSlice
-    << (_pp.Literal("complement") | _pp.Literal("join"))
-    + LPAREN
-    + (_pp.delimitedList(complexSlice) | _pp.delimitedList(SimpleSlice))
-    + RPAREN
-)
-featLocation = _pp.Group(SimpleSlice | complexSlice)
-
-
-
    
-[docs]
-def parseGBLoc(s, l_, t):
-    """retwingles parsed genbank location strings, assumes no joins of RC and FWD sequences"""
-    strand = 1
-    locationlist = []
-
-    # see if there are any complement operators
-    for entry in t[0]:
-        if entry == "complement":
-            strand = -1
-
-    for entry in t[0]:
-        if not isinstance(entry, str):
-            locationlist.append([entry[0], entry[1]])
-
-    # return locationlist and strand spec
-    return [["location", locationlist], ["strand", strand]]
    
-
-
-
-featLocation.setParseAction(parseGBLoc)
-
-# ==== Genbank Feature Key-Value Pairs
-
-
-
    
-[docs]
-def strip_multiline(s, l_, t):
-    whitespace = _re.compile("[\n]{1}[ ]+")
-    return whitespace.sub(" ", t[0])
    
-
-
-
-
    
-[docs]
-def toInt(s, l_, t):
-    return int(t[0])
    
-
-
-
-# Quoted KeyVal:   /key="value"
-QuoteFeaturekeyval = _pp.Group(
-    _pp.Suppress("/")
-    + _pp.Word(_pp.alphas + _pp.nums + "_-")
-    + _pp.Suppress("=")
-    + _pp.QuotedString('"', multiline=True).setParseAction(strip_multiline)
-)
-
-# UnQuoted KeyVal: /key=value  (I'm assuming it doesn't do multilines this way? wrong! ApE does store long labels this way! sigh.)
-# NoQuoteFeaturekeyval = Group(Suppress('/') + Word(alphas+nums+"_-") + Suppress('=') + OneOrMore(CharsNotIn("\n")) )
-keyvalspacedline = _pp.White(exact=21) + _pp.CharsNotIn("/") + _pp.OneOrMore(_pp.CharsNotIn("\n")) + _pp.LineEnd()
-NoQuoteFeaturekeyval = _pp.Group(
-    _pp.Suppress("/")
-    + _pp.Word(_pp.alphas + _pp.nums + "_-")
-    + _pp.Suppress("=")
-    + _pp.Combine(_pp.CharsNotIn("\n") + _pp.LineEnd() + _pp.ZeroOrMore(keyvalspacedline))
-)
-
-# Special Case for Numerical Vals:  /bases=12  OR  /bases="12"
-NumFeaturekeyval = _pp.Group(
-    _pp.Suppress("/")
-    + _pp.Word(_pp.alphas + _pp.nums + "_-")
-    + _pp.Suppress("=")
-    + (_pp.Suppress('"') + _pp.Word(_pp.nums).setParseAction(toInt) + _pp.Suppress('"'))
-    | (_pp.Word(_pp.nums).setParseAction(toInt))
-)
-
-# Key Only KeyVal: /pseudo
-# post-parse convert it into a pair to resemble the structure of the first three cases i.e. [pseudo, True]
-FlagFeaturekeyval = _pp.Group(_pp.Suppress("/") + _pp.Word(_pp.alphas + _pp.nums + "_-")).setParseAction(
-    lambda s, l_, t: [[t[0][0], True]]
-)
-
-Feature = _pp.Group(
-    _pp.Word(_pp.alphas + _pp.nums + "_-").setParseAction(lambda s, l_, t: [["type", t[0]]])
-    + featLocation.setResultsName("location")
-    + _pp.OneOrMore(NumFeaturekeyval | QuoteFeaturekeyval | NoQuoteFeaturekeyval | FlagFeaturekeyval)
-)
-
-FeaturesEntry = (
-    _pp.Literal("FEATURES")
-    + _pp.Literal("Location/Qualifiers")
-    + _pp.Group(_pp.OneOrMore(Feature)).setResultsName("features")
-)
-
-# ===============================================================================
-# GenBank Sequence Parser
-
-# sequence is just a column-spaced big table of dna nucleotides
-# should it recognize full IUPAC alphabet?  NCBI uses n for unknown region
-Sequence = _pp.OneOrMore(_pp.Suppress(_pp.Word(_pp.nums)) + _pp.OneOrMore(_pp.Word("ACGTacgtNn")))
-
-# Group(  ) hides the setResultsName names def'd inside, such that one needs to first access this group and then access the dict of contents inside
-SequenceEntry = _pp.Suppress(_pp.Literal("ORIGIN")) + Sequence.setParseAction(
-    lambda s, l_, t: "".join(t)
-).setResultsName("sequence")
-
-
-# ===============================================================================
-# Final GenBank Parser
-
-# GB files with multiple records split by "//" sequence at beginning of line
-GBEnd = _pp.Literal("//")
-
-# Begin w. LOCUS, slurp all entries, then stop at the end!
-GB = LocusEntry + _pp.OneOrMore(FeaturesEntry | SequenceEntry | GenericEntry) + GBEnd
-
-# NCBI often returns sets of GB files
-multipleGB = _pp.OneOrMore(_pp.Group(GB))
-
-# ===============================================================================
-# End Genbank Parser
-# ===============================================================================
-
-
-# ===============================================================================
-# Main JSON Conversion Routine
-
-
-
    
-[docs]
-def strip_indent(str):
-    whitespace = _re.compile("[\n]{1}(COMMENT){0,1}[ ]+")
-    return whitespace.sub("\n", str)
    
-
-
-
-
    
-[docs]
-def concat_dict(dlist):
-    """more or less dict(list of string pairs) but merges
-    vals with the same keys so no duplicates occur
-    """
-    newdict = {}
-    for e in dlist:
-        if e[0] in newdict.keys():
-            newdict[e[0]] = newdict[e[0]] + strip_indent(e[1])
-        else:
-            newdict[e[0]] = strip_indent(e[1])
-    return newdict
    
-
-
-
-
    
-[docs]
-def toJSON(gbkstring):
-    parsed = multipleGB.parseString(gbkstring)
-
-    jseqlist = []
-
-    for seq in parsed:
-        # for item in seq.asList():
-        #    print(item)
-
-        # import sys;sys.exit(42)
-
-        # Print to STDOUT some details (useful for long multi-record parses)
-        # print(seq['name'], ":  length:", len(seq['sequence']) , " #features:" , len(seq['features'].asList()))
-
-        # build JSON object
-
-        nl = []
-        if "features" in seq:
-            for a in list(map(dict, seq["features"].asList())):
-                dct = {}
-                for key in a:
-                    val = a[key]
-                    # print(key, a[key])
-                    dct[key] = a[key]
-                    if isinstance(val, str):
-                        dct[key] = a[key].strip()
-                nl.append(dct)
-
-        # import sys;sys.exit(42)
-
-        # print(list(map(dict, hej))[2]["codon_start"])
-
-        jseq = {
-            "__format__": "jseq v0.1",
-            "name": seq["name"],
-            "size": seq["size"],
-            "seqtype": seq["seqtype"],
-            "divcode": seq["divcode"],
-            "date": seq["date"],
-            "topology": seq["topology"],
-            "sequence": seq["sequence"],
-            "features": nl,
-            "annotations": concat_dict(seq["generics"]),
-        }
-        jseqlist.append(jseq)
-
-    return jseqlist
    
-
-
-
-
    
-[docs]
-def wrapstring(str_, rowstart, rowend, padfirst=True):
-    """
-    wraps the provided string in lines of length rowend-rowstart
-    and padded on the left by rowstart.
-    -> if padfirst is false the first line is not padded
-    """
-    rowlen = rowend - rowstart
-    leftpad = rowstart
-    wrappedstr = ""
-
-    # no wrapping needed, single line
-    if len(str_) / rowlen < 1:
-        if padfirst:
-            return leftpad * " " + str_ + "\n"
-        else:
-            return str_ + "\n"
-
-    # multiple lines so wrap:
-    for linenum in range(1 + int(len(str_) / rowlen)):
-        if linenum == 0 and not padfirst:
-            wrappedstr += str_[linenum * rowlen : (linenum + 1) * rowlen] + "\n"
-        else:
-            wrappedstr += " " * leftpad + str_[linenum * rowlen : (linenum + 1) * rowlen] + "\n"
-    #    if str_.startswith("/translation="):
-    #        print(str_)
-    #        print(wrappedstr)
-    #        print(".................................")
-    return wrappedstr
    
-
-
-
-
    
-[docs]
-def locstr(locs, strand):
-    "genbank formatted location string, assumes no join'd combo of rev and fwd seqs"
-    # slice format is like: 1..10,20..30,101..200
-    locstr = ",".join(map((lambda x: str(x[0]) + ".." + str(x[1])), locs))
-    if len(locs) > 1:
-        locstr = "join(" + locstr + ")"
-    if int(strand) == -1:
-        locstr = "complement(" + locstr + ")"
-    return locstr
    
-
-
-
-
    
-[docs]
-def originstr(sequence):
-    "formats dna sequence as broken, numbered lines ala genbank"
-    wordlen = 10
-    cols = 6
-    rowlen = wordlen * cols
-    outstr = ""
-    for linenum in range(int(len(sequence) / rowlen) + 1):
-        pos = linenum * rowlen
-        # position of string for this row, then six blocks of dna
-        outstr += (
-            (" " * 9 + str(pos + 1))[-9:]
-            + " "
-            + sequence[pos : pos + 10]
-            + " "
-            + sequence[pos + 10 : pos + 20]
-            + " "
-            + sequence[pos + 20 : pos + 30]
-            + " "
-            + sequence[pos + 30 : pos + 40]
-            + " "
-            + sequence[pos + 40 : pos + 50]
-            + " "
-            + sequence[pos + 50 : pos + 60]
-            + "\n"
-        )
-    return outstr
    
-
-
-
-
    
-[docs]
-def toGB(jseq):
-    "parses json jseq data and prints out ApE compatible genbank"
-
-    # construct the LOCUS header string
-    #  LOCUS format:
-    #    Positions  Contents
-    #    ---------  --------
-    #    00:06      LOCUS
-    #    06:12      spaces
-    #    12:??      Locus name
-    #    ??:??      space
-    #    ??:40      Length of sequence, right-justified
-    #    40:44      space, bp, space
-    #    44:47      Blank, ss-, ds-, ms-
-    #    47:54      Blank, DNA, RNA, tRNA, mRNA, uRNA, snRNA, cDNA
-    #    54:55      space
-    #    55:63      Blank (implies linear), linear or circular
-    #    63:64      space
-    #    64:67      The division code (e.g. BCT, VRL, INV)
-    #    67:68      space
-    #    68:79      Date, in the form dd-MMM-yyyy (e.g., 15-MAR-1991)
-
-    name = jseq["name"] or "default"
-    size = jseq["size"] or "100"
-    seqtype = jseq["seqtype"] or "DNA"
-    prefix = ""
-    for p in ["ds-", "ss-", "ms-"]:
-        a, *b = seqtype.split(p)
-        if b:
-            prefix = p
-            seqtype = b.pop()
-            break
-    prefix = prefix or "ds-"
-    topology = jseq["topology"] or "linear"
-    divcode = jseq["divcode"] or "   "
-    date = jseq["date"] or "19-MAR-1970"
-
-    locusstr = "LOCUS       {name:<24} {size:>4} bp {prefix}{seqtype:<4}    {topology:<8} {divcode} {date}\n".format(
-        name=name,
-        size=size,
-        prefix=prefix,
-        seqtype=seqtype,
-        topology=topology,
-        divcode=divcode,
-        date=date,
-    )
-
-    # All these fields are left empty
-    gbprops = (
-        "DEFINITION  .\n"
-        + "ACCESSION   \n"
-        + "VERSION     \n"
-        + "SOURCE      .\n"
-        + "ORGANISM  .\n"
-        + "COMMENT     \n"
-        + "COMMENT     ApEinfo:methylated:1\n"
-        + "FEATURES             Location/Qualifiers\n"
-    )
-
-    # build the feature table
-    featuresstr = ""
-    if "features" in jseq:
-        for feat in jseq["features"]:
-            fstr = (
-                " " * 5
-                + feat["type"]
-                + " " * (16 - len(feat["type"]))
-                + wrapstring(locstr(feat["location"], feat["strand"]), 21, 80, False)
-            )
-            for k in feat.keys():
-                if k not in ["type", "location", "strand"]:
-                    # ApE idiosyncrasy: don't wrap val in quotation marks
-                    if k in [
-                        "ApEinfo_label",
-                        "ApEinfo_fwdcolor",
-                        "ApEinfo_revcolor",
-                        "label",
-                    ]:
-                        fstr += wrapstring("/" + str(k) + "=" + str(feat[k]), 21, 80)
-                    # standard: wrap val in quotes
-                    else:
-                        fstr += wrapstring("/" + str(k) + "=" + '"' + str(feat[k]) + '"', 21, 80)
-            featuresstr += fstr
-
-    # the spaced, numbered sequence
-    gborigin = "ORIGIN\n" + originstr(jseq["sequence"]) + "//\n"
-
-    return locusstr + gbprops + featuresstr + gborigin
    
-
-
-
-
    
-[docs]
-def gbtext_clean(gbtext):
-    """This function takes a string containing **one** genbank sequence
-    in Genbank format and returns a named tuple containing two fields,
-    the gbtext containing a string with the corrected genbank sequence and
-    jseq which contains the JSON intermediate.
-
-    Examples
-    --------
-
-    >>> s = '''LOCUS       New_DNA      3 bp    DNA   CIRCULAR SYN        19-JUN-2013
-    ... DEFINITION  .
-    ... ACCESSION
-    ... VERSION
-    ... SOURCE      .
-    ...   ORGANISM  .
-    ... COMMENT
-    ... COMMENT     ApEinfo:methylated:1
-    ... ORIGIN
-    ...         1 aaa
-    ... //'''
-    >>> from pydna.readers import read
-    >>> read(s)  # doctest: +SKIP
-    /home/bjorn/anaconda3/envs/bjorn36/lib/python3.6/site-packages/Bio/GenBank/Scanner.py:1388: BiopythonParserWarning: Malformed LOCUS line found - is this correct?
-    :'LOCUS       New_DNA      3 bp    DNA   CIRCULAR SYN        19-JUN-2013\\n'
-      "correct?\\n:%r" % line, BiopythonParserWarning)
-    Traceback (most recent call last):
-      File "/home/bjorn/python_packages/pydna/pydna/readers.py", line 48, in read
-        results = results.pop()
-    IndexError: pop from empty list
-    <BLANKLINE>
-    During handling of the above exception, another exception occurred:
-    <BLANKLINE>
-    Traceback (most recent call last):
-      File "<stdin>", line 1, in <module>
-      File "/home/bjorn/python_packages/pydna/pydna/readers.py", line 50, in read
-        raise ValueError("No sequences found in data:\\n({})".format(data[:79]))
-    ValueError: No sequences found in data:
-    (LOCUS       New_DNA      3 bp    DNA   CIRCULAR SYN        19-JUN-2013
-    DEFINITI)
-    >>> from pydna.genbankfixer import gbtext_clean
-    >>> s2, j2 = gbtext_clean(s)
-    >>> print(s2)
-    LOCUS       New_DNA                    3 bp ds-DNA     circular SYN 19-JUN-2013
-    DEFINITION  .
-    ACCESSION
-    VERSION
-    SOURCE      .
-    ORGANISM  .
-    COMMENT
-    COMMENT     ApEinfo:methylated:1
-    FEATURES             Location/Qualifiers
-    ORIGIN
-            1 aaa
-    //
-    >>> s3 = read(s2)
-    >>> s3
-    Dseqrecord(o3)
-    >>> print(s3.format())
-    LOCUS       New_DNA                    3 bp    DNA     circular SYN 19-JUN-2013
-    DEFINITION  .
-    ACCESSION   New_DNA
-    VERSION     New_DNA
-    KEYWORDS    .
-    SOURCE
-      ORGANISM  .
-                .
-    COMMENT
-                ApEinfo:methylated:1
-    FEATURES             Location/Qualifiers
-    ORIGIN
-            1 aaa
-    //"""
-
-    jseqlist = toJSON(gbtext)
-    jseq = jseqlist.pop()
-    from collections import namedtuple as _namedtuple
-    from pydna._pretty import pretty_str as _pretty_str
-
-    Result = _namedtuple("Result", "gbtext jseq")
-    result = Result(_pretty_str(toGB(jseq).strip()), jseq)
-    return result
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/genbankrecord.html b/_modules/pydna/genbankrecord.html
deleted file mode 100644
index 30a651a6..00000000
--- a/_modules/pydna/genbankrecord.html
+++ /dev/null
@@ -1,293 +0,0 @@
-
-
-
-  
-  
-  pydna.genbankrecord — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.genbankrecord
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-from pydna._pretty import pretty_str as _ps
-import os as _os
-
-
-
    
-[docs]
-class GenbankRecord(_Dseqrecord):
-    def __init__(self, record, *args, item="accession", start=None, stop=None, strand=1, **kwargs):
-        super().__init__(record, *args, **kwargs)
-        self.item = item
-        self.start = start
-        self.stop = stop
-        self.strand = strand
-        self._repr = item
-        if self.start is not None and self.stop is not None:
-            self._repr += " {}-{}".format(self.start, self.stop)
-        self._linktemplate = "<a href='https://www.ncbi.nlm.nih.gov/nuccore/{item}?from={start}&to={stop}&strand={strand}' target='_blank'>{text}</a>"
-        self.hyperlink = _ps(
-            self._linktemplate.format(
-                item=self.item,
-                start=self.start or "",
-                stop=self.stop or "",
-                strand=self.strand,
-                text=self._repr,
-            )
-        )
-
-
    
-[docs]
-    @classmethod
-    def from_string(
-        cls,
-        record: str = "",
-        *args,
-        item="accession",
-        start=None,
-        stop=None,
-        strand=1,
-        **kwargs,
-    ):
-        """docstring."""
-        obj = super().from_string(record, *args, **kwargs)
-        obj.item = item
-        obj.start = start
-        obj.stop = stop
-        obj.strand = strand
-        obj._repr = item
-        if obj.start is not None and obj.stop is not None:
-            obj._repr += " {}-{}".format(obj.start, obj.stop)
-        obj._linktemplate = "<a href='https://www.ncbi.nlm.nih.gov/nuccore/{item}?from={start}&to={stop}&strand={strand}' target='_blank'>{text}</a>"
-        obj.hyperlink = _ps(
-            obj._linktemplate.format(
-                item=obj.item,
-                start=obj.start or "",
-                stop=obj.stop or "",
-                strand=obj.strand,
-                text=obj._repr,
-            )
-        )
-        return obj
    
-
-
-
    
-[docs]
-    @classmethod
-    def from_SeqRecord(cls, record, *args, item="accession", start=None, stop=None, strand=1, **kwargs):
-        obj = super().from_SeqRecord(record, *args, **kwargs)
-        obj.item = item
-        obj.start = start
-        obj.stop = stop
-        obj.strand = strand
-        obj._repr = item
-        if obj.start is not None and obj.stop is not None:
-            obj._repr += " {}-{}".format(obj.start, obj.stop)
-        obj._linktemplate = "<a href='https://www.ncbi.nlm.nih.gov/nuccore/{item}?from={start}&to={stop}&strand={strand}' target='_blank'>{text}</a>"
-        obj.hyperlink = _ps(
-            obj._linktemplate.format(
-                item=obj.item,
-                start=obj.start or "",
-                stop=obj.stop or "",
-                strand=obj.strand,
-                text=obj._repr,
-            )
-        )
-        return obj
    
-
-
-    def __getitem__(self, sl):
-        answer = super().__getitem__(sl)
-        answer.item = self.item
-        answer.start = (self.start or 0) + (sl.start or 0)
-        answer.stop = (self.start or 0) + (sl.stop or 0)
-        answer.strand = self.strand
-        return answer
-
-    def __repr__(self):
-        """returns a short string representation of the object"""
-        return "Gbnk({}{} {})".format({True: "-", False: "o"}[not self.circular], len(self), self._repr)
-
-    def _repr_pretty_(self, p, cycle):
-        """returns a short string representation of the object"""
-        p.text(self.__repr__())
-
-    def _repr_html_(self):
-        return self.hyperlink
-
-
    
-[docs]
-    def reverse_complement(self):
-        answer = type(self)(
-            super().reverse_complement(),
-            item=self.item,
-            start=self.start,
-            stop=self.stop,
-            strand={1: 2, 2: 1}[self.strand],
-        )
-        return answer
    
-
-
-    rc = reverse_complement
-
-
    
-[docs]
-    def pydna_code(self):
-        """docstring."""  # FIXME
-
-        code = (
-            "from pydna.genbank import Genbank\n"
-            f"gb = Genbank('{_os.environ['pydna_email']}')\n"
-            f"seq = gb.nucleotide('{self.item}'"
-        )
-        if self.start and self.start:
-            code += (
-                ",\n"
-                f"                    seq_start={self.start},\n"
-                f"                    seq_stop={self.stop},\n"
-                f"                    strand={self.strand})"
-            )
-        else:
-            code += ")"
-
-        return _ps(code)
    
-
-
-
    
-[docs]
-    def biopython_code(self):
-        """docstring."""  # FIXME
-
-        code = (
-            "from Bio import Entrez, SeqIO\n"
-            f"Entrez.email = '{_os.environ['pydna_email']}'\n"
-            "handle = Entrez.efetch(db='nuccore',\n"
-            f"                       id='{self.item}',\n"
-            "                       rettype='gbwithparts',\n"
-            "                       retmode='text',"
-        )
-        if self.start and self.stop:
-            code += (
-                "\n"
-                f"                       seq_start={self.start},\n"
-                f"                       seq_stop={self.stop},\n"
-                f"                       strand={self.strand})\n"
-            )
-        else:
-            code += ")\n"
-
-        code += "record = SeqIO.read(handle, 'genbank')"
-
-        return _ps(code)
    
-
    
-
-
-
-if __name__ == "__main__":
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/myprimers.html b/_modules/pydna/myprimers.html
deleted file mode 100644
index 7ed7d868..00000000
--- a/_modules/pydna/myprimers.html
+++ /dev/null
@@ -1,344 +0,0 @@
-
-
-
-  
-  
-  pydna.myprimers — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.myprimers
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-"""
-Provides a practical way to access a list of primer sequences in a text file.
-
-The path of a text file can be specified in the pydna.ini file or by the
-´pydna_primers´ environment variable.
-
-The file is expected to contain sequences in FASTA, Genbank or EMBL formats or
-any format readable by the parse_primers function.
-
-The primer list is expected to follow the convension below. The primer name is
-expected to begin with the number.
-
-can have the format below for example:
-
-::
-
-    >2_third_primer
-    tgagtagtcgtagtcgtcgtat
-
-    >1_second_primer
-    tgatcgtcatgctgactatactat
-
-    >0_first_primer
-    ctaggatcgtagatctagctg
-    ...
-
-The primerlist funtion returns a list of :class:`pydna.primer.Primer` objects
-primerdict returns a dict where the key is the id of the object.
-"""
-
-import os as _os
-import re as _re
-from typing import Iterable
-from pathlib import Path
-import copy as _copy
-from keyword import iskeyword as _iskeyword
-from pydna.parsers import parse_primers as _parse_primers
-from pydna._pretty import pretty_str as _pretty_str
-from collections import UserList as _UserList
-from pydna.utils import open_folder as _open_folder
-from builtins import __dict__ as _kw
-
-
-
    
-[docs]
-class PrimerList(_UserList):
-    """Read a text file with primers.
-
-    The primers can be of any format readable by the parse_primers
-    function. Lines beginning with # are ignored. Path defaults to
-    the path given by the pydna_primers environment variable.
-
-    The primer list does not accept new primers. Use the
-    assign_numbers_to_new_primers method and paste the new
-    primers at the top of the list.
-
-    The primer list remembers the numbers of accessed primers.
-    The indices of accessed primers are stored in the .accessed
-    property.
-    """
-
-    def __init__(
-        self,
-        initlist: Iterable = None,
-        path: (str, Path) = None,
-        *args,
-        identifier: str = "p",
-        **kwargs,
-    ):
-        if initlist:
-            self.data = initlist
-            self.path = None
-        else:
-            self.path = Path(path or _os.environ["pydna_primers"])
-            self.path.parent.mkdir(parents=True, exist_ok=True)
-            self.data = _parse_primers(self.path.read_text())[::-1]
-        # super().__init__(*args, **kwargs)
-        self.accessed_indices = []
-        if identifier.isidentifier() and not _iskeyword(identifier) and identifier not in _kw:
-            self.identifier = identifier
-        else:
-            raise ValueError(f"{identifier} is not a valid identifier.")
-
-    def __getitem__(self, i):
-        """Save indices of accessed items."""
-        if isinstance(i, slice):
-            result = self.__class__(self.data[i])
-            for ind in range(i.start, i.stop, i.step or 1):
-                if ind not in self.accessed_indices:
-                    self.accessed_indices.append(ind)
-        else:
-            try:
-                result = self.data[i]
-            except IndexError as e:
-                raise (e)
-            else:
-                if i not in self.accessed_indices:
-                    self.accessed_indices.append(i)
-        return result
-
-    def __setitem__(self, i, item):
-        """Items already present can be set to the same value."""
-        if abs(i) > len(self):
-            raise IndexError(f"index {i} does not exist.")
-        else:
-            if str(item.seq).lower() != str(self.data[i].seq).lower():
-                raise ValueError("Cannot change existing primer.")
-        if i not in self.accessed_indices:
-            self.accessed_indices.append(i)
-
-    @property
-    def accessed(self):
-        """docstring."""
-        return [self.data[i] for i in self.accessed_indices]
-
-
    
-[docs]
-    def assign_numbers(self, lst: list):
-        """Find new primers in lst.
-
-        Returns a string containing new primers with their assigned
-        numbers. This string can be copied and pasted to the primer
-        text file.
-        """
-        new = []
-        found = []
-        oldstrs = [str(p.seq).upper() for p in self.data]
-        # no = len(oldstrs)
-        no, *rest = self.data[-1].name.split("_")
-        no = int(no) + 1
-        for p in lst[::-1]:
-            try:
-                i = oldstrs.index(str(p.seq).upper())
-            except ValueError:
-                i = no + len(new)
-                # suffix = p.id.removeprefix(f"{str(i)}_") # use this after removing python 3.8
-                suffix = p.id[len(f"{str(i)}_") :] if p.id.startswith(f"{str(i)}_") else p.id
-                # suffix.lstrip("_")
-                newprimer = _copy.copy(p)
-                newprimer.id = f"{i}_{suffix}"
-                new.append(newprimer)
-            else:
-                found.append(self[i])
-        new = new[::-1]
-        newold = new + found
-        return _pretty_str("\n".join([p.format("primer") for p in newold]))
    
-
-
-
    
-[docs]
-    def pydna_code_from_list(self, lst: list):
-        """Pydna code for a list of primer objects."""
-        indices = []
-        prstrs = [str(p.seq).upper() for p in self.data]
-        err = None
-        for p in lst:
-            try:
-                prstrs.index(str(p.seq).upper())
-            except ValueError as e:
-                print(f"{p.format('primer')}")
-                err = e
-            else:
-                indices.append(self.data.index(p))
-        if err:
-            raise ValueError("At least one primer not in list.")
-
-        curly = "{}"
-        msg = "from pydna.parsers import parse_primers\n\n"
-        msg += f"{self.identifier} = {curly}\n\n"
-        msg += ", ".join(f"{self.identifier}[{i}]" for i in indices)
-        msg += " = parse_primers('''\n\n"
-        msg += "\n".join(self[i].format("primer") for i in indices)
-        msg += "\n''')"
-        return _pretty_str(msg)
    
-
-
-
    
-[docs]
-    def open_folder(self):
-        """Open folder where primer file is located."""
-        if self.path:
-            _open_folder(self.path.parent)
-        else:
-            raise ValueError("path property not set.")
    
-
-
-    code = pydna_code_from_list
    
-
-
-
-
    
-[docs]
-def check_primer_numbers(pl: list = None):
-    """Find primers whose number do not match position in list."""
-    if not pl:
-        pl = PrimerList()
-    primers_with_wrong_number = []
-    for i, p in enumerate(pl):
-        if not p.name.startswith(str(i)):
-            primers_with_wrong_number.append(p)
-    return primers_with_wrong_number
    
-
-
-
-
    
-[docs]
-def undefined_sequence(pl: list = None):
-    """Primers in list with N or n instead of a sequence."""
-    if not pl:
-        pl = PrimerList()
-    return [p for p in pl if _re.match("N+", str(p.seq.upper()))]
    
-
-
-
-
    
-[docs]
-def find_duplicate_primers(pl: list = None):
-    """Find a list of lists with duplicated primer sequences."""
-    if not pl:
-        pl = PrimerList()
-    pg = {}
-    for p in pl:
-        pg.setdefault(str(p.seq).upper(), []).append(p)
-    return [pl for ps, pl in pg.items() if len(pl) > 1]
    
-
-
-
-if __name__ == "__main__":
-    cache = _os.getenv("pydna_cache")
-    _os.environ["pydna_cache"] = "nocache"
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cache"] = cache
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/parsers.html b/_modules/pydna/parsers.html
deleted file mode 100644
index 3ad5bbf6..00000000
--- a/_modules/pydna/parsers.html
+++ /dev/null
@@ -1,333 +0,0 @@
-
-
-
-  
-  
-  pydna.parsers — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
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-
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- 
-  
    
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-        
    
-          
    
-  
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-
    
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-           
    
-             
-  
    Source code for pydna.parsers
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""Provides two functions, parse and parse_primers"""
-
-import os as _os
-import re as _re
-import io as _io
-import textwrap as _textwrap
-
-from Bio import SeqIO as _SeqIO
-from pydna.genbankfile import GenbankFile as _GenbankFile
-from pydna.dseqrecord import Dseqrecord as _Dseqrecord
-from pydna.primer import Primer as _Primer
-
-# from pydna.amplify import pcr as _pcr
-# from copy import deepcopy as _deepcopy
-# from Bio.SeqFeature import SeqFeature as _SeqFeature
-# import xml.etree.ElementTree as _et
-
-try:
-    from itertools import pairwise as _pairwise
-except ImportError:
-
-    def _pairwise(iterable):
-        # pairwise('ABCDEFG') → AB BC CD DE EF FG
-        iterator = iter(iterable)
-        a = next(iterator, None)
-        for b in iterator:
-            yield a, b
-            a = b
-
-
-# "^>.+?^(?=$|LOCUS|ID|>|\#)|^(?:LOCUS|ID).+?^//"
-# "(?:^>.+\n^(?:^[^>]+?)(?=\n\n|>|^LOCUS|ID))|(?:(?:^LOCUS|ID)(?:(?:.|\n)+?)^//)"
-
-# gb_fasta_embl_regex = r"(?:>.+\n^(?:^[^>]+?)(?=\n\n|>|LOCUS|ID))|(?:(?:LOCUS|ID)(?:(?:.|\n)+?)^//)"
-
-gb_fasta_embl_regex = r"(?:^>.+\n^(?:^[^>]+?)(?=\n\n|>|^LOCUS|^ID))|(?:(?:^LOCUS|^ID)(?:(?:.|\n)+?)^//)"
-
-# The gb_fasta_embl_regex is meant to be able to extract sequences from
-# text where sequences are mixed with other contents as well
-# use https://regex101.com to get an idea how it works.
-
-
-
    
-[docs]
-def extract_from_text(text):
-    """docstring."""
-    data = _textwrap.dedent(str(text))
-    mos = list(_re.finditer(gb_fasta_embl_regex, data + "\n\n", flags=_re.MULTILINE))
-
-    class Fakemo(object):
-        def start(self):
-            return len(data)
-
-        def end(self):
-            return 0
-
-    mofirst = molast = Fakemo()
-
-    gaps = []
-
-    for mo1, mo2 in _pairwise([mofirst] + mos + [molast]):
-        gaps.append(data[mo1.end() : mo2.start()])
-
-    return tuple(mo.group(0) for mo in mos), tuple(gaps)
    
-
-
-
-
    
-[docs]
-def embl_gb_fasta(text):
-    """Parse embl, genbank or fasta format from text.
-
-    Returns list of Bio.SeqRecord.SeqRecord
-
-    annotations["molecule_type"]
-    annotations["topology"]
-
-    """
-    chunks, gaps = extract_from_text(text)
-    result_list = []
-    # topology = "linear"
-
-    for chunk in chunks:
-        handle = _io.StringIO(chunk)
-        # circular = False
-        first_line = chunk.splitlines()[0].lower().split()
-        try:
-            parsed = _SeqIO.read(handle, "embl")
-        except ValueError:
-            handle.seek(0)
-            try:
-                parsed = _SeqIO.read(handle, "genbank")
-            except ValueError:
-                handle.seek(0)
-                try:
-                    parsed = _SeqIO.read(handle, "fasta")
-                except ValueError:
-                    handle.close()
-                    continue
-                else:
-                    # hack to pick up molecule_type from FASTA header line
-                    if "protein" in first_line:
-                        parsed.annotations["molecule_type"] = "protein"
-                        parsed.annotations["topology"] = "linear"
-                    else:
-                        parsed.annotations["molecule_type"] = "DNA"
-            # else:
-            #     if _re.match(r"LOCUS\s+(\S+)\s+(\S+)\s+aa", " ".join(first_line)):
-            #         parsed.annotations["molecule_type"] = "protein"
-            #         parsed.annotations["topology"] = "linear"
-        handle.close()
-        # hack to pick up topology from FASTA and malformed gb files
-        first_line = chunk.splitlines()[0].lower().split()
-        parsed.annotations["topology"] = "linear"
-        if "circular" in first_line:
-            parsed.annotations["topology"] = "circular"
-        # assert parsed.annotations.get("topology"), "topology must be set"
-        assert parsed.annotations.get("molecule_type"), "molecule_type  must be set"
-        if not parsed.annotations.get("molecule_type"):
-            print(parsed)
-        result_list.append(parsed)
-    return tuple(result_list)
    
-
-
-
-
    
-[docs]
-def parse(data, ds=True):
-    """Return *all* DNA sequences found in data.
-
-    If no sequences are found, an empty list is returned. This is a greedy
-    function, use carefully.
-
-    Parameters
-    ----------
-    data : string or iterable
-        The data parameter is a string containing:
-
-        1. an absolute path to a local file.
-           The file will be read in text
-           mode and parsed for EMBL, FASTA
-           and Genbank sequences. Can be
-           a string or a Path object.
-
-        2. a string containing one or more
-           sequences in EMBL, GENBANK,
-           or FASTA format. Mixed formats
-           are allowed.
-
-        3. data can be a list or other iterable where the elements are 1 or 2
-
-    ds : bool
-        If True double stranded :class:`Dseqrecord` objects are returned.
-        If False single stranded :class:`Bio.SeqRecord` [#]_ objects are
-        returned.
-
-    Returns
-    -------
-    list
-        contains Dseqrecord or SeqRecord objects
-
-    References
-    ----------
-    .. [#] http://biopython.org/wiki/SeqRecord
-
-    See Also
-    --------
-    read
-
-    """
-
-    # a string is an iterable datatype but on Python2.x
-    # it doesn't have an __iter__ method.
-    if not hasattr(data, "__iter__") or isinstance(data, (str, bytes)):
-        data = (data,)
-
-    sequences = []
-
-    for item in data:
-        try:
-            # item is a path to a utf-8 encoded text file?
-            with open(item, "r", encoding="utf-8") as f:
-                raw = f.read()
-        except IOError:
-            # item was not a path, add sequences parsed from item
-            raw = item
-            path = None
-        else:
-            # item was a readable text file, seqences are parsed from the file
-            path = item
-        finally:
-            newsequences = embl_gb_fasta(raw)
-            # nfs = [_SeqFeature() for f in parsed.features]
-            # for f, nf in zip(parsed.features, nfs):
-            #     nf.__dict__ = _deepcopy(f.__dict__)
-            # parsed.features = nfs
-            for s in newsequences:
-                if ds and path:
-                    sequences.append(_GenbankFile.from_SeqRecord(s, path=path))
-                elif ds:
-                    sequences.append(_Dseqrecord.from_SeqRecord(s))
-                else:
-                    sequences.append(s)
-    return sequences
    
-
-
-
-
    
-[docs]
-def parse_primers(data):
-    """docstring."""
-    return [_Primer(x) for x in parse(data, ds=False)]
    
-
-
-
-if __name__ == "__main__":
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/primer.html b/_modules/pydna/primer.html
deleted file mode 100644
index c7564170..00000000
--- a/_modules/pydna/primer.html
+++ /dev/null
@@ -1,180 +0,0 @@
-
-
-
-  
-  
-  pydna.primer — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
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-
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- 
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-        
    
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-           
    
-             
-  
    Source code for pydna.primer
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""This module provide the Primer class that is a subclass of the biopython SeqRecord."""
-
-from pydna.seq import Seq as _Seq
-from pydna.seqrecord import SeqRecord as _SeqRecord
-
-
-
    
-[docs]
-class Primer(_SeqRecord):
-    """Primer and its position on a template, footprint and tail."""
-
-    def __init__(self, record, *args, amplicon=None, position=None, footprint=0, **kwargs):
-        if hasattr(record, "features"):  # Seqrecord
-            self.__dict__.update(record.__dict__)
-            self.__dict__.update(kwargs)
-        elif hasattr(record, "transcribe"):  # Seq
-            super().__init__(record, *args, **kwargs)
-        else:  # string?
-            super().__init__(_Seq(record), *args, **kwargs)
-        self.amplicon = amplicon
-        self.position = position
-        self._fp = footprint or len(record)
-
-    @property
-    def footprint(self):
-        return self.seq[-self._fp :] if self._fp else ""
-
-    @property
-    def tail(self):
-        return self.seq[: -self._fp] if self._fp else ""
-
-    def __repr__(self):
-        s = min((self.seq, "{}..{}".format(self.seq[:15], self.seq[-3:])), key=len)
-        return "{id} {len}-mer:5'-{seq}-3'".format(id=self.id, len=len(self), seq=s)
-
-    def __radd__(self, other):
-        new = super().__radd__(other)
-        return Primer(new, position=self.position, footprint=self._fp)
-
-    def __getitem__(self, index):
-        result = super().__getitem__(index)
-        if hasattr(index, "indices"):  # index is a slice
-            i1, i2, i3 = index.indices(len(self))
-            j1, j2, j3 = slice(-(self._fp or 0), None).indices(len(self))
-            result._fp = self._fp - (i1 - j1 > 0) * abs(i1 - j1)
-        return result
-
-
    
-[docs]
-    def reverse_complement(self, *args, **kwargs):
-        """Return the reverse complement of the sequence."""
-        answer = super().reverse_complement(*args, **kwargs)
-        answer.amplicon = None
-        answer.position = None
-        answer._fp = len(self)
-        return answer
    
-
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
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diff --git a/_modules/pydna/readers.html b/_modules/pydna/readers.html
deleted file mode 100644
index 1ebbc73d..00000000
--- a/_modules/pydna/readers.html
+++ /dev/null
@@ -1,177 +0,0 @@
-
-
-
-  
-  
-  pydna.readers — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
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-        
-        
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-  
    Source code for pydna.readers
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""Provides two functions, read and read_primer."""
-from pydna.parsers import parse as _parse
-from pydna.primer import Primer as _Primer
-
-
-
    
-[docs]
-def read(data, ds=True):
-    """This function is similar the :func:`parse` function but expects one and only
-    one sequence or and exception is thrown.
-
-    Parameters
-    ----------
-    data : string
-        see below
-    ds : bool
-        Double stranded or single stranded DNA, if True return
-        Dseqrecord objects, else Bio.SeqRecord objects.
-
-    Returns
-    -------
-    Dseqrecord
-        contains the first Dseqrecord or SeqRecord object parsed.
-
-    Notes
-    -----
-
-    The data parameter is similar to the data parameter for :func:`parse`.
-
-    See Also
-    --------
-    parse
-
-    """
-
-    try:
-        (result,) = _parse(data, ds)
-    except ValueError as err:
-        if "too many" in str(err):
-            print(f"More than one sequence found in data:\n({str(data)[:79]})")
-        elif "not enough" in str(err):
-            print(f"No sequence found in data:\n({str(data)[:79]})")
-        raise
-    return result
    
-
-
-
-
    
-[docs]
-def read_primer(data):
-    """Use this function to read a primer sequence from a string or a local file.
-    The usage is similar to the :func:`parse_primer` function."""
-
-    return _Primer(read(data, ds=False))
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
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\ No newline at end of file
diff --git a/_modules/pydna/seqrecord.html b/_modules/pydna/seqrecord.html
deleted file mode 100644
index c42f1e5d..00000000
--- a/_modules/pydna/seqrecord.html
+++ /dev/null
@@ -1,923 +0,0 @@
-
-
-
-  
-  
-  pydna.seqrecord — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
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-        
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-  
    Source code for pydna.seqrecord
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""
-A subclass of the Biopython SeqRecord class.
-
-Has a number of extra methods and uses
-the :class:`pydna._pretty_str.pretty_str` class instread of str for a
-nicer output in the IPython shell.
-"""
-
-
-from Bio.SeqFeature import SeqFeature as _SeqFeature
-from pydna._pretty import pretty_str as _pretty_str
-
-from pydna.seq import ProteinSeq as _ProteinSeq
-from pydna.common_sub_strings import common_sub_strings as _common_sub_strings
-
-from Bio.Data.CodonTable import TranslationError as _TranslationError
-from Bio.SeqRecord import SeqRecord as _SeqRecord
-from Bio.SeqFeature import SimpleLocation as _SimpleLocation
-from Bio.SeqFeature import CompoundLocation as _CompoundLocation
-from pydna.seq import Seq as _Seq
-from pydna._pretty import PrettyTable as _PrettyTable
-
-import re as _re
-import pickle as _pickle
-from copy import copy as _copy
-
-from pydna import _PydnaWarning
-from warnings import warn as _warn
-
-import logging as _logging
-import datetime
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-
-
-
    
-[docs]
-class SeqRecord(_SeqRecord):
-    """
-    A subclass of the Biopython SeqRecord class.
-
-    Has a number of extra methods and uses
-    the :class:`pydna._pretty_str.pretty_str` class instread of str for a
-    nicer output in the IPython shell.
-    """
-
-    def __init__(self, seq, *args, id="id", name="name", description="description", **kwargs):
-        if isinstance(seq, str):
-            seq = _Seq(seq)
-        super().__init__(seq, *args, id=id, name=name, description=description, **kwargs)
-        self._fix_attributes()
-
-    def _fix_attributes(self):
-        self.id = _pretty_str(self.id)
-        self.name = _pretty_str(self.name)
-        self.description = _pretty_str(self.description)
-
-        self.annotations.update({"molecule_type": "DNA"})
-        self.map_target = None
-
-        if not hasattr(self.seq, "transcribe"):
-            self.seq = _Seq(self.seq)
-
-        self.seq._data = b"".join(self.seq._data.split())  # remove whitespaces
-        self.annotations = {_pretty_str(k): _pretty_str(v) for k, v in self.annotations.items()}
-
-
    
-[docs]
-    @classmethod
-    def from_Bio_SeqRecord(clc, sr: _SeqRecord):
-        """Creates a pydnaSeqRecord from a Biopython SeqRecord."""
-        # https://stackoverflow.com/questions/15404256/changing-the-\
-        # class-of-a-python-object-casting
-        sr.__class__ = clc
-        sr._fix_attributes()
-        return sr
    
-
-
-    @property
-    def locus(self):
-        """Alias for name property."""
-        return self.name
-
-    @locus.setter
-    def locus(self, value):
-        """Alias for name property."""
-        if len(value) > 16:
-            shortvalue = value[:16]
-            _warn(
-                ("locus property {} truncated" "to 16 chars {}").format(value, shortvalue),
-                _PydnaWarning,
-                stacklevel=2,
-            )
-            value = shortvalue
-        self.name = value
-        return
-
-    @property
-    def accession(self):
-        """Alias for id property."""
-        return self.id
-
-    @accession.setter
-    def accession(self, value):
-        """Alias for id property."""
-        self.id = value
-        return
-
-    @property
-    def definition(self):
-        """Alias for description property."""
-        return self.description
-
-    @definition.setter
-    def definition(self, value):
-        """Alias for id property."""
-        self.description = value
-        return
-
-
    
-[docs]
-    def reverse_complement(self, *args, **kwargs):
-        """Return the reverse complement of the sequence."""
-        answer = super().reverse_complement(*args, **kwargs)
-        answer = type(self).from_Bio_SeqRecord(answer)
-        return answer
    
-
-
-    rc = reverse_complement
-
-
    
-[docs]
-    def isorf(self, table=1):
-        """Detect if sequence is an open reading frame (orf) in the 5'-3'.
-
-        direction.
-
-        Translation tables are numbers according to the NCBI numbering [#]_.
-
-        Parameters
-        ----------
-        table  : int
-            Sets the translation table, default is 1 (standard code)
-
-        Returns
-        -------
-        bool
-            True if sequence is an orf, False otherwise.
-
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a=SeqRecord("atgtaa")
-        >>> a.isorf()
-        True
-        >>> b=SeqRecord("atgaaa")
-        >>> b.isorf()
-        False
-        >>> c=SeqRecord("atttaa")
-        >>> c.isorf()
-        False
-
-        References
-        ----------
-        .. [#] http://www.ncbi.nlm.nih.gov/Taxonomy/Utils/wprintgc.cgi?mode=c
-
-        """
-        try:
-            self.seq.translate(table=table, cds=True)
-        except _TranslationError:
-            return False
-        else:
-            return True
    
-
-
-
    
-[docs]
-    def translate(self):
-        """docstring."""
-        p = super().translate()
-        return ProteinSeqRecord(_ProteinSeq(p.seq[:-1]))
    
-
-
-
    
-[docs]
-    def add_colors_to_features_for_ape(self):
-        """Assign colors to features.
-
-        compatible with
-        the `ApE editor <http://jorgensen.biology.utah.edu/wayned/ape/>`_.
-
-        """
-        cols = (
-            "#66ffa3",
-            "#84ff66",
-            "#e0ff66",
-            "#ffc166",
-            "#ff6666",
-            "#ff99d6",
-            "#ea99ff",
-            "#ad99ff",
-            "#99c1ff",
-            "#99ffff",
-            "#99ffc1",
-            "#adff99",
-            "#eaff99",
-            "#ffd699",
-            "#ff9999",
-            "#ffccea",
-            "#f4ccff",
-            "#d6ccff",
-            "#cce0ff",
-            "#ccffff",
-            "#ccffe0",
-            "#d6ffcc",
-            "#f4ffcc",
-            "#ffeacc",
-            "#ffcccc",
-            "#ff66c1",
-            "#e066ff",
-            "#8466ff",
-            "#66a3ff",
-            "#66ffff",
-        )
-
-        for i, f in enumerate(self.features):
-            f.qualifiers["ApEinfo_fwdcolor"] = [cols[i % len(cols)]]
-            f.qualifiers["ApEinfo_revcolor"] = [cols[::-1][i % len(cols)]]
    
-
-
-
    
-[docs]
-    def add_feature(self, x=None, y=None, seq=None, type_="misc", strand=1, *args, **kwargs):
-        """Add a feature of type misc to the feature list of the sequence.
-
-        Parameters
-        ----------
-        x  : int
-            Indicates start of the feature
-        y  : int
-            Indicates end of the feature
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a=SeqRecord("atgtaa")
-        >>> a.features
-        []
-        >>> a.add_feature(2,4)
-        >>> a.features
-        [SeqFeature(SimpleLocation(ExactPosition(2),
-                                   ExactPosition(4),
-                                   strand=1),
-                    type='misc',
-                    qualifiers=...)]
-        """
-        qualifiers = {}
-        qualifiers.update(kwargs)
-
-        if seq:
-            if hasattr(seq, "seq"):
-                seq = seq.seq
-                if hasattr(seq, "watson"):
-                    seq = str(seq.watson).lower()
-                else:
-                    seq = str(seq).lower()
-            else:
-                seq = str(seq).lower()
-            x = self.seq.lower().find(seq)
-            if x == -1:
-                raise TypeError("Could not find {}".format(seq))
-            y = x + len(seq)
-        else:
-            x = x or 0
-            y = y or len(self)
-
-        if "label" not in qualifiers:
-            qualifiers["label"] = ["ft{}".format(y - x)]
-
-            if self[x:y].isorf() or self[x:y].reverse_complement().isorf():
-                qualifiers["label"] = ["orf{}".format(y - x)]
-
-        try:
-            location = _SimpleLocation(x, y, strand=strand)
-        except ValueError as err:
-            if self.circular:
-                location = _CompoundLocation(
-                    (
-                        _SimpleLocation(x, self.seq.length, strand=strand),
-                        _SimpleLocation(0, y, strand=strand),
-                    )
-                )
-            else:
-                raise err
-
-        sf = _SeqFeature(location, type=type_, qualifiers=qualifiers)
-
-        self.features.append(sf)
-
-        """
-        In [11]: a.seq.translate()
-        Out[11]: Seq('K', ExtendedIUPACProtein())
-        """
    
-
-
-
    
-[docs]
-    def list_features(self):
-        """Print ASCII table with all features.
-
-        Examples
-        --------
-        >>> from pydna.seq import Seq
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a=SeqRecord(Seq("atgtaa"))
-        >>> a.add_feature(2,4)
-        >>> print(a.list_features())
-        +-----+---------------+-----+-----+-----+-----+------+------+
-        | Ft# | Label or Note | Dir | Sta | End | Len | type | orf? |
-        +-----+---------------+-----+-----+-----+-----+------+------+
-        |   0 | L:ft2         | --> | 2   | 4   |   2 | misc |  no  |
-        +-----+---------------+-----+-----+-----+-----+------+------+
-        """
-        x = _PrettyTable(["Ft#", "Label or Note", "Dir", "Sta", "End", "Len", "type", "orf?"])
-        x.align["Ft#"] = "r"  # Left align
-        x.align["Label or Note"] = "l"  # Left align
-        x.align["Len"] = "r"
-        x.align["Sta"] = "l"
-        x.align["End"] = "l"
-        x.align["type"] = "l"
-        x.padding_width = 1  # One space between column edges and contents
-        for i, sf in enumerate(self.features):
-            try:
-                lbl = sf.qualifiers["label"]
-            except KeyError:
-                try:
-                    lbl = sf.qualifiers["note"]
-                except KeyError:
-                    lbl = "nd"
-                else:
-                    lbl = "N:{}".format(" ".join(lbl).strip())
-            else:
-                lbl = "L:{}".format(" ".join(lbl).strip())
-            x.add_row(
-                [
-                    i,
-                    lbl[:16],
-                    {1: "-->", -1: "<--", 0: "---", None: "---"}[sf.location.strand],
-                    sf.location.start,
-                    sf.location.end,
-                    len(sf),
-                    sf.type,
-                    {True: "yes", False: "no"}[
-                        self.extract_feature(i).isorf() or self.extract_feature(i).reverse_complement().isorf()
-                    ],
-                ]
-            )
-        return x
    
-
-
-
    
-[docs]
-    def extract_feature(self, n):
-        """Extract feature and return a new SeqRecord object.
-
-        Parameters
-        ----------
-        n  : int
-        Indicates the feature to extract
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a=SeqRecord("atgtaa")
-        >>> a.add_feature(2,4)
-        >>> b=a.extract_feature(0)
-        >>> b
-        SeqRecord(seq=Seq('gt'), id='ft2', name='part_name',
-                  description='description', dbxrefs=[])
-        """
-        return self.features[n].extract(self)
    
-
-
-
    
-[docs]
-    def sorted_features(self):
-        """Return a list of the features sorted by start position.
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a=SeqRecord("atgtaa")
-        >>> a.add_feature(3,4)
-        >>> a.add_feature(2,4)
-        >>> print(a.features)
-        [SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
-                                   strand=1),
-                    type='misc', qualifiers=...),
-         SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
-                                   strand=1),
-                    type='misc', qualifiers=...)]
-        >>> print(a.sorted_features())
-        [SeqFeature(SimpleLocation(ExactPosition(2), ExactPosition(4),
-                                   strand=1),
-                    type='misc', qualifiers=...),
-         SeqFeature(SimpleLocation(ExactPosition(3), ExactPosition(4),
-                                   strand=1),
-                    type='misc', qualifiers=...)]
-        """
-        return sorted(self.features, key=lambda x: x.location.start)
    
-
-
-
    
-[docs]
-    def seguid(self):
-        """Return the url safe SEGUID [#]_ for the sequence.
-
-        This checksum is the same as seguid but with base64.urlsafe
-        encoding instead of the normal base 64. This means that
-        the characters + and / are replaced with - and _ so that
-        the checksum can be a part of and URL or a filename.
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a=SeqRecord("gattaca")
-        >>> a.seguid() # original seguid is +bKGnebMkia5kNg/gF7IORXMnIU
-        'lsseguid=tp2jzeCM2e3W4yxtrrx09CMKa_8'
-
-        References
-        ----------
-        .. [#] http://wiki.christophchamp.com/index.php/SEGUID
-        """
-        return self.seq.seguid()
    
-
-
-
    
-[docs]
-    def comment(self, newcomment=""):
-        """docstring."""
-        result = self.annotations.get("comment", "")
-        if newcomment:
-            self.annotations["comment"] = (result + "\n" + newcomment).strip()
-            result = _pretty_str(self.annotations["comment"])
-        return result
    
-
-
-
    
-[docs]
-    def datefunction():
-        """docstring."""
-        return datetime.datetime.now().replace(microsecond=0).isoformat()
    
-
-
-
    
-[docs]
-    def stamp(self, now=datefunction, tool="pydna", separator=" ", comment=""):
-        """Add seguid checksum to COMMENTS sections
-
-        The checksum is stored in object.annotations["comment"].
-        This shows in the COMMENTS section of a formatted genbank file.
-
-        For blunt linear sequences:
-
-        ``SEGUID <seguid>``
-
-        For circular sequences:
-
-        ``cSEGUID <seguid>``
-
-        Fore linear sequences which are not blunt:
-
-        ``lSEGUID <seguid>``
-
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a = SeqRecord("aa")
-        >>> a.stamp()
-        'lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttjU'
-        >>> a.annotations["comment"][:41]
-        'pydna lsseguid=gBw0Jp907Tg_yX3jNgS4qQWttj'
-        """
-        chksum = self.seq.seguid()
-        oldcomment = self.annotations.get("comment", "")
-        oldstamp = _re.findall(r"..seguid=\S{27}", oldcomment)
-        if oldstamp and oldstamp[0] == chksum:
-            return _pretty_str(oldstamp[0])
-        elif oldstamp:
-            _warn(
-                f"Stamp change.\nNew: {chksum}\nOld: {oldstamp[0]}",
-                _PydnaWarning,
-            )
-        self.annotations["comment"] = (f"{oldcomment}\n" f"{tool} {chksum} {now()} {comment}").strip()
-        return _pretty_str(chksum)
    
-
-
-
    
-[docs]
-    def lcs(self, other, *args, limit=25, **kwargs):
-        """Return the longest common substring between the sequence.
-
-        and another sequence (other). The other sequence can be a string,
-        Seq, SeqRecord, Dseq or DseqRecord.
-        The method returns a SeqFeature with type "read" as this method
-        is mostly used to map sequence reads to the sequence. This can be
-        changed by passing a type as keyword with some other string value.
-
-        Examples
-        --------
-        >>> from pydna.seqrecord import SeqRecord
-        >>> a = SeqRecord("GGATCC")
-        >>> a.lcs("GGATCC", limit=6)
-        SeqFeature(SimpleLocation(ExactPosition(0),
-                                  ExactPosition(6), strand=1),
-                                  type='read',
-                                  qualifiers=...)
-        >>> a.lcs("GATC", limit=4)
-        SeqFeature(SimpleLocation(ExactPosition(1),
-                                  ExactPosition(5), strand=1),
-                                  type='read',
-                                  qualifiers=...)
-        >>> a = SeqRecord("CCCCC")
-        >>> a.lcs("GGATCC", limit=6)
-        SeqFeature(None)
-
-        """
-        # longest_common_substring
-        # https://biopython.org/wiki/ABI_traces
-        if hasattr(other, "seq"):
-            r = other.seq
-            if hasattr(r, "watson"):
-                r = str(r.watson).lower()
-            else:
-                r = str(r).lower()
-        else:
-            r = str(other.lower())
-
-        olaps = _common_sub_strings(str(self.seq).lower(), r, limit=limit or 25)
-
-        try:
-            start_in_self, start_in_other, length = olaps.pop(0)
-        except IndexError:
-            result = _SeqFeature()
-        else:
-            label = "sequence" if not hasattr(other, "name") else other.name
-            result = _SeqFeature(
-                _SimpleLocation(start_in_self, start_in_self + length, strand=1),
-                type=kwargs.get("type") or "read",
-                qualifiers={
-                    "label": [kwargs.get("label") or label],
-                    "ApEinfo_fwdcolor": ["#DAFFCF"],
-                    "ApEinfo_revcolor": ["#DFFDFF"],
-                },
-            )
-        return result
    
-
-
-
    
-[docs]
-    def gc(self):
-        """Return GC content."""
-        return self.seq.gc()
    
-
-
-
    
-[docs]
-    def cai(self, organism="sce"):
-        """docstring."""
-        return self.seq.cai(organism=organism)
    
-
-
-
    
-[docs]
-    def rarecodons(self, organism="sce"):
-        """docstring."""
-        sfs = []
-        for slc in self.seq.rarecodons(organism):
-            cdn = self.seq._data[slc].decode("ASCII")
-            sfs.append(
-                _SeqFeature(
-                    _SimpleLocation(slc.start, slc.stop),
-                    type=f"rare_codon_{organism}",
-                    qualifiers={"label": [cdn]},
-                )
-            )
-        return sfs
    
-
-
-
    
-[docs]
-    def startcodon(self, organism="sce"):
-        """docstring."""
-        return self.seq.startcodon()
    
-
-
-
    
-[docs]
-    def stopcodon(self, organism="sce"):
-        """docstring."""
-        return self.seq.stopcodon()
    
-
-
-
    
-[docs]
-    def express(self, organism="sce"):
-        """docstring."""
-        return self.seq.express()
    
-
-
-
    
-[docs]
-    def copy(self):
-        """docstring."""
-        return _copy(self)
    
-
-
-    def __lt__(self, other):
-        """docstring."""
-        try:
-            return str(self.seq) < str(other.seq)
-        except AttributeError:
-            # I don't know how to compare to other
-            return NotImplemented
-
-    def __gt__(self, other):
-        """docstring."""
-        try:
-            return str(self.seq) > str(other.seq)
-        except AttributeError:
-            # I don't know how to compare to other
-            return NotImplemented
-
-    def __eq__(self, other):
-        """docstring."""
-        try:
-            if self.seq == other.seq and str(self.__dict__) == str(other.__dict__):
-                return True
-        except AttributeError:
-            pass
-        return False
-
-    def __ne__(self, other):
-        """docstring."""
-        return not self.__eq__(other)
-
-    def __hash__(self):
-        """__hash__ must be based on __eq__."""
-        return hash((str(self.seq).lower(), str(tuple(sorted(self.__dict__.items())))))
-
-    def __str__(self):
-        """docstring."""
-        return _pretty_str(super().__str__())
-
-    def __repr__(self):
-        """docstring."""
-        return _pretty_str(super().__repr__())
-
-    def __format__(self, format):
-        """docstring."""
-
-        def removeprefix(text, prefix):
-            """Until Python 3.8 is dropped, then use str.removeprefix."""
-            if text.startswith(prefix):
-                return text[len(prefix) :]
-            return text
-
-        if format == "pydnafasta":
-            return _pretty_str(
-                f">{self.id} {len(self)} bp {dict(((True,'circular'),(False,'linear')))[self.seq.circular]}\n{str(self.seq)}\n"
-            )
-        if format == "primer":
-            return _pretty_str(
-                f">{self.id} {len(self)}-mer{removeprefix(self.description, self.name).strip()}\n{str(self.seq)}\n"
-            )
-        return _pretty_str(super().__format__(format))
-
-    def __add__(self, other):
-        """docstring."""
-        answer = super().__add__(other)
-        if answer.name == "<unknown name>":
-            answer.name = "name"
-        if answer.id == "<unknown id>":
-            answer.id = "id"
-        if answer.description == "<unknown description>":
-            answer.description = "description"
-        answer = type(self).from_Bio_SeqRecord(answer)
-        return answer
-
-    def __getitem__(self, index):
-        """docstring."""
-        from pydna.utils import (
-            identifier_from_string as _identifier_from_string,
-        )  # TODO: clean this up
-
-        answer = super().__getitem__(index)
-        if len(answer) < 2:
-            return answer
-        identifier = "part_{id}".format(id=self.id)
-        if answer.features:
-            sf = max(answer.features, key=len)  # default
-            if "label" in sf.qualifiers:
-                identifier = " ".join(sf.qualifiers["label"])
-            elif "note" in sf.qualifiers:
-                identifier = " ".join(sf.qualifiers["note"])
-        answer.id = _identifier_from_string(identifier)[:16]
-        answer.name = _identifier_from_string(f"part_{self.name}")[:16]
-        return answer
-
-    def __bool__(self):
-        """Boolean value of an instance of this class (True).
-
-        This behaviour is for backwards compatibility, since until the
-        __len__ method was added, a SeqRecord always evaluated as True.
-
-        Note that in comparison, a Seq object will evaluate to False if it
-        has a zero length sequence.
-
-        WARNING: The SeqRecord may in future evaluate to False when its
-        sequence is of zero length (in order to better match the Seq
-        object behaviour)!
-        """
-        return bool(self.seq)
-
-
    
-[docs]
-    def dump(self, filename, protocol=None):
-        """docstring."""
-        from pathlib import Path
-
-        pth = Path(filename)
-        if not pth.suffix:
-            pth = pth.with_suffix(".pickle")
-        with open(pth, "wb") as f:
-            _pickle.dump(self, f, protocol=protocol)
-        return _pretty_str(pth)
    
-
    
-
-
-
-
    
-[docs]
-class ProteinSeqRecord(SeqRecord):
-
-
    
-[docs]
-    def reverse_complement(self, *args, **kwargs):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-    rc = reverse_complement
-
-
    
-[docs]
-    def isorf(self, *args, **kwargs):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-
    
-[docs]
-    def gc(self):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-
    
-[docs]
-    def cai(self, *args, **kwargs):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-
    
-[docs]
-    def rarecodons(self, *args, **kwargs):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-
    
-[docs]
-    def startcodon(self, *args, **kwargs):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-
    
-[docs]
-    def stopcodon(self, *args, **kwargs):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-
    
-[docs]
-    def express(self, *args, **kwargs):
-        raise NotImplementedError("Not defined for protein.")
    
-
-
-    def __format__(self, format):
-        """docstring."""
-        return _pretty_str(_SeqRecord.__format__(self, format))
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=(doctest.ELLIPSIS | doctest.NORMALIZE_WHITESPACE))
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/threading_timer_decorator_exit.html b/_modules/pydna/threading_timer_decorator_exit.html
deleted file mode 100644
index bbfeabbd..00000000
--- a/_modules/pydna/threading_timer_decorator_exit.html
+++ /dev/null
@@ -1,213 +0,0 @@
-
-
-
-  
-  
-  pydna.threading_timer_decorator_exit — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.threading_timer_decorator_exit
    -# -*- coding: utf-8 -*-
-####### License: MIT
-"""MIT License
-
-Copyright (c) 2015 Aaron Hall
-
-Permission is hereby granted, free of charge, to any person obtaining a copy
-of this software and associated documentation files (the "Software"), to deal
-in the Software without restriction, including without limitation the rights
-to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
-copies of the Software, and to permit persons to whom the Software is
-furnished to do so, subject to the following conditions:
-
-The above copyright notice and this permission notice shall be included in all
-copies or substantial portions of the Software.
-
-THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
-IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
-FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
-AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
-LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
-OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
-SOFTWARE.
-"""
-
-import sys
-import threading
-from time import sleep
-import _thread as thread
-
-
-def cdquit(fn_name):  # pragma: no cover
-    # print to stderr, unbuffered in Python 2.
-    print("{0} took too long".format(fn_name), file=sys.stderr)
-    sys.stderr.flush()  # Python 3 stderr is likely buffered.
-    thread.interrupt_main()  # raises KeyboardInterrupt
-
-
-def exit_after(s):
-    """
-    use as decorator to exit process if
-    function takes longer than s seconds
-    """
-
-    def outer(fn):
-        def inner(*args, **kwargs):
-            timer = threading.Timer(s, cdquit, args=[fn.__name__])
-            timer.start()
-            try:
-                result = fn(*args, **kwargs)
-            finally:
-                timer.cancel()
-            return result
-
-        return inner
-
-    return outer
-
-
-@exit_after(1)
-def a():  # pragma: no cover
-    print("a")
-
-
-@exit_after(2)
-def b():  # pragma: no cover
-    print("b")
-    sleep(1)
-
-
-@exit_after(3)
-def c():  # pragma: no cover
-    print("c")
-    sleep(2)
-
-
-@exit_after(4)
-def d():  # pragma: no cover
-    print("d started")
-    for i in range(10):
-        sleep(1)
-        print(i)
-
-
-@exit_after(5)
-def countdown(n):  # pragma: no cover
-    print("countdown started", flush=True)
-    for i in range(n, -1, -1):
-        print(i, end=", ", flush=True)
-        sleep(1)
-    print("countdown finished")
-
-
-def main():  # pragma: no cover
-    a()
-    b()
-    c()
-    try:
-        d()
-    except KeyboardInterrupt as error:
-        print("d should not have finished, printing error as expected:")
-        print(error)
-    countdown(3)
-    countdown(10)
-    print("This should not print!!!")
-
-
-if __name__ == "__main__":
-    main()
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/tm.html b/_modules/pydna/tm.html
deleted file mode 100644
index 56a8b9f3..00000000
--- a/_modules/pydna/tm.html
+++ /dev/null
@@ -1,471 +0,0 @@
-
-
-
-  
-  
-  pydna.tm — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.tm
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-
-"""This module provide functions for melting temperature calculations."""
-
-
-import math as _math
-from Bio.SeqUtils import MeltingTemp as _mt
-from Bio.SeqUtils import gc_fraction as _GC
-
-import textwrap as _textwrap
-from pydna._pretty import pretty_str as _pretty_str
-
-# See the documentation for Bio.SeqUtils.MeltingTemp for more details
-# The 10X Taq Buffer with (NH4)2SO4 is commercialized by companies like
-# ThermoFisher, although we make it ourselves
-# 10X Buffer Composition
-# 750 mM Tris-HCl (pH 8.8 at 25°C),
-# 200 mM (NH4)2SO4,
-# 0.1% (v/v) Tween 20.
-
-
-
    
-[docs]
-def tm_default(
-    seq,
-    check=True,
-    strict=True,
-    c_seq=None,
-    shift=0,
-    nn_table=_mt.DNA_NN4,  # DNA_NN4: values from SantaLucia & Hicks (2004)
-    tmm_table=None,
-    imm_table=None,
-    de_table=None,
-    dnac1=500 / 2,  # I assume 500 µM of each primer in the PCR mix
-    dnac2=500 / 2,  # This is what MELTING and Primer3Plus do
-    selfcomp=False,
-    Na=40,
-    K=0,
-    Tris=75.0,  # We use the 10X Taq Buffer with (NH4)2SO4 (above)
-    Mg=1.5,  # 1.5 mM Mg2+ is often seen in modern protocols
-    dNTPs=0.8,  # I assume 200 µM of each dNTP
-    saltcorr=7,  # Tm = 81.5 + 0.41(%GC) - 600/N + 16.6 x log[Na+]
-    func=_mt.Tm_NN,  # Used by Primer3Plus to calculate the product Tm.
-):
-    return func(
-        seq,
-        check=check,
-        strict=strict,
-        c_seq=c_seq,
-        shift=shift,
-        nn_table=nn_table,
-        tmm_table=tmm_table,
-        imm_table=imm_table,
-        de_table=de_table,
-        dnac1=dnac1,
-        dnac2=dnac2,
-        selfcomp=selfcomp,
-        Na=Na,
-        K=K,
-        Tris=Tris,
-        Mg=Mg,
-        dNTPs=dNTPs,
-        saltcorr=saltcorr,
-    )
    
-
-
-
-
    
-[docs]
-def tm_dbd(
-    seq,
-    check=True,
-    strict=True,
-    c_seq=None,
-    shift=0,
-    nn_table=_mt.DNA_NN3,
-    tmm_table=None,
-    imm_table=None,
-    de_table=None,
-    dnac1=250,
-    dnac2=250,
-    selfcomp=False,
-    Na=50,
-    K=0,
-    Tris=0,
-    Mg=1.5,
-    dNTPs=0.8,
-    saltcorr=1,
-    func=_mt.Tm_NN,
-):
-    return func(
-        seq,
-        check=check,
-        strict=strict,
-        c_seq=c_seq,
-        shift=shift,
-        nn_table=nn_table,
-        tmm_table=tmm_table,
-        imm_table=imm_table,
-        de_table=de_table,
-        dnac1=dnac1,
-        dnac2=dnac2,
-        selfcomp=selfcomp,
-        Na=Na,
-        K=K,
-        Tris=Tris,
-        Mg=Mg,
-        dNTPs=dNTPs,
-        saltcorr=saltcorr,
-    )
    
-
-
-
-
    
-[docs]
-def tm_product(seq: str, K=0.050):
-    """Tm calculation for the amplicon.
-
-    according to:
-
-    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal
-    ing temperature for DNA amplification in vitro
-    http://www.ncbi.nlm.nih.gov/pubmed/2243783
-    """
-    tmp = 81.5 + 0.41 * _GC(seq) * 100 + 16.6 * _math.log10(K) - 675 / len(seq)
-    return tmp
    
-
-
-
-
    
-[docs]
-def ta_default(fp: str, rp: str, seq: str, tm=tm_default, tm_product=tm_product):
-    """Ta calculation.
-
-    according to:
-
-    Rychlik, Spencer, and Rhoads, 1990, Optimization of the anneal
-    ing temperature for DNA amplification in vitro
-    http://www.ncbi.nlm.nih.gov/pubmed/2243783
-
-    The formula described uses the length and GC content of the product and
-    salt concentration (monovalent cations)
-    """
-    return 0.3 * min((tm(fp), tm(rp))) + 0.7 * tm_product(seq) - 14.9
    
-
-
-
-
    
-[docs]
-def ta_dbd(fp, rp, seq, tm=tm_dbd, tm_product=None):
-    return min((tm(fp), tm(rp))) + 3
    
-
-
-
-
    
-[docs]
-def program(amplicon, tm=tm_default, ta=ta_default):
-    r"""Returns a string containing a text representation of a suggested
-    PCR program using Taq or similar polymerase.
-
-    ::
-
-     |95°C|95°C               |    |tmf:59.5
-     |____|_____          72°C|72°C|tmr:59.7
-     |3min|30s  \ 59.1°C _____|____|60s/kb
-     |    |      \______/ 0:32|5min|GC 51%
-     |    |       30s         |    |1051bp
-
-    """
-
-    taq_extension_rate = 45  # seconds/kB PCR product length (1min/kb)
-    extension_time_taq = max(30, int(taq_extension_rate * len(amplicon) / 1000))
-    # seconds
-
-    f = _textwrap.dedent(
-        r"""
-        |95°C|95°C               |    |tmf:{tmf:.1f}
-        |____|_____          72°C|72°C|tmr:{tmr:.1f}
-        |3min|30s  \ {ta:.1f}°C _____|____|{rate}s/kb
-        |    |      \______/{0:2}:{1:0>2}|5min|GC {GC}%
-        |    |       30s         |    |{size}bp
-        """.format(
-            rate=taq_extension_rate,
-            size=len(amplicon.seq),
-            ta=round(
-                ta(
-                    amplicon.forward_primer.footprint,
-                    amplicon.reverse_primer.footprint,
-                    str(amplicon.seq),
-                ),
-                1,
-            ),
-            tmf=tm(amplicon.forward_primer.footprint),
-            tmr=tm(amplicon.reverse_primer.footprint),
-            GC=int(amplicon.gc() * 100),
-            *map(int, divmod(extension_time_taq, 60)),
-        )
-    ).strip()
-
-    return _pretty_str(f)
    
-
-
-
-taq_program = program
-
-
-
    
-[docs]
-def dbd_program(amplicon, tm=tm_dbd, ta=ta_dbd):
-    r"""Text representation of a suggested PCR program.
-
-    Using a polymerase with a DNA binding domain such as Pfu-Sso7d.
-
-    ::
-
-     |98°C|98°C               |    |tmf:53.8
-     |____|_____          72°C|72°C|tmr:54.8
-     |30s |10s  \ 57.0°C _____|____|15s/kb
-     |    |      \______/ 0:15|5min|GC 51%
-     |    |       10s         |    |1051bp
-
-
-     |98°C|98°C      |    |tmf:82.5
-     |____|____      |    |tmr:84.4
-     |30s |10s \ 72°C|72°C|15s/kb
-     |    |     \____|____|GC 52%
-     |    |      3:45|5min|15058bp
-
-    """
-    PfuSso7d_extension_rate = 15  # seconds/kB PCR product
-    extension_time_PfuSso7d = max(10, int(PfuSso7d_extension_rate * len(amplicon) / 1000))  # seconds
-
-    # The program returned is eaither a two step or three step progrem
-    # This depends on the tm and length of the primers in the
-    # original instructions from finnzyme. These do not seem to be
-
-    # Ta calculation for enzymes with dsDNA binding domains like phusion or Pfu-Sso7d
-    # https://www.finnzymes.fi/tm_determination.html
-
-    tmf = tm(amplicon.forward_primer.footprint)
-    tmr = tm(amplicon.reverse_primer.footprint)
-
-    if tmf >= 69.0 and tmr >= 69.0:
-        f = _textwrap.dedent(
-            r"""
-                              |98°C|98°C      |    |tmf:{tmf:.1f}
-                              |____|____      |    |tmr:{tmr:.1f}
-                              |30s |10s \ 72°C|72°C|{rate}s/kb
-                              |    |     \____|____|GC {GC_prod}%
-                              |    |     {0:2}:{1:0>2}|5min|{size}bp
-                              """.format(
-                rate=PfuSso7d_extension_rate,
-                tmf=tmf,
-                tmr=tmr,
-                GC_prod=int(amplicon.gc() * 100),
-                size=len(amplicon.seq),
-                *map(int, divmod(extension_time_PfuSso7d, 60)),
-            )
-        ).strip()
-    else:
-        f = _textwrap.dedent(
-            r"""
-             |98°C|98°C               |    |tmf:{tmf:.1f}
-             |____|_____          72°C|72°C|tmr:{tmr:.1f}
-             |30s |10s  \ {ta:.1f}°C _____|____|{rate}s/kb
-             |    |      \______/{0:2}:{1:0>2}|5min|GC {GC}%
-             |    |       10s         |    |{size}bp
-             """.format(
-                rate=PfuSso7d_extension_rate,
-                size=len(amplicon.seq),
-                ta=round(
-                    ta(
-                        amplicon.forward_primer.footprint,
-                        amplicon.reverse_primer.footprint,
-                        amplicon.seq,
-                    ),
-                    1,
-                ),
-                tmf=tmf,
-                tmr=tmr,
-                GC=int(amplicon.gc() * 100),
-                *map(int, divmod(extension_time_PfuSso7d, 60)),
-            )
-        ).strip()
-
-    return _pretty_str(f)
    
-
-
-
-pfu_sso7d_program = dbd_program
-
-
-
    
-[docs]
-def Q5(primer: str, *args, **kwargs):
-    """For Q5 Ta they take the lower of the two Tms and add 1C
-    (up to 72C). For Phusion they take the lower of the two
-    and add 3C (up to 72C).
-    """
-    raise NotImplementedError
    
-
-
-
-
    
-[docs]
-def tmbresluc(primer: str, *args, primerc=500.0, saltc=50, **kwargs):
-    """Returns the tm for a primer using a formula adapted to polymerases
-    with a DNA binding domain, such as the Phusion polymerase.
-
-    Parameters
-    ----------
-
-    primer : string
-        primer sequence 5'-3'
-
-    primerc : float
-       primer concentration in nM), set to 500.0 nm by default.
-
-    saltc : float, optional
-       Monovalent cation concentration in mM, set to 50.0 mM by default.
-
-    thermodynamics : bool, optional
-        prints details of the thermodynamic data to stdout. For
-        debugging only.
-
-    Returns
-    -------
-    tm : float
-        the tm of the primer
-
-    """
-
-    from . import _thermodynamic_data
-
-    saltc = float(saltc) / 1000
-    pri = primerc / 1e9
-    dS = -12.4
-    dH = -3400
-
-    STR = primer.lower()
-
-    for i in range(len(STR) - 1):
-        n1 = ord(STR[i])
-        n2 = ord(STR[i + 1])
-        dH += _thermodynamic_data.dHBr[n1 - 97][n2 - 97]
-        dS += _thermodynamic_data.dSBr[n1 - 97][n2 - 97]
-
-    tm = (dH / (1.9872 * _math.log(pri / 1600) + dS) + (16.6 * _math.log(saltc)) / _math.log(10)) - 273.15
-
-    return tm
    
-
-
-
-if __name__ == "__main__":
-    import os as _os
-
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_modules/pydna/utils.html b/_modules/pydna/utils.html
deleted file mode 100644
index f1e111d8..00000000
--- a/_modules/pydna/utils.html
+++ /dev/null
@@ -1,880 +0,0 @@
-
-
-
-  
-  
-  pydna.utils — pydna 0.0.0.post1+bc08a36 documentation
-      
-      
-
-  
-  
-  
-        
-        
-        
-        
-        
-    
-    
-     
-
-
- 
-  
    
-    
-
-    
    
-
-      
    
-        
    
-          
    
-  
-  
    
-
    
-          
    
-           
    
-             
-  
    Source code for pydna.utils
    -#!/usr/bin/env python3
-# -*- coding: utf-8 -*-
-# Copyright 2013-2023 by Björn Johansson.  All rights reserved.
-# This code is part of the Python-dna distribution and governed by its
-# license.  Please see the LICENSE.txt file that should have been included
-# as part of this package.
-"""Miscellaneous functions."""
-
-from Bio.Data.IUPACData import ambiguous_dna_complement as _ambiguous_dna_complement
-from Bio.Seq import _maketrans
-import shelve as _shelve
-import os as _os
-import re as _re
-import logging as _logging
-import base64 as _base64
-import pickle as _pickle
-import hashlib as _hashlib
-import keyword as _keyword
-import collections as _collections
-import itertools as _itertools
-from copy import deepcopy as _deepcopy
-from typing import Union as _Union
-
-import sys as _sys
-import re
-import itertools
-import random
-import subprocess as _subprocess
-from bisect import bisect as _bisect
-from math import ceil as _ceil
-
-from pydna.codon import weights as _weights
-from pydna.codon import rare_codons as _rare_codons
-
-from Bio.SeqFeature import SimpleLocation as _sl
-from Bio.SeqFeature import CompoundLocation as _cl
-
-_module_logger = _logging.getLogger("pydna." + __name__)
-_ambiguous_dna_complement.update({"U": "A"})
-_complement_table = _maketrans(_ambiguous_dna_complement)
-
-
-
    
-[docs]
-def three_frame_orfs(
-    dna: str,
-    limit: int = 100,
-    startcodons: tuple = ("ATG",),
-    stopcodons: tuple = ("TAG", "TAA", "TGA"),
-    # startcodons: tuple[str, ...] = ("ATG",),
-    # stopcodons: tuple[str, ...] = ("TAG", "TAA", "TGA"),
-):
-    """Overlapping orfs in three frames."""
-    # breakpoint()
-    limit = _ceil(limit / 3) - 1
-    dna = dna.upper()
-
-    orfs = []
-
-    for frame in (0, 1, 2):
-
-        codons = [dna[i : i + 3] for i in range(frame, len(dna), 3)]
-
-        startdindices = [i for i, cd in enumerate(codons) if cd in startcodons]
-        stopdindices = [i for i, cd in enumerate(codons) if cd in stopcodons]
-
-        for startindex in startdindices:
-            try:
-                stopindex = stopdindices[_bisect(stopdindices, startindex)]
-            except IndexError:
-                pass
-            else:
-                if stopindex - startindex >= limit:
-                    orfs.append((frame, startindex * 3 + frame, (stopindex + 1) * 3 + frame))
-                # print(stopindex, startindex, limit)
-    return orfs
    
-
-
-
-
    
-[docs]
-def shift_location(original_location, shift, lim):
-    """docstring."""
-    newparts = []
-    strand = original_location.strand
-
-    for part in original_location.parts:
-        new_start = (part.start + shift) % lim
-        new_end = (part.end + shift) % lim or lim
-        old_start, old_end = (newparts[-1].start, newparts[-1].end) if len(newparts) else (None, None)
-
-        # The "join with old" cases are for features with multiple parts
-        # in which consecutive parts do not have any bases between them.
-        # This type of feature is generated to represent a feature that
-        # spans the origin of a circular sequence. See more details in
-        # https://github.com/BjornFJohansson/pydna/issues/195
-
-        if len(part) == 0:
-            newparts.append(_sl(new_start, new_start, strand))
-            continue
-        # Join with old, case 1
-        elif strand != -1 and old_end == new_start:
-            part = newparts.pop()
-            part._end = new_end
-            new_start = part.start
-        # Join with old, case 2
-        elif strand == -1 and old_start == new_end:
-            part = newparts.pop()
-            part._start = new_start
-            new_end = part.end
-        if new_start < new_end:
-            newparts.append(_sl(new_start, new_end, strand))
-        else:
-            parttuple = (_sl(new_start, lim, strand), _sl(0, new_end, strand))
-            newparts.extend(parttuple if strand != -1 else parttuple[::-1])
-    try:
-        newloc = _cl(newparts)
-    except ValueError:
-        newloc, *n = newparts
-    assert len(newloc) == len(original_location)
-    return newloc
    
-
-
-
-# def shift_feature(feature, shift, lim):
-#     """Return a new feature with shifted location."""
-#     # TODO: Missing tests
-#     new_location = shift_location(feature.location, shift, lim)
-#     new_feature = _deepcopy(feature)
-#     new_feature.location = new_location
-#     return new_feature
-
-
-
    
-[docs]
-def shift_feature(feature, shift, lim):
-    """Return a new feature with shifted location."""
-    # TODO: Missing tests
-    new_location = shift_location(feature.location, shift, lim)
-    new_feature = _deepcopy(feature)
-    new_feature.location = new_location
-    return new_feature
    
-
-
-
-# def smallest_rotation(s):
-#     """Smallest rotation of a string.
-
-#     Algorithm described in Pierre Duval, Jean. 1983. Factorizing Words
-#     over an Ordered Alphabet. Journal of Algorithms & Computational Technology
-#     4 (4) (December 1): 363–381. and Algorithms on strings and sequences based
-#     on Lyndon words, David Eppstein 2011.
-#     https://gist.github.com/dvberkel/1950267
-
-#     Examples
-#     --------
-#     >>> from pydna.utils import smallest_rotation
-#     >>> smallest_rotation("taaa")
-#     'aaat'
-
-#     """
-#     prev, rep = None, 0
-#     ds = _array("u", 2 * s)
-#     lens, lends = len(s), len(ds)
-#     old = 0
-#     k = 0
-#     w = ""
-#     while k < lends:
-#         i, j = k, k + 1
-#         while j < lends and ds[i] <= ds[j]:
-#             i = (ds[i] == ds[j]) and i + 1 or k
-#             j += 1
-#         while k < i + 1:
-#             k += j - i
-#             prev = w
-#             w = ds[old:k]
-#             old = k
-#             if w == prev:
-#                 rep += 1
-#             else:
-#                 prev, rep = w, 1
-#             if len(w) * rep == lens:
-#                 return "".join(w * rep)
-
-
-
    
-[docs]
-def smallest_rotation(s):
-    """Smallest rotation of a string.
-
-    Algorithm described in Pierre Duval, Jean. 1983. Factorizing Words
-    over an Ordered Alphabet. Journal of Algorithms & Computational Technology
-    4 (4) (December 1): 363–381. and Algorithms on strings and sequences based
-    on Lyndon words, David Eppstein 2011.
-    https://gist.github.com/dvberkel/1950267
-
-    Examples
-    --------
-    >>> from pydna.utils import smallest_rotation
-    >>> smallest_rotation("taaa")
-    'aaat'
-    """
-    from pydivsufsort import min_rotation
-
-    k = min_rotation(bytes(s, "ascii"))
-    return s[k:] + s[:k]
    
-
-
-
-
    
-[docs]
-def cai(seq: str, organism: str = "sce", weights: dict = _weights):
-    """docstring."""
-    from cai2 import CAI as _CAI
-
-    return round(_CAI(seq.upper(), weights=weights[organism]), 3)
    
-
-
-
-
    
-[docs]
-def rarecodons(seq: str, organism="sce"):
-    """docstring."""
-    rare = _rare_codons[organism]
-    s = seq.upper()
-    slices = []
-    for i in range(0, len(seq) // 3):
-        x, y = i * 3, i * 3 + 3
-        trip = s[x:y]
-        if trip in rare:
-            slices.append(slice(x, y, 1))
-    return slices
    
-
-
-
-
    
-[docs]
-def express(seq: str, organism="sce"):
-    """docstring.
-
-    **NOT IMPLEMENTED YET**
-    """
-    # x = _PrettyTable(["cds", "len", "cai", "gc", "sta", "stp", "n-end"] + _rare_codons[organism] + ["rare"])
-    # val = []
-
-    # val.append(f"{self._data.upper().decode('ASCII')[:3]}..." f"{self._data.upper().decode('ASCII')[-3:]}")
-    # val.append(len(self) / 3)
-    # val.append(cai(organism))
-    # val.append(gc())
-    # val.append(startcodon())
-    # val.append(stopcodon())
-    # val.append(_n_end[organism].get(_seq3(self[3:6].translate())))
-    # s = self._data.upper().decode("ASCII")
-    # trps = [s[i * 3 : i * 3 + 3] for i in range(0, len(s) // 3)]
-    # tot = 0
-    # for cdn in _rare_codons[organism]:
-    #     cnt = trps.count(cdn)
-    #     tot += cnt
-    #     val.append(cnt)
-    # val.append(round(tot / len(trps), 3))
-    # x.add_row(val)
-    # return x
-    raise NotImplementedError
    
-
-
-
-
    
-[docs]
-def open_folder(pth):
-    """docstring."""
-    if _sys.platform == "win32":
-        _subprocess.run(["start", pth], shell=True)
-    elif _sys.platform == "darwin":
-        _subprocess.run(["open", pth])
-    else:
-        try:
-            _subprocess.run(["xdg-open", pth])
-        except OSError:
-            return "no cache to open."
    
-
-
-
-
    
-[docs]
-def rc(sequence: str):
-    """Reverse complement.
-
-    accepts mixed DNA/RNA
-    """
-    return sequence.translate(_complement_table)[::-1]
    
-
-
-
-
    
-[docs]
-def complement(sequence: str):
-    """Complement.
-
-    accepts mixed DNA/RNA
-    """
-    return sequence.translate(_complement_table)
    
-
-
-
-
    
-[docs]
-def memorize(filename):
-    """Cache functions and classes.
-
-    see pydna.download
-    """
-
-    def decorator(f):
-        def wrappee(*args, **kwargs):
-            _module_logger.info("#### memorizer ####")
-            _module_logger.info("cache filename                   = %s", filename)
-            _module_logger.info(
-                "os.environ['pydna_cached_funcs'] = %s",
-                _os.getenv("pydna_cached_funcs", ""),
-            )
-            if filename not in _os.getenv("pydna_cached_funcs", ""):
-                _module_logger.info("cache filename not among cached functions, made it new!")
-                return f(*args, **kwargs)
-            key = _base64.urlsafe_b64encode(_hashlib.sha1(_pickle.dumps((args, kwargs))).digest()).decode("ascii")
-            _module_logger.info("key = %s", key)
-            cache = _shelve.open(
-                _os.path.join(_os.environ["pydna_data_dir"], identifier_from_string(filename)),
-                writeback=False,
-            )
-            try:
-                result = cache[key]
-            except KeyError:
-                _module_logger.info(
-                    "no result for key %s in shelve %s",
-                    key,
-                    identifier_from_string(filename),
-                )
-                result = f(*args, **kwargs)
-                _module_logger.info("made it new!")
-                cache[key] = result
-                _module_logger.info("saved result under key %s", key)
-            else:
-                _module_logger.info("found %s in cache", key)
-            cache.close()
-            return result
-
-        return wrappee
-
-    return decorator
    
-
-
-
-
    
-[docs]
-def identifier_from_string(s: str) -> str:
-    """Return a valid python identifier.
-
-    based on the argument s or an empty string
-    """
-    s = s.strip()
-    s = _re.sub(r"\s+", r"_", s)
-    s.replace("-", "_")
-    s = _re.sub("[^0-9a-zA-Z_]", "", s)
-    if s and not s[0].isidentifier() or _keyword.iskeyword(s):
-        s = "_{s}".format(s=s)
-    assert s == "" or s.isidentifier()
-    return s
    
-
-
-
-
    
-[docs]
-def flatten(*args):
-    """Flattens an iterable of iterables.
-
-    Down to str, bytes, bytearray or any of the pydna or Biopython seq objects
-    """
-    output = []
-    args = list(args)
-    while args:
-        top = args.pop()
-        if (
-            isinstance(top, _collections.abc.Iterable)
-            and not isinstance(top, (str, bytes, bytearray))
-            and not hasattr(top, "reverse_complement")
-        ):
-            args.extend(top)
-        else:
-            output.append(top)
-    return output[::-1]
    
-
-
-
-
    
-[docs]
-def seq31(seq):
-    """Turn a three letter code protein sequence into one with one letter code.
-
-    The single input argument 'seq' should be a protein sequence using single
-    letter codes, as a python string.
-
-    This function returns the amino acid sequence as a string using the one
-    letter amino acid codes. Output follows the IUPAC standard (including
-    ambiguous characters B for "Asx", J for "Xle" and X for "Xaa", and also U
-    for "Sel" and O for "Pyl") plus "Ter" for a terminator given as an
-    asterisk.
-
-    Any unknown
-    character (including possible gap characters), is changed into 'Xaa'.
-
-    Examples
-    --------
-    >>> from Bio.SeqUtils import seq3
-    >>> seq3("MAIVMGRWKGAR*")
-    'MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer'
-    >>> from pydna.utils import seq31
-    >>> seq31('MetAlaIleValMetGlyArgTrpLysGlyAlaArgTer')
-    'M  A  I  V  M  G  R  W  K  G  A  R  *'
-    """
-    threecode = {
-        "Ala": "A",
-        "Asx": "B",
-        "Cys": "C",
-        "Asp": "D",
-        "Glu": "E",
-        "Phe": "F",
-        "Gly": "G",
-        "His": "H",
-        "Ile": "I",
-        "Lys": "K",
-        "Leu": "L",
-        "Met": "M",
-        "Asn": "N",
-        "Pro": "P",
-        "Gln": "Q",
-        "Arg": "R",
-        "Ser": "S",
-        "Thr": "T",
-        "Val": "V",
-        "Trp": "W",
-        "Tyr": "Y",
-        "Glx": "Z",
-        "Xaa": "X",
-        "Ter": "*",
-        "Sel": "U",
-        "Pyl": "O",
-        "Xle": "J",
-    }
-
-    nr_of_codons = int(len(seq) / 3)
-    sequence = [seq[i * 3 : i * 3 + 3].title() for i in range(nr_of_codons)]
-    padding = " " * 2
-    return padding.join([threecode.get(aa, "X") for aa in sequence])
    
-
-
-
-
    
-[docs]
-def randomRNA(length, maxlength=None):
-    """docstring."""
-    if maxlength and maxlength > length:
-        length = int(round(random.triangular(length, maxlength)))
-    return "".join([random.choice("GAUC") for x in range(length)])
    
-
-
-
-
    
-[docs]
-def randomDNA(length, maxlength=None):
-    """docstring."""
-    if maxlength and maxlength > length:
-        length = int(round(random.triangular(length, maxlength)))
-    return "".join([random.choice("GATC") for x in range(length)])
    
-
-
-
-
    
-[docs]
-def randomORF(length, maxlength=None):
-    """docstring."""
-    length -= 2
-    if maxlength and maxlength > length:
-        length = int(round(random.triangular(length, maxlength - 2)))
-
-    cdns = (
-        "TTT",
-        "TTC",
-        "TTA",
-        "TTG",
-        "TCT",
-        "TCC",
-        "TCA",
-        "TCG",
-        "TAT",
-        "TAC",
-        "TGT",
-        "TGC",
-        "TGG",
-        "CTT",
-        "CTC",
-        "CTA",
-        "CTG",
-        "CCT",
-        "CCC",
-        "CCA",
-        "CCG",
-        "CAT",
-        "CAC",
-        "CAA",
-        "CAG",
-        "CGT",
-        "CGC",
-        "CGA",
-        "CGG",
-        "ATT",
-        "ATC",
-        "ATA",
-        "ATG",
-        "ACT",
-        "ACC",
-        "ACA",
-        "ACG",
-        "AAT",
-        "AAC",
-        "AAA",
-        "AAG",
-        "AGT",
-        "AGC",
-        "AGA",
-        "AGG",
-        "GTT",
-        "GTC",
-        "GTA",
-        "GTG",
-        "GCT",
-        "GCC",
-        "GCA",
-        "GCG",
-        "GAT",
-        "GAC",
-        "GAA",
-        "GAG",
-        "GGT",
-        "GGC",
-        "GGA",
-        "GGG",
-    )
-
-    starts = ("ATG",)
-    stops = ("TAA", "TAG", "TGA")
-
-    return random.choice(starts) + "".join([random.choice(cdns) for x in range(length)]) + random.choice(stops)
    
-
-
-
-
    
-[docs]
-def randomprot(length, maxlength=None):
-    """docstring."""
-    if maxlength and maxlength > length:
-        length = int(round(random.triangular(length, maxlength)))
-    return "".join([random.choice("ACDEFGHIKLMNPQRSTVWY") for x in range(length)])
    
-
-
-
-
    
-[docs]
-def eq(*args, **kwargs):
-    """Compare two or more DNA sequences for equality.
-
-    Compares two or more DNA sequences for equality i.e. if they
-    represent the same double stranded DNA molecule.
-
-    Parameters
-    ----------
-    args : iterable
-        iterable containing sequences
-        args can be strings, Biopython Seq or SeqRecord, Dseqrecord
-        or dsDNA objects.
-    circular : bool, optional
-        Consider all molecules circular or linear
-    linear : bool, optional
-        Consider all molecules circular or linear
-
-    Returns
-    -------
-    eq : bool
-        Returns True or False
-
-    Notes
-    -----
-    Compares two or more DNA sequences for equality i.e. if they
-    represent the same DNA molecule.
-
-    Two linear sequences are considiered equal if either:
-
-    1. They have the same sequence (case insensitive)
-    2. One sequence is the reverse complement of the other
-
-    Two circular sequences are considered equal if they are circular
-    permutations meaning that they have the same length and:
-
-    1. One sequence can be found in the concatenation of the other sequence with itself.
-    2. The reverse complement of one sequence can be found in the concatenation of the other sequence with itself.
-
-    The topology for the comparison can be set using one of the keywords
-    linear or circular to True or False.
-
-    If circular or linear is not set, it will be deduced from the topology of
-    each sequence for sequences that have a linear or circular attribute
-    (like Dseq and Dseqrecord).
-
-    Examples
-    --------
-    >>> from pydna.dseqrecord import Dseqrecord
-    >>> from pydna.utils import eq
-    >>> eq("aaa","AAA")
-    True
-    >>> eq("aaa","AAA","TTT")
-    True
-    >>> eq("aaa","AAA","TTT","tTt")
-    True
-    >>> eq("aaa","AAA","TTT","tTt", linear=True)
-    True
-    >>> eq("Taaa","aTaa", linear = True)
-    False
-    >>> eq("Taaa","aTaa", circular = True)
-    True
-    >>> a=Dseqrecord("Taaa")
-    >>> b=Dseqrecord("aTaa")
-    >>> eq(a,b)
-    False
-    >>> eq(a,b,circular=True)
-    True
-    >>> a=a.looped()
-    >>> b=b.looped()
-    >>> eq(a,b)
-    True
-    >>> eq(a,b,circular=False)
-    False
-    >>> eq(a,b,linear=True)
-    False
-    >>> eq(a,b,linear=False)
-    True
-    >>> eq("ggatcc","GGATCC")
-    True
-    >>> eq("ggatcca","GGATCCa")
-    True
-    >>> eq("ggatcca","tGGATCC")
-    True
-    """
-    args = flatten(args)  # flatten
-
-    topology = None
-
-    if "linear" in kwargs:
-        if kwargs["linear"] is True:
-            topology = "linear"
-        if kwargs["linear"] is False:
-            topology = "circular"
-    elif "circular" in kwargs:
-        if kwargs["circular"] is True:
-            topology = "circular"
-        if kwargs["circular"] is False:
-            topology = "linear"
-    else:
-        topology = set([arg.circular if hasattr(arg, "circular") else None for arg in args])
-
-        if len(topology) != 1:
-            raise ValueError("sequences have different topologies")
-        topology = topology.pop()
-        if topology in (False, None):
-            topology = "linear"
-        elif topology is True:
-            topology = "circular"
-
-    args = [arg.seq if hasattr(arg, "seq") else arg for arg in args]
-    args_string_list = [arg.watson.lower() if hasattr(arg, "watson") else str(arg).lower() for arg in args]
-
-    length = set((len(s) for s in args_string_list))
-
-    if len(length) != 1:
-        return False
-    same = True
-
-    if topology == "circular":
-        # force circular comparison of all given sequences
-        for s1, s2 in _itertools.combinations(args_string_list, 2):
-            if not (s1 in s2 + s2 or rc(s1) in s2 + s2):
-                same = False
-    elif topology == "linear":
-        # force linear comparison of all given sequences
-        for s1, s2 in _itertools.combinations(args_string_list, 2):
-            if not (s1 == s2 or s1 == rc(s2)):
-                same = False
-    return same
    
-
-
-
-# def cuts_overlap(left_cut, right_cut, seq_len):
-#     # Special cases:
-#     if left_cut is None or right_cut is None or left_cut == right_cut:
-#         return False
-
-#     # This block of code would not be necessary if the cuts were
-#     # initially represented like this
-#     (left_watson, left_ovhg), _ = left_cut
-#     (right_watson, right_ovhg), _ = right_cut
-#     # Position of the cut on the crick strands on the left and right
-#     left_crick = left_watson - left_ovhg
-#     right_crick = right_watson - right_ovhg
-#     if left_crick >= seq_len:
-#         left_crick -= seq_len
-#         left_watson -= seq_len
-#     if right_crick >= seq_len:
-#         right_crick -= seq_len
-#         right_watson -= seq_len
-
-#     # Convert into ranges x and y and see if ranges overlap
-#     x = sorted([left_watson, left_crick])
-#     y = sorted([right_watson, right_crick])
-#     return (x[1] > y[0]) != (y[1] < x[0])
-
-
-# def location_boundaries(loc: _Union[_sl, _cl]):
-#     if loc.strand == -1:
-#         return loc.parts[-1].start, loc.parts[0].end
-#     else:
-#         return loc.parts[0].start, loc.parts[-1].end
-
-
-
    
-[docs]
-def cuts_overlap(left_cut, right_cut, seq_len):
-    # Special cases:
-    if left_cut is None or right_cut is None or left_cut == right_cut:
-        return False
-
-    # This block of code would not be necessary if the cuts were
-    # initially represented like this
-    (left_watson, left_ovhg), _ = left_cut
-    (right_watson, right_ovhg), _ = right_cut
-    # Position of the cut on the crick strands on the left and right
-    left_crick = left_watson - left_ovhg
-    right_crick = right_watson - right_ovhg
-    if left_crick >= seq_len:
-        left_crick -= seq_len
-        left_watson -= seq_len
-    if right_crick >= seq_len:
-        right_crick -= seq_len
-        right_watson -= seq_len
-
-    # Convert into ranges x and y and see if ranges overlap
-    x = sorted([left_watson, left_crick])
-    y = sorted([right_watson, right_crick])
-    return (x[1] > y[0]) != (y[1] < x[0])
    
-
-
-
-
    
-[docs]
-def location_boundaries(loc: _Union[_sl, _cl]):
-    if loc.strand == -1:
-        return loc.parts[-1].start, loc.parts[0].end
-    else:
-        return loc.parts[0].start, loc.parts[-1].end
    
-
-
-
-if __name__ == "__main__":
-    cached = _os.getenv("pydna_cached_funcs", "")
-    _os.environ["pydna_cached_funcs"] = ""
-    import doctest
-
-    doctest.testmod(verbose=True, optionflags=doctest.ELLIPSIS)
-    _os.environ["pydna_cached_funcs"] = cached
-
    
-
-           
    
-          
    
-          
    
-
-  
    
-
-  
    
-    
    © Copyright 2024, Björn F. Johansson.
    
-  
    
-
-  Built with Sphinx using a
-    theme
-    provided by Read the Docs.
-   
-
-
    
-        
    
-      
    
-    
    
-  
    
-   
-
-
-
\ No newline at end of file
diff --git a/_sources/index.rst.txt b/_sources/index.rst.txt
deleted file mode 100644
index c38e4902..00000000
--- a/_sources/index.rst.txt
+++ /dev/null
@@ -1,205 +0,0 @@
-Welcome to pydna's documentation!
-=================================
-
-Stuff
-
-
-
-
-Module contents
----------------
-
-.. automodule:: pydna
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.dseq module
------------------
-
-.. automodule:: pydna.dseq
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.dseqrecord module
------------------------
-
-.. automodule:: pydna.dseqrecord
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.amplicon module
----------------------
-
-.. automodule:: pydna.amplicon
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.amplify module
---------------------
-
-.. automodule:: pydna.amplify
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.assembly module
----------------------
-
-.. automodule:: pydna.assembly
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.common_sub_strings module
--------------------------------
-
-.. automodule:: pydna.common_sub_strings
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.contig module
--------------------
-
-.. automodule:: pydna.contig
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.design module
--------------------
-
-.. automodule:: pydna.design
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.download module
----------------------
-
-.. automodule:: pydna.download
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-
-
-pydna.editor module
--------------------
-
-.. automodule:: pydna.editor
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.gel module
-----------------
-
-.. automodule:: pydna.gel
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.genbank module
---------------------
-
-.. automodule:: pydna.genbank
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.genbankfile module
-------------------------
-
-.. automodule:: pydna.genbankfile
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.genbankfixer module
--------------------------
-
-.. automodule:: pydna.genbankfixer
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.genbankrecord module
---------------------------
-
-.. automodule:: pydna.genbankrecord
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.myprimers module
-----------------------
-
-.. automodule:: pydna.myprimers
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.parsers module
---------------------
-
-.. automodule:: pydna.parsers
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.primer module
--------------------
-
-.. automodule:: pydna.primer
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.readers module
---------------------
-
-.. automodule:: pydna.readers
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.seqrecord module
-----------------------
-
-.. automodule:: pydna.seqrecord
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.tm module
----------------
-
-.. automodule:: pydna.tm
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-pydna.utils module
-------------------
-
-.. automodule:: pydna.utils
-    :members:
-    :undoc-members:
-    :show-inheritance:
-
-
-
-
-
-
-Indices and tables
-==================
-
-* :ref:`genindex`
-* :ref:`modindex`
-* :ref:`search`
diff --git a/_static/BMC.png b/_static/BMC.png
deleted file mode 100644
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diff --git a/_static/_sphinx_javascript_frameworks_compat.js b/_static/_sphinx_javascript_frameworks_compat.js
deleted file mode 100644
index 81415803..00000000
--- a/_static/_sphinx_javascript_frameworks_compat.js
+++ /dev/null
@@ -1,123 +0,0 @@
-/* Compatability shim for jQuery and underscores.js.
- *
- * Copyright Sphinx contributors
- * Released under the two clause BSD licence
- */
-
-/**
- * small helper function to urldecode strings
- *
- * See https://developer.mozilla.org/en-US/docs/Web/JavaScript/Reference/Global_Objects/decodeURIComponent#Decoding_query_parameters_from_a_URL
- */
-jQuery.urldecode = function(x) {
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-/**
- * small helper function to urlencode strings
- */
-jQuery.urlencode = encodeURIComponent;
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-/**
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-        s = document.location.search;
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-        var key = jQuery.urldecode(tmp[0]);
-        var value = jQuery.urldecode(tmp[1]);
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-/**
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- * span elements with the given class name.
- */
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-            });
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-};
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- * backward compatibility for jQuery.browser
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- */
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-    jQuery.browser = {};
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diff --git a/_static/basic.css b/_static/basic.css
deleted file mode 100644
index f316efcb..00000000
--- a/_static/basic.css
+++ /dev/null
@@ -1,925 +0,0 @@
-/*
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    " ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + " \"Open\n", + "" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -63,7 +72,18 @@ }, { "cell_type": "code", - "execution_count": 1, + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "#Install pydna for colab.\n", + "%%capture\n", + "!pip install pydna" + ] + }, + { + "cell_type": "code", + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -72,7 +92,7 @@ }, { "cell_type": "code", - "execution_count": 2, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -81,7 +101,7 @@ }, { "cell_type": "code", - "execution_count": 3, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -97,7 +117,7 @@ }, { "cell_type": "code", - "execution_count": 4, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -109,7 +129,7 @@ "Gbnk(o9637 KC562906.1)" ] }, - "execution_count": 4, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -120,7 +140,7 @@ }, { "cell_type": "code", - "execution_count": 5, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -131,7 +151,7 @@ "CTTA..AGTT" ] }, - "execution_count": 5, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -142,7 +162,7 @@ }, { "cell_type": "code", - "execution_count": 6, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -151,7 +171,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -166,7 +186,7 @@ }, { "cell_type": "code", - "execution_count": 8, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -175,7 +195,7 @@ }, { "cell_type": "code", - "execution_count": 9, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -187,7 +207,7 @@ "Gbnk(-3140 Z72979.1)" ] }, - "execution_count": 9, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -198,7 +218,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -209,7 +229,7 @@ "TACT..TTTT" ] }, - "execution_count": 10, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -220,7 +240,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -229,7 +249,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -245,7 +265,7 @@ }, { "cell_type": "code", - "execution_count": 13, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -259,7 +279,7 @@ " 3ACAAGTCATTAAGTC...GACCTTTTCTGAGAGTAGATT5" ] }, - "execution_count": 13, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -270,7 +290,7 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -279,7 +299,7 @@ }, { "cell_type": "code", - "execution_count": 15, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -288,7 +308,7 @@ }, { "cell_type": "code", - "execution_count": 16, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -297,7 +317,7 @@ "(Dseqrecord(-7), Dseqrecord(-1819), Dseqrecord(-11))" ] }, - "execution_count": 16, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -308,7 +328,7 @@ }, { "cell_type": "code", - "execution_count": 17, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -319,7 +339,7 @@ " GAGA..ATTCCTAG" ] }, - "execution_count": 17, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -330,7 +350,7 @@ }, { "cell_type": "code", - "execution_count": 18, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -339,7 +359,7 @@ }, { "cell_type": "code", - "execution_count": 19, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -350,7 +370,7 @@ " AGGG..TTTTCTAG" ] }, - "execution_count": 19, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -361,7 +381,7 @@ }, { "cell_type": "code", - "execution_count": 20, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -370,7 +390,7 @@ }, { "cell_type": "code", - "execution_count": 21, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -379,7 +399,7 @@ }, { "cell_type": "code", - "execution_count": 22, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -388,7 +408,7 @@ "'t9fs_9UvEuD-Ankyy8XEr1hD5DQ'" ] }, - "execution_count": 22, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -399,7 +419,7 @@ }, { "cell_type": "code", - "execution_count": 23, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -461,7 +481,7 @@ }, { "cell_type": "code", - "execution_count": 24, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -477,7 +497,7 @@ }, { "cell_type": "code", - "execution_count": 25, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -486,7 +506,7 @@ }, { "cell_type": "code", - "execution_count": 26, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -495,7 +515,7 @@ }, { "cell_type": "code", - "execution_count": 27, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -509,7 +529,7 @@ " 3agtcgtaaaatccatttaaggc...ctgtcctacgactagtcgctgta5" ] }, - "execution_count": 27, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -520,7 +540,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -529,7 +549,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -538,7 +558,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -550,7 +570,7 @@ "File(pGREG505)(o9465)" ] }, - "execution_count": 30, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -561,7 +581,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -570,7 +590,7 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -579,7 +599,7 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -588,7 +608,7 @@ "(Dseqrecord(-8301), Dseqrecord(-1172))" ] }, - "execution_count": 41, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -599,7 +619,7 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -615,7 +635,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -624,7 +644,7 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -637,7 +657,7 @@ "algorithm..: common_sub_strings" ] }, - "execution_count": 44, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -648,7 +668,7 @@ }, { "cell_type": "code", - "execution_count": 52, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -664,7 +684,7 @@ }, { "cell_type": "code", - "execution_count": 53, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -673,7 +693,7 @@ }, { "cell_type": "code", - "execution_count": 55, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -682,7 +702,7 @@ "True" ] }, - "execution_count": 55, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -693,7 +713,7 @@ }, { "cell_type": "code", - "execution_count": 56, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -702,7 +722,7 @@ }, { "cell_type": "code", - "execution_count": 57, + "execution_count": null, "metadata": {}, "outputs": [], "source": [ @@ -711,7 +731,7 @@ }, { "cell_type": "code", - "execution_count": 58, + "execution_count": null, "metadata": {}, "outputs": [ { @@ -720,7 +740,7 @@ "'0R8hr15t-psjHVuuTj_JufGxOPg'" ] }, - "execution_count": 58, + "execution_count": null, "metadata": {}, "output_type": "execute_result" } @@ -731,7 +751,7 @@ }, { "cell_type": "code", - "execution_count": 59, + "execution_count": null, "metadata": {}, "outputs": [ { diff --git a/docs/notebooks/CRISPR.ipynb b/docs/notebooks/CRISPR.ipynb index 9d9249e7..1cc5ba3e 100644 --- a/docs/notebooks/CRISPR.ipynb +++ b/docs/notebooks/CRISPR.ipynb @@ -54,32 +54,55 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cutting with enzyme 1: (Dseqrecord(-17), Dseqrecord(-6))\n", + "protospacer: GTTACTTTACCCGACGTCCC\n", + "cutting with enzyme 2: (Dseqrecord(-17), Dseqrecord(-6))\n", + "cutting with no PAM in target: ()\n" + ] + } + ], "source": [ - "# Defining the target sequence\n", - "sequence = Dseqrecord(\"GTTACTTTACCCGACGTCCCCGG\")\n", + "from pydna.dseqrecord import Dseqrecord\n", + "from pydna.crispr import cas9, protospacer\n", + "\n", + "# <----protospacer---><-------scaffold----------------->\n", + "guide = \"GTTACTTTACCCGACGTCCCgttttagagctagaaatagcaagttaaaataagg\"\n", + "target = \"GTTACTTTACCCGACGTCCCaGG\"\n", + "# <->\n", + "# PAM\n", + "\n", + "# Create an enzyme object with the protospacer\n", + "enzyme = cas9(\"GTTACTTTACCCGACGTCCC\")\n", + "\n", + "target_dseq = Dseqrecord(target)\n", + "\n", + "# Cut using the enzyme\n", + "print('cutting with enzyme 1:', target_dseq.cut(enzyme))\n", + "\n", + "\n", + "# Get the protospacer from the full gRNA sequence\n", + "gRNA_protospacers = protospacer(Dseqrecord(guide), cas=cas9)\n", + "# Print the protospacer (it's a list because often plasmids contain multiple gRNAs)\n", + "print('protospacer:', gRNA_protospacers[0])\n", + "gRNA_protospacer = gRNA_protospacers[0]\n", + "\n", + "# Create an enzyme from the protospacer\n", + "enzyme2 = cas9(gRNA_protospacer)\n", + "\n", + "# Simulate the cut\n", + "print('cutting with enzyme 2:', target_dseq.cut(enzyme2))\n", "\n", - "# Defining the guide RNA sequence\n", - "gRNA_sequence = protospacer(guide_construct = sequence, cas=cas9)\n", - "print(gRNA_sequence)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# Initializing the Cas9 protein\n", - "enzyme = cas9(protospacer=gRNA_sequence[0])\n", "\n", - "# Simulating the CRISPR-Cas9 cut by searching for the cut sites\n", - "cas9_sites = enzyme.search(sequence)\n", - "print(len(cas9_sites))\n", + "# Note that without the PAM, the cut will not be made.\n", "\n", - "# The cas9_sites will contain the fragments resulting from the cut\n", - "for fragment in cas9_sites:\n", - " print(fragment.format(\"fasta\"))" + "target_noPAM_dseq = Dseqrecord(\"GTTACTTTACCCGACGTCCCaaa\")\n", + "print(\"cutting with no PAM in target:\", target_noPAM_dseq.cut(enzyme2))" ] } ], diff --git a/docs/notebooks/Example_CRISPR.ipynb b/docs/notebooks/Example_CRISPR.ipynb new file mode 100644 index 00000000..9e0d64e8 --- /dev/null +++ b/docs/notebooks/Example_CRISPR.ipynb @@ -0,0 +1,268 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Implementation of Oligonucleotide-based CRISPR-Cas9 toolbox for efficient engineering of Komagataella phaffii \n", + "\n", + "\n", + "In this example we wanted to give a real life intuition on how to use the module in practice. \n", + "\n", + "For this purpose we have chosen to use the oligonucleotide-based CRISPR-Cas9 toolbox that i described \n", + "here by Strucko et al 2024, in the industrially relevant K. phaffi production organism: \n", + "\n", + "https://academic.oup.com/femsyr/article/doi/10.1093/femsyr/foae026/7740463?login=false " + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "" + ], + "text/plain": [ + "" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from IPython.display import Image\n", + "Image(url=\"https://oup.silverchair-cdn.com/oup/backfile/Content_public/Journal/femsyr/24/10.1093_femsyr_foae026/1/m_foae026fig3.jpeg?Expires=1730974846&Signature=iBKvkhkUn1823IljQ~1uFEnKO0VqWrwiXADvCwQLz6Yv8yDEAFkgt~tsLrXKFTmGYIq3ZINcj5a5yNgs4cP4NeCvRcQh7Ad~1ZejIwNrjqw51CJhGcZWPzz~NDr93QVLZZd2Re41cJNFKFmEu756KxrHQxwKTQe2QPMPfiKBvhvo8J28PERj3vNjZ3LQRsFp9qUPpdsZEyWIiNY92jsuy448YyuaGCgaC2ExGDLeuArTEJmq8gtb0QnTPV0dEdtoxIfZpgavdvO~QyqikjCLj6hebUYU1lH7StuS8oqCQE82CXO0IUcjYF6m2Lb0evXhqdLDQe90M-NrKjzNRmBA0A__&Key-Pair-Id=APKAIE5G5CRDK6RD3PGA\")" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Figure 1. oligo assisted repair in K. phaffi. " + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + "- Basically we can make two cuts in the genome, and repair it with an oligo (Figure 1A, 1B).\n", + "\n", + "\n", + "- We can start by loading in our target. Here we have integrated LAC12 in our K. phaffi strain but want to knock it out. \n", + "\n", + "\n", + "- Let's see how this can be implemented in pydna\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "\n", + " \"Open\n", + "" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "#Install pydna for colab.\n", + "%%capture\n", + "!pip install git+https://github.com/BjornFJohansson/pydna.git@dev_bjorn" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Import the gene we are going to work with" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dseqrecord\n", + "circular: False\n", + "size: 7127\n", + "ID: X06997.1\n", + "Name: X06997\n", + "Description: Kluyveromyces lactis LAC12 gene for lactose permease\n", + "Number of features: 8\n", + "/molecule_type=DNA\n", + "/topology=linear\n", + "/data_file_division=PLN\n", + "/date=25-JUL-2016\n", + "/accessions=['X06997']\n", + "/sequence_version=1\n", + "/keywords=['lactose permease', 'unidentified reading frame']\n", + "/source=Kluyveromyces lactis\n", + "/organism=Kluyveromyces lactis\n", + "/taxonomy=['Eukaryota', 'Fungi', 'Dikarya', 'Ascomycota', 'Saccharomycotina', 'Saccharomycetes', 'Saccharomycetales', 'Saccharomycetaceae', 'Kluyveromyces']\n", + "/references=[Reference(title='Primary structure of the lactose permease gene from the yeast Kluyveromyces lactis. Presence of an unusual transcript structure', ...), Reference(title='Direct Submission', ...)]\n", + "/comment=the sequence submitted starts from the 5'end of LAC4 gene but goes\n", + "to the opposite direction; therefore, base number 1 is -1199 of\n", + "LAC4 gene; for LAC4 gene seq. see\n", + "Mol. Cell. Biol. (1987)7,4369-4376.\n", + "Dseq(-7127)\n", + "GCGA..TTCG\n", + "CGCT..AAGC\n" + ] + } + ], + "source": [ + "from pydna.dseqrecord import Dseqrecord\n", + "from pydna.crispr import cas9, protospacer\n", + "from pydna.genbank import Genbank\n", + "\n", + "# initalize your favourite gene\n", + "gb = Genbank(\"myself@email.com\") # Tell Genbank who you are!\n", + "gene = gb.nucleotide(\"X06997\") # Kluyveromyces lactis LAC12 gene for lactose permease that have been integrated into K. phaffi\n", + "target_dseq = Dseqrecord(gene)\n", + "print(target_dseq)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next we have chosen some guides and can add them to our cas9 enzymes and simulate the cuts." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "cutting with guide 1: (Dseqrecord(-135), Dseqrecord(-6992))\n", + "cutting with guide 2: (Dseqrecord(-6793), Dseqrecord(-334))\n" + ] + } + ], + "source": [ + "\n", + "# Choose guides\n", + "guides = [\"CCCTAAGTCCTTTGAAGATT\", \"TATTATTTTGAGGTGCTTTA\"]\n", + "\n", + "# Create an enzyme object with the protospacer\n", + "enzyme = cas9(guides[0])\n", + "\n", + "# Simulate the cut with enzyme1\n", + "print('cutting with guide 1:', target_dseq.cut(enzyme))\n", + "\n", + "# Create an enzyme from the protospacer\n", + "enzyme2 = cas9(guides[1])\n", + "\n", + "# Simulate the cut with enzyme2\n", + "print('cutting with guide 2:', target_dseq.cut(enzyme2))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "With these guides I would be able to generate a stable KO with a repair 60/90mer oligo." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "My repair oligo for this experiment : AGGTGAACACACTCTGATGTAGTGCAGTCCCTAAGTCCTTTGAAGTTACGGACTCCTCGACCGATGCCCTTGAGAGCCTTCAACCCAGTC \n", + "My repair oligo for this experiment length : 90 \n" + ] + } + ], + "source": [ + "repair_oligo = target_dseq.cut(enzyme)[0][-45:]+target_dseq.cut(enzyme2)[-1][:45]\n", + "repair_oligo.name = 'My repair oligo for this experiment'\n", + "print(f'{repair_oligo.name} : {repair_oligo.seq} ')\n", + "print(f'{repair_oligo.name} length : {len(repair_oligo.seq)} ')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The final edit gene would look like this in a case of homologous recombination. \n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/html": [ + "
    name|45\n",
+       "     \\/\n",
+       "     /\\\n",
+       "     45|My repair oligo for this experiment|45\n",
+       "                                            \\/\n",
+       "                                            /\\\n",
+       "                                            45|name
    " + ], + "text/plain": [ + "Contig(-469)" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from pydna.assembly import Assembly\n", + "\n", + "my_KO = Assembly((target_dseq.cut(enzyme)[0],repair_oligo, target_dseq.cut(enzyme2)[-1]), limit = 20 )\n", + "my_assembly_KO, *rest = my_KO.assemble_linear()\n", + "my_assembly_KO" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.9" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} From d46b3d98a893587a8abf45ae3810a69eaa16e4a7 Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Mon, 7 Oct 2024 11:22:51 +0100 Subject: [PATCH 54/84] Updated notebooks (#295) * updated example_restriction (#285) Co-authored-by: Pei-Lun Xie * small fixes (#294) * allow run all on notebooks that have pip install for google colab --------- Co-authored-by: Pei-Lun Xie --- docs/notebooks/CRISPR.ipynb | 12 +- docs/notebooks/Dseq.ipynb | 11 +- docs/notebooks/Dseq_Features.ipynb | 11 +- docs/notebooks/Example_CRISPR.ipynb | 11 +- docs/notebooks/Example_Gibson.ipynb | 11 +- docs/notebooks/Example_Restriction.ipynb | 303 ++++++++----------- docs/notebooks/Gibson.ipynb | 11 +- docs/notebooks/Importing_Seqs.ipynb | 11 +- docs/notebooks/PCR.ipynb | 11 +- docs/notebooks/Restrict_Ligate_Cloning.ipynb | 11 +- 10 files changed, 194 insertions(+), 209 deletions(-) diff --git a/docs/notebooks/CRISPR.ipynb b/docs/notebooks/CRISPR.ipynb index 1cc5ba3e..611f2771 100644 --- a/docs/notebooks/CRISPR.ipynb +++ b/docs/notebooks/CRISPR.ipynb @@ -28,9 +28,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { @@ -54,7 +59,6 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [ { "name": "stdout", diff --git a/docs/notebooks/Dseq.ipynb b/docs/notebooks/Dseq.ipynb index 565bb813..9f3e11e0 100644 --- a/docs/notebooks/Dseq.ipynb +++ b/docs/notebooks/Dseq.ipynb @@ -23,9 +23,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { diff --git a/docs/notebooks/Dseq_Features.ipynb b/docs/notebooks/Dseq_Features.ipynb index cf8a722e..79005c0c 100644 --- a/docs/notebooks/Dseq_Features.ipynb +++ b/docs/notebooks/Dseq_Features.ipynb @@ -30,9 +30,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { diff --git a/docs/notebooks/Example_CRISPR.ipynb b/docs/notebooks/Example_CRISPR.ipynb index 9e0d64e8..c43ad7cb 100644 --- a/docs/notebooks/Example_CRISPR.ipynb +++ b/docs/notebooks/Example_CRISPR.ipynb @@ -75,9 +75,14 @@ "metadata": {}, "outputs": [], "source": [ - "#Install pydna for colab.\n", - "%%capture\n", - "!pip install git+https://github.com/BjornFJohansson/pydna.git@dev_bjorn" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { diff --git a/docs/notebooks/Example_Gibson.ipynb b/docs/notebooks/Example_Gibson.ipynb index ac71e715..beb68f4f 100755 --- a/docs/notebooks/Example_Gibson.ipynb +++ b/docs/notebooks/Example_Gibson.ipynb @@ -27,9 +27,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { diff --git a/docs/notebooks/Example_Restriction.ipynb b/docs/notebooks/Example_Restriction.ipynb index 3dd72dd9..f85adf8c 100755 --- a/docs/notebooks/Example_Restriction.ipynb +++ b/docs/notebooks/Example_Restriction.ipynb @@ -20,7 +20,7 @@ "cell_type": "markdown", "metadata": {}, "source": [ - "\n", + "\n", " \"Open\n", "" ] @@ -31,9 +31,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { @@ -581,28 +586,31 @@ "name": "stdout", "output_type": "stream", "text": [ - "ACCATGTCGACAAGCCATATCCAACCACCAT\n", - "ATGGCGCGCCGTTTTTTTTTAGGTGTAAATAGTCTTTTAA\n" + "ACCATGTCGACATGCAAACAGTAATGATGGA , Tm: 57.24061148156318\n", + "GGCGCGCCATTAAAAGCCTTCTTCTCCC , Tm: 56.64459495003314\n" ] } ], "source": [ - "# Generating primers for the ase1 insert fragment. \n", + "from pydna.design import primer_design\n", + "#Finding the feature containing the CDS with ase1 as a type qualifier\n", + "gene = next(f for f in pombe_chromosome_I.features if f.type == \"CDS\" and\n", + " \"gene\" in f.qualifiers and\n", + " \"ase1\" in f.qualifiers[\"gene\"])\n", "\n", - "#todo-manu: \n", - "# 1. find the feature containing the CDS filtering the list of features\n", - "# 2. Use the coordinates of the CDS to design primers using pydna design\n", - "# 3. Append the cut site to the primers\n", - "# 4. Do the PCR\n", + "# Using the primer_design function to design primers to amplify the CDS\n", + "# `min` and `max` can be used on a SeqFeature to get the start (leftmost) and end (rightmost) positions\n", + "# this works both on feature with SimpleLocation and CompoundLocation\n", + "amplicon = primer_design(pombe_chromosome_I[min(gene):max(gene)], target_tm=55)\n", "\n", - "fwd_primer_ase1 = Dseqrecord(\"ACCATGTCGAC\") + pombe_chromosome_I[1000:1020] # Adding a SalI cut site\n", - "rvs_primer_ase1_3_start = pombe_chromosome_I[3516:3546] + Dseqrecord(\"GGCGCGCCAT\") # Adding a AscI cut site\n", - "rvs_primer_ase1 = rvs_primer_ase1_3_start.reverse_complement()\n", + "fwd_align, rvs_align = amplicon.primers()\n", + "fwd_primer_ase1 = Dseqrecord(\"ACCATGTCGAC\") + fwd_align # Adding a SalI cut site\n", + "rvs_primer_ase1 = Dseqrecord(\"GGCGCGCCAT\") + rvs_align # Adding a AscI cut site\n", "\n", "# Printing out the primers\n", "\n", - "print(fwd_primer_ase1.seq)\n", - "print(rvs_primer_ase1.seq)" + "print(fwd_primer_ase1.seq, ', Tm: ', tm_default(fwd_align))\n", + "print(rvs_primer_ase1.seq, ', Tm: ', tm_default(rvs_align))" ] }, { @@ -614,35 +622,10 @@ "name": "stdout", "output_type": "stream", "text": [ - "71.72846660888155\n", - "69.94587883755406\n" - ] - } - ], - "source": [ - "# Checking that the primer Tm are matching\n", - "\n", - "#todo-manu: \n", - "# 1. Check the Tm of the primers using the part that aligns with the genome only (here you are calculating the Tm including the restriction sites, which\n", - "# will not anneal to the template during the PCR)\n", - "\n", - "print(tm_default(fwd_primer_ase1.seq)) # Modify the primer sequence above retroactively, if Tm not matching.\n", - "print(tm_default(rvs_primer_ase1.seq))" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "LOCUS 2567bp_PCR_prod 2567 bp DNA linear UNK 01-JAN-1980\n", - "DEFINITION pcr_product_description_description_rc.\n", - "ACCESSION 2567bp\n", - "VERSION 2567bp\n", + "LOCUS 2263bp_PCR_prod 2263 bp DNA linear UNK 01-JAN-1980\n", + "DEFINITION pcr_product_description_description.\n", + "ACCESSION 2263bp\n", + "VERSION 2263bp\n", "DBLINK BioProject: PRJNA13836\n", " BioSample: SAMEA3138176\n", "KEYWORDS .\n", @@ -650,13 +633,7 @@ " ORGANISM .\n", " .\n", "FEATURES Location/Qualifiers\n", - " gene 2..2539\n", - " /gene=\"ase1\"\n", - " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", - " 5'UTR 2..174\n", - " /gene=\"ase1\"\n", - " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", - " CDS join(175..598,646..2417)\n", + " CDS join(1..424,472..2243)\n", " /gene=\"ase1\"\n", " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", " /codon_start=1\n", @@ -676,65 +653,57 @@ " QGANGSDSNMSSSPVSGNSNTPFNKFPNSVSRNTHFESKSPHPNYSRTPHETYSKASSK\n", " NVPLSPPKQRVVNEHALNIMSEKLQRTNLKEQTPEMDIENSSQNLPFSPMKISPIRASP\n", " VKTIPSSPSPTTNIFSAPLNNITNCTPMEDEWGEEGF\"\n", - " 3'UTR 2418..2539\n", - " /gene=\"ase1\"\n", - " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", - " primer_bind 1..21\n", + " primer_bind 1..20\n", " /label=\"name\"\n", " /PCR_conditions=\"primer\n", - " sequence:ACCATGTCGACAAGCCATATCCAACCACCAT\"\n", + " sequence:ACCATGTCGACATGCAAACAGTAATGATGGA\"\n", " /ApEinfo_fwdcolor=\"#baffa3\"\n", " /ApEinfo_revcolor=\"#ffbaba\"\n", - " primer_bind complement(2518..2548)\n", - " /label=\"name_rc\"\n", + " primer_bind complement(2225..2243)\n", + " /label=\"name\"\n", " /PCR_conditions=\"primer\n", - " sequence:ATGGCGCGCCGTTTTTTTTTAGGTGTAAATAGTCTTTTAA\"\n", + " sequence:GGCGCGCCATTAAAAGCCTTCTTCTCCC\"\n", " /ApEinfo_fwdcolor=\"#baffa3\"\n", " /ApEinfo_revcolor=\"#ffbaba\"\n", "ORIGIN\n", - " 1 accatgtcga caagccatat ccaaccacca tttttgtgcc aagcttttat gcaaggttaa\n", - " 61 ttccttgtac tgcttgttat gttataatat atcaacatct taacagtttt catatcttcc\n", - " 121 tttatattct attaattgaa tttcaaacat cgttttattg agctcattta catcaaccgg\n", - " 181 ttcaatgcaa acagtaatga tggatgacat tcaaagcact gattctattg ctgaaaaaga\n", - " 241 taatcactct aataatgaat ctaactttac ttggaaagcg tttcgtgaac aagtggaaaa\n", - " 301 gcatttttct aaaattgaaa ggcttcacca agtccttgga acagatggag acaattcatc\n", - " 361 attatttgag ttgtttacaa cggcaatgaa tgcccagctt catgaaatgg aacagtgcca\n", - " 421 gaaaaaactt gaagatgact gtcagcaaag aattgattca atcagatttt tggtttcctc\n", - " 481 attaaagtta acggatgata cttctagtct caaaattgag tctcctttaa ttcagtgttt\n", - " 541 gaatcgtttg tcaatggtag aaggacaata tatggcacag tatgatcaaa agttaagtac\n", - " 601 gattaaaggt atgtaatcgt ctttaattta gacttgtgtt ttaactgatg tatagaaatg\n", - " 661 tatcacaaat tggagtcata ttgtaaccgc ttaggaagtc cgttcgtttt acctgatttt\n", - " 721 gagaattcat ttttatctga tgtatccgat gcttttactg aatctttgag aggacgcatc\n", - " 781 aacgaagccg aaaaggagat tgatgcgaga ttagaggtta ttaattcctt tgaagaagaa\n", - " 841 attttgggtt tgtggtctga actcggtgtt gagcccgctg atgttccaca atacgaacaa\n", - " 901 ttgcttgaat cccatactaa tcgaccaaat gatgtttatg ttactcaaga acttatcgac\n", - " 961 caactttgca agcaaaaaga agttttttcc gctgaaaaag aaaagagaag tgatcattta\n", - " 1021 aaaagtatac aatcagaagt tagcaacttg tggaataagc ttcaagtttc tcccaatgaa\n", - " 1081 caaagtcaat ttggcgattc atcaaacatt aatcaagaaa atatttcatt atgggaaact\n", - " 1141 gaacttgaaa aacttcatca gttaaaaaag gagcatttac ccattttttt agaagactgt\n", - " 1201 cgtcaacaaa ttcttcagct ttgggattct ctgttttatt cagaagaaca aagaaagtcc\n", - " 1261 tttacaccta tgtatgaaga cattattaca gagcaggttc ttacggccca tgaaaactat\n", - " 1321 ataaagcaac tagaggccga agtttctgct aataagtcct ttttaagctt aattaatcgc\n", - " 1381 tatgcctctt taatagaagg aaagaaagag cttgaagcta gttctaatga tgcctctcgt\n", - " 1441 ctaacacaac ggggacgccg ggacccaggt ttacttctac gtgaagagaa aatccgtaag\n", - " 1501 cgactttcta gagaacttcc taaggttcag tcgctgctta taccagagat tacagcatgg\n", - " 1561 gaagaaagaa atggaaggac gttccttttt tatgatgaac cacttctcaa gatttgccaa\n", - " 1621 gaggccactc aaccaaaatc attatataga agtgcaagtg ctgccgcaaa ccgcccgaaa\n", - " 1681 acagcaacta caacggactc tgttaataga acaccttctc aacgagggcg tgtagctgta\n", - " 1741 ccttcaacac caagtgttag gtccgcttct cgagctatga cgagtccaag gacaccgctt\n", - " 1801 cctagagtaa aaaacactca aaatccaagt cgttccatta gtgcagaacc gccatcagca\n", - " 1861 accagtaccg ccaatagaag acaccccact gctaatcgaa ttgatataaa cgctagatta\n", - " 1921 aacagtgcta gtcggtctcg aagcgcgaac atgataagac aaggggcaaa tggtagtgac\n", - " 1981 agcaatatgt cttcttcacc cgtttctgga aattccaata ccccttttaa caagtttcca\n", - " 2041 aattctgtat ctcgcaatac acattttgaa tccaagtcac cgcacccaaa ttactctcga\n", - " 2101 actcctcatg aaacgtattc aaaggcttca tctaagaacg tcccattaag tcctccaaag\n", - " 2161 cagcgtgtag ttaatgaaca cgctttaaat attatgtcgg aaaaattgca aagaactaat\n", - " 2221 ctgaaagaac aaacacccga gatggacatt gaaaacagct cgcagaacct tcctttttct\n", - " 2281 cctatgaaga tatcccccat aagagcatca cccgtaaaga caattccatc atcaccgtcc\n", - " 2341 cccactacca acattttttc tgctccactc aacaatatta caaattgtac accgatggag\n", - " 2401 gatgaatggg gagaagaagg cttttaagct tcttatttac ctaatcgatc aaatttaaat\n", - " 2461 atacatattt ttgcatatga atacagcata tagataattc ataaaagttt attaactgag\n", - " 2521 gtcataatta aaagactatt tacacctaaa aaaaaacggc gcgccat\n", + " 1 accatgtcga catgcaaaca gtaatgatgg atgacattca aagcactgat tctattgctg\n", + " 61 aaaaagataa tcactctaat aatgaatcta actttacttg gaaagcgttt cgtgaacaag\n", + " 121 tggaaaagca tttttctaaa attgaaaggc ttcaccaagt ccttggaaca gatggagaca\n", + " 181 attcatcatt atttgagttg tttacaacgg caatgaatgc ccagcttcat gaaatggaac\n", + " 241 agtgccagaa aaaacttgaa gatgactgtc agcaaagaat tgattcaatc agatttttgg\n", + " 301 tttcctcatt aaagttaacg gatgatactt ctagtctcaa aattgagtct cctttaattc\n", + " 361 agtgtttgaa tcgtttgtca atggtagaag gacaatatat ggcacagtat gatcaaaagt\n", + " 421 taagtacgat taaaggtatg taatcgtctt taatttagac ttgtgtttta actgatgtat\n", + " 481 agaaatgtat cacaaattgg agtcatattg taaccgctta ggaagtccgt tcgttttacc\n", + " 541 tgattttgag aattcatttt tatctgatgt atccgatgct tttactgaat ctttgagagg\n", + " 601 acgcatcaac gaagccgaaa aggagattga tgcgagatta gaggttatta attcctttga\n", + " 661 agaagaaatt ttgggtttgt ggtctgaact cggtgttgag cccgctgatg ttccacaata\n", + " 721 cgaacaattg cttgaatccc atactaatcg accaaatgat gtttatgtta ctcaagaact\n", + " 781 tatcgaccaa ctttgcaagc aaaaagaagt tttttccgct gaaaaagaaa agagaagtga\n", + " 841 tcatttaaaa agtatacaat cagaagttag caacttgtgg aataagcttc aagtttctcc\n", + " 901 caatgaacaa agtcaatttg gcgattcatc aaacattaat caagaaaata tttcattatg\n", + " 961 ggaaactgaa cttgaaaaac ttcatcagtt aaaaaaggag catttaccca tttttttaga\n", + " 1021 agactgtcgt caacaaattc ttcagctttg ggattctctg ttttattcag aagaacaaag\n", + " 1081 aaagtccttt acacctatgt atgaagacat tattacagag caggttctta cggcccatga\n", + " 1141 aaactatata aagcaactag aggccgaagt ttctgctaat aagtcctttt taagcttaat\n", + " 1201 taatcgctat gcctctttaa tagaaggaaa gaaagagctt gaagctagtt ctaatgatgc\n", + " 1261 ctctcgtcta acacaacggg gacgccggga cccaggttta cttctacgtg aagagaaaat\n", + " 1321 ccgtaagcga ctttctagag aacttcctaa ggttcagtcg ctgcttatac cagagattac\n", + " 1381 agcatgggaa gaaagaaatg gaaggacgtt ccttttttat gatgaaccac ttctcaagat\n", + " 1441 ttgccaagag gccactcaac caaaatcatt atatagaagt gcaagtgctg ccgcaaaccg\n", + " 1501 cccgaaaaca gcaactacaa cggactctgt taatagaaca ccttctcaac gagggcgtgt\n", + " 1561 agctgtacct tcaacaccaa gtgttaggtc cgcttctcga gctatgacga gtccaaggac\n", + " 1621 accgcttcct agagtaaaaa acactcaaaa tccaagtcgt tccattagtg cagaaccgcc\n", + " 1681 atcagcaacc agtaccgcca atagaagaca ccccactgct aatcgaattg atataaacgc\n", + " 1741 tagattaaac agtgctagtc ggtctcgaag cgcgaacatg ataagacaag gggcaaatgg\n", + " 1801 tagtgacagc aatatgtctt cttcacccgt ttctggaaat tccaataccc cttttaacaa\n", + " 1861 gtttccaaat tctgtatctc gcaatacaca ttttgaatcc aagtcaccgc acccaaatta\n", + " 1921 ctctcgaact cctcatgaaa cgtattcaaa ggcttcatct aagaacgtcc cattaagtcc\n", + " 1981 tccaaagcag cgtgtagtta atgaacacgc tttaaatatt atgtcggaaa aattgcaaag\n", + " 2041 aactaatctg aaagaacaaa cacccgagat ggacattgaa aacagctcgc agaaccttcc\n", + " 2101 tttttctcct atgaagatat cccccataag agcatcaccc gtaaagacaa ttccatcatc\n", + " 2161 accgtccccc actaccaaca ttttttctgc tccactcaac aatattacaa attgtacacc\n", + " 2221 gatggaggat gaatggggag aagaaggctt ttaatggcgc gcc\n", "//\n" ] } @@ -759,21 +728,21 @@ "output_type": "stream", "text": [ "(Dseqrecord(-30), Dseqrecord(-3916))\n", - "(Dseqrecord(-10), Dseqrecord(-2557), Dseqrecord(-8))\n" + "(Dseqrecord(-10), Dseqrecord(-2255), Dseqrecord(-6))\n" ] } ], "source": [ "# Cleaving the cloning vector with restriction enzymes\n", "\n", - "plamsid_digests = vector.cut(SalI, AscI)\n", + "plasmid_digests = vector.cut(SalI, AscI)\n", "\n", "# Cleaving the gene fragment with restriction enzymes\n", "\n", "gene_digests = Dseqrecord(pcr_product).cut(SalI, AscI)\n", "\n", "# Printing out the digests\n", - "print(plamsid_digests) \n", + "print(plasmid_digests) \n", "print(gene_digests)" ] }, @@ -786,7 +755,7 @@ "name": "stdout", "output_type": "stream", "text": [ - "LOCUS name 6465 bp DNA circular UNK 01-JAN-1980\n", + "LOCUS name 6163 bp DNA circular UNK 01-JAN-1980\n", "DEFINITION description.\n", "ACCESSION id\n", "VERSION id\n", @@ -872,33 +841,10 @@ " primer_bind 3859..3876\n", " /label=\"SP6\"\n", " /note=\"SP6 promoter, forward primer\"\n", - " CDS join(4081..4504,4552..6323)\n", - " /gene=\"ase1\"\n", - " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", - " /codon_start=1\n", - " /product=\"antiparallel microtubule cross-linking factor\n", - " Ase1\"\n", - " /protein_id=\"CAC21482.1\"\n", - " /translation=\"MQTVMMDDIQSTDSIAEKDNHSNNESNFTWKAFREQVEKHFSKIE\n", - " RLHQVLGTDGDNSSLFELFTTAMNAQLHEMEQCQKKLEDDCQQRIDSIRFLVSSLKLTD\n", - " DTSSLKIESPLIQCLNRLSMVEGQYMAQYDQKLSTIKEMYHKLESYCNRLGSPFVLPDF\n", - " ENSFLSDVSDAFTESLRGRINEAEKEIDARLEVINSFEEEILGLWSELGVEPADVPQYE\n", - " QLLESHTNRPNDVYVTQELIDQLCKQKEVFSAEKEKRSDHLKSIQSEVSNLWNKLQVSP\n", - " NEQSQFGDSSNINQENISLWETELEKLHQLKKEHLPIFLEDCRQQILQLWDSLFYSEEQ\n", - " RKSFTPMYEDIITEQVLTAHENYIKQLEAEVSANKSFLSLINRYASLIEGKKELEASSN\n", - " DASRLTQRGRRDPGLLLREEKIRKRLSRELPKVQSLLIPEITAWEERNGRTFLFYDEPL\n", - " LKICQEATQPKSLYRSASAAANRPKTATTTDSVNRTPSQRGRVAVPSTPSVRSASRAMT\n", - " SPRTPLPRVKNTQNPSRSISAEPPSATSTANRRHPTANRIDINARLNSASRSRSANMIR\n", - " QGANGSDSNMSSSPVSGNSNTPFNKFPNSVSRNTHFESKSPHPNYSRTPHETYSKASSK\n", - " NVPLSPPKQRVVNEHALNIMSEKLQRTNLKEQTPEMDIENSSQNLPFSPMKISPIRASP\n", - " VKTIPSSPSPTTNIFSAPLNNITNCTPMEDEWGEEGF\"\n", - " 3'UTR 6324..6445\n", - " /gene=\"ase1\"\n", - " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", - " primer_bind complement(6424..6454)\n", - " /label=\"name_rc\"\n", + " primer_bind complement(6131..6149)\n", + " /label=\"name\"\n", " /PCR_conditions=\"primer\n", - " sequence:ATGGCGCGCCGTTTTTTTTTAGGTGTAAATAGTCTTTTAA\"\n", + " sequence:GGCGCGCCATTAAAAGCCTTCTTCTCCC\"\n", " /ApEinfo_fwdcolor=\"#baffa3\"\n", " /ApEinfo_revcolor=\"#ffbaba\"\n", "ORIGIN\n", @@ -967,49 +913,44 @@ " 3721 agcgggtgtt ggcgggtgtc ggggctggct taactatgcg gcatcagagc agattgtact\n", " 3781 gagagtgcac catatggaca tattgtcgtt agaacgcggc tacaattaat acataacctt\n", " 3841 atgtatcata cacatacgat ttaggtgaca ctatagaacg cggccgccag ctgaagcttc\n", - " 3901 gtacgctgca ggtcgacaag ccatatccaa ccaccatttt tgtgccaagc ttttatgcaa\n", - " 3961 ggttaattcc ttgtactgct tgttatgtta taatatatca acatcttaac agttttcata\n", - " 4021 tcttccttta tattctatta attgaatttc aaacatcgtt ttattgagct catttacatc\n", - " 4081 aaccggttca atgcaaacag taatgatgga tgacattcaa agcactgatt ctattgctga\n", - " 4141 aaaagataat cactctaata atgaatctaa ctttacttgg aaagcgtttc gtgaacaagt\n", - " 4201 ggaaaagcat ttttctaaaa ttgaaaggct tcaccaagtc cttggaacag atggagacaa\n", - " 4261 ttcatcatta tttgagttgt ttacaacggc aatgaatgcc cagcttcatg aaatggaaca\n", - " 4321 gtgccagaaa aaacttgaag atgactgtca gcaaagaatt gattcaatca gatttttggt\n", - " 4381 ttcctcatta aagttaacgg atgatacttc tagtctcaaa attgagtctc ctttaattca\n", - " 4441 gtgtttgaat cgtttgtcaa tggtagaagg acaatatatg gcacagtatg atcaaaagtt\n", - " 4501 aagtacgatt aaaggtatgt aatcgtcttt aatttagact tgtgttttaa ctgatgtata\n", - " 4561 gaaatgtatc acaaattgga gtcatattgt aaccgcttag gaagtccgtt cgttttacct\n", - " 4621 gattttgaga attcattttt atctgatgta tccgatgctt ttactgaatc tttgagagga\n", - " 4681 cgcatcaacg aagccgaaaa ggagattgat gcgagattag aggttattaa ttcctttgaa\n", - " 4741 gaagaaattt tgggtttgtg gtctgaactc ggtgttgagc ccgctgatgt tccacaatac\n", - " 4801 gaacaattgc ttgaatccca tactaatcga ccaaatgatg tttatgttac tcaagaactt\n", - " 4861 atcgaccaac tttgcaagca aaaagaagtt ttttccgctg aaaaagaaaa gagaagtgat\n", - " 4921 catttaaaaa gtatacaatc agaagttagc aacttgtgga ataagcttca agtttctccc\n", - " 4981 aatgaacaaa gtcaatttgg cgattcatca aacattaatc aagaaaatat ttcattatgg\n", - " 5041 gaaactgaac ttgaaaaact tcatcagtta aaaaaggagc atttacccat ttttttagaa\n", - " 5101 gactgtcgtc aacaaattct tcagctttgg gattctctgt tttattcaga agaacaaaga\n", - " 5161 aagtccttta cacctatgta tgaagacatt attacagagc aggttcttac ggcccatgaa\n", - " 5221 aactatataa agcaactaga ggccgaagtt tctgctaata agtccttttt aagcttaatt\n", - " 5281 aatcgctatg cctctttaat agaaggaaag aaagagcttg aagctagttc taatgatgcc\n", - " 5341 tctcgtctaa cacaacgggg acgccgggac ccaggtttac ttctacgtga agagaaaatc\n", - " 5401 cgtaagcgac tttctagaga acttcctaag gttcagtcgc tgcttatacc agagattaca\n", - " 5461 gcatgggaag aaagaaatgg aaggacgttc cttttttatg atgaaccact tctcaagatt\n", - " 5521 tgccaagagg ccactcaacc aaaatcatta tatagaagtg caagtgctgc cgcaaaccgc\n", - " 5581 ccgaaaacag caactacaac ggactctgtt aatagaacac cttctcaacg agggcgtgta\n", - " 5641 gctgtacctt caacaccaag tgttaggtcc gcttctcgag ctatgacgag tccaaggaca\n", - " 5701 ccgcttccta gagtaaaaaa cactcaaaat ccaagtcgtt ccattagtgc agaaccgcca\n", - " 5761 tcagcaacca gtaccgccaa tagaagacac cccactgcta atcgaattga tataaacgct\n", - " 5821 agattaaaca gtgctagtcg gtctcgaagc gcgaacatga taagacaagg ggcaaatggt\n", - " 5881 agtgacagca atatgtcttc ttcacccgtt tctggaaatt ccaatacccc ttttaacaag\n", - " 5941 tttccaaatt ctgtatctcg caatacacat tttgaatcca agtcaccgca cccaaattac\n", - " 6001 tctcgaactc ctcatgaaac gtattcaaag gcttcatcta agaacgtccc attaagtcct\n", - " 6061 ccaaagcagc gtgtagttaa tgaacacgct ttaaatatta tgtcggaaaa attgcaaaga\n", - " 6121 actaatctga aagaacaaac acccgagatg gacattgaaa acagctcgca gaaccttcct\n", - " 6181 ttttctccta tgaagatatc ccccataaga gcatcacccg taaagacaat tccatcatca\n", - " 6241 ccgtccccca ctaccaacat tttttctgct ccactcaaca atattacaaa ttgtacaccg\n", - " 6301 atggaggatg aatggggaga agaaggcttt taagcttctt atttacctaa tcgatcaaat\n", - " 6361 ttaaatatac atatttttgc atatgaatac agcatataga taattcataa aagtttatta\n", - " 6421 actgaggtca taattaaaag actatttaca cctaaaaaaa aacgg\n", + " 3901 gtacgctgca ggtcgacatg caaacagtaa tgatggatga cattcaaagc actgattcta\n", + " 3961 ttgctgaaaa agataatcac tctaataatg aatctaactt tacttggaaa gcgtttcgtg\n", + " 4021 aacaagtgga aaagcatttt tctaaaattg aaaggcttca ccaagtcctt ggaacagatg\n", + " 4081 gagacaattc atcattattt gagttgttta caacggcaat gaatgcccag cttcatgaaa\n", + " 4141 tggaacagtg ccagaaaaaa cttgaagatg actgtcagca aagaattgat tcaatcagat\n", + " 4201 ttttggtttc ctcattaaag ttaacggatg atacttctag tctcaaaatt gagtctcctt\n", + " 4261 taattcagtg tttgaatcgt ttgtcaatgg tagaaggaca atatatggca cagtatgatc\n", + " 4321 aaaagttaag tacgattaaa ggtatgtaat cgtctttaat ttagacttgt gttttaactg\n", + " 4381 atgtatagaa atgtatcaca aattggagtc atattgtaac cgcttaggaa gtccgttcgt\n", + " 4441 tttacctgat tttgagaatt catttttatc tgatgtatcc gatgctttta ctgaatcttt\n", + " 4501 gagaggacgc atcaacgaag ccgaaaagga gattgatgcg agattagagg ttattaattc\n", + " 4561 ctttgaagaa gaaattttgg gtttgtggtc tgaactcggt gttgagcccg ctgatgttcc\n", + " 4621 acaatacgaa caattgcttg aatcccatac taatcgacca aatgatgttt atgttactca\n", + " 4681 agaacttatc gaccaacttt gcaagcaaaa agaagttttt tccgctgaaa aagaaaagag\n", + " 4741 aagtgatcat ttaaaaagta tacaatcaga agttagcaac ttgtggaata agcttcaagt\n", + " 4801 ttctcccaat gaacaaagtc aatttggcga ttcatcaaac attaatcaag aaaatatttc\n", + " 4861 attatgggaa actgaacttg aaaaacttca tcagttaaaa aaggagcatt tacccatttt\n", + " 4921 tttagaagac tgtcgtcaac aaattcttca gctttgggat tctctgtttt attcagaaga\n", + " 4981 acaaagaaag tcctttacac ctatgtatga agacattatt acagagcagg ttcttacggc\n", + " 5041 ccatgaaaac tatataaagc aactagaggc cgaagtttct gctaataagt cctttttaag\n", + " 5101 cttaattaat cgctatgcct ctttaataga aggaaagaaa gagcttgaag ctagttctaa\n", + " 5161 tgatgcctct cgtctaacac aacggggacg ccgggaccca ggtttacttc tacgtgaaga\n", + " 5221 gaaaatccgt aagcgacttt ctagagaact tcctaaggtt cagtcgctgc ttataccaga\n", + " 5281 gattacagca tgggaagaaa gaaatggaag gacgttcctt ttttatgatg aaccacttct\n", + " 5341 caagatttgc caagaggcca ctcaaccaaa atcattatat agaagtgcaa gtgctgccgc\n", + " 5401 aaaccgcccg aaaacagcaa ctacaacgga ctctgttaat agaacacctt ctcaacgagg\n", + " 5461 gcgtgtagct gtaccttcaa caccaagtgt taggtccgct tctcgagcta tgacgagtcc\n", + " 5521 aaggacaccg cttcctagag taaaaaacac tcaaaatcca agtcgttcca ttagtgcaga\n", + " 5581 accgccatca gcaaccagta ccgccaatag aagacacccc actgctaatc gaattgatat\n", + " 5641 aaacgctaga ttaaacagtg ctagtcggtc tcgaagcgcg aacatgataa gacaaggggc\n", + " 5701 aaatggtagt gacagcaata tgtcttcttc acccgtttct ggaaattcca ataccccttt\n", + " 5761 taacaagttt ccaaattctg tatctcgcaa tacacatttt gaatccaagt caccgcaccc\n", + " 5821 aaattactct cgaactcctc atgaaacgta ttcaaaggct tcatctaaga acgtcccatt\n", + " 5881 aagtcctcca aagcagcgtg tagttaatga acacgcttta aatattatgt cggaaaaatt\n", + " 5941 gcaaagaact aatctgaaag aacaaacacc cgagatggac attgaaaaca gctcgcagaa\n", + " 6001 ccttcctttt tctcctatga agatatcccc cataagagca tcacccgtaa agacaattcc\n", + " 6061 atcatcaccg tcccccacta ccaacatttt ttctgctcca ctcaacaata ttacaaattg\n", + " 6121 tacaccgatg gaggatgaat ggggagaaga aggcttttaa tgg\n", "//\n" ] } @@ -1017,12 +958,12 @@ "source": [ "# Ligating, then circularising the synthetic plasmid\n", "\n", - "Synthetic_Vector = plamsid_digests[1] + gene_digests [1]\n", - "Synthetic_Vector = Synthetic_Vector.looped()\n", + "synthetic_vector = plasmid_digests[1] + gene_digests [1]\n", + "synthetic_vector = synthetic_vector.looped()\n", "\n", "# Printing out the completed cloning vector\n", "\n", - "print(Synthetic_Vector.format(\"gb\"))" + "print(synthetic_vector.format(\"gb\"))" ] } ], @@ -1042,7 +983,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.5" + "version": "3.12.6" } }, "nbformat": 4, diff --git a/docs/notebooks/Gibson.ipynb b/docs/notebooks/Gibson.ipynb index b9cadc28..a875d550 100644 --- a/docs/notebooks/Gibson.ipynb +++ b/docs/notebooks/Gibson.ipynb @@ -32,9 +32,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { diff --git a/docs/notebooks/Importing_Seqs.ipynb b/docs/notebooks/Importing_Seqs.ipynb index 3acfd1ef..fa7cd1a9 100755 --- a/docs/notebooks/Importing_Seqs.ipynb +++ b/docs/notebooks/Importing_Seqs.ipynb @@ -34,9 +34,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { diff --git a/docs/notebooks/PCR.ipynb b/docs/notebooks/PCR.ipynb index a5f9be41..b8db61dc 100755 --- a/docs/notebooks/PCR.ipynb +++ b/docs/notebooks/PCR.ipynb @@ -32,9 +32,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { diff --git a/docs/notebooks/Restrict_Ligate_Cloning.ipynb b/docs/notebooks/Restrict_Ligate_Cloning.ipynb index 636aa648..45afbefe 100644 --- a/docs/notebooks/Restrict_Ligate_Cloning.ipynb +++ b/docs/notebooks/Restrict_Ligate_Cloning.ipynb @@ -29,9 +29,14 @@ "metadata": {}, "outputs": [], "source": [ - "# Install pydna \n", - "%%capture\n", - "!pip install pydna" + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna\n" ] }, { From 03816ece3d5f43ded6af874a217f5a85e5d7bdfd Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Thu, 3 Oct 2024 12:05:45 +0100 Subject: [PATCH 55/84] progress towards #261 --- README.md | 267 +++++++++++++++++------------------------------------- 1 file changed, 83 insertions(+), 184 deletions(-) diff --git a/README.md b/README.md index 9b6b0524..08660279 100755 --- a/README.md +++ b/README.md @@ -5,7 +5,6 @@ | [![Documentation Status](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml/badge.svg)](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml) | [![GitHub issues](https://img.shields.io/github/issues/BjornFJohansson/pydna.svg)](https://github.com/BjornFJohansson/pydna/issues) | [![Anaconda-Server Badge2](https://anaconda.org/bjornfjohansson/pydna/badges/license.svg)](https://anaconda.org/bjornfjohansson/pydna) | [![GitHub stars](https://img.shields.io/github/stars/BjornFJohansson/pydna.svg)](https://github.com/BjornFJohansson/pydna/stargazers) | - Planning genetic constructs with many parts and assembly steps, such as recombinant metabolic pathways :petri_dish:, are often difficult to **properly** document as is evident from the poor state of documentation in the scientific literature :radioactive:. @@ -15,10 +14,8 @@ The pydna python package provide a human-readable formal descriptions of :dna: c strategies in Python :snake: which allow for simulation and verification. Pydna can be used as [executable documentation](https://en.wikipedia.org/wiki/Literate_programming) for cloning. - A cloning strategy expressed in pydna is **complete**, **unambiguous** and **stable**. - Pydna provides simulation of: - Primer design @@ -47,11 +44,15 @@ For more elaborate use, look at some assembly strategies of D-xylose metabolic p See below for documentation. -![----]( http://bit.ly/coloredline) +## Acknowledgement 🤝 +If you use pydna in your research, please reference the paper: +Pereira, F., Azevedo, F., Carvalho, Â., Ribeiro, G. F., Budde, M. W., & Johansson, B. (2015). Pydna: a simulation and documentation tool for DNA assembly strategies using python. BMC Bioinformatics, 16(142), 142. [doi:10.1186/s12859-015-0544-x](https://doi.org/10.1186/s12859-015-0544-x) -## Usage +## Documentation and usage 📚 + +Full documentation of all modules and classes can be found at [https://bjornfjohansson.github.io/pydna](https://bjornfjohansson.github.io/pydna). Most pydna functionality is implemented as methods for the double stranded DNA sequence record classes Dseq and Dseqrecord, which are subclasses of the [Biopython](http://biopython.org/wiki/Main_Page) @@ -63,132 +64,34 @@ These classes make PCR primer design, PCR simulation and cut-and-paste cloning v As the example above shows, pydna keeps track of sticky ends and features. - Pydna can be very compact. The eleven lines of Python below simulates the construction of a recombinant plasmid. DNA sequences are downloaded from Genbank by accession numbers that are guaranteed to be stable over time. - from pydna.genbank import Genbank - gb = Genbank("myself@email.com") # Tell Genbank who you are! - gene = gb.nucleotide("X06997") # Kluyveromyces lactis LAC12 gene for lactose permease. - from pydna.parsers import parse_primers - primer_f,primer_r = parse_primers(''' >760_KlLAC12_rv (20-mer) - ttaaacagattctgcctctg - - >759_KlLAC12_fw (19-mer) - aaatggcagatcattcgag ''') - from pydna.amplify import pcr - pcr_prod = pcr(primer_f,primer_r, gene) - vector = gb.nucleotide("AJ001614") # pCAPs cloning vector - from Bio.Restriction import EcoRV - lin_vector = vector.linearize(EcoRV) - rec_vec = ( lin_vector + pcr_prod ).looped() - -Another use case for pydna in the automatic generation of [sub cloning](http://en.wikipedia.org/wiki/Subcloning) examples for teaching purposes. - -Feedback & suggestions are very welcome! Please post a message in the [google group](https://groups.google.com/d/forum/pydna) for pydna if you need help or have problems, questions or comments :sos:. - -![----]( http://bit.ly/coloredline) - - -## Who is using pydna? - -Taylor, L. J., & Strebel, K. (2017). -Pyviko: an automated Python tool to design gene knockouts in complex viruses with overlapping genes. -BMC Microbiology, 17(1), 12. -[PubMed](https://www.ncbi.nlm.nih.gov/pubmed/28061810) - - -Wang, Y., Xue, H., Pourcel, C., Du, Y., & Gautheret, D. (2021). -2-kupl: mapping-free variant detection from DNA-seq data of matched samples. -In Cold Spring Harbor Laboratory (p. 2021.01.17.427048). [DOI](https://doi.org/10.1101/2021.01.17.427048) -[PubMed](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC8180056) - - -[An Automated Protein Synthesis Pipeline with Transcriptic and Snakemake](http://blog.booleanbiotech.com/transcriptic_protein_synthesis_pipeline.html) - -and other projects on [github](https://github.com/BjornFJohansson/pydna/network/dependents?package_id=UGFja2FnZS01MjQ2MjYzNQ%3D%3D) - -![----]( http://bit.ly/coloredline) - -There is an open access paper in BMC Bioinformatics describing pydna: - -[![abstr](https://raw.githubusercontent.com/bjornFJohansson/pydna/master/docs/pics/BMC_resized.png)](http://www.biomedcentral.com/1471-2105/16/142/abstract) - -Please reference the above paper: - -Pereira, F., Azevedo, F., Carvalho, Â., Ribeiro, G. F., Budde, M. W., & Johansson, B. (2015). Pydna: a simulation and documentation tool for DNA assembly strategies using python. BMC Bioinformatics, 16(142), 142. - -When using pydna. - -![----]( http://bit.ly/coloredline) - -## Documentation :page_with_curl: - -Documentation can be found [here](https://bjornfjohansson.github.io/pydna). It is built using [Sphinx](http://www.sphinx-doc.org/) from [docstrings](https://www.python.org/dev/peps/pep-0257/) -using a GitHub [action](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml). -The [numpy](www.numpy.org) [docstring format](https://numpy.org/doc/stable/dev/howto-docs.html#docstring-intro) is used. - - - - - -![----]( http://bit.ly/coloredline) - -## Installation using pip - -Pip is included in recent Python versions and is the -officially [recommended](http://python-packaging-user-guide.readthedocs.org/en/latest) tool. - -Pip installs the minimal installation requirements automatically, but not the optional requirements (see below). -The --pre switch to get the latest version of pydna. - - pip install --pre --upgrade pydna - - -for optional functionality do: - - pip install --pre --upgrade pydna[clipboard,download,express,gel] - -Remove options inside the square brackets as required, but be sure not to leave spaces as pip will not recognize the options. See below under "Optional dependencies". - -### Windows: - -You should be able to pip install pydna from the Windows terminal as biopython now can be installed with pip as well. - - C:\> pip install pydna - -By default python and pip are not on the PATH. You can re-install Python and select this option during installation, or give the full path for pip. Try something like this, depending on where your copy of Python is installed: - - C:\Python37\Scripts\pip install pydna - -![----]( http://bit.ly/coloredline) - -## Source Code - -Pydna is developed on [Github](https://github.com/BjornFJohansson/pydna) :octocat:. -I am happy to collaborate on new features or bugfixes. - -## Minimal installation dependencies - -The list below is the minimal requirements for installing pydna. -Biopython and pydivsufsort has c-extensions, but the other modules are pure python. - -- [Python 3.8, 3.9, 3.10, 3.11 or 3.12](http://www.python.org) -- [appdirs](https://pypi.python.org/pypi/appdirs) -- [biopython](http://pypi.python.org/pypi/biopython) -- [networkx](http://pypi.python.org/pypi/networkx) -- [prettytable](https://pypi.python.org/pypi/PrettyTable) -- [pydivsufsort](https://pypi.python.org/pypi/pydivsufsort) -- [pyfiglet](https://pypi.python.org/pypi/pyfiglet) - -Pydna is importable even without pyfiglet. +```python +from pydna.genbank import Genbank +gb = Genbank("myself@email.com") # Tell Genbank who you are! +gene = gb.nucleotide("X06997") # Kluyveromyces lactis LAC12 gene for lactose permease. +from pydna.parsers import parse_primers +primer_f,primer_r = parse_primers(''' >760_KlLAC12_rv (20-mer) + ttaaacagattctgcctctg + + >759_KlLAC12_fw (19-mer) + aaatggcagatcattcgag ''') + +from pydna.amplify import pcr +pcr_prod = pcr(primer_f,primer_r, gene) +vector = gb.nucleotide("AJ001614") # pCAPs cloning vector +from Bio.Restriction import EcoRV +lin_vector = vector.linearize(EcoRV) +rec_vec = ( lin_vector + pcr_prod ).looped() +``` -## Optional dependencies +## Installation 📦 -These can be installed `pip install pydna[clipboard,gel,download,express]` -where `[clipboard,gel,download,express]` is the list of options available. Any -combination of the words inside the square brackets are allowed, but no white space. +By default, pydna is installed with minimal dependencies, but there are optional dependencies for additional functionality. +
    +Click here to see optional dependencies ### `clipboard` @@ -233,40 +136,45 @@ needed, but usually installed as a dependency of biopython. | [matplotlib](http://matplotlib.org) | “ | | [pillow](https://github.com/python-pillow/Pillow) | “ | +
    -## Requirements for running tests, coverage and profiling +### Installing with pip 🐍 -- [pytest](https://pypi.org/project/pytest) -- [pytest-cov](https://pypi.org/project/pytest-cov) -- [pytest-doctestplus](https://pypi.org/project/pytest-doctestplus) -- [pytest-profiling](https://pypi.org/project/pytest-profiling) -- [coverage](https://pypi.org/project/coverage) -- [nbval](https://pypi.org/project/nbval) -- [requests-mock](https://pypi.org/project/requests-mock) +```bash +# use the `--pre` flag to get the latest version of pydna. +pip install --pre --upgrade pydna -for instance by `pip install pytest pytest-cov pytest-doctestplus pytest-profiling coverage nbval requests-mock` +# to install the optional dependencies, you can use the following command: +pip install --pre --upgrade pydna[clipboard,download,express,gel] +``` -Running the entire test suite also require: +Remove options inside the square brackets as required, but be sure not to leave spaces as pip will not recognize the options. See below under "Optional dependencies". -- scipy -- matplotlib -- pillow -- pyparsing -- requests -- cai2 +### Installing with poetry 🧙‍♂️ -That can be installed by `pip install pydna[clipboard,gel,download,express]` +If your project uses [poetry](https://python-poetry.org/) to manage dependencies, you can install pydna with the following commands: -or by `pip install pyparsing requests cai2 scipy matplotlib pillow` +```bash +# Basic installation +poetry add pydna +# With optional dependencies (ommit the options you don't want) +poetry add pydna --extras "clipboard download express gel" + +# If you already have it installed and you want to add or remove optional +# dependencies, you have to uninstall and install again +poetry remove pydna +poetry add pydna --extras "express gel" +``` +## Contributing and feedback 🛠️ -![----]( http://bit.ly/coloredline) +Feedback & suggestions are very welcome! Please create an issue with your question, comment or suggestion. Please include the version of pydna you are using and code to reproduce the issue if possible. -## Contributing +If you don't have a github account, you can get in touch through the [google group](https://groups.google.com/d/forum/pydna) for pydna. -Please direct pull requests towards the `dev_bjorn` branch. +Below are the instructions for developers who want to contribute to pydna. Please direct pull requests towards the `dev_bjorn` branch. -### Fork the repository and set up a dev branch +### Fork the repository and set up a dev branch 🍴 Fork the entire repository (not just the `master` branch by unticking the "Copy the `master` branch only" box) @@ -291,8 +199,7 @@ git pull origin dev_bjorn git checkout -b issue_ ``` - -### Local development +### Local development 💻 1. Use [Poetry](https://python-poetry.org/docs/#installation) to install dependencies and activate virtual environment. @@ -316,7 +223,16 @@ git checkout -b issue_ 6. Push the changes to your fork 7. From your fork,make a PR towards the branch `dev_bjorn` in the original repository. -#### Building the documentation locally +### Continuous integration 🤖 + +The test_and_coverage workflow is triggered on all pushed commits for all branches except the `master` branch. This workflow run tests, doctests and a series of Jupyter notebooks using pytest on Linux, Windows and macOS with all +supported python versions. + +### Building the documentation locally 📚 + +Documentation is built using [Sphinx](http://www.sphinx-doc.org/) from [docstrings](https://www.python.org/dev/peps/pep-0257/) +using a GitHub [action](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml). +The [numpy](www.numpy.org) [docstring format](https://numpy.org/doc/stable/dev/howto-docs.html#docstring-intro) is used. Below the commands to run a local sphinx server that auto-updated when files are changed. @@ -329,53 +245,36 @@ sphinx-autobuild --watch src/ docs docs/_build/html ``` -## Automatic testing & Release process +## Release process 🚀 See the [releases](https://github.com/BjornFJohansson/pydna/releases) for changes and releases. -There are two github actions for this package: - -- `.github/workflows/pydna_test_and_coverage_workflow.yml` -- `.github/workflows/pydna_pypi_build_workflow.yml` - -The test_and_coverage workflow is triggered on all pushed commits for all branches except the `master` branch. This workflow run tests, doctests and a series of Jupyter notebooks using pytest on Linux, Windows and macOS with all -supported python versions. - The build workflow builds a PyPI packages using poetry. This workflow is triggered by publishing a Github release manually from the Github web interface. ![----]( http://bit.ly/coloredline) -## Building a PyPI package with [Poetry](https://pypi.org/project/poetry) - -1. Commit changes to git -2. Tag the commit according to the [Semantic Versioning](https://semver.org) format, for example "v2.0.1a3". Do not forget the "v" or poetry will not recognize the tag. - - git tag v2.0.1a3 - -3. Pydna uses the poetry [poetry-dynamic-versioning](https://pypi.org/project/poetry-dynamic-versioning) plugin. +## History 📜 - poetry dynamic-versioning # This sets the version number in the source files - -4. Verify the version - - poetry version - -5. Build package: - - poetry build # run this command in the root directory where the pyproject.toml file is located +Pydna was made public in 2012 on [Google code](https://code.google.com/archive/p/pydna). -6. Verify the filename of the files in the dist/ folder, they should match +:microbe: -7. Publish to pypi +:portugal: - poetry publish +## Who is using pydna? 🧪 -![----]( http://bit.ly/coloredline) +Taylor, L. J., & Strebel, K. (2017). +Pyviko: an automated Python tool to design gene knockouts in complex viruses with overlapping genes. +BMC Microbiology, 17(1), 12. +[PubMed](https://www.ncbi.nlm.nih.gov/pubmed/28061810) -## History +Wang, Y., Xue, H., Pourcel, C., Du, Y., & Gautheret, D. (2021). +2-kupl: mapping-free variant detection from DNA-seq data of matched samples. +In Cold Spring Harbor Laboratory (p. 2021.01.17.427048). [DOI](https://doi.org/10.1101/2021.01.17.427048) +[PubMed](https://www.ncbi.nlm.nih.gov/pmc/articles/PMC8180056) -Pydna was made public in 2012 on [Google code](https://code.google.com/archive/p/pydna). +[ShareYourCloning](https://shareyourcloning.org), a web application for designing and documenting DNA cloning strategies. -:microbe: +[An Automated Protein Synthesis Pipeline with Transcriptic and Snakemake](http://blog.booleanbiotech.com/transcriptic_protein_synthesis_pipeline.html) -:portugal: +and other projects on [github](https://github.com/BjornFJohansson/pydna/network/dependents?package_id=UGFja2FnZS01MjQ2MjYzNQ%3D%3D) From e065db269576fc2b1dc43f8cbe443481287c3c0b Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Thu, 3 Oct 2024 15:43:28 +0100 Subject: [PATCH 56/84] WIP --- readme_example.ipynb | 315 +++++++++++++++++++++++++++++++++++++++++++ src/pydna/amplify.py | 4 +- src/pydna/utils.py | 2 + 3 files changed, 320 insertions(+), 1 deletion(-) create mode 100644 readme_example.ipynb diff --git a/readme_example.ipynb b/readme_example.ipynb new file mode 100644 index 00000000..fcf7f54f --- /dev/null +++ b/readme_example.ipynb @@ -0,0 +1,315 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(-60)\n", + "\u001b[48;5;11mATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT\u001b[0m\n", + "TACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTA" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from pydna.dseqrecord import Dseqrecord\n", + "# Let's create a DNA sequence record, and add a feature to it\n", + "dsr = Dseqrecord(\"ATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT\")\n", + "dsr.add_feature(x=0, y=60,type=\"gene\", label=\"my_gene\") # We add a feature to highlight the sequence as a gene\n", + "dsr.figure()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "LOCUS name 60 bp DNA linear UNK 01-JAN-1980\n", + "DEFINITION description.\n", + "ACCESSION id\n", + "VERSION id\n", + "KEYWORDS .\n", + "SOURCE .\n", + " ORGANISM .\n", + " .\n", + "FEATURES Location/Qualifiers\n", + " misc 1..60\n", + " /type=\"gene\"\n", + " /label=\"my_gene\"\n", + "ORIGIN\n", + " 1 atgcaaacag taatgatgga tgacattcaa agcactgatt ctattgctga aaaagataat\n", + "//\n" + ] + } + ], + "source": [ + "# This is how it would look as a genbank file\n", + "print(dsr.format(\"genbank\"))" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "forward primer: ATGCAAACAGTAATGATGGA\n", + "reverse primer: ATTATCTTTTTCAGCAATAGAATCA\n" + ] + }, + { + "data": { + "text/plain": [ + "5ATGCAAACAGTAATGATGGA...TGATTCTATTGCTGAAAAAGATAAT3\n", + " |||||||||||||||||||||||||\n", + " 3ACTAAGATAACGACTTTTTCTATTA5\n", + "5ATGCAAACAGTAATGATGGA3\n", + " ||||||||||||||||||||\n", + "3TACGTTTGTCATTACTACCT...ACTAAGATAACGACTTTTTCTATTA5" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Now let's design primers to amplify it\n", + "from pydna.design import primer_design\n", + "# limit is the minimum length of the primer, target_tm is the desired melting temperature of the primer\n", + "amplicon = primer_design(dsr, limit=13, target_tm=55)\n", + "# Let's print the primers, and a figure that shows where they align with the template sequence\n", + "print(\"forward primer:\", amplicon.forward_primer.seq)\n", + "print(\"reverse primer:\", amplicon.reverse_primer.seq)\n", + "amplicon.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + " 5ATGCAAACAGTAATGATGGA...TGATTCTATTGCTGAAAAAGATAAT3\n", + " |||||||||||||||||||||||||\n", + " 3ACTAAGATAACGACTTTTTCTATTACCTAGGtttt5\n", + "5ccccGGATCCATGCAAACAGTAATGATGGA3\n", + " ||||||||||||||||||||\n", + " 3TACGTTTGTCATTACTACCT...ACTAAGATAACGACTTTTTCTATTA5" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Let's say we don't want to just amplify it, but we want to add restriction sites to it!\n", + "\n", + "from pydna.amplify import pcr\n", + "# We add the restriction sites to the primers\n", + "forward_primer = \"ccccGGATCC\" + amplicon.forward_primer\n", + "reverse_primer = \"ttttGGATCC\" + amplicon.reverse_primer\n", + "\n", + "# We do the PCR\n", + "pcr_product = pcr(forward_primer, reverse_primer, dsr)\n", + "# The PCR product is of class `Amplicon`, a subclass of `Dseqrecord`.\n", + "# When doing a figure, it shows where primers anneal.\n", + "pcr_product.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "LOCUS m_y___g_e_n_e 80 bp DNA linear UNK 01-JAN-1980\n", + "DEFINITION pcr_product_f60 id_r60 id.\n", + "ACCESSION m_y___g_e_n_e\n", + "VERSION m_y___g_e_n_e\n", + "KEYWORDS .\n", + "SOURCE .\n", + " ORGANISM .\n", + " .\n", + "FEATURES Location/Qualifiers\n", + " misc 11..70\n", + " /type=\"gene\"\n", + " /label=\"my_gene\"\n", + " primer_bind 11..30\n", + " /label=\"f60\"\n", + " /PCR_conditions=\"primer\n", + " sequence:ccccGGATCCATGCAAACAGTAATGATGGA\"\n", + " /ApEinfo_fwdcolor=\"#baffa3\"\n", + " /ApEinfo_revcolor=\"#ffbaba\"\n", + " primer_bind complement(46..70)\n", + " /label=\"r60\"\n", + " /PCR_conditions=\"primer\n", + " sequence:ttttGGATCCATTATCTTTTTCAGCAATAGAATCA\"\n", + " /ApEinfo_fwdcolor=\"#baffa3\"\n", + " /ApEinfo_revcolor=\"#ffbaba\"\n", + "ORIGIN\n", + " 1 ccccggatcc atgcaaacag taatgatgga tgacattcaa agcactgatt ctattgctga\n", + " 61 aaaagataat ggatccaaaa\n", + "//\n" + ] + }, + { + "data": { + "text/plain": [ + "Dseqrecord(-80)\n", + "ccccGGATCC\u001b[48;5;11mATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT\u001b[0mGGATCCaaaa\n", + "ggggCCTAGGTACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTACCTAGGtttt" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# If we want to see the sequence more clearly, we can turn it into a `Dseqrecord`\n", + "pcr_product = Dseqrecord(pcr_product)\n", + "\n", + "print(pcr_product.format(\"genbank\"))\n", + "\n", + "pcr_product.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "ename": "SyntaxError", + "evalue": "invalid decimal literal (861700443.py, line 1)", + "output_type": "error", + "traceback": [ + "\u001b[0;36m Cell \u001b[0;32mIn[6], line 1\u001b[0;36m\u001b[0m\n\u001b[0;31m 5atg...taa3 |||\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m invalid decimal literal\n" + ] + } + ], + "source": [ + "\n", + "5atg...taa3 |||\n", + "5ccccGGATCCatg3\n", + "3attCCTAGGtttt5\n", + "|||\n", + "3tac...att5\n", + "In [5]: Dseqrecord (pcr_product).figure()\n", + "Out [5]: Dseqrecord(-29)\n", + "ccccGGATCCatgccctaaGGATCCaaaa ggggCCTAGGtacgggattCCTAGGtttt\n", + "In [6]: from Bio. Restriction import BamHI # cuts GGATCC a, b, c = pcr product.cut (BamHI)\n", + "print(a.figure())\n", + "print()\n", + "print (b.figure())\n", + "print()\n", + "print(c.figure())\n", + "Dseqrecord(-9)\n", + "CCCCG\n", + "ggggCCTAG\n", + "Dseqrecord(-19)\n", + "GATCCatgccctaaG GtacgggattCCTAG\n", + "Dseqrecord(-9)\n", + "GATCCaaaa\n", + "Gtttt\n", + "In [7]: vector = Dseqrecord(\"aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\"\n", + "circular=True, name=\"vect\")\n", + "In [8]: vector.figure()\n", + "Out[8]: Dseqrecord (050)\n", + "aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct ttacaaaaagggaGGGCCCgttttaTCTAGAacgatacgtagtagctaga\n", + "In [9]: from Bio. Restriction import BglII # cuts AGATCT\n", + "linear_vector_bgl vector.linearize (BglII)\n", + "rec_vector= (linear_vector_bgl + b).looped().synced(vector)\n", + "rec_vector.figure()\n", + "Out [9]: Dseqrecord (065)\n", + "aatgtttttccctCCCGGGcaaaatAGATCCatgccctaaGGATCTtgctatgcatcatcgatct ttacaaaaagggaGGGCCCgttttaTCTAGGtacgggattCCTAGAacgatacgtagtagctaga\n", + "In [10]: gene2 = Dseqrecord(\"cctCCCatgaaataaGGGcaa\", name=\"gene2\") gene2.add_feature (6,15)\n", + "gene2.figure()\n", + "Out[10]: Dseqrecord(-21)\n", + "cctCCCatgaaataaGGGcaa\n", + "ggaGGGtactttattCCCgtt\n", + "In [11]: from pydna.assembly import Assembly\n", + "from Bio. Restriction import SmaI # cuts CCCGGG\n", + "linear_vector_sma = vector.linearize(SmaI)\n", + "asm = Assembly ((linear_vector_sma, gene2), limit=6)\n", + "candidate, *rest = asm.assemble_circular()\n", + "In [12]: candidate.figure()\n", + "Out[12] - vect_lin❘ 6\n", + "\\/\n", + "^\\\n", + "6 gene2 6\n", + "V\n", + "ハ\n", + "6-\n", + "In [13]: candidate candidate.synced (vector, limit=10)\n", + "In [14]: Dseqrecord (candidate).figure()\n", + "Out[14]: Dseqrecord(059)\n", + "aatgtttttccctCCCatgaaataaGGGcaaaatAGATCTtgctatgcatcatcgatct ttacaaaaagggaGGGtactttattCCcgttttaTCTAGAacgatacgtagtagctaga\n", + "In [16]: from pydna.gel import gel\n", + "from pydna.ladders import GeneRuler_1kb_plus\n", + "In [17] band Dseqrecord(\"GATC\"*500)\n", + "In [18]: gel([ GeneRuler_1kb_plus,\n", + "Out [18]: 20000 -\n", + "[band, ]])\n", + "10000 -\n", + "7000\n", + "5000\n", + "4000\n", + "-\n", + "3000\n", + "-\n", + "2000\n", + "1500\n", + "1000\n", + "700\n", + "500\n", + "400\n", + "300\n", + "200\n", + "75" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/src/pydna/amplify.py b/src/pydna/amplify.py index 95d9e1ba..3c4ebea0 100644 --- a/src/pydna/amplify.py +++ b/src/pydna/amplify.py @@ -17,7 +17,7 @@ from pydna.utils import flatten as _flatten # from pydna.utils import memorize as _memorize -from pydna.utils import rc as _rc +from pydna.utils import rc as _rc, shift_feature as _shift_feature from pydna.amplicon import Amplicon as _Amplicon from pydna.primer import Primer as _Primer from pydna.seqrecord import SeqRecord as _SeqRecord @@ -351,6 +351,8 @@ def products(self): feats = self.template[ fp.position - fp._fp : rp.position + rp._fp ].features # Save features covered by primers + shift_amount = len(fp.tail) + feats = [_shift_feature(f, shift_amount, None) for f in feats] tpl = self.template else: continue diff --git a/src/pydna/utils.py b/src/pydna/utils.py index f7e0ce36..acb21c0f 100644 --- a/src/pydna/utils.py +++ b/src/pydna/utils.py @@ -80,6 +80,8 @@ def shift_location(original_location, shift, lim): """docstring.""" newparts = [] strand = original_location.strand + if lim is None: + lim = _sys.maxsize for part in original_location.parts: new_start = (part.start + shift) % lim From 474a675bdf43cfc3e0336dd22e69ee54b016b289 Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Mon, 7 Oct 2024 17:03:29 +0100 Subject: [PATCH 57/84] remove code image from README for #261 --- README.md | 218 ++++++++++++- .../notebooks/readme_example.ipynb | 288 +++++++++++------- 2 files changed, 388 insertions(+), 118 deletions(-) rename readme_example.ipynb => docs/notebooks/readme_example.ipynb (51%) diff --git a/README.md b/README.md index 08660279..ddc82f7b 100755 --- a/README.md +++ b/README.md @@ -54,13 +54,229 @@ Pereira, F., Azevedo, F., Carvalho, Â., Ribeiro, G. F., Budde, M. W., & Johanss Full documentation of all modules and classes can be found at [https://bjornfjohansson.github.io/pydna](https://bjornfjohansson.github.io/pydna). +To get started, we recommend you to have a look at the [example notebooks](docs/notebooks). Start by having a look at [Dseq](docs/notebooks/Dseq.ipynb), [Dseq_Features](docs/notebooks/Dseq_Features.ipynb) and [Importing_Seqs](docs/notebooks/Importing_Seqs.ipynb), which cover the basics of working with sequences. The rest of the notebooks cover how to use pydna for different cloning strategies, such as Gibson assembly, Restriction-Ligation, etc. + Most pydna functionality is implemented as methods for the double stranded DNA sequence record classes Dseq and Dseqrecord, which are subclasses of the [Biopython](http://biopython.org/wiki/Main_Page) [Seq](http://biopython.org/wiki/Seq) and [SeqRecord](http://biopython.org/wiki/SeqRecord) classes. These classes make PCR primer design, PCR simulation and cut-and-paste cloning very simple: -[![example](https://raw.githubusercontent.com/BjornFJohansson/pydna/master/docs/example.png)](https://github.com/BjornFJohansson/pydna/blob/master/docs/example.ipynb) +> **NOTE**: You can run this example in [this notebook](docs/notebooks/readme_example.ipynb) + +```python +from pydna.dseqrecord import Dseqrecord +# Let's create a DNA sequence record, and add a feature to it +dsr = Dseqrecord("ATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT") +dsr.add_feature(x=0, y=60,type="gene", label="my_gene") # We add a feature to highlight the sequence as a gene +dsr.figure() +``` + +
    +Dseqrecord(-60)
+ATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT
+TACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTA
+
    + + +```python +# This is how it would look as a genbank file +print(dsr.format("genbank")) +``` + + LOCUS name 60 bp DNA linear UNK 01-JAN-1980 + DEFINITION description. + ACCESSION id + VERSION id + KEYWORDS . + SOURCE . + ORGANISM . + . + FEATURES Location/Qualifiers + misc 1..60 + /type="gene" + /label="my_gene" + ORIGIN + 1 atgcaaacag taatgatgga tgacattcaa agcactgatt ctattgctga aaaagataat + // + + + +```python +# Now let's design primers to amplify it +from pydna.design import primer_design +# limit is the minimum length of the primer, target_tm is the desired melting temperature of the primer +amplicon = primer_design(dsr, limit=13, target_tm=55) +# Let's print the primers, and a figure that shows where they align with the template sequence +print("forward primer:", amplicon.forward_primer.seq) +print("reverse primer:", amplicon.reverse_primer.seq) +amplicon.figure() +``` + +``` +forward primer: ATGCAAACAGTAATGATGGA +reverse primer: ATTATCTTTTTCAGCAATAGAATCA + + + + + +5ATGCAAACAGTAATGATGGA...TGATTCTATTGCTGAAAAAGATAAT3 + ||||||||||||||||||||||||| + 3ACTAAGATAACGACTTTTTCTATTA5 +5ATGCAAACAGTAATGATGGA3 + |||||||||||||||||||| +3TACGTTTGTCATTACTACCT...ACTAAGATAACGACTTTTTCTATTA5 +``` + + + +```python +# Let's say we don't want to just amplify it, but we want to add restriction sites to it! +from pydna.amplify import pcr +# We add the restriction sites to the primers +forward_primer = "ccccGGATCC" + amplicon.forward_primer +reverse_primer = "ttttGGATCC" + amplicon.reverse_primer + +# We do the PCR +pcr_product = pcr(forward_primer, reverse_primer, dsr) +# The PCR product is of class `Amplicon`, a subclass of `Dseqrecord`. +# When doing a figure, it shows where primers anneal. +pcr_product.figure() +``` + +``` + 5ATGCAAACAGTAATGATGGA...TGATTCTATTGCTGAAAAAGATAAT3 + ||||||||||||||||||||||||| + 3ACTAAGATAACGACTTTTTCTATTACCTAGGtttt5 +5ccccGGATCCATGCAAACAGTAATGATGGA3 + |||||||||||||||||||| + 3TACGTTTGTCATTACTACCT...ACTAAGATAACGACTTTTTCTATTA5 +``` + +```python +# If we want to see the sequence more clearly, we can turn it into a `Dseqrecord` +pcr_product = Dseqrecord(pcr_product) +pcr_product.figure() +``` + +
    +Dseqrecord(-80)
+ccccGGATCCATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATGGATCCaaaa
+ggggCCTAGGTACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTACCTAGGtttt
+
    + + +```python +from Bio.Restriction import BamHI # cuts GGATCC +# a, payload, c are the cut fragments +a, payload, c = pcr_product.cut (BamHI) +print(a.figure()) +print() +print (payload.figure()) +print() +print(c.figure()) +``` + +
    +Dseqrecord(-9)
+ccccG
+ggggCCTAG
+
+Dseqrecord(-70)
+GATCCATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATG
+    GTACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTACCTAG
+
+Dseqrecord(-9)
+GATCCaaaa
+    Gtttt
+
    + +```python +# We create a circular vector to insert the amplicon into +vector = Dseqrecord("aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct", circular=True, name="vect") +vector.figure() +``` + + +``` +Dseqrecord(o50) +aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct +ttacaaaaagggaGGGCCCgttttaTCTAGAacgatacgtagtagctaga +``` + + +```python +from Bio.Restriction import BglII # cuts AGATCT +linear_vector_bgl = vector.cut(BglII)[0] # Linearize the vector at BglII (produces only one fragment) + +# Ligate the fragment of interest to the vector, and call looped() to circularize it +# synced is used to place the origin coordinate (0) in the same place for rec_vector and vector +rec_vector= (linear_vector_bgl + payload).looped().synced(vector) +rec_vector.figure() + +``` + +
    +Dseqrecord(o116)
+aatgtttttccctCCCGGGcaaaatAGATCCATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATGGATCTtgctatgcatcatcgatct
+ttacaaaaagggaGGGCCCgttttaTCTAGGTACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTACCTAGAacgatacgtagtagctaga
+
    + + + +```python +# Let's simulate a Gibson assembly +from pydna.assembly import Assembly + +fragments = [ + Dseqrecord('aatgtttttccctCACTACGtgctatgcatcat', name="fragment_A"), + Dseqrecord('tgctatgcatcatCTATGGAcactctaataatg', name="fragment_B"), + Dseqrecord('cactctaataatgTTACATAaatgtttttccct', name="fragment_C"), +] + +# limit is the min. homology length between fragments in the assembly +asm = Assembly(fragments, limit=10) + +# From the assembly object, which can generate all possible products, get a circular +product, *rest = asm.assemble_circular() + +# We can print a figure that shows the overlaps between fragments +product.figure() + +``` + + + + + -|fragment_A|13 + | \/ + | /\ + | 13|fragment_B|13 + | \/ + | /\ + | 13|fragment_C|13 + | \/ + | /\ + | 13- + | | + -------------------------------------------- + + + + +```python +# Or show the final sequence: +Dseqrecord(product).figure() + +``` + +``` +Dseqrecord(o60) +aatgtttttccctCACTACGtgctatgcatcatCTATGGAcactctaataatgTTACATA +ttacaaaaagggaGTGATGCacgatacgtagtaGATACCTgtgagattattacAATGTAT +``` + As the example above shows, pydna keeps track of sticky ends and features. diff --git a/readme_example.ipynb b/docs/notebooks/readme_example.ipynb similarity index 51% rename from readme_example.ipynb rename to docs/notebooks/readme_example.ipynb index fcf7f54f..0aa31e1f 100644 --- a/readme_example.ipynb +++ b/docs/notebooks/readme_example.ipynb @@ -1,5 +1,34 @@ { "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## README Example\n", + "\n", + "This notebook contains the example shown in the README file.\n", + "\n", + "\n", + " \"Open\n", + "" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# Install pydna (only when running on Colab)\n", + "import sys\n", + "if 'google.colab' in sys.modules:\n", + " %%capture\n", + " # Install the current development version of pydna (comment to install pip version)\n", + " !pip install git+https://github.com/BjornFJohansson/pydna@dev_bjorn\n", + " # Install pip version instead (uncomment to install)\n", + " # !pip install pydna" + ] + }, { "cell_type": "code", "execution_count": null, @@ -139,40 +168,6 @@ "execution_count": null, "metadata": {}, "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "LOCUS m_y___g_e_n_e 80 bp DNA linear UNK 01-JAN-1980\n", - "DEFINITION pcr_product_f60 id_r60 id.\n", - "ACCESSION m_y___g_e_n_e\n", - "VERSION m_y___g_e_n_e\n", - "KEYWORDS .\n", - "SOURCE .\n", - " ORGANISM .\n", - " .\n", - "FEATURES Location/Qualifiers\n", - " misc 11..70\n", - " /type=\"gene\"\n", - " /label=\"my_gene\"\n", - " primer_bind 11..30\n", - " /label=\"f60\"\n", - " /PCR_conditions=\"primer\n", - " sequence:ccccGGATCCATGCAAACAGTAATGATGGA\"\n", - " /ApEinfo_fwdcolor=\"#baffa3\"\n", - " /ApEinfo_revcolor=\"#ffbaba\"\n", - " primer_bind complement(46..70)\n", - " /label=\"r60\"\n", - " /PCR_conditions=\"primer\n", - " sequence:ttttGGATCCATTATCTTTTTCAGCAATAGAATCA\"\n", - " /ApEinfo_fwdcolor=\"#baffa3\"\n", - " /ApEinfo_revcolor=\"#ffbaba\"\n", - "ORIGIN\n", - " 1 ccccggatcc atgcaaacag taatgatgga tgacattcaa agcactgatt ctattgctga\n", - " 61 aaaagataat ggatccaaaa\n", - "//\n" - ] - }, { "data": { "text/plain": [ @@ -189,9 +184,6 @@ "source": [ "# If we want to see the sequence more clearly, we can turn it into a `Dseqrecord`\n", "pcr_product = Dseqrecord(pcr_product)\n", - "\n", - "print(pcr_product.format(\"genbank\"))\n", - "\n", "pcr_product.figure()" ] }, @@ -201,93 +193,155 @@ "metadata": {}, "outputs": [ { - "ename": "SyntaxError", - "evalue": "invalid decimal literal (861700443.py, line 1)", - "output_type": "error", - "traceback": [ - "\u001b[0;36m Cell \u001b[0;32mIn[6], line 1\u001b[0;36m\u001b[0m\n\u001b[0;31m 5atg...taa3 |||\u001b[0m\n\u001b[0m ^\u001b[0m\n\u001b[0;31mSyntaxError\u001b[0m\u001b[0;31m:\u001b[0m invalid decimal literal\n" + "name": "stdout", + "output_type": "stream", + "text": [ + "Dseqrecord(-9)\n", + "\u001b[48;5;11m\u001b[0mccccG \n", + "ggggCCTAG\n", + "\n", + "Dseqrecord(-70)\n", + "GATCC\u001b[48;5;11mATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT\u001b[0mG \n", + " GTACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTACCTAG\n", + "\n", + "Dseqrecord(-9)\n", + "\u001b[48;5;11m\u001b[0mGATCCaaaa\n", + " Gtttt\n" ] } ], "source": [ - "\n", - "5atg...taa3 |||\n", - "5ccccGGATCCatg3\n", - "3attCCTAGGtttt5\n", - "|||\n", - "3tac...att5\n", - "In [5]: Dseqrecord (pcr_product).figure()\n", - "Out [5]: Dseqrecord(-29)\n", - "ccccGGATCCatgccctaaGGATCCaaaa ggggCCTAGGtacgggattCCTAGGtttt\n", - "In [6]: from Bio. Restriction import BamHI # cuts GGATCC a, b, c = pcr product.cut (BamHI)\n", + "from Bio.Restriction import BamHI # cuts GGATCC\n", + "# a, payload, c are the cut fragments\n", + "a, payload, c = pcr_product.cut (BamHI)\n", "print(a.figure())\n", "print()\n", - "print (b.figure())\n", + "print (payload.figure())\n", "print()\n", "print(c.figure())\n", - "Dseqrecord(-9)\n", - "CCCCG\n", - "ggggCCTAG\n", - "Dseqrecord(-19)\n", - "GATCCatgccctaaG GtacgggattCCTAG\n", - "Dseqrecord(-9)\n", - "GATCCaaaa\n", - "Gtttt\n", - "In [7]: vector = Dseqrecord(\"aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\"\n", - "circular=True, name=\"vect\")\n", - "In [8]: vector.figure()\n", - "Out[8]: Dseqrecord (050)\n", - "aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct ttacaaaaagggaGGGCCCgttttaTCTAGAacgatacgtagtagctaga\n", - "In [9]: from Bio. Restriction import BglII # cuts AGATCT\n", - "linear_vector_bgl vector.linearize (BglII)\n", - "rec_vector= (linear_vector_bgl + b).looped().synced(vector)\n", - "rec_vector.figure()\n", - "Out [9]: Dseqrecord (065)\n", - "aatgtttttccctCCCGGGcaaaatAGATCCatgccctaaGGATCTtgctatgcatcatcgatct ttacaaaaagggaGGGCCCgttttaTCTAGGtacgggattCCTAGAacgatacgtagtagctaga\n", - "In [10]: gene2 = Dseqrecord(\"cctCCCatgaaataaGGGcaa\", name=\"gene2\") gene2.add_feature (6,15)\n", - "gene2.figure()\n", - "Out[10]: Dseqrecord(-21)\n", - "cctCCCatgaaataaGGGcaa\n", - "ggaGGGtactttattCCCgtt\n", - "In [11]: from pydna.assembly import Assembly\n", - "from Bio. Restriction import SmaI # cuts CCCGGG\n", - "linear_vector_sma = vector.linearize(SmaI)\n", - "asm = Assembly ((linear_vector_sma, gene2), limit=6)\n", - "candidate, *rest = asm.assemble_circular()\n", - "In [12]: candidate.figure()\n", - "Out[12] - vect_lin❘ 6\n", - "\\/\n", - "^\\\n", - "6 gene2 6\n", - "V\n", - "ハ\n", - "6-\n", - "In [13]: candidate candidate.synced (vector, limit=10)\n", - "In [14]: Dseqrecord (candidate).figure()\n", - "Out[14]: Dseqrecord(059)\n", - "aatgtttttccctCCCatgaaataaGGGcaaaatAGATCTtgctatgcatcatcgatct ttacaaaaagggaGGGtactttattCCcgttttaTCTAGAacgatacgtagtagctaga\n", - "In [16]: from pydna.gel import gel\n", - "from pydna.ladders import GeneRuler_1kb_plus\n", - "In [17] band Dseqrecord(\"GATC\"*500)\n", - "In [18]: gel([ GeneRuler_1kb_plus,\n", - "Out [18]: 20000 -\n", - "[band, ]])\n", - "10000 -\n", - "7000\n", - "5000\n", - "4000\n", - "-\n", - "3000\n", - "-\n", - "2000\n", - "1500\n", - "1000\n", - "700\n", - "500\n", - "400\n", - "300\n", - "200\n", - "75" + "\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(o50)\n", + "\u001b[48;5;11m\u001b[0maatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\n", + "ttacaaaaagggaGGGCCCgttttaTCTAGAacgatacgtagtagctaga" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# We create a circular vector to insert the amplicon into\n", + "vector = Dseqrecord(\"aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\", circular=True, name=\"vect\")\n", + "vector.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(o116)\n", + "aatgtttttccctCCCGGGcaaaatAGATCC\u001b[48;5;11mATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT\u001b[0mGGATCTtgctatgcatcatcgatct\n", + "ttacaaaaagggaGGGCCCgttttaTCTAGGTACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTACCTAGAacgatacgtagtagctaga" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from Bio.Restriction import BglII # cuts AGATCT\n", + "linear_vector_bgl = vector.cut(BglII)[0] # Linearize the vector at BglII (produces only one fragment)\n", + "\n", + "# Ligate the fragment of interest to the vector, and call looped() to circularize it\n", + "# synced is used to place the origin coordinate (0) in the same place for rec_vector and vector\n", + "rec_vector= (linear_vector_bgl + payload).looped().synced(vector)\n", + "rec_vector.figure()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + " -|fragment_A|13\n", + "| \\/\n", + "| /\\\n", + "| 13|fragment_B|13\n", + "| \\/\n", + "| /\\\n", + "| 13|fragment_C|13\n", + "| \\/\n", + "| /\\\n", + "| 13-\n", + "| |\n", + " --------------------------------------------" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Let's simulate a Gibson assembly\n", + "from pydna.assembly import Assembly\n", + "\n", + "fragments = [\n", + " Dseqrecord('aatgtttttccctCACTACGtgctatgcatcat', name=\"fragment_A\"),\n", + " Dseqrecord('tgctatgcatcatCTATGGAcactctaataatg', name=\"fragment_B\"),\n", + " Dseqrecord('cactctaataatgTTACATAaatgtttttccct', name=\"fragment_C\"),\n", + "]\n", + "\n", + "# limit is the min. homology length between fragments in the assembly\n", + "asm = Assembly(fragments, limit=10)\n", + "\n", + "# From the assembly object, which can generate all possible products, get a circular\n", + "product, *rest = asm.assemble_circular()\n", + "\n", + "# We can print a figure that shows the overlaps between fragments\n", + "product.figure()\n" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(o60)\n", + "\u001b[48;5;11m\u001b[0maatgtttttccctCACTACGtgctatgcatcatCTATGGAcactctaataatgTTACATA\n", + "ttacaaaaagggaGTGATGCacgatacgtagtaGATACCTgtgagattattacAATGTAT" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Or show the final sequence:\n", + "Dseqrecord(product).figure()" ] } ], @@ -307,7 +361,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.6" + "version": "3.12.6" } }, "nbformat": 4, From 7e2c247a5881f014bff3653a9b9816ee6384ca02 Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Mon, 7 Oct 2024 17:56:11 +0100 Subject: [PATCH 58/84] more README updates + make requirements.txt --- .gitignore | 1 + .pre-commit-config.yaml | 18 ++++++++++++ README.md | 61 +++++++++++++++++++++++++---------------- 3 files changed, 56 insertions(+), 24 deletions(-) diff --git a/.gitignore b/.gitignore index ce2df748..a5a9dd3d 100755 --- a/.gitignore +++ b/.gitignore @@ -36,6 +36,7 @@ var/ *.egg-info/ .installed.cfg *.egg +.venv/ # PyInstaller # Usually these files are written by a python script from a template diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index d8569140..ed04e6fe 100755 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -18,6 +18,24 @@ repos: rev: 7.0.0 hooks: - id: flake8 +# Make a requirements.txt with poetry every time you commit +- repo: https://github.com/python-poetry/poetry + rev: 1.8.3 + hooks: + - id: poetry-export + args: [ + "-f", + "requirements.txt", + "--output", + "requirements.txt", + "--with", + "dev", + "test", + "docs", + "-E", + "clipboard download express gel", + ] + - repo: local hooks: - id: nbstripout diff --git a/README.md b/README.md index ddc82f7b..90c8db0b 100755 --- a/README.md +++ b/README.md @@ -36,14 +36,6 @@ Pydna has been designed with the goal of being understandable for biologists wit Pydna can formalize planning and sharing of cloning strategies and is especially useful for complex or combinatorial DNA molecule constructions. -Start by looking at the [cookbook](https://github.com/BjornFJohansson/pydna/blob/master/docs/cookbook/cookbook.ipynb). - -Some simple examples can be found [here](https://github.com/MetabolicEngineeringGroupCBMA/pydna-examples#pydna-examples). - -For more elaborate use, look at some assembly strategies of D-xylose metabolic pathways [MetabolicEngineeringGroupCBMA/ypk-xylose-pathways](https://github.com/MetabolicEngineeringGroupCBMA/ypk-xylose-pathways#pereira-et-al-2016). - -See below for documentation. - ## Acknowledgement 🤝 If you use pydna in your research, please reference the paper: @@ -417,27 +409,48 @@ git checkout -b issue_ ### Local development 💻 -1. Use [Poetry](https://python-poetry.org/docs/#installation) to install dependencies and activate virtual environment. +#### Preferred method (using `poetry`) + +This is the preferred method to develop on pydna, so if you plan to contribute regularly, it's worth taking this route. If you +encounter any issues, create an issue on GitHub and we will be able to help. + +Use [Poetry](https://python-poetry.org/docs/#installation) to install dependencies and activate virtual environment. This is necessary +if you want to edit the project dependencies. + +```bash +# If you want the virtual environment to be created in this folder +# (this is now the default, see `poetry.toml`) +poetry config virtualenvs.in-project true - ```bash - # If you want the virtual environment to be created in this folder - # (this is now the default, see `poetry.toml`) - poetry config virtualenvs.in-project true +# Install dependencies (extras are required for tests to pass) +poetry install --all-extras - # Install dependencies (extras are required for tests to pass) - poetry install --all-extras +# Activate virtual environment +poetry shell - # Activate virtual environment - poetry shell - ``` -2. Make your changes. -3. Add the necessary tests in `tests/`. -4. Run the tests from the root directory with `python run_test.py`. +# Install pre-commit hooks +poetry run pre-commit install +``` + +#### Alternative method (using `pip`) + +TODO + +#### Contributing code 💻 + +1. Make your changes. +2. Add the necessary tests in `tests/`. +3. Run the tests from the root directory with `python run_test.py`. > **TIP:** You can run a particular test file with `pytest -vs test_file.py` (`-v` for verbose and `-s` to see print statements in the test). If you want to run just a single test, you can use `pytest -vs -k test_name`, where `test_name` is the name of the test function. -5. Install `pre-commit` hooks if you haven't by running `pre-commit install`. `pre-commit` should be available in the environment, since it is installed by poetry. +4. Install `pre-commit` hooks if you haven't by running `pre-commit install`. `pre-commit` should be available in the environment, since it is installed by poetry. > **TIP:** The hooks are a series of checks that will be run before you commit your code. If any of the checks fail, the commit will not be allowed. Some of them auto-fix the code (e.g., `black` formatting), so you can simply do `git add .` and commit again. -6. Push the changes to your fork -7. From your fork,make a PR towards the branch `dev_bjorn` in the original repository. +5. Push the changes to your fork + +### Creating a PR 🔗 + + * From your fork, make a PR towards the branch `dev_bjorn` in the original repository. + * Mention the issue number in the PR description (e.g., `Closes #123`). + * Remember to click the "Allow edits from maintainers" checkbox so that we can make some changes to the PR if necessary. ### Continuous integration 🤖 From ece5d5967fcb33a7bec463c809a257c22f6fa3fb Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Mon, 7 Oct 2024 17:58:07 +0100 Subject: [PATCH 59/84] add requirements file --- requirements.txt | 1449 ++++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 1449 insertions(+) create mode 100644 requirements.txt diff --git a/requirements.txt b/requirements.txt new file mode 100644 index 00000000..f6b6bfdb --- /dev/null +++ b/requirements.txt @@ -0,0 +1,1449 @@ +alabaster==0.7.13 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:1ee19aca801bbabb5ba3f5f258e4422dfa86f82f3e9cefb0859b283cdd7f62a3 \ + --hash=sha256:a27a4a084d5e690e16e01e03ad2b2e552c61a65469419b907243193de1a84ae2 +appdirs==1.4.4 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:7d5d0167b2b1ba821647616af46a749d1c653740dd0d2415100fe26e27afdf41 \ + --hash=sha256:a841dacd6b99318a741b166adb07e19ee71a274450e68237b4650ca1055ab128 +appnope==0.1.4 ; python_version >= "3.8" and python_version < "4" and (platform_system == "Darwin" or sys_platform == "darwin") \ + --hash=sha256:1de3860566df9caf38f01f86f65e0e13e379af54f9e4bee1e66b48f2efffd1ee \ + --hash=sha256:502575ee11cd7a28c0205f379b525beefebab9d161b7c964670864014ed7213c +asttokens==2.4.1 ; python_version >= "3.8" and python_version < "4" \ + --hash=sha256:051ed49c3dcae8913ea7cd08e46a606dba30b79993209636c4875bc1d637bc24 \ + --hash=sha256:b03869718ba9a6eb027e134bfdf69f38a236d681c83c160d510768af11254ba0 +attrs==23.2.0 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:935dc3b529c262f6cf76e50877d35a4bd3c1de194fd41f47a2b7ae8f19971f30 \ + --hash=sha256:99b87a485a5820b23b879f04c2305b44b951b502fd64be915879d77a7e8fc6f1 +autopep8==2.1.0 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:1fa8964e4618929488f4ec36795c7ff12924a68b8bf01366c094fc52f770b6e7 \ + --hash=sha256:2bb76888c5edbcafe6aabab3c47ba534f5a2c2d245c2eddced4a30c4b4946357 +babel==2.14.0 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:6919867db036398ba21eb5c7a0f6b28ab8cbc3ae7a73a44ebe34ae74a4e7d363 \ + --hash=sha256:efb1a25b7118e67ce3a259bed20545c29cb68be8ad2c784c83689981b7a57287 +backcall==0.2.0 ; python_version >= "3.8" and python_version < "4" \ + --hash=sha256:5cbdbf27be5e7cfadb448baf0aa95508f91f2bbc6c6437cd9cd06e2a4c215e1e \ + --hash=sha256:fbbce6a29f263178a1f7915c1940bde0ec2b2a967566fe1c65c1dfb7422bd255 +biopython==1.83 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:0496f2a6e6e060d8ff0f34784ad15ed342b10cfe282020efe168286f0c14c479 \ + 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--hash=sha256:f936030d7d0147dd026a4f2b5a57343d233f1fc7b363f68b3d4f1cb0993878ae +sphinxcontrib-jsmath==1.0.1 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:2ec2eaebfb78f3f2078e73666b1415417a116cc848b72e5172e596c871103178 \ + --hash=sha256:a9925e4a4587247ed2191a22df5f6970656cb8ca2bd6284309578f2153e0c4b8 +sphinxcontrib-qthelp==1.0.3 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:4c33767ee058b70dba89a6fc5c1892c0d57a54be67ddd3e7875a18d14cba5a72 \ + --hash=sha256:bd9fc24bcb748a8d51fd4ecaade681350aa63009a347a8c14e637895444dfab6 +sphinxcontrib-serializinghtml==1.1.5 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:352a9a00ae864471d3a7ead8d7d79f5fc0b57e8b3f95e9867eb9eb28999b92fd \ + --hash=sha256:aa5f6de5dfdf809ef505c4895e51ef5c9eac17d0f287933eb49ec495280b6952 +stack-data==0.6.3 ; python_version >= "3.8" and python_version < "4" \ + --hash=sha256:836a778de4fec4dcd1dcd89ed8abff8a221f58308462e1c4aa2a3cf30148f0b9 \ + --hash=sha256:d5558e0c25a4cb0853cddad3d77da9891a08cb85dd9f9f91b9f8cd66e511e695 +tabulate==0.9.0 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:0095b12bf5966de529c0feb1fa08671671b3368eec77d7ef7ab114be2c068b3c \ + --hash=sha256:024ca478df22e9340661486f85298cff5f6dcdba14f3813e8830015b9ed1948f +tomli==2.0.1 ; python_version >= "3.8" and python_full_version <= "3.11.0a6" \ + --hash=sha256:939de3e7a6161af0c887ef91b7d41a53e7c5a1ca976325f429cb46ea9bc30ecc \ + --hash=sha256:de526c12914f0c550d15924c62d72abc48d6fe7364aa87328337a31007fe8a4f +tornado==6.4 ; python_version >= "3.8" and python_version < "4" \ + --hash=sha256:02ccefc7d8211e5a7f9e8bc3f9e5b0ad6262ba2fbb683a6443ecc804e5224ce0 \ + --hash=sha256:10aeaa8006333433da48dec9fe417877f8bcc21f48dda8d661ae79da357b2a63 \ + --hash=sha256:27787de946a9cffd63ce5814c33f734c627a87072ec7eed71f7fc4417bb16263 \ + --hash=sha256:6f8a6c77900f5ae93d8b4ae1196472d0ccc2775cc1dfdc9e7727889145c45052 \ + --hash=sha256:71ddfc23a0e03ef2df1c1397d859868d158c8276a0603b96cf86892bff58149f \ + --hash=sha256:72291fa6e6bc84e626589f1c29d90a5a6d593ef5ae68052ee2ef000dfd273dee \ + --hash=sha256:88b84956273fbd73420e6d4b8d5ccbe913c65d31351b4c004ae362eba06e1f78 \ + --hash=sha256:e43bc2e5370a6a8e413e1e1cd0c91bedc5bd62a74a532371042a18ef19e10579 \ + --hash=sha256:f0251554cdd50b4b44362f73ad5ba7126fc5b2c2895cc62b14a1c2d7ea32f212 \ + --hash=sha256:f7894c581ecdcf91666a0912f18ce5e757213999e183ebfc2c3fdbf4d5bd764e \ + --hash=sha256:fd03192e287fbd0899dd8f81c6fb9cbbc69194d2074b38f384cb6fa72b80e9c2 +traitlets==5.14.3 ; python_version >= "3.8" and python_version < "4" \ + --hash=sha256:9ed0579d3502c94b4b3732ac120375cda96f923114522847de4b3bb98b96b6b7 \ + --hash=sha256:b74e89e397b1ed28cc831db7aea759ba6640cb3de13090ca145426688ff1ac4f +typing-extensions==4.11.0 ; python_version >= "3.8" and python_version < "3.11" \ + --hash=sha256:83f085bd5ca59c80295fc2a82ab5dac679cbe02b9f33f7d83af68e241bea51b0 \ + --hash=sha256:c1f94d72897edaf4ce775bb7558d5b79d8126906a14ea5ed1635921406c0387a +urllib3==2.2.1 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:450b20ec296a467077128bff42b73080516e71b56ff59a60a02bef2232c4fa9d \ + --hash=sha256:d0570876c61ab9e520d776c38acbbb5b05a776d3f9ff98a5c8fd5162a444cf19 +virtualenv==20.26.1 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:604bfdceaeece392802e6ae48e69cec49168b9c5f4a44e483963f9242eb0e78b \ + --hash=sha256:7aa9982a728ae5892558bff6a2839c00b9ed145523ece2274fad6f414690ae75 +wcwidth==0.2.13 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:3da69048e4540d84af32131829ff948f1e022c1c6bdb8d6102117aac784f6859 \ + --hash=sha256:72ea0c06399eb286d978fdedb6923a9eb47e1c486ce63e9b4e64fc18303972b5 +wheel==0.43.0 ; python_version >= "3.8" and python_version < "4.0" \ + --hash=sha256:465ef92c69fa5c5da2d1cf8ac40559a8c940886afcef87dcf14b9470862f1d85 \ + --hash=sha256:55c570405f142630c6b9f72fe09d9b67cf1477fcf543ae5b8dcb1f5b7377da81 +zipp==3.18.1 ; python_version >= "3.8" and python_version < "3.10" \ + --hash=sha256:206f5a15f2af3dbaee80769fb7dc6f249695e940acca08dfb2a4769fe61e538b \ + --hash=sha256:2884ed22e7d8961de1c9a05142eb69a247f120291bc0206a00a7642f09b5b715 From 7464e3982c66013edcc1d98f7d1429afafc0ddae Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Mon, 7 Oct 2024 18:00:43 +0100 Subject: [PATCH 60/84] fix configuration --- .pre-commit-config.yaml | 3 +++ 1 file changed, 3 insertions(+) diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index ed04e6fe..caae803e 100755 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -30,11 +30,14 @@ repos: "requirements.txt", "--with", "dev", + "--with", "test", + "--with", "docs", "-E", "clipboard download express gel", ] + files: 'requirements.txt' - repo: local hooks: From 2b010a960d1b9c7b4d95e2fcd7a1fc190b8499b1 Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:20:09 -0400 Subject: [PATCH 61/84] typing for PrettyTable --- src/pydna/_pretty.py | 8 +++++--- 1 file changed, 5 insertions(+), 3 deletions(-) diff --git a/src/pydna/_pretty.py b/src/pydna/_pretty.py index a62a3111..8ca75a44 100644 --- a/src/pydna/_pretty.py +++ b/src/pydna/_pretty.py @@ -8,7 +8,9 @@ from prettytable import PrettyTable as _Pt from prettytable import MARKDOWN as _md + from copy import copy as _copy +from typing import List as _List class pretty_str(str): @@ -21,15 +23,15 @@ def _repr_pretty_(self, p, cycle): class PrettyTable(_Pt): """docstring.""" - def lol(self): + def lol(self) -> _List[list]: """docstring.""" return [self._field_names] + self._rows - def __repr__(self): + def __repr__(self) -> str: """docstring.""" return self.get_string() - def _repr_markdown_(self): + def _repr_markdown_(self) -> pretty_str: c = _copy(self) c.set_style(_md) return pretty_str(c.get_string()) From 982ceb97d2ee3fdb631a1f7c441402857b712a6b Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:20:17 -0400 Subject: [PATCH 62/84] typing for codon dicts --- src/pydna/codon.py | 17 ++++++++++++----- 1 file changed, 12 insertions(+), 5 deletions(-) diff --git a/src/pydna/codon.py b/src/pydna/codon.py index 127542dc..d89b7774 100644 --- a/src/pydna/codon.py +++ b/src/pydna/codon.py @@ -6,9 +6,9 @@ # https://www.genome.jp/kegg/catalog/org_list.html -weights = {} +from typing import Dict as _Dict -weights["sce"] = { +_sce_weights = { "TTT": 1.0, "TTG": 1.0, "TAT": 1.0, @@ -75,12 +75,16 @@ "CCC": 0.37, } +weights = {"sce": _sce_weights} # PMID: 6390186 # PMID: 11589713 -start = {"sce": {"ATG": 1.000, "TTG": 0.069, "ATA": 0.005}, "eco": {}} +start: _Dict[str, _Dict[str, float]] = { + "sce": {"ATG": 1.000, "TTG": 0.069, "ATA": 0.005}, + "eco": {}, +} # Zhang, S. P., Zubay, G., & Goldman, E. (1991). @@ -95,10 +99,13 @@ "eco": ["AGG", "AGA", "ATA", "CTA", "CGA", "CGG", "CCC", "TCG"], } -stop = {"sce": {"TAA": 0.470, "TAG": 0.230, "TGA": 0.300}, "eco": {}} # +stop: _Dict[str, _Dict[str, float]] = { + "sce": {"TAA": 0.470, "TAG": 0.230, "TGA": 0.300}, + "eco": {}, +} -n_end = { +n_end: _Dict[str, _Dict[str, str]] = { "sce": { "Val": ">30 h", "Met": ">30 h", From 490f06604dc4212dd26434587c9614cb7bb0a249 Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:20:29 -0400 Subject: [PATCH 63/84] typing for Seq --- src/pydna/seq.py | 48 +++++++++++++++++++++++++++--------------------- 1 file changed, 27 insertions(+), 21 deletions(-) diff --git a/src/pydna/seq.py b/src/pydna/seq.py index de45e644..033094c9 100644 --- a/src/pydna/seq.py +++ b/src/pydna/seq.py @@ -24,6 +24,7 @@ from Bio.Seq import Seq as _Seq from pydna._pretty import PrettyTable as _PrettyTable +from typing import List as _List, Optional as _Optional, Tuple as _Tuple import logging as _logging _module_logger = _logging.getLogger("pydna." + __name__) @@ -32,26 +33,34 @@ class Seq(_Seq): """docstring.""" - def translate(self, *args, stop_symbol="*", to_stop=False, cds=False, gap="-", **kwargs): + def translate( + self, + *args, + stop_symbol: str = "*", + to_stop: bool = False, + cds: bool = False, + gap: str = "-", + **kwargs, + ) -> "ProteinSeq": """Translate..""" p = super().translate(*args, stop_symbol=stop_symbol, to_stop=to_stop, cds=cds, gap=gap, **kwargs) return ProteinSeq(p._data) - def gc(self): + def gc(self) -> float: """Return GC content.""" return round(_GC(self._data.upper().decode("ASCII")), 3) - def cai(self, organism="sce"): + def cai(self, organism: str = "sce") -> float: """docstring.""" from pydna.utils import cai as _cai return _cai(self._data.upper().decode("ASCII"), organism=organism) - def rarecodons(self, organism="sce"): + def rarecodons(self, organism: str = "sce") -> _List[slice]: """docstring.""" rare = _rare_codons[organism] s = self._data.upper().decode("ASCII") - slices = [] + slices: _List[slice] = [] for i in range(0, len(self) // 3): x, y = i * 3, i * 3 + 3 trip = s[x:y] @@ -59,15 +68,15 @@ def rarecodons(self, organism="sce"): slices.append(slice(x, y, 1)) return slices - def startcodon(self, organism="sce"): + def startcodon(self, organism: str = "sce") -> _Optional[float]: """docstring.""" return _start[organism].get(self._data.upper().decode("ASCII")[:3]) - def stopcodon(self, organism="sce"): + def stopcodon(self, organism: str = "sce") -> _Optional[float]: """docstring.""" return _stop[organism].get(self._data.upper().decode("ASCII")[-3:]) - def express(self, organism="sce"): + def express(self, organism: str = "sce") -> _PrettyTable: """docstring.""" x = _PrettyTable(["cds", "len", "cai", "gc", "sta", "stp", "n-end"] + _rare_codons[organism] + ["rare"]) val = [] @@ -92,11 +101,11 @@ def express(self, organism="sce"): x.add_row(val) return x - def orfs2(self, minsize=30): + def orfs2(self, minsize: int = 30) -> _List[str]: """docstring.""" orf = _re.compile(f"ATG(?:...){{{minsize},}}?(?:TAG|TAA|TGA)", flags=_re.IGNORECASE) start = 0 - matches = [] + matches: _List[slice] = [] s = self._data.decode("ASCII") while True: @@ -108,16 +117,13 @@ def orfs2(self, minsize=30): break return sorted([self[sl] for sl in matches], key=len, reverse=True) - def orfs(self, minsize=100): + def orfs(self, minsize: int = 100) -> _List[_Tuple[int, int]]: dna = self._data.decode("ASCII") from pydna.utils import three_frame_orfs - orfs = [] - for frame, x, y in three_frame_orfs(dna, limit=minsize): - orfs.append((x, y)) - return orfs + return [(x, y) for frame, x, y in three_frame_orfs(dna, limit=minsize)] - def seguid(self): + def seguid(self) -> str: """Url safe SEGUID [#]_ for the sequence. This checksum is the same as seguid but with base64.urlsafe @@ -178,7 +184,7 @@ def transcribe(self): def back_transcribe(self): raise NotImplementedError("Not defined for protein.") - def seguid(self): + def seguid(self) -> str: """Url safe SEGUID [#]_ for the sequence. This checksum is the same as seguid but with base64.urlsafe @@ -207,17 +213,17 @@ def __getitem__(self, key): pass return result - def _pa(self): + def _pa(self) -> ProteinAnalysis: # breakpoint() return ProteinAnalysis(self._data.decode("ascii")) - def molecular_weight(self): + def molecular_weight(self) -> float: return self._pa().molecular_weight() - def pI(self): + def pI(self) -> float: return self._pa().isoelectric_point() - def instability_index(self): + def instability_index(self) -> float: """ Instability index according to Guruprasad et al. From ae04507eaf4eb1f9303163aaca56fb69679ac1d4 Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:20:45 -0400 Subject: [PATCH 64/84] typing for FakeSeq --- src/pydna/fakeseq.py | 23 ++++++++++++++--------- 1 file changed, 14 insertions(+), 9 deletions(-) diff --git a/src/pydna/fakeseq.py b/src/pydna/fakeseq.py index 7cfa3670..6e164ebd 100755 --- a/src/pydna/fakeseq.py +++ b/src/pydna/fakeseq.py @@ -7,36 +7,41 @@ """docstring.""" -class FakeSeq(object): +class FakeSeq: """docstring.""" - def __init__(self, length, n=50e-15, rf=0): # 50 fmol = 0.05 pmol - self._length = int(length) + def __init__( + self, + length: int, + n: float = 50e-15, # 50 fmol = 0.05 pmol + rf: float = 0.0, + ) -> None: + self._length = length self.n = n self.rf = rf - def m(self): + def m(self) -> float: """Mass of the DNA molecule in grams.""" # M(Da) * n (mol) = g return self.M() * self.n - def M(self): + def M(self) -> float: """M grams/mol.""" return (308.9 * self._length + 79.0) * 2 - def __len__(self): + def __len__(self) -> int: """docstring.""" return self._length - def __lt__(self, other): + def __lt__(self, other) -> bool: """docstring.""" return self._length < len(other) - def __repr__(self): + def __repr__(self) -> str: """docstring.""" return f"FakeSeq({self._length:.1e})" - def __str__(self): + def __str__(self) -> str: """docstring.""" return self.__repr__() From e6e14736c105e4d7fbf2c746646f86515ddcf956 Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:20:55 -0400 Subject: [PATCH 65/84] typing for Genbank --- src/pydna/genbank.py | 25 +++++++++++++++++-------- 1 file changed, 17 insertions(+), 8 deletions(-) diff --git a/src/pydna/genbank.py b/src/pydna/genbank.py index a55473dc..582873a4 100644 --- a/src/pydna/genbank.py +++ b/src/pydna/genbank.py @@ -16,6 +16,7 @@ from pydna.readers import read as _read from Bio import Entrez as _Entrez +from typing import Literal as _Literal, Optional as _Optional import re as _re import os as _os import logging as _logging @@ -26,7 +27,7 @@ # TODO http://httpbin.org/ use for testing? -class Genbank(object): +class Genbank: """Class to facilitate download from genbank. It is easier and quicker to use the :func:`pydna.genbank.genbank` function directly. @@ -46,7 +47,12 @@ class Genbank(object): 1 """ - def __init__(self, users_email: str, *args, tool="pydna", **kwargs): + def __init__( + self, + users_email: str, + *, + tool: str = "pydna", + ) -> None: if not _re.match(r"[A-Z0-9._%+-]+@[A-Z0-9.-]+\.[A-Z]{2,4}", users_email, _re.IGNORECASE): raise ValueError("email address {} is not valid.".format(users_email)) @@ -59,12 +65,18 @@ def __init__(self, users_email: str, *args, tool="pydna", **kwargs): self.email = users_email self.tool = tool - def __repr__(self): + def __repr__(self) -> str: """This method returns a short representation containing the email used to initiate.""" return "GenbankConnection({})".format(self.email) @_memorize("pydna.genbank.Genbank.nucleotide") - def nucleotide(self, item: str, seq_start=None, seq_stop=None, strand=1): + def nucleotide( + self, + item: str, + seq_start: _Optional[int] = None, + seq_stop: _Optional[int] = None, + strand: _Literal[1, 2] = 1, + ) -> _GenbankRecord: """This method downloads a genbank nuclotide record from genbank. This method is cached by default. This can be controlled by editing the **pydna_cached_funcs** environment variable. The best way to do this permanently is to edit the edit the @@ -145,9 +157,6 @@ def nucleotide(self, item: str, seq_start=None, seq_stop=None, strand=1): _Entrez.email = self.email _Entrez.tool = self.tool - seq_start = int(seq_start) if seq_start else None - seq_stop = int(seq_stop) if seq_stop else None - _module_logger.info("Entrez.email %s", self.email) text = _Entrez.efetch( db="nuccore", @@ -164,7 +173,7 @@ def nucleotide(self, item: str, seq_start=None, seq_stop=None, strand=1): return _GenbankRecord(_read(text), item=item, start=seq_start, stop=seq_stop, strand=strand) -def genbank(accession: str = "CS570233.1", *args, **kwargs): +def genbank(accession: str = "CS570233.1", *args, **kwargs) -> _GenbankRecord: """ Download a genbank nuclotide record. From a5915235ac124cc7b2410063f120c555796b9043 Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:21:11 -0400 Subject: [PATCH 66/84] typing for sequence_picker module --- src/pydna/sequence_picker.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/pydna/sequence_picker.py b/src/pydna/sequence_picker.py index 21b3f2aa..33d63215 100644 --- a/src/pydna/sequence_picker.py +++ b/src/pydna/sequence_picker.py @@ -18,7 +18,7 @@ tool = "pydna" -def genbank_accession(s: str): +def genbank_accession(s: str) -> Dseqrecord: """docstring.""" s = Dseqrecord(s) From 7f89b8c479af72002e35a3cd307bc85b9ef84ba8 Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:21:24 -0400 Subject: [PATCH 67/84] typing for common_sub_strings module --- src/pydna/common_sub_strings.py | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/src/pydna/common_sub_strings.py b/src/pydna/common_sub_strings.py index 94617cf7..80dd9691 100644 --- a/src/pydna/common_sub_strings.py +++ b/src/pydna/common_sub_strings.py @@ -18,7 +18,7 @@ from operator import itemgetter as _itemgetter from typing import List as _List, Tuple as _Tuple -Match = _Tuple[int, int, int] +Match = _Tuple[int, int, int] # (x_start, y_start, length) # def _kark_sort(s, SA, n, K): # def radixpass(a, b, r, s, n, k): @@ -314,7 +314,7 @@ # return match -def common_sub_strings(stringx: str, stringy: str, limit=25) -> _List[Match]: +def common_sub_strings(stringx: str, stringy: str, limit: int = 25) -> _List[Match]: """ Finds all common substrings between stringx and stringy, and returns them sorted by length. @@ -344,7 +344,7 @@ def common_sub_strings(stringx: str, stringy: str, limit=25) -> _List[Match]: return matches -def terminal_overlap(stringx: str, stringy: str, limit=15) -> _List[Match]: +def terminal_overlap(stringx: str, stringy: str, limit: int = 15) -> _List[Match]: """Finds the the flanking common substrings between stringx and stringy longer than limit. This means that the results only contains substrings that starts or ends at the the ends of stringx and stringy. From b8dbf7bbecf5c62c824941724d804fa7231b2bfe Mon Sep 17 00:00:00 2001 From: Kawin Date: Sun, 6 Oct 2024 03:21:46 -0400 Subject: [PATCH 68/84] typing for Assembly.__init__ and Assembly.__repr__ --- src/pydna/assembly.py | 96 ++++++++++++++++++++++++++----------------- 1 file changed, 58 insertions(+), 38 deletions(-) diff --git a/src/pydna/assembly.py b/src/pydna/assembly.py index efbbcc1b..ec3519c5 100644 --- a/src/pydna/assembly.py +++ b/src/pydna/assembly.py @@ -43,6 +43,7 @@ graph. """ import os as _os +from Bio.SeqFeature import SeqFeature as _SeqFeature from Bio.SeqFeature import ExactPosition as _ExactPosition from Bio.SeqFeature import SimpleLocation as _SimpleLocation from Bio.SeqFeature import CompoundLocation as _CompoundLocation @@ -51,12 +52,19 @@ # from pydna.utils import memorize as _memorize from pydna._pretty import pretty_str as _pretty_str from pydna.contig import Contig as _Contig -from pydna.common_sub_strings import common_sub_strings +from pydna.common_sub_strings import common_sub_strings, Match as _Match -from pydna.common_sub_strings import terminal_overlap from pydna.dseqrecord import Dseqrecord as _Dseqrecord import networkx as _nx + from copy import deepcopy as _deepcopy +from typing import ( + Callable as _Callable, + Dict as _Dict, + List as _List, + NamedTuple as _NamedTuple, + TypedDict as _TypedDict, +) import itertools as _itertools import logging as _logging @@ -67,9 +75,6 @@ _module_logger = _logging.getLogger("pydna." + __name__) -terminal_overlap - - class Assembly(object): # , metaclass=_Memoize): """Assembly of a list of linear DNA fragments into linear or circular constructs. The Assembly is meant to replace the Assembly method as it @@ -115,36 +120,37 @@ class Assembly(object): # , metaclass=_Memoize): """ - def __init__(self, frags=None, limit=25, algorithm=common_sub_strings): + def __init__( + self, + frags: _List[_Dseqrecord], + limit: int = 25, + algorithm: _Callable[[str, str, int], _List[_Match]] = common_sub_strings, + ) -> None: # Fragments is a string subclass with some extra properties # The order of the fragments has significance - fragments = [] - for f in frags: - fragments.append( - { - "upper": str(f.seq).upper(), - "mixed": str(f.seq), - "name": f.name, - "features": f.features, - "nodes": [], - } - ) + fragments: _List[_FragmentDict] = [ + { + "upper": str(f.seq).upper(), + "mixed": str(f.seq), + "name": f.name, + "features": f.features, + "nodes": [], + } + for f in frags + ] # rcfragments is a dict with fragments as keys and the reverse # complement as value - rcfragments = dict( - ( - f["mixed"], - { - "upper": str(frc.seq).upper(), - "mixed": str(frc.seq), - "name": frc.name, - "features": frc.features, - "nodes": [], - }, - ) + rcfragments: _Dict[str, _FragmentDict] = { + f["mixed"]: { + "upper": str(frc.seq).upper(), + "mixed": str(frc.seq), + "name": frc.name, + "features": frc.features, + "nodes": [], + } for f, frc in zip(fragments, (f.rc() for f in frags)) - ) + } # The nodemap dict holds nodes and their reverse complements nodemap = { "begin": "end", @@ -175,8 +181,8 @@ def __init__(self, frags=None, limit=25, algorithm=common_sub_strings): # case. node = first["upper"][start_in_first : start_in_first + length] - first["nodes"].append((start_in_first, length, node)) - secnd["nodes"].append((start_in_secnd, length, node)) + first["nodes"].append(_NodeTuple(start_in_first, length, node)) + secnd["nodes"].append(_NodeTuple(start_in_secnd, length, node)) # The same node exists between the reverse complements of # first and secnd @@ -187,8 +193,8 @@ def __init__(self, frags=None, limit=25, algorithm=common_sub_strings): start_in_secrc = len(secnd["upper"]) - start_in_secnd - length # noderc is the reverse complement of node noderc = firrc["upper"][start_in_firrc : start_in_firrc + length] - firrc["nodes"].append((start_in_firrc, length, noderc)) - secrc["nodes"].append((start_in_secrc, length, noderc)) + firrc["nodes"].append(_NodeTuple(start_in_firrc, length, noderc)) + secrc["nodes"].append(_NodeTuple(start_in_secrc, length, noderc)) nodemap[node] = noderc # first is also compared to the rc of secnd @@ -196,16 +202,16 @@ def __init__(self, frags=None, limit=25, algorithm=common_sub_strings): for start_in_first, start_in_secrc, length in matches: node = first["upper"][start_in_first : start_in_first + length] - first["nodes"].append((start_in_first, length, node)) - secrc["nodes"].append((start_in_secrc, length, node)) + first["nodes"].append(_NodeTuple(start_in_first, length, node)) + secrc["nodes"].append(_NodeTuple(start_in_secrc, length, node)) start_in_firrc, start_in_secnd = ( len(first["upper"]) - start_in_first - length, len(secnd["upper"]) - start_in_secrc - length, ) noderc = firrc["upper"][start_in_firrc : start_in_firrc + length] - firrc["nodes"].append((start_in_firrc, length, noderc)) - secnd["nodes"].append((start_in_secnd, length, noderc)) + firrc["nodes"].append(_NodeTuple(start_in_firrc, length, noderc)) + secnd["nodes"].append(_NodeTuple(start_in_secnd, length, noderc)) nodemap[node] = noderc # A directed graph class that can store multiedges. @@ -475,7 +481,7 @@ def assemble_circular(self, length_bound=None): reverse=True, ) - def __repr__(self): + def __repr__(self) -> _pretty_str: # https://pyformat.info return _pretty_str( "Assembly\n" @@ -511,6 +517,20 @@ def __repr__(self): ) +class _NodeTuple(_NamedTuple): + start: int + length: int + shared_seq: str # uppercase + + +class _FragmentDict(_TypedDict): + upper: str + mixed: str + name: str + features: _List[_SeqFeature] + nodes: _List[_NodeTuple] + + if __name__ == "__main__": import os as _os From 4b6aa0078a075c6f99970a96140f5146e6fc9933 Mon Sep 17 00:00:00 2001 From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com> Date: Mon, 7 Oct 2024 08:32:04 +0000 Subject: [PATCH 69/84] Bump pillow from 10.3.0 to 10.4.0 Bumps [pillow](https://github.com/python-pillow/Pillow) from 10.3.0 to 10.4.0. - [Release notes](https://github.com/python-pillow/Pillow/releases) - [Changelog](https://github.com/python-pillow/Pillow/blob/main/CHANGES.rst) - [Commits](https://github.com/python-pillow/Pillow/compare/10.3.0...10.4.0) --- updated-dependencies: - dependency-name: pillow dependency-type: direct:production update-type: version-update:semver-minor ... Signed-off-by: dependabot[bot] --- poetry.lock | 155 ++++++++++++++++++++++++++++------------------------ 1 file changed, 83 insertions(+), 72 deletions(-) diff --git a/poetry.lock b/poetry.lock index baf73a2b..e1b58e58 100644 --- a/poetry.lock +++ b/poetry.lock @@ -1,4 +1,4 @@ -# This file is automatically @generated by Poetry 1.8.2 and should not be changed by hand. +# This file is automatically @generated by Poetry 1.8.3 and should not be changed by hand. [[package]] name = "alabaster" @@ -1666,84 +1666,95 @@ files = [ [[package]] name = "pillow" -version = "10.3.0" +version = "10.4.0" description = "Python Imaging Library (Fork)" optional = true python-versions = ">=3.8" files = [ - {file = "pillow-10.3.0-cp310-cp310-macosx_10_10_x86_64.whl", hash = "sha256:90b9e29824800e90c84e4022dd5cc16eb2d9605ee13f05d47641eb183cd73d45"}, - {file = "pillow-10.3.0-cp310-cp310-macosx_11_0_arm64.whl", hash = "sha256:a2c405445c79c3f5a124573a051062300936b0281fee57637e706453e452746c"}, - {file = "pillow-10.3.0-cp310-cp310-manylinux_2_17_aarch64.manylinux2014_aarch64.whl", hash = "sha256:78618cdbccaa74d3f88d0ad6cb8ac3007f1a6fa5c6f19af64b55ca170bfa1edf"}, - {file = "pillow-10.3.0-cp310-cp310-manylinux_2_17_x86_64.manylinux2014_x86_64.whl", hash = "sha256:261ddb7ca91fcf71757979534fb4c128448b5b4c55cb6152d280312062f69599"}, - {file = "pillow-10.3.0-cp310-cp310-manylinux_2_28_aarch64.whl", hash = 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Signed-off-by: dependabot[bot] --- poetry.lock | 16 ++++++++-------- pyproject.toml | 2 +- 2 files changed, 9 insertions(+), 9 deletions(-) diff --git a/poetry.lock b/poetry.lock index 049eb839..7bc9d3c5 100644 --- a/poetry.lock +++ b/poetry.lock @@ -2687,22 +2687,22 @@ test = ["pytest", "pytest-cov"] [[package]] name = "sphinx-rtd-theme" -version = "2.0.0" +version = "3.0.0" description = "Read the Docs theme for Sphinx" optional = false -python-versions = ">=3.6" +python-versions = ">=3.8" files = [ - {file = "sphinx_rtd_theme-2.0.0-py2.py3-none-any.whl", hash = "sha256:ec93d0856dc280cf3aee9a4c9807c60e027c7f7b461b77aeffed682e68f0e586"}, - {file = "sphinx_rtd_theme-2.0.0.tar.gz", hash = "sha256:bd5d7b80622406762073a04ef8fadc5f9151261563d47027de09910ce03afe6b"}, + {file = "sphinx_rtd_theme-3.0.0-py2.py3-none-any.whl", hash = "sha256:1ffe1539957775bfa0a7331370de7dc145b6eac705de23365dc55c5d94bb08e7"}, + {file = "sphinx_rtd_theme-3.0.0.tar.gz", hash = "sha256:905d67de03217fd3d76fbbdd992034ac8e77044ef8063a544dda1af74d409e08"}, ] [package.dependencies] -docutils = "<0.21" -sphinx = ">=5,<8" +docutils = ">0.18,<0.22" +sphinx = ">=6,<9" sphinxcontrib-jquery = ">=4,<5" [package.extras] -dev = ["bump2version", "sphinxcontrib-httpdomain", "transifex-client", "wheel"] +dev = ["bump2version", "transifex-client", "twine", "wheel"] [[package]] name = "sphinxcontrib-applehelp" @@ -2983,4 +2983,4 @@ gel = ["matplotlib", "pillow", "scipy", "scipy"] [metadata] lock-version = "2.0" python-versions = ">=3.8,<4.0" -content-hash = "9aae277679824830bbfccfd27f7b36ddefe875a95ff87bc3b652754c6370108b" +content-hash = "80d73ccaf1fb05703f74505a6a4660bc8f74c4ca83f60669fd75acb2edfe669f" diff --git a/pyproject.toml b/pyproject.toml index 101f6d1a..572d2a76 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -82,7 +82,7 @@ requests-mock = ">=1.10.0" [tool.poetry.group.docs.dependencies] numpydoc = "^1.6.0" sphinx-autobuild = "^2021.3.14" -sphinx-rtd-theme = ">=1.3,<3.0" +sphinx-rtd-theme = ">=1.3,<4.0" [tool.poetry.group.dev.dependencies] From 959b5d45d88e60a6297d8c86c91049dc4f954cb4 Mon Sep 17 00:00:00 2001 From: "dependabot[bot]" <49699333+dependabot[bot]@users.noreply.github.com> Date: Mon, 7 Oct 2024 08:28:21 +0000 Subject: [PATCH 73/84] Bump prettytable from 3.10.0 to 3.11.0 Bumps [prettytable](https://github.com/jazzband/prettytable) from 3.10.0 to 3.11.0. - [Release notes](https://github.com/jazzband/prettytable/releases) - [Changelog](https://github.com/jazzband/prettytable/blob/main/CHANGELOG.md) - [Commits](https://github.com/jazzband/prettytable/compare/3.10.0...3.11.0) --- updated-dependencies: - dependency-name: prettytable dependency-type: direct:production update-type: version-update:semver-minor ... Signed-off-by: dependabot[bot] --- poetry.lock | 6 +++--- 1 file changed, 3 insertions(+), 3 deletions(-) diff --git a/poetry.lock b/poetry.lock index 7bc9d3c5..447944ed 100644 --- a/poetry.lock +++ b/poetry.lock @@ -1840,13 +1840,13 @@ virtualenv = ">=20.10.0" [[package]] name = "prettytable" -version = "3.10.0" +version = "3.11.0" description = "A simple Python library for easily displaying tabular data in a visually appealing ASCII table format" optional = false python-versions = ">=3.8" files = [ - {file = "prettytable-3.10.0-py3-none-any.whl", hash = "sha256:6536efaf0757fdaa7d22e78b3aac3b69ea1b7200538c2c6995d649365bddab92"}, - {file = "prettytable-3.10.0.tar.gz", hash = "sha256:9665594d137fb08a1117518c25551e0ede1687197cf353a4fdc78d27e1073568"}, + {file = "prettytable-3.11.0-py3-none-any.whl", hash = "sha256:aa17083feb6c71da11a68b2c213b04675c4af4ce9c541762632ca3f2cb3546dd"}, + {file = "prettytable-3.11.0.tar.gz", hash = "sha256:7e23ca1e68bbfd06ba8de98bf553bf3493264c96d5e8a615c0471025deeba722"}, ] [package.dependencies] From 4c2d929bb38f671c5ef041078f47f52efa27bf2d Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Tue, 8 Oct 2024 10:53:48 +0100 Subject: [PATCH 74/84] closes #261 (#297) --- .pre-commit-config.yaml | 12 ++++++++++-- README.md | 39 +++++++++++++++++++++++++-------------- 2 files changed, 35 insertions(+), 16 deletions(-) diff --git a/.pre-commit-config.yaml b/.pre-commit-config.yaml index caae803e..35444244 100755 --- a/.pre-commit-config.yaml +++ b/.pre-commit-config.yaml @@ -2,23 +2,30 @@ repos: - repo: https://github.com/pre-commit/pre-commit-hooks rev: v4.5.0 hooks: + # Prevent committing to the master branch - id: no-commit-to-branch args: [--branch, master] + # Format yaml files - id: check-yaml + # Fix end-of-file issues - id: end-of-file-fixer + # Fix trailing whitespace - id: trailing-whitespace + # Prevent debug statements - id: debug-statements - id: fix-encoding-pragma - id: mixed-line-ending +# Code formatting - repo: https://github.com/ambv/black rev: 24.2.0 hooks: - id: black +# Further linting (e.g. module imported but not used) - repo: https://github.com/PyCQA/flake8 rev: 7.0.0 hooks: - id: flake8 -# Make a requirements.txt with poetry every time you commit +# Verify that requirements.txt is up to date with poetry dependencies every commit - repo: https://github.com/python-poetry/poetry rev: 1.8.3 hooks: @@ -38,7 +45,8 @@ repos: "clipboard download express gel", ] files: 'requirements.txt' - +# Remove metadata from jupyter notebooks. This will always be triggered when you commit a change in a notebook. +# Simply do `git add` and commit again. - repo: local hooks: - id: nbstripout diff --git a/README.md b/README.md index 90c8db0b..e685c944 100755 --- a/README.md +++ b/README.md @@ -237,10 +237,6 @@ product, *rest = asm.assemble_circular() product.figure() ``` - - - - -|fragment_A|13 | \/ | /\ @@ -254,9 +250,6 @@ product.figure() | | -------------------------------------------- - - - ```python # Or show the final sequence: Dseqrecord(product).figure() @@ -409,13 +402,14 @@ git checkout -b issue_ ### Local development 💻 -#### Preferred method (using `poetry`) +#### Preferred method (using `poetry`) 🧙‍♂️ This is the preferred method to develop on pydna, so if you plan to contribute regularly, it's worth taking this route. If you -encounter any issues, create an issue on GitHub and we will be able to help. +encounter any issues setting up the dev environment, create an issue on GitHub and we will be able to help. Use [Poetry](https://python-poetry.org/docs/#installation) to install dependencies and activate virtual environment. This is necessary -if you want to edit the project dependencies. +if you want to edit the project dependencies. Install poetry using [pipx](https://github.com/pypa/pipx) following poetry's installation instructions, do not install it +in the system python or the project environment. ```bash # If you want the virtual environment to be created in this folder @@ -432,9 +426,26 @@ poetry shell poetry run pre-commit install ``` -#### Alternative method (using `pip`) +#### Alternative method (using `pip`) 🐍 -TODO +Use this for a small contribution or if you don't manage to set up the dev environment. + +```bash +# Create a new virtual environment +python -m venv .venv + +# Activate the virtual environment +source .venv/bin/activate + +# Install all dependencies (library deps + dev and test requirements) +pip install -r requirements.txt + +# Install the project as editable dependency +pip install -e . + +# Install the pre-commit hooks +pre-commit install +``` #### Contributing code 💻 @@ -442,8 +453,8 @@ TODO 2. Add the necessary tests in `tests/`. 3. Run the tests from the root directory with `python run_test.py`. > **TIP:** You can run a particular test file with `pytest -vs test_file.py` (`-v` for verbose and `-s` to see print statements in the test). If you want to run just a single test, you can use `pytest -vs -k test_name`, where `test_name` is the name of the test function. -4. Install `pre-commit` hooks if you haven't by running `pre-commit install`. `pre-commit` should be available in the environment, since it is installed by poetry. - > **TIP:** The hooks are a series of checks that will be run before you commit your code. If any of the checks fail, the commit will not be allowed. Some of them auto-fix the code (e.g., `black` formatting), so you can simply do `git add .` and commit again. +4. Before committing, install `pre-commit` hooks if you haven't by running `pre-commit install`. `pre-commit` should be available in the environment regardless of the method you use to set up the dev environment. + > **TIP:** The hooks are a series of checks that will be run before you commit your code. If any of the checks fail, the commit will not be allowed. Some of them auto-fix the code (e.g., `black` formatting), so you can simply do `git add .` and commit again. Others like `flake8` will prevent the commit to happen until the code is compliant. For instance, if you import a module in a file and not use it, `flake8` will complain. For a full list of checks, see `.pre-commit-config.yaml`. 5. Push the changes to your fork ### Creating a PR 🔗 From f063c4092fe76b62f8f9d96a8056453713c7b40a Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Tue, 8 Oct 2024 11:55:48 +0100 Subject: [PATCH 75/84] tests for #281 #279, add type to pcr (#298) --- src/pydna/amplify.py | 2 +- src/pydna/utils.py | 2 ++ tests/test_module_amplify.py | 22 ++++++++++++++++++++-- tests/test_module_utils.py | 30 +++++++++++++++++++++++++++--- 4 files changed, 50 insertions(+), 6 deletions(-) diff --git a/src/pydna/amplify.py b/src/pydna/amplify.py index 3c4ebea0..3c12854a 100644 --- a/src/pydna/amplify.py +++ b/src/pydna/amplify.py @@ -431,7 +431,7 @@ def __str__(self): report = __str__ -def pcr(*args, **kwargs): +def pcr(*args, **kwargs) -> _Amplicon: """pcr is a convenience function for the Anneal class to simplify its usage, especially from the command line. If more than one or no PCR product is formed, a ValueError is raised. diff --git a/src/pydna/utils.py b/src/pydna/utils.py index acb21c0f..b42d4696 100644 --- a/src/pydna/utils.py +++ b/src/pydna/utils.py @@ -81,6 +81,8 @@ def shift_location(original_location, shift, lim): newparts = [] strand = original_location.strand if lim is None: + if min(original_location) + shift < 0: + raise ValueError("Shift moves location below zero, use a `lim` to loop around if sequence is circular.") lim = _sys.maxsize for part in original_location.parts: diff --git a/tests/test_module_amplify.py b/tests/test_module_amplify.py index 4a30c9a9..eeb4d895 100644 --- a/tests/test_module_amplify.py +++ b/tests/test_module_amplify.py @@ -614,13 +614,12 @@ def test_pcr(): ) for key, tst in enumerate(raw): - #print(tst[0], pcr(tst[1:]).seguid(), tst[0] in pcr(tst[1:]).seguid()) + # print(tst[0], pcr(tst[1:]).seguid(), tst[0] in pcr(tst[1:]).seguid()) assert tst[0] in pcr(tst[1:]).seguid() def test_shifts(): from pydna.parsers import parse - from pydna.parsers import parse_primers from pydna.amplify import pcr # from pydna.amplify import nopcr @@ -782,5 +781,24 @@ def test_shifts(): f = pcr(f, r, t) +def test_annotation(): + """ + Test that annotations are correctly added to the amplicon in primers with tails + https://github.com/BjornFJohansson/pydna/issues/279 + """ + from pydna.amplify import pcr + from pydna.dseqrecord import Dseqrecord + + dsr = Dseqrecord("ATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT") + dsr.add_feature(x=0, y=60, type="gene", label="my_gene") # We add a feature to highlight the sequence as a gene + + forward_primer = "ccccggatccATGCAAACAGTAATGATGGA" + reverse_primer = "ttttggatccATTATCTTTTTCAGCAATAGAATCA" + + pcr_product = pcr(forward_primer, reverse_primer, dsr) + + assert pcr_product.features[0].location.extract(pcr_product).seq == dsr.seq + + if __name__ == "__main__": pytest.main([__file__, "-vv", "-s"]) diff --git a/tests/test_module_utils.py b/tests/test_module_utils.py index d733720d..6a25d74f 100644 --- a/tests/test_module_utils.py +++ b/tests/test_module_utils.py @@ -407,7 +407,6 @@ def test_smallest_rotation(): def test_memorize(monkeypatch): - import pytest from unittest import mock from pydna.utils import memorize as _memorize @@ -474,6 +473,33 @@ def test_shift_location(): loc = SimpleLocation(0, 2, strand) assert shift_location(shift_location(loc, 1, 6), -1, 6) == loc + # Shifting location on circular sequence + for strand in (1, -1, None): + loc = SimpleLocation(0, 4, strand) + assert shift_location(loc, 1, 6) == SimpleLocation(1, 5, strand) + if strand == -1: + assert shift_location(loc, -1, 6) == SimpleLocation(0, 3, strand) + SimpleLocation(5, 6, strand) + else: + assert shift_location(loc, -1, 6) == SimpleLocation(5, 6, strand) + SimpleLocation(0, 3, strand) + + # Shifting ignoring the sequence length + # See https://github.com/BjornFJohansson/pydna/issues/281 + for strand in (1, -1, None): + loc = SimpleLocation(4, 6, strand) + assert shift_location(loc, 1000, None) == SimpleLocation(1004, 1006, strand) + assert shift_location(loc, -4, None) == SimpleLocation(0, 2, strand) + try: + shift_location(loc, -1000, None) + raise AssertionError("Shift below zero should raise ValueError") + except ValueError: + pass + + composed_loc = SimpleLocation(2, 4, strand) + SimpleLocation(5, 6, strand) + assert shift_location(composed_loc, 1000, None) == SimpleLocation(1002, 1004, strand) + SimpleLocation( + 1005, 1006, strand + ) + assert shift_location(composed_loc, -2, None) == SimpleLocation(0, 2, strand) + SimpleLocation(3, 4, strand) + def test_locations_overlap(): from pydna.utils import locations_overlap, shift_location @@ -509,7 +535,5 @@ def test_locations_overlap(): assert not locations_overlap(main_shifted, loc_shifted, 20) - - if __name__ == "__main__": pytest.main([__file__, "-vv", "-s"]) From fd8577c3e0e7479d86cbfff43576ba1040e32744 Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Wed, 9 Oct 2024 12:11:49 +0100 Subject: [PATCH 76/84] update codecov action for #242 --- .github/workflows/pydna_test_and_coverage_workflow.yml | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/.github/workflows/pydna_test_and_coverage_workflow.yml b/.github/workflows/pydna_test_and_coverage_workflow.yml index 6a1386d3..1a235c02 100644 --- a/.github/workflows/pydna_test_and_coverage_workflow.yml +++ b/.github/workflows/pydna_test_and_coverage_workflow.yml @@ -85,7 +85,7 @@ jobs: - name: 🔼 Upload coverage to Codecov if: (matrix.codecov) - uses: codecov/codecov-action@v1.0.13 + uses: codecov/codecov-action@v4 with: file: ./coverage.xml token: ${{ secrets.CODECOV_TOKEN }} From 9e86c43fbba85e14c58bbec61fd3e3f119e1383e Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Thu, 10 Oct 2024 12:35:40 +0100 Subject: [PATCH 77/84] Issue 270 (#301) * closes #270 * closes #269 by adding an example notebook + extra tests * closes #288, includes the graphics in 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z6~^!0d}-PB(U%tIpd$C!(eL{x$VYhWNOJ8|XlX9PccjSb?Bv{*tCc_6b#P&EG2sdX z*cOAeiRhwKS|W0w3#+RLcWX&1EF77iN{hePQYg!f0#5%4F!#j$LAd$UM5DrSKl4>M z0fo6n0eDDraDmZf#H6w|CIOsFEafn7hLFSZ*t5Fei!pKl`hotW+?KOopEC^ z0N1n*j%84bB{v0L`qL kNEkX#@=ozz$2}#H&6LxDF&&db4<%*J_O5pIwm1Lr?*=(cqW}N^ literal 0 HcmV?d00001 diff --git a/docs/notebooks/primer_design.ipynb b/docs/notebooks/primer_design.ipynb new file mode 100644 index 00000000..859bb2af --- /dev/null +++ b/docs/notebooks/primer_design.ipynb @@ -0,0 +1,454 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Primer design in pydna\n", + "\n", + "You can use `pydna` for primer design in different contexts, let's start with some basic primer functionalities." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Checking the Tm of a primer\n", + "\n", + "Primer design in pydna is very flexible, and supports different methods. For typical use-cases, we recommend using `tm_default`, which uses the method `Bio.SeqUtils.MeltingTemp` from biopython, nearest neighbor thermodynamics values from [SantaLucia & Hicks (2004)](https://pubmed.ncbi.nlm.nih.gov/15139820/) and common values for nucleotide concentration, salt concentration, etc. You can of course change those settings. For a full dive check `src/pydna/tm.py`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "55.047602641480864\n", + "54.55481807340169\n" + ] + } + ], + "source": [ + "from pydna.tm import tm_default\n", + "\n", + "# The primers from the readme example\n", + "print(tm_default(\"ATGCAAACAGTAATGATGGA\"))\n", + "print(tm_default(\"ATTATCTTTTTCAGCAATAGAATCA\"))\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Using NEB Tm calculator\n", + "\n", + "If you are used to the NEB Tm calculator, and you want to use it programmatically, you can do so as well. The function takes three arguments:\n", + "\n", + "- `primer`: The primer sequence.\n", + "- `conc`: The primer concentration.\n", + "- `prodcode`: The product code, which you can find on [NEB's website](https://tmapi.neb.com/docs/productcodes).\n", + "\n", + "> **NOTE:** When you call the function, it will make a request to the NEB server. This makes it much slower than using the builtin methods. In addition, we cannot guarantee that the NEB server will always be available, nor that the calculations that they use will not change in the future, since the code is not available." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "59\n", + "57\n" + ] + } + ], + "source": [ + "from pydna.tm import tm_neb\n", + "\n", + "print(tm_neb(\"ATGCAAACAGTAATGATGGA\", 0.5, \"q5-0\"))\n", + "print(tm_neb(\"ATTATCTTTTTCAGCAATAGAATCA\", 0.5, \"q5-0\"))\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Designing primers for PCR\n", + "\n", + "Let's use pydna to amplify a region from a DNA sequence. You can use the `primer_design` function to design primers for a given target Tm (`target_tm`) and indicate a minimum primer hybridization length in basepairs (`limit`)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Forward primer Tm: 59.71997924024873\n", + "Forward primer sequence: ATGCAAACAGTAATGATGGATGAC\n", + "\n", + "Reverse primer Tm: 60.22377911083646\n", + "Reverse primer sequence: TTATTCAGCAATAGAATCAGTGCTTTG\n" + ] + } + ], + "source": [ + "from pydna.dseqrecord import Dseqrecord\n", + "from Bio.SeqFeature import SeqFeature, SimpleLocation\n", + "from pydna.design import primer_design\n", + "\n", + "dna = Dseqrecord(\"ggttcaATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAATAAcatttacatca\")\n", + "\n", + "# Let's add a feature representing the CDS\n", + "dna.features.append(SeqFeature(SimpleLocation(start=6, end=60), type=\"CDS\"))\n", + "\n", + "# To design the primer, we extract the template sequence we want to amplify, and use the `primer_design` method.\n", + "template = dna.features[0].location.extract(dna)\n", + "\n", + "# We get an amplicon object (a subclass of Dseqrecord), that also contains extra info\n", + "# of where the primers align etc.\n", + "amplicon = primer_design(template, target_tm=60.0, limit=15)\n", + "\n", + "# We extract the primers\n", + "fwd_primer, rvs_primer = amplicon.primers()\n", + "\n", + "# We print the Tms\n", + "print(\"Forward primer Tm:\", tm_default(fwd_primer.seq))\n", + "print(\"Forward primer sequence:\", fwd_primer.seq)\n", + "print()\n", + "print(\"Reverse primer Tm:\", tm_default(rvs_primer.seq))\n", + "print(\"Reverse primer sequence:\", rvs_primer.seq)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Special primers\n", + "\n", + "We saw an example where we simply want to amplify a region of DNA. But what if we want to design primers for a specific restriction enzyme, or for Gibson Assembly? That's also easy." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Restriction enzyme\n", + "\n", + "Simply append the sequence you want at the 5' end of the primers." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "ttGAATTCATGCAAACAGTAATGATGGATGAC\n", + "ttGAATTCTTATTCAGCAATAGAATCAGTGCTTTG\n" + ] + } + ], + "source": [ + "from Bio.Restriction import EcoRI\n", + "fwd_primer_EcoRI = 'ttGAATTC' + fwd_primer\n", + "# You can also do it like this!\n", + "rvs_primer_EcoRI = 'tt' + EcoRI.site + rvs_primer\n", + "\n", + "print(fwd_primer_EcoRI.seq)\n", + "print(rvs_primer_EcoRI.seq)\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "> **Edge case:** Some recognition sites contain ambiguous bases, for instance `Bst4CI` cuts at site `ACNGT`, where `N` can be any nucleotide. In that case, you can use the dictionary provided by biopython (`from Bio.Data.IUPACData import ambiguous_dna_values`) to produce a concrete DNA sequence you can use in real life." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Gibson Assembly\n", + "\n", + "To design primers for Gibson Assembly, you can use the `assembly_fragments` function." + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Linear Gibson Assembly" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Primers for fragment 1:\n", + "ATGCAAACAGTAATGATGGATGAC\n", + "GAGTGATTATCTTTTTCAGCAATAGAATCAGTGC\n", + "\n", + "Primers for fragment 2:\n", + "ATAATCACTCTAATAATGAATCTAACTTTACTTGGAAA\n", + "ATGCTTTTCCACTTGTTCACG\n", + "\n", + "PCR product 1:\n", + "ATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATCACTC\n", + "\n", + "PCR product 2:\n", + "ATAATCACTCTAATAATGAATCTAACTTTACTTGGAAAGCGTTTCGTGAACAAGTGGAAAAGCAT\n", + "\n", + "Overlap\n", + "ATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATCACTC\n", + " ATAATCACTCTAATAATGAATCTAACTTTACTTGGAAAGCGTTTCGTGAACAAGTGGAAAAGCAT\n" + ] + } + ], + "source": [ + "from pydna.design import assembly_fragments\n", + "# Let's imagine we want to join these two sequences together linearly with Gibson Assembly\n", + "seq1 = Dseqrecord('ATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAAT')\n", + "seq2 = Dseqrecord('CACTCTAATAATGAATCTAACTTTACTTGGAAAGCGTTTCGTGAACAAGTGGAAAAGCAT')\n", + "\n", + "# First, we design primers for each fragment, as before:\n", + "pre_amplicon1 = primer_design(seq1, target_tm=60.0, limit=15)\n", + "pre_amplicon2 = primer_design(seq2, target_tm=60.0, limit=15)\n", + "\n", + "# Then, we use the `assembly_fragments` function to design primers for Gibson Assembly\n", + "amplicon1, amplicon2 = assembly_fragments([pre_amplicon1, pre_amplicon2], overlap=10)\n", + "\n", + "# We print the primers:\n", + "fwd_1, rvs_1 = amplicon1.primers()\n", + "fwd_2, rvs_2 = amplicon2.primers()\n", + "\n", + "print('Primers for fragment 1:')\n", + "print(fwd_1.seq)\n", + "print(rvs_1.seq)\n", + "print()\n", + "print('Primers for fragment 2:')\n", + "print(fwd_2.seq)\n", + "print(rvs_2.seq)\n", + "print()\n", + "\n", + "# The amplicons contain the PCR products (note the overlap between the two fragments)\n", + "print('PCR product 1:')\n", + "print(amplicon1.seq)\n", + "print()\n", + "print('PCR product 2:')\n", + "print(amplicon2.seq)\n", + "print()\n", + "\n", + "print('Overlap')\n", + "print(amplicon1.seq)\n", + "print(' '*55,amplicon2.seq, sep='')\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Once you have the amplicons, you can use `Assembly` to join them together (see the `Gibson` notebook for more details)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "65bp_PCR_prod|10\n", + " \\/\n", + " /\\\n", + " 10|65bp_PCR_prod\n", + "\n", + "Dseqrecord(-120)\n", + "\u001b[48;5;11mATGCAAACAGTAATGATGGATGAC\u001b[0mATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATCACTCTAATAATGAATCTAACTTTACTTGGAAAGCGTTTCGTGAACAAGTGGAAAAGCAT\n", + "TACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTAGTGAGATTATTACTTAGATTGAAATGAACCTTTCGCAAAGCACTTGTTCACCTTTTCGTA\n" + ] + } + ], + "source": [ + "from pydna.assembly import Assembly\n", + "from pydna.common_sub_strings import terminal_overlap\n", + "\n", + "\n", + "assembly = Assembly([amplicon1, amplicon2], limit=10, algorithm=terminal_overlap)\n", + "product = assembly.assemble_linear()[0]\n", + "print(product.figure())\n", + "\n", + "print()\n", + "\n", + "print(Dseqrecord(product).figure())\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "##### Circular Gibson Assembly" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Primers for fragment 1:\n", + "AGCATATGCAAACAGTAATGATGGATGAC\n", + "GAGTGATTATCTTTTTCAGCAATAGAATCAGTGC\n", + "\n", + "Primers for fragment 2:\n", + "ATAATCACTCTAATAATGAATCTAACTTTACTTGGAAA\n", + "TGCATATGCTTTTCCACTTGTTCACG\n", + "\n", + " -|70bp_PCR_prod|10\n", + "| \\/\n", + "| /\\\n", + "| 10|70bp_PCR_prod|10\n", + "| \\/\n", + "| /\\\n", + "| 10-\n", + "| |\n", + " ------------------------------------\n", + "\n", + "Dseqrecord(o120)\n", + "AGCAT\u001b[48;5;11mATGCAAACAGTAATGATGGATGAC\u001b[0mATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATCACTCTAATAATGAATCTAACTTTACTTGGAAAGCGTTTCGTGAACAAGTGGAAA\n", + "TCGTATACGTTTGTCATTACTACCTACTGTAAGTTTCGTGACTAAGATAACGACTTTTTCTATTAGTGAGATTATTACTTAGATTGAAATGAACCTTTCGCAAAGCACTTGTTCACCTTT\n" + ] + } + ], + "source": [ + "# We use the `assembly_fragments` function with `circular=True`\n", + "amplicon1, amplicon2 = assembly_fragments([pre_amplicon1, pre_amplicon2], overlap=10, circular=True)\n", + "\n", + "# We print the primers:\n", + "fwd_1, rvs_1 = amplicon1.primers()\n", + "fwd_2, rvs_2 = amplicon2.primers()\n", + "\n", + "print('Primers for fragment 1:')\n", + "print(fwd_1.seq)\n", + "print(rvs_1.seq)\n", + "print()\n", + "print('Primers for fragment 2:')\n", + "print(fwd_2.seq)\n", + "print(rvs_2.seq)\n", + "print()\n", + "\n", + "assembly = Assembly([amplicon1, amplicon2], limit=10, algorithm=terminal_overlap)\n", + "\n", + "# Here we use assemble_circular!\n", + "product = assembly.assemble_circular()[0]\n", + "print(product.figure())\n", + "\n", + "print()\n", + "\n", + "print(Dseqrecord(product).figure())" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Adding spacers / linkers to Gibson Assembly primers\n", + "\n", + "In this case, you can pass a list of `Amplicons` and `Dseqrecords` to the `assembly_fragments` function. The `amplicons` will be used as the fragments to assemble, and the `dseqrecords` will be used as spacers between the fragments, as long as they are shorter than the argument `maxlink`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "GCATtttATGCAAACAGTAATGATGGATGACATTCAAAGCACTGATTCTATTGCTGAAAAAGATAATaaaCACTCTAATAATGAATCTAACTTTACTTGGAAAGCGTTTCGTGAACAAGTGGAAAA\n", + " ^^^ ^^^\n" + ] + } + ], + "source": [ + "# We create two spacers as dseqrecords\n", + "spacer1 = Dseqrecord('aaa')\n", + "spacer2 = Dseqrecord('ttt')\n", + "\n", + "amplicon1, amplicon2 = assembly_fragments([pre_amplicon1, spacer1, pre_amplicon2, spacer2], overlap=10, circular=True)\n", + "\n", + "assembly = Assembly([amplicon1, amplicon2], limit=10, algorithm=terminal_overlap)\n", + "\n", + "# Here we use assemble_circular!\n", + "product = assembly.assemble_circular()[0]\n", + "\n", + "# See the linkers that have been added\n", + "print()\n", + "print(Dseqrecord(product).seq)\n", + "print(4*' ', '^^^', 60*' ', '^^^', sep='')\n", + "\n" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "#### Summary of assembly_fragments behaviour\n", + "\n", + "The behaviour is summarised in the following graphics for linear and circular assembly.\n", + "\n", + "![assembly_fragments behaviour](../_static/assembly_fragment_slide_linear.png)\n", + "![assembly_fragments behaviour](../_static/assembly_fragment_slide_circular.png)\n", + "\n" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": ".venv", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.6" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/src/pydna/design.py b/src/pydna/design.py index be7a5904..ef45127f 100755 --- a/src/pydna/design.py +++ b/src/pydna/design.py @@ -236,7 +236,7 @@ def design(target_tm, template): return prod -def assembly_fragments(f, overlap=35, maxlink=40): +def assembly_fragments(f, overlap=35, maxlink=40, circular=False): """This function return a list of :mod:`pydna.amplicon.Amplicon` objects where primers have been modified with tails so that the fragments can be fused in the order they appear in the list by for example Gibson assembly or homologous @@ -563,6 +563,9 @@ def assembly_fragments(f, overlap=35, maxlink=40): maxlink : int, optional Maximum length of spacer sequences that may be present in f. These will be included in tails for designed primers. + circular : bool, optional + If True, the assembly is circular. If False, the assembly is linear. + Returns ------- seqs : list of :mod:`pydna.amplicon.Amplicon` and other Dseqrecord like objects :mod:`pydna.amplicon.Amplicon` objects @@ -620,6 +623,15 @@ def assembly_fragments(f, overlap=35, maxlink=40): >>> """ + + # Recursive call for circular assemblies + if circular: + fragments = assembly_fragments(f + f[0:1], overlap=overlap, maxlink=maxlink, circular=False) + + if hasattr(fragments[0], "template"): + fragments[0] = _pcr((fragments[-1].forward_primer, fragments[0].reverse_primer), fragments[0].template) + return fragments[:-1] + # sanity check for arguments nf = [item for item in f if len(item) > maxlink] if not all(hasattr(i[0], "template") or hasattr(i[1], "template") for i in zip(nf, nf[1:])): @@ -742,11 +754,19 @@ def assembly_fragments(f, overlap=35, maxlink=40): def circular_assembly_fragments(f, overlap=35, maxlink=40): - fragments = assembly_fragments(f + f[0:1], overlap=overlap, maxlink=maxlink) + """ + Equivalent to `assembly_fragments` with `circular=True`. - if hasattr(fragments[0], "template"): - fragments[0] = _pcr((fragments[-1].forward_primer, fragments[0].reverse_primer), fragments[0].template) - return fragments[:-1] + Deprecated, kept for backward compatibility. Use `assembly_fragments` with `circular=True` instead. + """ + import warnings + + warnings.warn( + "The circular_assembly_fragments function is deprecated. Use assembly_fragments with circular=True instead.", + DeprecationWarning, + stacklevel=2, + ) + return assembly_fragments(f, overlap=overlap, maxlink=maxlink, circular=True) if __name__ == "__main__": diff --git a/tests/test_module_design.py b/tests/test_module_design.py index 8c2fefc6..9c993fce 100755 --- a/tests/test_module_design.py +++ b/tests/test_module_design.py @@ -220,24 +220,24 @@ def test_primer_Design_with_linker(): """test_primer_design""" b = Dseqrecord("agctactgactattaggggttattctgatcatctgatctactatctgactgtactgatcta") - l = Dseqrecord("AAATTTCCCGGG") + linker = Dseqrecord("AAATTTCCCGGG") c = Dseqrecord("tctgatctactatctgactgtactgatctattgacactgtgatcattctagtgtattactc") - frags = assembly_fragments((primer_design(b), l, primer_design(c))) + frags = assembly_fragments((primer_design(b), linker, primer_design(c))) asm1 = Assembly(frags) - assert asm1.assemble_linear()[0].seguid(), (b + l + c).seguid() == "l95igKB8iKAKrvvqE9CYksyNx40" + assert asm1.assemble_linear()[0].seguid(), (b + linker + c).seguid() == "l95igKB8iKAKrvvqE9CYksyNx40" - frags = assembly_fragments((primer_design(b), l, primer_design(c), primer_design(b))) + frags = assembly_fragments((primer_design(b), linker, primer_design(c), primer_design(b))) b2 = pcr(frags[-1].forward_primer, frags[0].reverse_primer, b) asm2 = Assembly((b2, frags[1], frags[2])) - assert (b + l + c).looped().seguid() == asm2.assemble_circular()[0].seguid() + assert (b + linker + c).looped().seguid() == asm2.assemble_circular()[0].seguid() - assert (b + l + c).looped().seguid() == "cdseguid=LqQ1_uMp2AmEZ_L2I1_njIMkVDc" + assert (b + linker + c).looped().seguid() == "cdseguid=LqQ1_uMp2AmEZ_L2I1_njIMkVDc" def test_primer_Design_given_fw_primer(): @@ -275,7 +275,7 @@ def test_primer_Design_multiple_products(): from pydna import _PydnaWarning with pytest.warns(_PydnaWarning): - a = primer_design(b) + primer_design(b) def test_circular_assembly_fragments(): @@ -346,5 +346,27 @@ def tm_alt_upper(*args): assert amp_upper_with_estimate == amp_upper_no_estimate +def test_primer_design_correct_value(): + from pydna.tm import tm_default + + for original_target_tm in range(60, 65): + for frag in frags: + amp = primer_design(frag, target_tm=original_target_tm, limit=15) + fwd, rvs = amp.primers() + possible_fwd = [Primer(frag[0:i].seq) for i in range(15, 40)] + possible_rvs = [Primer(frag[-i:].reverse_complement().seq) for i in range(15, 40)] + + # Finds the closest forward primer + fwd_diff = [abs(tm_default(f.seq) - original_target_tm) for f in possible_fwd] + correct_fwd = possible_fwd[fwd_diff.index(min(fwd_diff))] + assert str(fwd.seq) == str(correct_fwd.seq) + + # Uses that primers Tm as the target Tm for the reverse primer + new_target_tm = tm_default(correct_fwd.seq) + rvs_diff = [abs(tm_default(f.seq) - new_target_tm) for f in possible_rvs] + correct_rvs = possible_rvs[rvs_diff.index(min(rvs_diff))] + assert str(rvs.seq) == str(correct_rvs.seq) + + if __name__ == "__main__": pytest.cmdline.main([__file__, "-v", "-s"]) From bd8317c1a4163279cd885b9eb0df0cec78180957 Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Sun, 6 Oct 2024 12:51:25 +0100 Subject: [PATCH 78/84] added example.ipynb to tests folder --- tests/example.ipynb | 455 ++++++++++++++++++++++++++++++++++++++++++++ 1 file changed, 455 insertions(+) create mode 100644 tests/example.ipynb diff --git a/tests/example.ipynb b/tests/example.ipynb new file mode 100644 index 00000000..0ea7aa00 --- /dev/null +++ b/tests/example.ipynb @@ -0,0 +1,455 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 27, + "id": "157edf0d-1056-43b8-bcef-b676d9794192", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(-9)\n", + "\u001b[48;5;11matgccctaa\u001b[0m\n", + "tacgggatt" + ] + }, + "execution_count": 27, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from pydna.dseqrecord import Dseqrecord\n", + "\n", + "dsr = Dseqrecord(\"atgccctaa\")\n", + "dsr.add_feature() # a small gene: atgccctaa\n", + "dsr.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "id": "8a0c0235-b358-446f-88a5-0a8a28408399", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "5atg...taa3\n", + " |||\n", + " 3att5\n", + "5atg3\n", + " |||\n", + "3tac...att5" + ] + }, + "execution_count": 28, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from pydna.design import primer_design\n", + "\n", + "amplicon = primer_design(dsr, limit=3, target_tm=0)\n", + "amplicon.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 29, + "id": "54cfbab9-1f54-434a-a37a-819af88a3263", + "metadata": {}, + "outputs": [], + "source": [ + "forward_primer = \"ccccGGATCC\" + amplicon.forward_primer\n", + "reverse_primer = \"ttttGGATCC\" + amplicon.reverse_primer" + ] + }, + { + "cell_type": "code", + "execution_count": 30, + "id": "332f14b9-a444-4aae-896b-2b3d53bacee5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + " 5atg...taa3\n", + " |||\n", + " 3attCCTAGGtttt5\n", + "5ccccGGATCCatg3\n", + " |||\n", + " 3tac...att5" + ] + }, + "execution_count": 30, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from pydna.amplify import pcr\n", + "\n", + "pcr_product = pcr(forward_primer, reverse_primer, dsr, limit=3)\n", + "pcr_product.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "id": "12d6cf52-c50e-434b-bdb2-9eda540b4eae", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(-29)\n", + "\u001b[48;5;11mccccGGATC\u001b[0mCatgccctaaGGATCCaaaa\n", + "ggggCCTAGGtacgggattCCTAGGtttt" + ] + }, + "execution_count": 31, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Dseqrecord(pcr_product).figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 32, + "id": "39f030ff", + "metadata": { + "lines_to_next_cell": 0 + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dseqrecord(-9)\n", + "\u001b[48;5;11mccccG \u001b[0m\n", + "ggggCCTAG\n", + "\n", + "Dseqrecord(-19)\n", + "GATCCatgccctaaG \n", + " \u001b[48;5;11m \u001b[0mGtacgggattCCTAG\n", + "\n", + "Dseqrecord(-9)\n", + "\u001b[48;5;11m\u001b[0mGATCCaaaa\n", + " Gtttt\n" + ] + } + ], + "source": [ + "from Bio.Restriction import BamHI # cuts GGATCC\n", + "\n", + "a, b, c = pcr_product.cut(BamHI)\n", + "\n", + "print(a.figure())\n", + "print()\n", + "print(b.figure())\n", + "print()\n", + "print(c.figure())" + ] + }, + { + "cell_type": "code", + "execution_count": 33, + "id": "ff017051-8946-474a-8bcc-1e9e6b6e0a48", + "metadata": {}, + "outputs": [], + "source": [ + "vector = Dseqrecord(\"aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\", circular=True, name=\"vect\")" + ] + }, + { + "cell_type": "code", + "execution_count": 34, + "id": "f51cd402-a788-4dbe-852c-4d9df340dac5", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(o50)\n", + "\u001b[48;5;11m\u001b[0maatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\n", + "ttacaaaaagggaGGGCCCgttttaTCTAGAacgatacgtagtagctaga" + ] + }, + "execution_count": 34, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "vector.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 35, + "id": "13cf920d-de6d-47d8-b693-4048e7af5d01", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(o65)\n", + "aatgtttttccctCCCGGGcaaaatAGATCCatgccctaaGGATCTtgctatgcatcatcgatct\n", + "ttacaaaaagggaGGGCCCgttttaTC\u001b[48;5;11mTAG\u001b[0mGtacgggattCCTAGAacgatacgtagtagctaga" + ] + }, + "execution_count": 35, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "from Bio.Restriction import BglII # cuts AGATCT\n", + "\n", + "linear_vector_bgl = vector.linearize(BglII)\n", + "\n", + "rec_vector = (linear_vector_bgl + b).looped().synced(vector)\n", + "\n", + "rec_vector.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 36, + "id": "fcc9ba91-c373-47cc-ae54-4a481171a27a", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(-21)\n", + "cctCCC\u001b[48;5;11matgaaataa\u001b[0mGGGcaa\n", + "ggaGGGtactttattCCCgtt" + ] + }, + "execution_count": 36, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "gene2 = Dseqrecord(\"cctCCCatgaaataaGGGcaa\", name=\"gene2\")\n", + "gene2.add_feature(6, 15)\n", + "gene2.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "id": "ef2659b0-581c-40b4-8fbb-1a3b9aa6f145", + "metadata": {}, + "outputs": [], + "source": [ + "from pydna.assembly import Assembly\n", + "from Bio.Restriction import SmaI # cuts CCCGGG\n", + "\n", + "linear_vector_sma = vector.linearize(SmaI)\n", + "\n", + "asm = Assembly((linear_vector_sma, gene2), limit=6)\n", + "\n", + "candidate, *rest = asm.assemble_circular()" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "id": "1c630121-b93f-49eb-81c5-6d6b9c455340", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + " -|vect_lin| 6\n", + "| \\/\n", + "| /\\\n", + "| 6|gene2| 6\n", + "| \\/\n", + "| /\\\n", + "| 6-\n", + "| |\n", + " -----------------------" + ] + }, + "execution_count": 38, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "candidate.figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 39, + "id": "c5e96478-d655-4bf7-9188-454b4cd8c9d8", + "metadata": {}, + "outputs": [], + "source": [ + "candidate = candidate.synced(vector, limit=10)" + ] + }, + { + "cell_type": "code", + "execution_count": 40, + "id": "5fecfd6c-a1da-4e8d-b090-f0fa54c02533", + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "Dseqrecord(o59)\n", + "aatgtttttccctCCC\u001b[48;5;11matgaaataa\u001b[0mGGGcaaaatAGATCTtgctatgcatcatcgatct\n", + "ttacaaaaagggaGGGtactttattCCCgttttaTCTAGAacgatacgtagtagctaga" + ] + }, + "execution_count": 40, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "Dseqrecord(candidate).figure()" + ] + }, + { + "cell_type": "code", + "execution_count": 41, + "id": "8c42ba40-f7c3-47c0-81f0-86cd249c5a02", + "metadata": {}, + "outputs": [], + "source": [ + "from pydna.gel import gel\n", + "from pydna.ladders import GeneRuler_1kb_plus" + ] + }, + { + "cell_type": "code", + "execution_count": 42, + "id": "3724afb9-545e-479a-8024-ff1d830a4716", + "metadata": {}, + "outputs": [], + "source": [ + "band = Dseqrecord(\"GATC\" * 500)" + ] + }, + { + "cell_type": "code", + "execution_count": 43, + "id": "02efdba4-c514-447d-b093-21b9b9011d47", + "metadata": {}, + "outputs": [], + "source": [ + "im = gel(\n", + " [\n", + " GeneRuler_1kb_plus,\n", + " [\n", + " band,\n", + " ],\n", + " ]\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 44, + "id": "b9348612-69b8-4fa6-8bd3-2c6d48c2b7b5", + "metadata": {}, + "outputs": [ + { + "data": { + "image/jpeg": 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+ "text/plain": [ + "" + ] + }, + "execution_count": 44, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "im.rotate(90, expand=1)" + ] + }, + { + "cell_type": "code", + "execution_count": 45, + "id": "6e458bc3-e6ca-45b0-9237-c9ac288b07e2", + "metadata": {}, + "outputs": [], + "source": [ + "from PIL import ImageOps" + ] + }, + { + "cell_type": "code", + "execution_count": 46, + "id": "3e3a744e-203f-4058-ae97-2d300e1da104", + "metadata": {}, + "outputs": [ + { + "data": { + "image/jpeg": 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", + "text/plain": [ + "" + ] + }, + "execution_count": 46, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "ImageOps.invert(im)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c7909cef-0bed-497c-8823-675ad2d26e23", + "metadata": {}, + "outputs": [], + "source": [] + } + ], + "metadata": { + "jupytext": { + "cell_metadata_filter": "-all", + "main_language": "python", + "notebook_metadata_filter": "-all" + }, + "kernelspec": { + "display_name": "Python [conda env:bjorn311]", + "language": "python", + "name": "conda-env-bjorn311-py" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.11.0" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} From 4340ceeadf3a01dbf832f49ac9e70ffaac3c649b Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Sun, 6 Oct 2024 12:52:56 +0100 Subject: [PATCH 79/84] removed example.ipynb --- docs/example.ipynb | 453 --------------------------------------------- 1 file changed, 453 deletions(-) delete mode 100644 docs/example.ipynb diff --git a/docs/example.ipynb b/docs/example.ipynb deleted file mode 100644 index d40dca9f..00000000 --- a/docs/example.ipynb +++ /dev/null @@ -1,453 +0,0 @@ -{ - "cells": [ - { - "cell_type": "code", - "execution_count": 3, - "id": "157edf0d-1056-43b8-bcef-b676d9794192", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Dseqrecord(-9)\n", - "\u001b[48;5;11matgccctaa\u001b[0m\n", - "tacgggatt" - ] - }, - "execution_count": 3, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from pydna.dseqrecord import Dseqrecord\n", - "\n", - "dsr = Dseqrecord(\"atgccctaa\")\n", - "dsr.add_feature() # a small gene: atgccctaa\n", - "dsr.figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 4, - "id": "8a0c0235-b358-446f-88a5-0a8a28408399", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "5atg...taa3\n", - " |||\n", - " 3att5\n", - "5atg3\n", - " |||\n", - "3tac...att5" - ] - }, - "execution_count": 4, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from pydna.design import primer_design\n", - "\n", - "amplicon = primer_design(dsr, limit=3, target_tm=0)\n", - "amplicon.figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 5, - "id": "54cfbab9-1f54-434a-a37a-819af88a3263", - "metadata": {}, - "outputs": [], - "source": [ - "forward_primer = \"ccccGGATCC\" + amplicon.forward_primer\n", - "reverse_primer = \"ttttGGATCC\" + amplicon.reverse_primer" - ] - }, - { - "cell_type": "code", - "execution_count": 6, - "id": "332f14b9-a444-4aae-896b-2b3d53bacee5", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - " 5atg...taa3\n", - " |||\n", - " 3attCCTAGGtttt5\n", - "5ccccGGATCCatg3\n", - " |||\n", - " 3tac...att5" - ] - }, - "execution_count": 6, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from pydna.amplify import pcr\n", - "\n", - "pcr_product = pcr(forward_primer, reverse_primer, dsr, limit=3)\n", - "pcr_product.figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 7, - "id": "12d6cf52-c50e-434b-bdb2-9eda540b4eae", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Dseqrecord(-29)\n", - "ccccGGATCC\u001b[48;5;11matgccctaa\u001b[0mGGATCCaaaa\n", - "ggggCCTAGGtacgggattCCTAGGtttt" - ] - }, - "execution_count": 7, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "Dseqrecord(pcr_product).figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 8, - "id": "39f030ff", - "metadata": { - "lines_to_next_cell": 0 - }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "Dseqrecord(-9)\n", - "\u001b[48;5;11m\u001b[0mccccG \n", - "ggggCCTAG\n", - "\n", - "Dseqrecord(-19)\n", - "GATCC\u001b[48;5;11matgccctaa\u001b[0mG \n", - " GtacgggattCCTAG\n", - "\n", - "Dseqrecord(-9)\n", - "\u001b[48;5;11m\u001b[0mGATCCaaaa\n", - " Gtttt\n" - ] - } - ], - "source": [ - "from Bio.Restriction import BamHI # cuts GGATCC\n", - "\n", - "a, b, c = pcr_product.cut(BamHI)\n", - "\n", - "print(a.figure())\n", - "print()\n", - "print(b.figure())\n", - "print()\n", - "print(c.figure())" - ] - }, - { - "cell_type": "code", - "execution_count": 9, - "id": "ff017051-8946-474a-8bcc-1e9e6b6e0a48", - "metadata": {}, - "outputs": [], - "source": [ - "vector = Dseqrecord(\"aatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\", circular=True, name=\"vect\")" - ] - }, - { - "cell_type": "code", - "execution_count": 10, - "id": "f51cd402-a788-4dbe-852c-4d9df340dac5", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Dseqrecord(o50)\n", - "\u001b[48;5;11m\u001b[0maatgtttttccctCCCGGGcaaaatAGATCTtgctatgcatcatcgatct\n", - "ttacaaaaagggaGGGCCCgttttaTCTAGAacgatacgtagtagctaga" - ] - }, - "execution_count": 10, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "vector.figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 11, - "id": "13cf920d-de6d-47d8-b693-4048e7af5d01", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Dseqrecord(o65)\n", - "aatgtttttccctCCCGGGcaaaatAGATCC\u001b[48;5;11matgccctaa\u001b[0mGGATCTtgctatgcatcatcgatct\n", - "ttacaaaaagggaGGGCCCgttttaTCTAGGtacgggattCCTAGAacgatacgtagtagctaga" - ] - }, - "execution_count": 11, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "from Bio.Restriction import BglII # cuts AGATCT\n", - "\n", - "linear_vector_bgl = vector.linearize(BglII)\n", - "\n", - "rec_vector = (linear_vector_bgl + b).looped().synced(vector)\n", - "\n", - "rec_vector.figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 12, - "id": "fcc9ba91-c373-47cc-ae54-4a481171a27a", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Dseqrecord(-21)\n", - "cctCCC\u001b[48;5;11matgaaataa\u001b[0mGGGcaa\n", - "ggaGGGtactttattCCCgtt" - ] - }, - "execution_count": 12, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "gene2 = Dseqrecord(\"cctCCCatgaaataaGGGcaa\", name=\"gene2\")\n", - "gene2.add_feature(6, 15)\n", - "gene2.figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 13, - "id": "ef2659b0-581c-40b4-8fbb-1a3b9aa6f145", - "metadata": {}, - "outputs": [], - "source": [ - "from pydna.assembly import Assembly\n", - "from Bio.Restriction import SmaI # cuts CCCGGG\n", - "\n", - "linear_vector_sma = vector.linearize(SmaI)\n", - "\n", - "asm = Assembly((linear_vector_sma, gene2), limit=6)\n", - "\n", - "candidate, *rest = asm.assemble_circular()" - ] - }, - { - "cell_type": "code", - "execution_count": 14, - "id": "1c630121-b93f-49eb-81c5-6d6b9c455340", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - " -|vect_lin| 6\n", - "| \\/\n", - "| /\\\n", - "| 6|gene2| 6\n", - "| \\/\n", - "| /\\\n", - "| 6-\n", - "| |\n", - " -----------------------" - ] - }, - "execution_count": 14, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "candidate.figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 15, - "id": "c5e96478-d655-4bf7-9188-454b4cd8c9d8", - "metadata": {}, - "outputs": [], - "source": [ - "candidate = candidate.synced(vector, limit=10)" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "id": "5fecfd6c-a1da-4e8d-b090-f0fa54c02533", - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "Dseqrecord(o59)\n", - "aatgtttttccctCCC\u001b[48;5;11matgaaataa\u001b[0mGGGcaaaatAGATCTtgctatgcatcatcgatct\n", - "ttacaaaaagggaGGGtactttattCCCgttttaTCTAGAacgatacgtagtagctaga" - ] - }, - "execution_count": 16, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "Dseqrecord(candidate).figure()" - ] - }, - { - "cell_type": "code", - "execution_count": 17, - "id": "8c42ba40-f7c3-47c0-81f0-86cd249c5a02", - "metadata": {}, - "outputs": [], - "source": [ - "from pydna.gel import gel\n", - "from pydna.ladders import GeneRuler_1kb_plus" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "id": "3724afb9-545e-479a-8024-ff1d830a4716", - "metadata": {}, - "outputs": [], - "source": [ - "band = Dseqrecord(\"GATC\" * 500)" - ] - }, - { - "cell_type": "code", - "execution_count": 20, - "id": "02efdba4-c514-447d-b093-21b9b9011d47", - "metadata": {}, - "outputs": [], - "source": [ - "im = gel(\n", - " [\n", - " GeneRuler_1kb_plus,\n", - " [\n", - " band,\n", - " ],\n", - " ]\n", - ")" - ] - }, - { - "cell_type": "code", - "execution_count": 22, - "id": "b9348612-69b8-4fa6-8bd3-2c6d48c2b7b5", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": 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- "text/plain": [ - "" - ] - }, - "execution_count": 22, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "im.rotate(90, expand=1)" - ] - }, - { - "cell_type": "code", - "execution_count": 25, - "id": "6e458bc3-e6ca-45b0-9237-c9ac288b07e2", - "metadata": {}, - "outputs": [], - "source": [ - "from PIL import ImageOps" - ] - }, - { - "cell_type": "code", - "execution_count": 26, - "id": "3e3a744e-203f-4058-ae97-2d300e1da104", - "metadata": {}, - "outputs": [ - { - "data": { - "image/png": "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\n", - "text/plain": [ - "" - ] - }, - "execution_count": 26, - "metadata": {}, - "output_type": "execute_result" - } - ], - "source": [ - "ImageOps.invert(im)" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "id": "c7909cef-0bed-497c-8823-675ad2d26e23", - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "jupytext": { - "cell_metadata_filter": "-all", - "main_language": "python", - "notebook_metadata_filter": "-all" - }, - "kernelspec": { - "display_name": "Python [conda env:bjorn311]", - "language": "python", - "name": "conda-env-bjorn311-py" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.11.0" - } - }, - "nbformat": 4, - "nbformat_minor": 5 -} From 1b142c8e4898b41cf93ac95e1f010da8e07fd44d Mon Sep 17 00:00:00 2001 From: BjornFJohansson Date: Sun, 6 Oct 2024 12:53:57 +0100 Subject: [PATCH 80/84] deal with Tm = 0 --- src/pydna/design.py | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/src/pydna/design.py b/src/pydna/design.py index ef45127f..644853d3 100755 --- a/src/pydna/design.py +++ b/src/pydna/design.py @@ -41,7 +41,7 @@ def _design_primer( length = starting_length tlen = len(template) - tmp = tm_func(str(template.seq[:length])) + tmp = max(0, tm_func(str(template.seq[:length]))) p = str(template.seq[:length]) From 9d112d715341948855455be67dcbe6adbc5c958e Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Tue, 8 Oct 2024 12:18:46 +0100 Subject: [PATCH 81/84] fix notebook export related to #279 --- tests/example.ipynb | 80 ++++++++++++++++++++++----------------------- 1 file changed, 40 insertions(+), 40 deletions(-) diff --git a/tests/example.ipynb b/tests/example.ipynb index 0ea7aa00..13ceae5f 100644 --- a/tests/example.ipynb +++ b/tests/example.ipynb @@ -2,7 +2,7 @@ "cells": [ { "cell_type": "code", - "execution_count": 27, + "execution_count": 1, "id": "157edf0d-1056-43b8-bcef-b676d9794192", "metadata": {}, "outputs": [ @@ -14,7 +14,7 @@ "tacgggatt" ] }, - "execution_count": 27, + "execution_count": 1, "metadata": {}, "output_type": "execute_result" } @@ -29,7 +29,7 @@ }, { "cell_type": "code", - "execution_count": 28, + "execution_count": 2, "id": "8a0c0235-b358-446f-88a5-0a8a28408399", "metadata": {}, "outputs": [ @@ -44,7 +44,7 @@ "3tac...att5" ] }, - "execution_count": 28, + "execution_count": 2, "metadata": {}, "output_type": "execute_result" } @@ -58,7 +58,7 @@ }, { "cell_type": "code", - "execution_count": 29, + "execution_count": 3, "id": "54cfbab9-1f54-434a-a37a-819af88a3263", "metadata": {}, "outputs": [], @@ -69,7 +69,7 @@ }, { "cell_type": "code", - "execution_count": 30, + "execution_count": 4, "id": "332f14b9-a444-4aae-896b-2b3d53bacee5", "metadata": {}, "outputs": [ @@ -84,7 +84,7 @@ " 3tac...att5" ] }, - "execution_count": 30, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } @@ -98,7 +98,7 @@ }, { "cell_type": "code", - "execution_count": 31, + "execution_count": 5, "id": "12d6cf52-c50e-434b-bdb2-9eda540b4eae", "metadata": {}, "outputs": [ @@ -106,11 +106,11 @@ "data": { "text/plain": [ "Dseqrecord(-29)\n", - "\u001b[48;5;11mccccGGATC\u001b[0mCatgccctaaGGATCCaaaa\n", + "ccccGGATCC\u001b[48;5;11matgccctaa\u001b[0mGGATCCaaaa\n", "ggggCCTAGGtacgggattCCTAGGtttt" ] }, - "execution_count": 31, + "execution_count": 5, "metadata": {}, "output_type": "execute_result" } @@ -121,7 +121,7 @@ }, { "cell_type": "code", - "execution_count": 32, + "execution_count": 6, "id": "39f030ff", "metadata": { "lines_to_next_cell": 0 @@ -132,12 +132,12 @@ "output_type": "stream", "text": [ "Dseqrecord(-9)\n", - "\u001b[48;5;11mccccG \u001b[0m\n", + "\u001b[48;5;11m\u001b[0mccccG \n", "ggggCCTAG\n", "\n", "Dseqrecord(-19)\n", - "GATCCatgccctaaG \n", - " \u001b[48;5;11m \u001b[0mGtacgggattCCTAG\n", + "GATCC\u001b[48;5;11matgccctaa\u001b[0mG \n", + " GtacgggattCCTAG\n", "\n", "Dseqrecord(-9)\n", "\u001b[48;5;11m\u001b[0mGATCCaaaa\n", @@ -159,7 +159,7 @@ }, { "cell_type": "code", - "execution_count": 33, + "execution_count": 7, "id": "ff017051-8946-474a-8bcc-1e9e6b6e0a48", "metadata": {}, "outputs": [], @@ -169,7 +169,7 @@ }, { "cell_type": "code", - "execution_count": 34, + "execution_count": 8, "id": "f51cd402-a788-4dbe-852c-4d9df340dac5", "metadata": {}, "outputs": [ @@ -181,7 +181,7 @@ "ttacaaaaagggaGGGCCCgttttaTCTAGAacgatacgtagtagctaga" ] }, - "execution_count": 34, + "execution_count": 8, "metadata": {}, "output_type": "execute_result" } @@ -192,7 +192,7 @@ }, { "cell_type": "code", - "execution_count": 35, + "execution_count": 9, "id": "13cf920d-de6d-47d8-b693-4048e7af5d01", "metadata": {}, "outputs": [ @@ -200,11 +200,11 @@ "data": { "text/plain": [ "Dseqrecord(o65)\n", - "aatgtttttccctCCCGGGcaaaatAGATCCatgccctaaGGATCTtgctatgcatcatcgatct\n", - "ttacaaaaagggaGGGCCCgttttaTC\u001b[48;5;11mTAG\u001b[0mGtacgggattCCTAGAacgatacgtagtagctaga" + "aatgtttttccctCCCGGGcaaaatAGATCC\u001b[48;5;11matgccctaa\u001b[0mGGATCTtgctatgcatcatcgatct\n", + "ttacaaaaagggaGGGCCCgttttaTCTAGGtacgggattCCTAGAacgatacgtagtagctaga" ] }, - "execution_count": 35, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -221,7 +221,7 @@ }, { "cell_type": "code", - "execution_count": 36, + "execution_count": 10, "id": "fcc9ba91-c373-47cc-ae54-4a481171a27a", "metadata": {}, "outputs": [ @@ -233,7 +233,7 @@ "ggaGGGtactttattCCCgtt" ] }, - "execution_count": 36, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -246,7 +246,7 @@ }, { "cell_type": "code", - "execution_count": 37, + "execution_count": 11, "id": "ef2659b0-581c-40b4-8fbb-1a3b9aa6f145", "metadata": {}, "outputs": [], @@ -263,7 +263,7 @@ }, { "cell_type": "code", - "execution_count": 38, + "execution_count": 12, "id": "1c630121-b93f-49eb-81c5-6d6b9c455340", "metadata": {}, "outputs": [ @@ -281,7 +281,7 @@ " -----------------------" ] }, - "execution_count": 38, + "execution_count": 12, "metadata": {}, "output_type": "execute_result" } @@ -292,7 +292,7 @@ }, { "cell_type": "code", - "execution_count": 39, + "execution_count": 13, "id": "c5e96478-d655-4bf7-9188-454b4cd8c9d8", "metadata": {}, "outputs": [], @@ -302,7 +302,7 @@ }, { "cell_type": "code", - "execution_count": 40, + "execution_count": 14, "id": "5fecfd6c-a1da-4e8d-b090-f0fa54c02533", "metadata": {}, "outputs": [ @@ -314,7 +314,7 @@ "ttacaaaaagggaGGGtactttattCCCgttttaTCTAGAacgatacgtagtagctaga" ] }, - "execution_count": 40, + "execution_count": 14, "metadata": {}, "output_type": "execute_result" } @@ -325,7 +325,7 @@ }, { "cell_type": "code", - "execution_count": 41, + "execution_count": 15, "id": "8c42ba40-f7c3-47c0-81f0-86cd249c5a02", "metadata": {}, "outputs": [], @@ -336,7 +336,7 @@ }, { "cell_type": "code", - "execution_count": 42, + "execution_count": 16, "id": "3724afb9-545e-479a-8024-ff1d830a4716", "metadata": {}, "outputs": [], @@ -346,7 +346,7 @@ }, { "cell_type": "code", - "execution_count": 43, + "execution_count": 17, "id": "02efdba4-c514-447d-b093-21b9b9011d47", "metadata": {}, "outputs": [], @@ -363,7 +363,7 @@ }, { "cell_type": "code", - "execution_count": 44, + "execution_count": 18, "id": "b9348612-69b8-4fa6-8bd3-2c6d48c2b7b5", "metadata": {}, "outputs": [ @@ -375,7 +375,7 @@ "" ] }, - "execution_count": 44, + "execution_count": 18, "metadata": {}, "output_type": "execute_result" } @@ -386,7 +386,7 @@ }, { "cell_type": "code", - "execution_count": 45, + "execution_count": 19, "id": "6e458bc3-e6ca-45b0-9237-c9ac288b07e2", "metadata": {}, "outputs": [], @@ -396,7 +396,7 @@ }, { "cell_type": "code", - "execution_count": 46, + "execution_count": 20, "id": "3e3a744e-203f-4058-ae97-2d300e1da104", "metadata": {}, "outputs": [ @@ -408,7 +408,7 @@ "" ] }, - "execution_count": 46, + "execution_count": 20, "metadata": {}, "output_type": "execute_result" } @@ -433,9 +433,9 @@ "notebook_metadata_filter": "-all" }, "kernelspec": { - "display_name": "Python [conda env:bjorn311]", + "display_name": ".venv", "language": "python", - "name": "conda-env-bjorn311-py" + "name": "python3" }, "language_info": { "codemirror_mode": { @@ -447,7 +447,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.0" + "version": "3.12.5" } }, "nbformat": 4, From 768c6fa812fe2901293403be916dc959ababf661 Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Fri, 11 Oct 2024 15:49:42 +0100 Subject: [PATCH 82/84] New docs (#304) * new docs * update action * update action * fix typo in action * update README + closes #305 * improve docs * document how docs work * fix autogen_docs.sh * fix crispr docstring --- .github/workflows/publish-docs.yml | 26 +- .gitignore | 2 + README.md | 44 +- docs/README.md | 91 + docs/_static/custom.css | 48 + docs/_static/favicon.ico | Bin 0 -> 15406 bytes docs/autogen_docs.sh | 52 + docs/conf.py | 24 +- docs/example_gallery.md | 7 + docs/getting_started.md | 25 + docs/index.rst | 219 +- docs/installation.rst | 7 + docs/notebooks/CRISPR.ipynb | 2 +- docs/notebooks/Dseq.ipynb | 4 +- docs/notebooks/Dseq_Features.ipynb | 2 +- docs/notebooks/Example_CRISPR.ipynb | 2 +- docs/notebooks/Example_Gibson.ipynb | 176 +- docs/notebooks/Example_Restriction.ipynb | 36 +- docs/notebooks/Gibson.ipynb | 2 +- docs/notebooks/R_cellulolyticum.fasta | 58127 --------------------- docs/notebooks/pCC1BAC.gb | 418 +- poetry.lock | 293 +- pyproject.toml | 6 +- src/pydna/crispr.py | 52 +- 24 files changed, 1084 insertions(+), 58581 deletions(-) create mode 100644 docs/README.md create mode 100644 docs/_static/custom.css create mode 100644 docs/_static/favicon.ico create mode 100644 docs/autogen_docs.sh create mode 100644 docs/example_gallery.md create mode 100644 docs/getting_started.md create mode 100644 docs/installation.rst delete mode 100644 docs/notebooks/R_cellulolyticum.fasta diff --git a/.github/workflows/publish-docs.yml b/.github/workflows/publish-docs.yml index f925bacb..63f407a3 100644 --- a/.github/workflows/publish-docs.yml +++ b/.github/workflows/publish-docs.yml @@ -22,26 +22,30 @@ jobs: - name: Set up Python uses: actions/setup-python@v4 - - name: Install Python dependencies - run: | - python -m pip install --upgrade pip - python -m pip install sphinx numpydoc sphinx-autobuild sphinx-rtd-theme - - - name: Install this Python package - run: | - python -m pip install .[clipboard,download,express,gel] - - name: Session information run: | python --version + - name: Install Poetry + uses: snok/install-poetry@v1 + with: + virtualenvs.prefer-active-python: true + + - name: 🔩 list Poetry settings + run: poetry config --list + + - name: 🔩 Install with Poetry + run: poetry install --all-extras --with docs + - name: Build documentation run: | cd docs - make html + poetry run bash autogen_docs.sh + poetry run make html - name: Deploy to GitHub pages 🚀 - if: github.event_name != 'pull_request' + # Deploy only when master changes + if: github.ref == 'refs/heads/master' && github.event_name == 'push' uses: JamesIves/github-pages-deploy-action@v4.6.0 with: clean: false diff --git a/.gitignore b/.gitignore index a5a9dd3d..8dd8801f 100755 --- a/.gitignore +++ b/.gitignore @@ -66,6 +66,8 @@ coverage.xml # Sphinx documentation docs/_build/ +docs/markdown_notebooks +docs/modules/ # PyBuilder target/ diff --git a/README.md b/README.md index e685c944..02cd7f0b 100755 --- a/README.md +++ b/README.md @@ -4,16 +4,13 @@ | -------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------------- | -------------------------------------------------------------------------------------------------------------------------------------------------- | -------------------------------------------------------------------------------------------------------------------------------------- | ------------------------------------------------------------------------------------------------------------------------------------- | | [![Documentation Status](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml/badge.svg)](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml) | [![GitHub issues](https://img.shields.io/github/issues/BjornFJohansson/pydna.svg)](https://github.com/BjornFJohansson/pydna/issues) | [![Anaconda-Server Badge2](https://anaconda.org/bjornfjohansson/pydna/badges/license.svg)](https://anaconda.org/bjornfjohansson/pydna) | [![GitHub stars](https://img.shields.io/github/stars/BjornFJohansson/pydna.svg)](https://github.com/BjornFJohansson/pydna/stargazers) | + -Planning genetic constructs with many parts and assembly steps, such as recombinant -metabolic pathways :petri_dish:, are often difficult to **properly** document as is evident from the poor -state of documentation in the scientific literature :radioactive:. - - -The pydna python package provide a human-readable formal descriptions of :dna: cloning and genetic assembly -strategies in Python :snake: which allow for simulation and verification. +Pydna is a python package that provides a human-readable formal descriptions of 🧬 cloning and genetic assembly strategies in Python 🐍 for simulation and verification. Pydna can be used as [executable documentation](https://en.wikipedia.org/wiki/Literate_programming) for cloning. +Designing genetic constructs with many components and steps, like recombinant metabolic pathways 🧫, often makes accurate documentation difficult, as seen in the poor state of scientific literature ☢️ + A cloning strategy expressed in pydna is **complete**, **unambiguous** and **stable**. Pydna provides simulation of: @@ -28,14 +25,15 @@ Pydna provides simulation of: - Golden gate assembly (in progress) -Virtually any sub-cloning experiment can be described in pydna, and its execution yield -the sequences of intermediate and final DNA molecules. +Virtually any sub-cloning experiment can be described in pydna, and its execution yield the sequences of intermediate and final DNA molecules. Pydna has been designed with the goal of being understandable for biologists with only some basic understanding of Python. Pydna can formalize planning and sharing of cloning strategies and is especially useful for complex or combinatorial DNA molecule constructions. + + ## Acknowledgement 🤝 If you use pydna in your research, please reference the paper: @@ -289,12 +287,20 @@ rec_vec = ( lin_vector + pcr_prod ).looped() ## Installation 📦 + + By default, pydna is installed with minimal dependencies, but there are optional dependencies for additional functionality. + +### Optional dependencies
    Click here to see optional dependencies -### `clipboard` + + +_________________ + +**clipboard** Enables the `pydna.dseqrecord.Dseqrecord.copy_gb_to_clipboard()` and `pydna.dseqrecord.Dseqrecord.copy_fasta_to_clipboard()` @@ -305,7 +311,9 @@ These methods will put a copy the sequence on the clipboard in either Genbank (g | --------------------------------------------------- | -------------------------- | | [pyperclip](https://pypi.python.org/pypi/pyperclip) | copy sequence to clipboard | -### `download` +_________________ + +**download** Pyparsing enables the `pydna.genbankfixer.gbtext_clean()` function that can automatically correct malformed sequence files in Genbank format. These are often found online, so this @@ -317,7 +325,9 @@ option also installs requests to enable the `pydna.genbankfixer.download.downlo | [pyparsing](https://pypi.python.org/pypi/pyparsing) | fix corrupt Genbank files with pydna.genbankfixer | | [requests](https://pypi.org/project/requests) | download sequences with pydna.download | -### `express` +_________________ + +**express** This option enables the `pydna.utils.cai()` function and the `cai()` method available from subclasses of `pydna.seqrecord.SeqRecord`, such as @@ -325,7 +335,9 @@ available from subclasses of `pydna.seqrecord.SeqRecord`, such as | [cai2](https://pypi.python.org/pypi/cai2) | codon adaptation index calculations in several modules | -### `gel` +_________________ + +**gel** Scipy, matplotlib and pillow (PIL) enable the generation of gel images. Numpy is also needed, but usually installed as a dependency of biopython. @@ -337,6 +349,8 @@ needed, but usually installed as a dependency of biopython. | [matplotlib](http://matplotlib.org) | “ | | [pillow](https://github.com/python-pillow/Pillow) | “ | +_________________ +
    ### Installing with pip 🐍 @@ -367,6 +381,8 @@ poetry remove pydna poetry add pydna --extras "express gel" ``` + + ## Contributing and feedback 🛠️ Feedback & suggestions are very welcome! Please create an issue with your question, comment or suggestion. Please include the version of pydna you are using and code to reproduce the issue if possible. @@ -485,6 +501,8 @@ sphinx-autobuild --watch src/ docs docs/_build/html ``` +More info about how to contribute to the documentation can be found [here](docs/README.md) + ## Release process 🚀 See the [releases](https://github.com/BjornFJohansson/pydna/releases) for changes and releases. diff --git a/docs/README.md b/docs/README.md new file mode 100644 index 00000000..fa6f252b --- /dev/null +++ b/docs/README.md @@ -0,0 +1,91 @@ +# Documentation + +Documentation is built using [Sphinx](http://www.sphinx-doc.org/) from [docstrings](https://www.python.org/dev/peps/pep-0257/) +using a GitHub [action](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml). +The [numpy](www.numpy.org) [docstring format](https://numpy.org/doc/stable/dev/howto-docs.html#docstring-intro) is used. + +Below the commands to run a local sphinx server that auto-updated when files are changed. + +```bash +# Install docs dependency group +poetry install --with docs + +# Start the sphinx server to see docs live by default at http://127.0.0.1:8000/ +sphinx-autobuild --watch src/ docs docs/_build/html +``` + +When you run the sphinx server live, it not always updates things if you make relevant changes (e.g. adding new pages, +changing the css, etc.). To force an update, you can run the command below which deletes the existing build folder and +then rebuilds it. + +```bash +rm -rf docs/_build/html && sphinx-autobuild --watch src/ docs docs/_build/html +``` + +## Adding new sections to the documentation + +You can add new sections (equivalent to "Getting started" or "Example gallery") by creating a new `.rst` or `.md` file in the `docs` folder, and then adding a reference to it in the `.. toctree::` directive in the `docs/index.rst` file. + +## Auto-generated files + +The script `autogen_docs.sh` is run in the github action before creating the docs. If you want to reproduce locally, you +should run it from the `docs` folder + +```bash +cd docs +bash autogen_docs.sh +``` + + +* It converts all notebooks in the `docs/notebooks` folder to `.md` in `docs/markdown_notebooks` (excluded from git) +* It creates all files in `docs/modules`, which are used to generate the API reference. For instance, it will create + a `docs/modules/index.rst` file that starts like this: + + ```rst + Modules + ======= + + .. toctree:: + :maxdepth: 1 + :caption: Modules: + + pydna + pydna__pretty + ``` + And then individual files for each module and submodule, e.g. `docs/modules/pydna.rst`. + + ``` + pydna + ===== + + .. automodule:: pydna + :members: + :undoc-members: + :show-inheritance: + ``` + +## Text imported from README.md + +To avoid having to maintain the same text in multiple files, fragments of the `README.md` are imported using the directive +`include`. For instance, in the `installation.rst` file, you can find the code below. What this does is to import the text of the README.md file between the start and end markers, which are markdown comments and therefore not rendered. + +```rst +.. include:: ../README.md + :parser: myst_parser.sphinx_ + :start-after: + :end-before: +``` + +## Including notebooks in the getting started and example sections + +You can see the example of how to do this in the `getting_started.md` file. Note that the notebooks present in the `docs/notebooks` folder will automatically be converted to markdown in the `docs/markdown_notebooks` folder. So if you have a notebook `docs/notebooks/Example_Gibson.ipynb`, it will be converted to `docs/markdown_notebooks/Example_Gibson.md` and you can use that file path to make a link to it. + +## Custom CSS + +For now, I have used css to make notebook outputs that are too long scrollable, and to add a small label `python code` to the code cells and `output` to the output cells. + +For further customization, you can edit the `custom.css` file. + +## Misc + +Other changes, such as changing the favicon, the css etc., can be made in the `conf.py` file. See the [sphinx docs](https://www.sphinx-doc.org/en/master/usage/configuration.html) and the [sphinx-rtd-theme](https://sphinx-rtd-theme.readthedocs.io/en/stable/configuring.html) docs for more information. diff --git a/docs/_static/custom.css b/docs/_static/custom.css new file mode 100644 index 00000000..df81fb92 --- /dev/null +++ b/docs/_static/custom.css @@ -0,0 +1,48 @@ +/* Make output cells that are too long scrollable */ +.highlight-none { + position: relative; + margin-top: 20px; +} + +/* Add a label to the top of the output cell */ +.highlight-none::before { + content: "output"; + position: absolute; + top: 0px; + left: 0; + background-color: #f0f0f0; + color: #333; + padding: 2px 8px; + font-size: 12px; + border-radius: 3px 3px 0 0; + z-index: 1; +} + +div.highlight-none pre { + max-height: 300px; + overflow-y: auto; +} + +/* Add same label to highlight-python cells */ +.highlight-python { + position: relative; +} + +/* Add a label to the top of the output cell */ +.highlight-python::before { + content: "python code"; + position: absolute; + top: 0px; + left: 0; + background-color: #f0f0f0; + color: #333; + padding: 2px 8px; + font-size: 12px; + border-radius: 3px 3px 0 0; + z-index: 1; +} + +/* Add padding to the top to fit the label */ +.rst-content div[class^="highlight"] pre { + padding-top: 25px; +} diff --git a/docs/_static/favicon.ico b/docs/_static/favicon.ico new file mode 100644 index 0000000000000000000000000000000000000000..db139baf7481c880bfd05992cd0dcd9d808960ac GIT binary patch literal 15406 zcmeHOcUY8H)*nlDO|z{g(O3w&7NpNGz)*#u3`iMZq&G#1fHE*hmqDt64G#o~CAR`5YGO%gHR(JgkFFutiTkM#K7bG}&u) zHVLqMJK8&7@n6r{10eBW(E zU7@@v`v#K6-w2%@OKN!g!+=xd2fV^ii2Lq)FfNXKtrBXtfK>2Sw|v)2-=h6%_f6{9 zww1K+Y;f$;t^Vd^JdFbPM|wp;k6r4vK|sTyr>d#W>quMjdmdb&^e}M$ljlJPs6Ha? 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Johansson" author = "Björn F. Johansson" -import os -import sys + sys.path.insert(0, os.path.abspath("../src/pydna")) # contents of docs/conf.py -from importlib.metadata import version release = version("pydna") # for example take major/minor @@ -28,6 +30,7 @@ "sphinx.ext.coverage", "sphinx.ext.napoleon", "sphinx.ext.doctest", + "myst_parser", # Allows to use markdown files instead of rst "sphinx.ext.viewcode", "sphinx.ext.autosummary", "numpydoc", @@ -41,10 +44,16 @@ "python": ("http://docs.python.org/3.8", None), } +# Settings to support markdown files +source_suffix = { + ".rst": "restructuredtext", + ".md": "markdown", +} + templates_path = ["_templates"] exclude_patterns = ["_build", "Thumbs.db", ".DS_Store"] -autodoc_member_order = 'bysource' +autodoc_member_order = "bysource" autodoc_preserve_defaults = True numpydoc_show_class_members = False @@ -66,3 +75,10 @@ "Miscellaneous", ), ] + +# Add custom css +html_css_files = [ + "custom.css", +] + +html_favicon = "_static/favicon.ico" diff --git a/docs/example_gallery.md b/docs/example_gallery.md new file mode 100644 index 00000000..9d7155a4 --- /dev/null +++ b/docs/example_gallery.md @@ -0,0 +1,7 @@ +# Example gallery + +Below are some examples that show the functionality of pydna in real-world scenarios. + +* [Example_Restriction](./markdown_notebooks/Example_Restriction.md): PCRing a gene out of the genome, and cloning into a vector using restriction and ligation. +* [Example_Gibson](./markdown_notebooks/Example_Gibson.md): Gibson assembly of _R. cellulolyticum_ genomic fragments into a plasmid, from the original Gibson assembly paper [doi: 10.1038/nmeth.1318](https://www.nature.com/articles/nmeth.1318). +* [Example_CRISPR](./markdown_notebooks/Example_CRISPR.md): Using CRISPR with homologous recombination to delete genes by making two cuts in the genome, and repair it with an oligo. Used in the industrially relevant _K. phaffi_. diff --git a/docs/getting_started.md b/docs/getting_started.md new file mode 100644 index 00000000..c5f6c7fc --- /dev/null +++ b/docs/getting_started.md @@ -0,0 +1,25 @@ +# Getting started + + +The best way to get started is to follow our tutorial notebooks, you can find them in the +repository folder [docs/notebooks](https://github.com/BjornFJohansson/pydna/tree/main/docs/notebooks) and +are reproduced here so they can serve as documentation. + +You can run the notebooks locally, but also on the browser using Google Colab, simply click in the badge of +the notebook to open it in Colab. + +We recommend that you first go through the following notebooks, which cover the basics of how sequences are handled in pydna: + +1. [Dseq](./markdown_notebooks/Dseq.md): Basic introduction to how sequences are handled in pydna. +2. [Dseq_Features](./markdown_notebooks/Dseq_Features.md): How to work with sequence features, which are often present in genbank or dna files to mark regions of interest (coding sequences, resistance markers, etc.) +3. [Importing_Seqs](./markdown_notebooks/Importing_Seqs.md): How to import sequences from various sources. + +Next, you can learn how specific cloning techniques are handled. + +* [Restrict_Ligate_Cloning](./markdown_notebooks/Restrict_Ligate_Cloning.md): How to perform restriction and ligation. +* [PCR](./markdown_notebooks/PCR.md): How to perform PCR. +* [primer_design](./markdown_notebooks/primer_design.md): How to design primers for Gibson assembly and restriction-ligation cloning. +* [Gibson](./markdown_notebooks/Gibson.md): How to perform Gibson assembly. +* [CRISPR](./markdown_notebooks/CRISPR.md): How to perform CRISPR-Cas9 cutting. + +These notebooks cover the basics, but you can see real-world examples in the [example gallery](./example_gallery.md). diff --git a/docs/index.rst b/docs/index.rst index 274878a0..69ab1aa0 100644 --- a/docs/index.rst +++ b/docs/index.rst @@ -1,205 +1,30 @@ -Welcome to pydna's documentation! -================================= - -Stuff & other stuff - - - - -Module contents ---------------- - -.. automodule:: pydna - :members: - :undoc-members: - :show-inheritance: - -pydna.dseq module ------------------ - -.. automodule:: pydna.dseq - :members: - :undoc-members: - :show-inheritance: - -pydna.dseqrecord module ------------------------ - -.. automodule:: pydna.dseqrecord - :members: - :undoc-members: - :show-inheritance: - -pydna.amplicon module ---------------------- - -.. automodule:: pydna.amplicon - :members: - :undoc-members: - :show-inheritance: - -pydna.amplify module --------------------- - -.. automodule:: pydna.amplify - :members: - :undoc-members: - :show-inheritance: - -pydna.assembly module ---------------------- - -.. automodule:: pydna.assembly - :members: - :undoc-members: - :show-inheritance: - -pydna.common_sub_strings module -------------------------------- - -.. automodule:: pydna.common_sub_strings - :members: - :undoc-members: - :show-inheritance: - -pydna.contig module -------------------- - -.. automodule:: pydna.contig - :members: - :undoc-members: - :show-inheritance: - -pydna.design module -------------------- - -.. automodule:: pydna.design - :members: - :undoc-members: - :show-inheritance: - -pydna.download module ---------------------- - -.. automodule:: pydna.download - :members: - :undoc-members: - :show-inheritance: - - +Pydna +====== -pydna.editor module -------------------- - -.. automodule:: pydna.editor - :members: - :undoc-members: - :show-inheritance: - -pydna.gel module ----------------- - -.. automodule:: pydna.gel - :members: - :undoc-members: - :show-inheritance: - -pydna.genbank module --------------------- - -.. automodule:: pydna.genbank - :members: - :undoc-members: - :show-inheritance: - -pydna.genbankfile module ------------------------- - -.. automodule:: pydna.genbankfile - :members: - :undoc-members: - :show-inheritance: - -pydna.genbankfixer module -------------------------- - -.. automodule:: pydna.genbankfixer - :members: - :undoc-members: - :show-inheritance: - -pydna.genbankrecord module --------------------------- - -.. automodule:: pydna.genbankrecord - :members: - :undoc-members: - :show-inheritance: - -pydna.myprimers module ----------------------- - -.. automodule:: pydna.myprimers - :members: - :undoc-members: - :show-inheritance: - -pydna.parsers module --------------------- - -.. automodule:: pydna.parsers - :members: - :undoc-members: - :show-inheritance: - -pydna.primer module -------------------- - -.. automodule:: pydna.primer - :members: - :undoc-members: - :show-inheritance: - -pydna.readers module --------------------- - -.. automodule:: pydna.readers - :members: - :undoc-members: - :show-inheritance: - -pydna.seqrecord module ----------------------- - -.. automodule:: pydna.seqrecord - :members: - :undoc-members: - :show-inheritance: - -pydna.tm module ---------------- - -.. automodule:: pydna.tm - :members: - :undoc-members: - :show-inheritance: - -pydna.utils module ------------------- - -.. automodule:: pydna.utils - :members: - :undoc-members: - :show-inheritance: +Welcome to pydna's documentation! +--------------------------------- +.. include:: ../README.md + :parser: myst_parser.sphinx_ + :start-after: + :end-before: +.. toctree:: + :caption: Contents: + :maxdepth: 1 + :hidden: + self + installation + modules/index + getting_started + example_gallery -Indices and tables -================== +.. Indices and tables +.. ================== -* :ref:`genindex` -* :ref:`modindex` -* :ref:`search` +.. * :ref:`genindex` +.. * :ref:`modindex` +.. * :ref:`search` diff --git a/docs/installation.rst b/docs/installation.rst new file mode 100644 index 00000000..db68d711 --- /dev/null +++ b/docs/installation.rst @@ -0,0 +1,7 @@ +Installation +============ + +.. include:: ../README.md + :parser: myst_parser.sphinx_ + :start-after: + :end-before: diff --git a/docs/notebooks/CRISPR.ipynb b/docs/notebooks/CRISPR.ipynb index 611f2771..bfb5f7b2 100644 --- a/docs/notebooks/CRISPR.ipynb +++ b/docs/notebooks/CRISPR.ipynb @@ -126,7 +126,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.9" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/notebooks/Dseq.ipynb b/docs/notebooks/Dseq.ipynb index 9f3e11e0..ffa836b9 100644 --- a/docs/notebooks/Dseq.ipynb +++ b/docs/notebooks/Dseq.ipynb @@ -570,7 +570,7 @@ "data": { "text/plain": [ "Dseq(-8)\n", - " acgt\n", + " acgttcc\n", "atgcaagg" ] }, @@ -789,7 +789,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.4" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/notebooks/Dseq_Features.ipynb b/docs/notebooks/Dseq_Features.ipynb index 79005c0c..90e50d14 100644 --- a/docs/notebooks/Dseq_Features.ipynb +++ b/docs/notebooks/Dseq_Features.ipynb @@ -813,7 +813,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.9" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/notebooks/Example_CRISPR.ipynb b/docs/notebooks/Example_CRISPR.ipynb index c43ad7cb..19e5cf3b 100644 --- a/docs/notebooks/Example_CRISPR.ipynb +++ b/docs/notebooks/Example_CRISPR.ipynb @@ -265,7 +265,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.9" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/notebooks/Example_Gibson.ipynb b/docs/notebooks/Example_Gibson.ipynb index beb68f4f..edd7f48c 100755 --- a/docs/notebooks/Example_Gibson.ipynb +++ b/docs/notebooks/Example_Gibson.ipynb @@ -49,26 +49,86 @@ "from pydna.tm import tm_default\n", "from pydna.amplify import pcr\n", "from pydna.dseqrecord import Dseqrecord\n", - "from pydna.assembly import Assembly" + "from pydna.assembly import Assembly\n", + "from pydna.genbank import Genbank\n", + "from pydna.gel import gel\n", + "from pydna.ladders import GeneRuler_1kb_plus\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "text/plain": [ + "{'molecule_type': 'DNA',\n", + " 'topology': 'circular',\n", + " 'data_file_division': 'BCT',\n", + " 'date': '25-AUG-2017',\n", + " 'accessions': ['CP001348', 'AAVC01000000', 'AAVC01000001-AAVC01000121'],\n", + " 'sequence_version': 1,\n", + " 'keywords': [''],\n", + " 'source': 'Ruminiclostridium cellulolyticum H10',\n", + " 'organism': 'Ruminiclostridium cellulolyticum H10',\n", + " 'taxonomy': ['Bacteria',\n", + " 'Bacillota',\n", + " 'Clostridia',\n", + " 'Eubacteriales',\n", + " 'Oscillospiraceae',\n", + " 'Ruminiclostridium'],\n", + " 'references': [Reference(title='Complete sequence of Clostridium cellulolyticum H10', ...),\n", + " Reference(title='Direct Submission', ...)],\n", + " 'comment': 'URL -- http://www.jgi.doe.gov\\nJGI Project ID: 4002584\\nSource DNA and bacteria available from Jizhong Zhou\\n(jzhou@rccc.ou.edu)\\nContacts: Jizhong Zhou (jzhou@rccc.ou.edu)\\n David Bruce (microbe@cuba.jgi-psf.org)\\nAnnotation done by JGI-ORNL and JGI-PGF\\nFinishing done by JGI-LANL\\nFinished microbial genomes have been curated to close all gaps with\\ngreater than 98% coverage of at least two independent clones. Each\\nbase pair has a minimum q (quality) value of 30 and the total error\\nrate is less than one per 50000.\\nThe JGI and collaborators endorse the principles for the\\ndistribution and use of large scale sequencing data adopted by the\\nlarger genome sequencing community and urge users of this data to\\nfollow them. it is our intention to publish the work of this\\nproject in a timely fashion and we welcome collaborative\\ninteraction on the project and analysis.\\n(http://www.genome.gov/page.cfm?pageID=10506376).'}" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Parsing the files\n", - "\n", - "pCC1BAC_path = \"./pCC1BAC.gb\"\n", - "gene_path = \"./R_cellulolyticum.fasta\"\n", - "pCC1BAC_docs = parse(pCC1BAC_path)\n", - "gene_docs = parse(gene_path)\n", - "\n", - "# Printing the parsed files\n", - "\n", - "print(pCC1BAC_docs[0].format(\"gb\"))\n", - "# print(gene_docs[0].format(\"fasta\"))" + "# Reading the R. cellulolyticum genome from GenBank\n", + "gb = Genbank(\"example@example.com\")\n", + "genome = gb.nucleotide(\"CP001348.1\")\n", + "# Print the info of the genome\n", + "genome.annotations" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [ + { + "data": { + "text/plain": [ + "{'molecule_type': 'DNA',\n", + " 'topology': 'circular',\n", + " 'data_file_division': 'SYN',\n", + " 'date': '29-AUG-2024',\n", + " 'accessions': ['.'],\n", + " 'keywords': [''],\n", + " 'source': 'synthetic DNA construct',\n", + " 'organism': 'synthetic DNA construct',\n", + " 'taxonomy': [],\n", + " 'references': [Reference(title='Direct Submission', ...),\n", + " Reference(title='Direct Submission', ...),\n", + " Reference(title='Direct Submission', ...),\n", + " Reference(title='Direct Submission', ...)],\n", + " 'comment': 'SGRef: number: 1; type: \"Journal Article\"; journalName: \"Submitted\\n(23-AUG-2007) 726 Post Road, Madison, WI 53713, USA\"\\nSGRef: number: 2; type: \"Journal Article\"\\nSGRef: number: 3; type: \"Journal Article\"'}" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "# Reading the plasmid\n", + "vector = parse(\"./pCC1BAC.gb\")[0]\n", + "vector.annotations" ] }, { @@ -79,7 +139,7 @@ "source": [ "# Importing pre-designed primers for the PylRS insert fragment. \n", "\n", - "F1_For = \"GCAGCTTCAAGTCCTGCAAACAAGGTGTACCAGGATCGTT\" #Remember that all sequnces are written from 5'-3'\n", + "F1_For = \"GCAGCTTCAAGTCCTGCAAACAAGGTGTACCAGGATCGTT\"\n", "F1_Rev = \"GATTTCAGTGTAGTTAGGGCCAGTTGAATTCAAACCTGCC\"\n", "F2_For = \"GGCAGGTTTGAATTCAACTGGCCCTAACTACACTGAAATC\"\n", "F2_Rev = \"CTTGGTGCCATCAGCATTGTTCTCTGTACCGCCCACTGTC\"\n", @@ -93,40 +153,88 @@ "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "5210\n", + "5384\n", + "5172\n", + "8221\n" + ] + } + ], "source": [ - "# (Optional) Checking that the primer Tm are matching\n", + "# Getting the PCR products from the genome (might take a while since the genome is large)\n", "\n", - "print(tm_default(F1_For)) # F1_For and F1_Rev have been used as examples here\n", - "print(tm_default(F1_Rev))" + "pcr_product_F1 = pcr(F1_For, F1_Rev, genome, limit=20)\n", + "pcr_product_F2 = pcr(F2_For, F2_Rev, genome, limit=20)\n", + "pcr_product_F3 = pcr(F3_For, F3_Rev, genome, limit=20)\n", + "pcr_product_BAC = pcr(BACF1_For, BACF3_Rev, vector, limit=20)\n", + "\n", + "# Printing out the PCR fragment sizes\n", + "print(len(pcr_product_F1))\n", + "print(len(pcr_product_F2))\n", + "print(len(pcr_product_F3))\n", + "print(len(pcr_product_BAC))\n" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "data": { + "image/jpeg": 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TfrNo+qaPGLeRjqU9vbRpcYUnYXSBGO/G3iRslu4oA8vroPCTMLy+RxGLKS0K3kjzmHy4t6chlDEHdsGArZzjBzXP10fgtJW1edoXnaRLdmFrAEL3fzKPKAcMp67sFW+50JoAueIEsbfw35GhyR3GmG7Rp5ftjzOkux9gw8MW0Eb+Qpzt68VyFdz4yS5bRIpLjT73Rdtwqrp11DDF5uVbMoWOKLO3GCSp++MHqK4agArqPCohk07U4NRaOLSXeHz5muWhZZAH2KCschbI3nGw/dzxiuXrrvBCT7dQkt4bq/dfLU6ZbRxSNcA7vnKyJICEx/cY/OOnNAEPioQx6dpkGnNHLpKPN5Ey3LTM0hCb1JaOMrgbDjYPvZ5zXL113jdJ9mnyXEN1YO3mKNMuY4o2twNvzhY0jAD5/uKfkPXiuRoAK6jwqIZNO1ODUWji0l3h8+ZrloWWQB9igrHIWyN5xsP3c8Yrl667wQk+3UJLeG6v3Xy1OmW0cUjXAO75ysiSAhMf3GPzjpzQBD4qEMenaZBpzRy6SjzeRMty0zNIQm9SWjjK4Gw42D72ec1y9dd43SfZp8lxDdWDt5ijTLmOKNrcDb84WNIwA+f7in5D14rkaANjwtJcR+IYGtkjd9kofzJDGojMbCRtw5XCbjkdMdD0rf1KLS7Xw9qa+Hp4rlJUT7bm+klaNBIhDKrQQj7+wZ+bGe2c1geFkaTxHaKl09s43srxlQzEIx2Ddxl8bOePm5z0rrPEq3knhy8a40jUdBRNjBLm3t4VvTvUbf3cERYjO/8AiHynpwaAPO6KKKAL+iPdR6/pz2MSy3i3URgjf7rybhtB5HBOO9dlJHpMEGoz6JcQ3OqS2swniOpyygRlG8wqGt4w5C7iP3jdM84ritJTzdZsY/tf2PdcRr9pzjycsPnzkdOvXtXomqLfS6TfrNo+qaPGLeRjqU9vbRpcYUnYXSBGO/G3iRslu4oA8vooooAKKKKACtjwtJcR+IYGtkjd9kofzJDGojMbCRtw5XCbjkdMdD0rHrY8LI0niO0VLp7ZxvZXjKhmIRjsG7jL42c8fNznpQBv6lFpdr4e1NfD08VykqJ9tzfSStGgkQhlVoIR9/YM/NjPbOa4ivRPEq3knhy8a40jUdBRNjBLm3t4VvTvUbf3cERYjO/+IfKenBrzugAooooAK6/w+ljceG/I1ySO30wXbtBL9seF3l2JvGEhl3ADZyVGN3XmuQruPB1rey6fAbeVJrZ7m4NzayQQThdkSMhVJVYKzklN2McD0oAx/FrMbyxRBGbKO0C2ciTmbzIt78lmVSTu3jBVcYxgYrn66Hxe5m1Czud8wFxaJKtvMULWylmAT5FVQCAHACrw447nnqACiiigAooooAK6jwqIZNO1ODUWji0l3h8+ZrloWWQB9igrHIWyN5xsP3c8Yrl667wQk+3UJLeG6v3Xy1OmW0cUjXAO75ysiSAhMf3GPzjpzQBD4qEMenaZBpzRy6SjzeRMty0zNIQm9SWjjK4Gw42D72ec1y9dd43SfZp8lxDdWDt5ijTLmOKNrcDb84WNIwA+f7in5D14rkaACiiigAooooAtadYTanepawFFdgzFpG2qiqpZmJ9AoJ/Cr91oCxWU91Z6vp2opbgNOtt5qtGpYKGxIiZG5lHy56ik8LI0niO0VLp7ZxvZXjKhmIRjsG7jL42c8fNznpXWeJVvJPDl41xpGo6CibGCXNvbwreneo2/u4IixGd/8Q+U9ODQB53RRRQAUUUUAWtOsJtTvUtYCiuwZi0jbVRVUszE+gUE/hV+60BYrKe6s9X07UUtwGnW281WjUsFDYkRMjcyj5c9RSeFkaTxHaKl09s43srxlQzEIx2Ddxl8bOePm5z0rrPEq3knhy8a40jUdBRNjBLm3t4VvTvUbf3cERYjO/8AiHynpwaAPO6KKKANXT9E+2WX2251Ky0+1MhiSS6Mh8x1ALALGjNwGXJxjkc1BqemSaXNErTQXEU0fmwzwMSkiZK5GQCOVYYIB4rq/BqXK6JLJb6fe61uuGVtOtYYZfKwq4lKyRS43ZwCFH3Dk9BWT40SVdXgaZ51ke3VjazhA9p8zDyiECqOm7AVfv8AQGgDnKKKKANXT9E+2WX2251Ky0+1MhiSS6Mh8x1ALALGjNwGXJxjkc1BqemSaXNErTQXEU0fmwzwMSkiZK5GQCOVYYIB4rq/BqXK6JLJb6fe61uuGVtOtYYZfKwq4lKyRS43ZwCFH3Dk9BWT40SVdXgaZ51ke3VjazhA9p8zDyiECqOm7AVfv9AaAOcooooAmtLWa+vYLS2TfPPIsUa5A3MxwBk+5rXfw2pimNprel3txDG0r20DSh9qgsxBeNUbABPDHgcZrO0lPN1mxj+1/Y91xGv2nOPJyw+fOR069e1eiaot9LpN+s2j6po8Yt5GOpT29tGlxhSdhdIEY78beJGyW7igDy+iiigAoorT0fSTqy36Rt/pENuJYY9yjzG8xFK89flZjgc/LQBRuLma6kEk7l3CJGCf7qKFUfgoA/Coq6nxL4dsdJtJzbi7jltbtbUtcSoy3WULGSNQAVAwvBLf6xeQeK5agAooooAKKKKALOnTW9vqdrNdwefbRzI80OceYgILL+IyK6P+2tDuri7N/ZxF0t51tLm2so4BIzRMqCSFTtGGIIZeQRzu4IKKAOTrT0O80yyup5NU01L+JoHWKN2cBJeCrHY6EjjB+boxPJAFFFABqOqWd7brHb6Dp1g4fcZbZ7hmIwflPmSuMc56Z4HPWsyiigAra0nUrCx0a+jubC1vJ5riDak6NkRhZd+11IKnJj6HnjIIFFFAFTUv7KbypdM+1x7s+ZBcbW8vpja4xuB56quMd6oUUUAFb3h5tDKNHrD+Xi8t5QfKZt8S7/MTK8ru3J27UUUAHiK+sb2C1MJtHu1kmEslpZi2jMWVEY2gAFuHOcZwwBJI4waKKALmlai2lanBfLbWt0YiT5N3CJYnBBBDKeD1/DqOa6PxF4stdU8P21lZW1tAXnlkni/s22jMQIi2hJI0U9UbJAUkEA5AySigDkKKKKALWmS2sGq2c19CZrSOdGniHV0DAsO3UZFdNLr+m3cV7Dc2ulJEttIga305Uku5vmEUi4UeUF+TKggEKeGJNFFAHH0UUUAFFFFABWhod1aWWrw3F9CJYFDggxCQKxUhW2MQG2sQ208HGD1oooA1JtW0a903U2nsY4tUeIRwS28CpFL+9Rt5QcRPsVh8vBBxgck83RRQAUUUUAFbem6ppFlo8kVzoNrf6h5+5ZrmSYL5RXBXEcqYIIyODncemBkooAz9RvIL24WS3021sECbTFbNKyk5PzHzHc55x1xwOOtVKKKACiiigAooooAK19G1DSrG1vhqGjw6hcOqG2MzyhEIPzAiORDgg9cnBUcck0UUAV9S1C2vvK+z6PZadszu+yvM3mZx18yR+mO2OpznjFCiigAooooAKKKKANPQLu1sdV+0XkUMsS284VJ4vMQyGFwmV/3yvPbrxin3k+i3lo80NrPYXoxiGJvNgk55xuO9MDJ5L59qKKAMmiiigAooooA0NGexTUf+JjxbNDMhbZv2u0TKjY9mKn8K3NUvdDGjTWVq9pMqW0AtjHZbJfPyPNdpSAxUgPwSR86gD5c0UUAcnRRRQB0Xh3xJDpVrLY3Wn2UsMr7xdNYQTzwnAHHmqQy8fd49iMnNbxVrA13xJfX0awrA80nk+VbRwZjLsVLBAMtg8k5PqTiiigDGooooA6LSNasNM0RkbT7O7u2mk3rc2yvuUoPLKucldjgkqMBg2DkdKviK6s7u7tntTbvKLcC6ktrcQRSS7mOVQBQBtKD7oyQTjnJKKAMeiiigCzp01vb6nazXcHn20cyPNDnHmICCy/iMiuj/ALa0O6uLs39nEXS3nW0ubayjgEjNEyoJIVO0YYghl5BHO7ggooA5OiiigArX0O/s9PTUpLq1trp3tQkEVzEXUv5sZPIwVOwP8wIPvzRRQBFqD6PPbrNYRXVrcFsPbORJHjByyvww5wNpB6/eNZtFFABRRRQAUUUUAf/Z", + "image/png": 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550P8l19+OWCGhCffUialnw4yz7g5SPOdalKvsNG2bdtChH/961+T7QJO8x1s0eNMZ9J8Vwy38WSv888/P5Tmoosu2rFjR1j59NNPP/vss+GpfO655yb3zOT2nhxzOlTCsb9iLSGmUAQIECBQn4BGWF/NZEyAAAECCQU0woSYQhEgQIBAfQIaYX01kzEBAgQIJBTQCBNiCkWAAAEC9QlohPXVTMYECBAgkFBAI0yIKRQBAgQI1CegEdZXMxkTIECAQEIBjTAhplAECBAgUJ+ARlhfzWRMgAABAgkFNMKEmEIRIECAQH0CGmF9NZMxAQIECCQU0AgTYgpFgAABAvUJaIT11UzGBAgQIJBQQCNMiCkUAQIECNQnoBHWVzMZEyBAgEBCAY0wIaZQBAgQIFCfgEZYX81kTIAAAQIJBTTChJhCESBAgEB9AhphfTWTMQECBAgkFNAIE2IKRYAAAQL1CWiE9dVMxgQIECCQUEAjTIgpFAECBAjUJ6AR1lczGRMgQIBAQgGNMCGmUAQIECBQn4BGWF/NZEyAAAECCQU0woSYQhEgQIBAfQIaYX01kzEBAgQIJBTQCBNiCkWAAAEC9QlohPXVTMYECBAgkFBAI0yIKRQBAgQI1CegEdZXMxkTIECAQEIBjTAhplAECBAgUJ+ARlhfzWRMgAABAgkFNMKEmEIRIECAQH0CGmF9NZMxAQIECCQU0AgTYgpFgAABAvUJaIT11UzGBAgQIJBQQCNMiCkUAQIECNQnoBHWVzMZEyBAgEBCAY0wIaZQBAgQIFCfgEZYX81kTIAAAQIJBTTChJhCESBAgEB9AhphfTWTMQECBAgkFNAIE2IKRYAAAQL1CWiE9dVMxgQIECCQUEAjTIgpFAECBAjUJ6AR1lczGRMgQIBAQgGNMCGmUAQIECBQn4BGWF/NZEyAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQIECAAAECBAgQWETgc5/73CLLI2uXjxAJaooAAQIECPQj8NBDDy250fIRlkzA5QQIECBA4HgC3f89wt/97nfHu3jO+eUjzLmRZQQIECBAgAABAgQIECAwJoHcb0CmjZ82WrTOPWwR3XehyUKSLCSNhehmFg/gCDMn8pIAgYUFcr8BmTZ+2mhRrB62iO670GQhSRaSxkJ0M4sHcISZE3lJoH+B+HuEW7ZsueWWW/bv3//8O19hcOutt4bJ+fNbPsKce+V+AzJt/LTRokQ9bBHdd6HJQpIsJI2F6GYWD+AIMyfykkApAr/85S+/853vfPCDH9z0zlcYhJdhcv78lo8w/15WEiBAgACBxALRf8yMTh5v4+ji6OTxIpgnQGBgAqW9o5kpn0xhm5shd/xmozDoc6/pfXsex381+u9///vb3/72hRdeOPmJMAzCyzA5f3LLR5h/LysJEKhC4Fvf+lZReWbKJ1PYhi53/GajMOhzr+l9ex7HG+FXv/rVbdu23X///c+98xUG4WWYnD+55SPMv5eVBAhUIVDa74Qy5ZMpbFPi3PGbjcKgz72m9zUmQIAAAQIENlpg+c98Lh9hHYOswcO+aeOnjRZl6WGL6L4LTRaSZCFpLEQ3s3gAR5g5kZcEGoENeVcy/qvRn//85y+88MI111wTfiMavsIg/GsUYbLJtXOwfIR1tsgaPOybNn7aaFGWHraI7rvQZCFJFpLGQnQziwdwhJkTeUmgESjoXcno74Wjk032M4Po4ujkzIXzvIzGiU7OE+3YNdFQ0cljrz12JnphdPLYa+eciUaLTs4ZMMeyaD7RyRy7NzGjO0Ynm0tKG0SzjU6Wlrl8CHQK3HzzzZ1rki+I/0S4/Gc+l4+wzlGzBg/7po2fNlqUpYctovsuNFlIkoWksRDdzOIBHGHmRF4SaAS+//3vN+MNHoQ3IX74wx/+5S9/Cb8gDV9hEF6GyfnTWj7COntlDR72TRs/bbQoSw9bRPddaLKQJAtJYyG6mcUDOMLMibwkQIAAAQIECBAoTCD8I2fJf9fo8umt7502ftpo0cx72CK670KThSRZSBoL0c0srusIpWWbKZ9MYZvS547fbBQGfe41ve8GjuPvES7/sbTlI6yDkjV42Ddt/LTRoiw9bBHdd6HJQpIsJI2F6GYW13WE0rLNlE+msE3pc8dvNgqDPvea3re4cfQTaNHJ46UeXRydPF6EdeajcaKT6wRZ54+ioaKT6wRp/ih6YXSyuWTRQTRadHLRyAnXR/OJTibc9NhQ0R2jk8deW8hMNNvoZAkJRxOLTvaTbXTr6ORC+UQjRCcXCtssjoaKTjaXnPAgGjY6ecJblHZh/CfC5T+WtnyEdaSyBg/7po2fNlqUpYctovsuNFlIkoWksRDdzOK6jlBatpnyyRS2KX3u+M1GYdDnXtP7FjcOvyP2qdFlPjQ7XdHlMaejRcc9bBHdd6HJQpIsJI2F6GYW13WE0rLNlE+msE3pc8dvNgqDPvea3teYAAECBAgQKEkg/BOBT43u378//MVy4SsMbr311mByYiVaHrNz3x626Myhc0EhSTZ/b8XOnTt//etfh39NNvxvGHfmX86CQiTnBCkt20z5ZArbIOeO32wUBn3uNdm30Kdy+f++/PIRpgszM84aPOyVNn7aaDMUk5c9bBHdd6HJQpJ86KGHJmnfc889n//851dXVz/xiU/cd999C51lYxcXIjknQmnZZsonU9gGOXf8ZqMw6HOvyb6FPpXRDwhFJ6f5psfRxdHJ6avmHEfjRCfnDDizLBoqOjlzYfRl9MLoZPTyeSaj0aKT80TLtCaaT3QyUwKTsM0jN711M5l161TBpzNvYkYnmz/dwEE0sehkP0lGt45OLpRPNEJ0cqGwzeJoqOhkc8kJD6Jho5MnvMXMhc0DOL1LMzmzOMdLnxqNqKb90FTaaJF0K/mUVw8OUZyZyR07dtx4442f/exnH3/88Ztuuin8RBjGJ5988syykl8WIjknUWnZZsonU9gGOXf8ZqMw6HOvyb4b/lTGG+Hy/3355SNMF2ZmnDV42Ctt/LTRZigmL3vYIrrvQpOFJPmNb3zj1Vdf/fCHPxz+N7w1uH379q985Stf+9rXFjrLxi4uRHJOhNKyzZRPprANcu74zUZh0Odek30H8FROAxp3C/ziF7/oXmQFAQI1C3jMa67ee7lfffXVTzzxRPjA5E9/+tNzzz13Mn3vvfe+9+cb/P/hJ/cf/OAH5513XqY80n6E6fXXXz906NCB977eeuutyTBh8tdee+1TTz31t7/97corrwxP4IsvvviHP/zhIx/5SMItlg9V+E21/AFFiArkflqjm64zmfbpbjbK/Zj3+Yz3/6iWdpO8W9a1tbXwbfSMM84IPyOHf6/84x//ePiDhd66PHjw4Hvf+f/f/zf3zTKD8F3+61//+mOPPXb77beH33EtEyp6bXPSJB8s/PSnPx0S/tKXvjTZqwke3frEJh999NELLrhg9+7d4dd94R2v8L7Xpz71qQceeODEomW6avmbKkliWe/MJBl2BqnrCLmf1k6umQXNA5jk6W6C537M+3zG+39US7tJ3i3rb3/7202b3n37MLyP8sgjj4T3UZobqKn9OoOf/exn3/zmN9dZsMwfTTJZWVn5zGc+85vf/OZXv/rVFVdcsUzAmWubk6b6CNNZZ51122233X333RdeeGETfGbTZV42Me+4444mTpBpxiUMlr+pkpwi652ZJMPOIHUdIffT2sk1s6B5WFI93U38rI95k3YPz3j/j2ppN8m7Nb3hhhvCt9EvfvGLk9dnnnnm3r17X3nllabknYOtW7cGzW3btnWuPIEFzT0xuTb8wBrS++Mf/3gCoaKXPPnkk5MPFoafOJsPFk4/NtGrOic/+clP/ulPf/rrX//auXLRBXfdddd3v/vdU089dXJh+AzkF77whQcffHDROFnXL39TJUkv652ZJMPOIHUdIffT2sk1syDT093skukx7/MZ7/9RLe0maap5UnhrcPpNpvDjVzmfrLvzzjvbRN8bXXzxxe8Nl/3/q6666vrrr//e97734x//+Ec/+tGHPvShsOMll1yybNyTTtq8efN11123fJyZCKeffnrI9pxzzpnM/+QnPwnvFIZPJM8s2/CXJd9UG44z1ARyP62LuuV7uptMcjzmPT/jPT+qpd0kTSkNCBAgQIAAAQIECBAgQGDoAv8DNIwUyHDTngMAAAAASUVORK5CYII=", + "text/plain": [ + "" + ] + }, + "execution_count": null, + "metadata": {}, + "output_type": "execute_result" + } + ], "source": [ - "# Checking primer specificity using the pcr function. An error message is returned if otherwise.\n", - "\n", - "pcr_product_F1 = pcr(F1_For, F1_Rev, gene_docs[0], limit=40)\n", - "pcr_product_F2 = pcr(F2_For, F2_Rev, gene_docs[0], limit=40)\n", - "pcr_product_F3 = pcr(F3_For, F3_Rev, gene_docs[0], limit=40)\n", - "pcr_product_BAC = pcr(BACF1_For, BACF3_Rev, pCC1BAC_docs[0], limit=69)\n", - "\n", - "# Printing out the PCR results\n", - "\n", - "print(pcr_product_F1.format(\"gb\"))\n", - "print(pcr_product_F2.format(\"gb\"))\n", - "print(pcr_product_F3.format(\"gb\"))\n", - "print(pcr_product_BAC.format(\"fasta\"))\n" + "# Making a gel to show the PCR products\n", + "im = gel(\n", + " [\n", + " GeneRuler_1kb_plus,\n", + " [pcr_product_F1],\n", + " [pcr_product_F2],\n", + " [pcr_product_F3],\n", + " [pcr_product_BAC],\n", + " ]\n", + ")\n", + "im.rotate(90, expand=1)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, - "outputs": [], + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Dseqrecord\n", + "circular: True\n", + "size: 23827\n", + "ID: id\n", + "Name: name\n", + "Description: description\n", + "Number of features: 28\n", + "/molecule_type=DNA\n", + "Dseq(o23827)\n", + "GCAG..ccgc\n", + "CGTC..ggcg\n" + ] + } + ], "source": [ "# Performing the Gibson Assembly. Note that the assembly class parameters should be given as a list.\n", "\n", @@ -154,7 +262,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.11.9" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/notebooks/Example_Restriction.ipynb b/docs/notebooks/Example_Restriction.ipynb index f85adf8c..29e0ca56 100755 --- a/docs/notebooks/Example_Restriction.ipynb +++ b/docs/notebooks/Example_Restriction.ipynb @@ -633,7 +633,7 @@ " ORGANISM .\n", " .\n", "FEATURES Location/Qualifiers\n", - " CDS join(1..424,472..2243)\n", + " CDS join(12..435,483..2254)\n", " /gene=\"ase1\"\n", " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", " /codon_start=1\n", @@ -653,13 +653,13 @@ " QGANGSDSNMSSSPVSGNSNTPFNKFPNSVSRNTHFESKSPHPNYSRTPHETYSKASSK\n", " NVPLSPPKQRVVNEHALNIMSEKLQRTNLKEQTPEMDIENSSQNLPFSPMKISPIRASP\n", " VKTIPSSPSPTTNIFSAPLNNITNCTPMEDEWGEEGF\"\n", - " primer_bind 1..20\n", + " primer_bind 12..31\n", " /label=\"name\"\n", " /PCR_conditions=\"primer\n", " sequence:ACCATGTCGACATGCAAACAGTAATGATGGA\"\n", " /ApEinfo_fwdcolor=\"#baffa3\"\n", " /ApEinfo_revcolor=\"#ffbaba\"\n", - " primer_bind complement(2225..2243)\n", + " primer_bind complement(2236..2254)\n", " /label=\"name\"\n", " /PCR_conditions=\"primer\n", " sequence:GGCGCGCCATTAAAAGCCTTCTTCTCCC\"\n", @@ -841,7 +841,33 @@ " primer_bind 3859..3876\n", " /label=\"SP6\"\n", " /note=\"SP6 promoter, forward primer\"\n", - " primer_bind complement(6131..6149)\n", + " CDS join(3918..4341,4389..6160)\n", + " /gene=\"ase1\"\n", + " /locus_tag=\"SPOM_SPAPB1A10.09\"\n", + " /codon_start=1\n", + " /product=\"antiparallel microtubule cross-linking factor\n", + " Ase1\"\n", + " /protein_id=\"CAC21482.1\"\n", + " /translation=\"MQTVMMDDIQSTDSIAEKDNHSNNESNFTWKAFREQVEKHFSKIE\n", + " RLHQVLGTDGDNSSLFELFTTAMNAQLHEMEQCQKKLEDDCQQRIDSIRFLVSSLKLTD\n", + " DTSSLKIESPLIQCLNRLSMVEGQYMAQYDQKLSTIKEMYHKLESYCNRLGSPFVLPDF\n", + " ENSFLSDVSDAFTESLRGRINEAEKEIDARLEVINSFEEEILGLWSELGVEPADVPQYE\n", + " QLLESHTNRPNDVYVTQELIDQLCKQKEVFSAEKEKRSDHLKSIQSEVSNLWNKLQVSP\n", + " NEQSQFGDSSNINQENISLWETELEKLHQLKKEHLPIFLEDCRQQILQLWDSLFYSEEQ\n", + " RKSFTPMYEDIITEQVLTAHENYIKQLEAEVSANKSFLSLINRYASLIEGKKELEASSN\n", + " DASRLTQRGRRDPGLLLREEKIRKRLSRELPKVQSLLIPEITAWEERNGRTFLFYDEPL\n", + " LKICQEATQPKSLYRSASAAANRPKTATTTDSVNRTPSQRGRVAVPSTPSVRSASRAMT\n", + " SPRTPLPRVKNTQNPSRSISAEPPSATSTANRRHPTANRIDINARLNSASRSRSANMIR\n", + " QGANGSDSNMSSSPVSGNSNTPFNKFPNSVSRNTHFESKSPHPNYSRTPHETYSKASSK\n", + " NVPLSPPKQRVVNEHALNIMSEKLQRTNLKEQTPEMDIENSSQNLPFSPMKISPIRASP\n", + " VKTIPSSPSPTTNIFSAPLNNITNCTPMEDEWGEEGF\"\n", + " primer_bind 3918..3937\n", + " /label=\"name\"\n", + " /PCR_conditions=\"primer\n", + " sequence:ACCATGTCGACATGCAAACAGTAATGATGGA\"\n", + " /ApEinfo_fwdcolor=\"#baffa3\"\n", + " /ApEinfo_revcolor=\"#ffbaba\"\n", + " primer_bind complement(6142..6160)\n", " /label=\"name\"\n", " /PCR_conditions=\"primer\n", " sequence:GGCGCGCCATTAAAAGCCTTCTTCTCCC\"\n", @@ -983,7 +1009,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.6" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/notebooks/Gibson.ipynb b/docs/notebooks/Gibson.ipynb index a875d550..2fb3dad2 100644 --- a/docs/notebooks/Gibson.ipynb +++ b/docs/notebooks/Gibson.ipynb @@ -159,7 +159,7 @@ "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", - "version": "3.12.5" + "version": "3.12.3" } }, "nbformat": 4, diff --git a/docs/notebooks/R_cellulolyticum.fasta b/docs/notebooks/R_cellulolyticum.fasta deleted file mode 100644 index bd549a12..00000000 --- a/docs/notebooks/R_cellulolyticum.fasta +++ /dev/null @@ -1,58127 +0,0 @@ ->CP001348.1 Ruminiclostridium cellulolyticum H10 chromosome, complete genome -GTATAACCAAGGTGGGCGAAGGGGACATGAACGTGCAACTTAATGAAATATGGAATCGAACATTGGAATT -ATTAAAAGGTGAAATGACTGAAATCAGTTTTAACACTTGGATTTTAACAATAGAACCTATATCAATTGAT -TCTAATACAATCACTTTAGGAGTACCTGCTGATTTTAATAAAGGTATCCTTGAAGCAAGATACTCATATC -TGATAAAAAATGCATTAAGGCAAATTAGTCACAGAGACTATAATATTTATTTTGCTATACCTTCACAAAC -ACCAGTTAAACCCGTAGCTCAGGAATATACTGAAGACTCTAATATGTCATTCCTAAATCCTAAATATACA -TTTGATACATTTGTAATAGGAAACGGAAACAGGTTTGCCCATGCGGCATCGCTGGCTGTTGCGGAGGCAC -CAGCAAAGGCATATAATCCTCTTTTTCTATATGGGGGAGTTGGTCTTGGAAAAACACATTTGATGCATGC -CATAGGCCATTTTGTGTTAAGCCAGAATCCGGCACTGAAAGTTCTATATGTTTCATCAGAGAAATTTACA -AATGAACTGATTAATGCAATTAGAGATGATAAAAATGAAGAATTCAGATATAAATATAGAAATATTGATG -TATTACTCATTGACGATATTCAGTTTATAGGCGGGAAAGAAAGAACTGAAGAAGAATTTTTCCATACTTT -TAATGCACTGTATGAAGCCAATAAACAGATAATTATATCAAGTGATAAGCCTCCTAAAGAAATTCCTACT -CTTGAGGACAGACTAAGGTCCAGGTTCGAGTGGGGACTGATTGCTGATATCGCTCCGCCTGATTTGGAAA -CCAGAATTGCTATTCTAAGGAAAAAGGCACAACTGGAAAACCTTGATGTACCTGATGACGTTATGGTTTT -TATAGCAGATAAAGTTGCTTCCAACATACGTGAACTTGAAGGTGCTTTGAATAGAGTAATAGCATATTCA -ACTCTAACTGAAAATATAATAAACGTCGATATGGCGGTTGAAGCTCTTAAAGATATGCTCAACAATAGTA -AAGCAATTATTATAAATTCGAAAACTATACAAGAAGCGGTCGCCAGGTATTTTCATTTAAAAACTGATGA -TCTTAAATCTAAAAGAAGATCCAGGGACGTTTCTTTTCCTCGTCAAATAGCAATGTACCTCTGTCGTGAT -ATGACAGATATGTCTCTCCCCAAAATTGGAGATGAGTTCGGTGGTCGTGATCATACAACTGTTATACACG -CGTGTGAAAAGATTAATAATGATCTTAATAACAGTACGGAATTGAAAAGAACAGTTGAGGAAATAAAGAA -AAATATAACTGGGGGTTAAATCTATAATTTAACAAAAGTTATACACAGTTTATGTTGATTTGGTGATCAA -AATCTGTGTATAACTTAGTGTTCTTGATTAACTTCAAGTTATGTTGAAAAAAAGTCTCGATTGGTCAACA -TTTTATTAACAGCAGCTAGCTGTTGGTATAACTAAATTAGACAAGTTATACACAGATTTAACACCCCCTA -CTACTATTATTACTATTTTTATATATTAATTATATTTAATAAAACGGAGGCACCTAAATGAAAGTTATTT -GTTCTAAAGAAAATTTACTTAACGGGATCAATATAGTTCAAAAAGCCGTTTCAACCAAAACAACTTTGCC -AATACTTGAAGGAATTTTACTTAATGCAGATGATAAATTCAAATTAACAGGTAATGACCTTGAAATTGGT -ATAGAATGTTATGTTGAAGCAGATATAAGGAGTACCGGCTGTATTGTTATAAATTCTAAAATATTTGGAG -ATATTGTAAGAAGACTGCCTGATTCAGAAGTCCTTATCGAAGTTACGGGTAATAACCTTGTAATTGTTGA -ATGTGAAAATTCACATTTTGAGATAAAAGGAATTAATCCATCAGGCTATCCATCACTACCTGTTGTGGAA -AAGGAAAATATTTTAGAATTAACACAGAGTGACTTAAAGGATATGATCAGACAAACTGTTTTTGCAGTAG -GTTCTGATGAAAATAGACCTGTATTGACTGGATCTCTTATTGAGGTGAAAGACAAAGAATTGGTTATTGT -ATCAATAGACGGATTTAGACTTGCACTTAGAAGAAAAAATTTAGAAAATGATATTAATGATTTTAGTGTT -ATTGTACCGGGAAAAACATTGAATGAAATATCAAAAATCCTTCAACCAACTGATGAAGAGGTTTCTGTTT -ATAGTTCAAACAATCAGGTTGTTTTTGATGCTAAATCATGGAGGATTGTTTCAAGACTCATAGAAGGGAA -ATTTTTAAATTATAATAGTTTATTAAATAAAGATTTTGAAACAAAAGTTATTATTAATATAAAAGAGTTT -CAATCAAGCCTTGAAAGAGCTTCGCTTATATCTATGAATGATAAAAATAGTCCTGTAAAGCTGTTTATAG -GTAATGATAAAATAATAATTACGTCTAATGCGGATCTTGGAAATGTACGTGAAGAGGTTAAAGCTGAAAT -AGAGGGGAATGCTCTGGAAATAGGCTATAATCCTGCTTTTTTAATTGATGCTTTAAAGGCAATAGACGAA -GAAAGAGCATCTATATATTTTATTACTACAAATGCACCATGTACTATGAGACCGCTTATTGAAAGTAACA -ATGCTTTTGCGTACTTAGTTCAAGCTGTAAGAATTTAATTATAGAACGAAATATTTGGAGGTTTTATGGA -GGAAGTTGGTATCAATACTGAGTTTATTAAGCTGGATCAATTTTTAAAATGGGTTGGTGCTTGTGATAAT -GGAGCCTTGGCTAAGGGCTTTATAGTCGACGGTTTTGTCAAGGTTAATGGTAATGTTGAATTACAACGCG -GGAAAAAGCTCAGAAACGGTGATACCGTAGAATTCAATCAAAAACAGTATAAAGTAATTCAAAATTGCTG -AATGAGGTAATACATTGATTGTCAAAAACCTGGTTTTAGAGAATTATAGAAACCATACAAATACAAGAAT -CTTATTTTCTGATCGTTTTAATATTTTTTATGGTGATAATGGCCAAGGTAAAACAAATATCCTTGAAGCC -ATTTATTTATGTGCGTCCGGGAGATCTCACAGGACATCAAGGGACTCAGAATTAATAAAATTCGGTTGTG -AAAACTTTAGTATTGCGGTTCATGTATCAAAAACCGGTGGTTTGGATAAGGATATTGAGATTAGTTATTA -TGAAAATCAAAAGAAGCAAATCAAGATAAATGATATTCCTATAAAAAAAATAGGTGCACTTATGGGAAAT -CTTTATGCTGTTTTGTTTTCCCCAGAAGATTTATTTATAGTAAAACAGGGACCTACTGAAAGAAGAAGGT -TTGTTGATATTACACTCAGTCAGATAAAACCATCCTATTTTTATAATCTTCAACAAATGTCAAAGATTCT -TAAACAACGAAATACATTACTCAAGAATATCAGCAGTAATCCCAAACTGATGGATACTGTTGATATATGG -AATATGAGGTTAGCCGAAGTTGCAGCAGCTATTATTAAAGCAAGAAGAACTTTTTCAATAATGCTGTCTG -GAATGGCTGAAAATCAGCATAATTTTCTTACTGGTAAGAGTGAGAAAATTTCCTTTGATTATAGGTGTAG -TTTTCAAATTTCAGGGCAGGATGATACAGAACAAATTGAAAAACTCTATCTGGTACAGCTTGAAAAAAGT -ATGCAGCGGGATATAGTCCTTGGATATACTACTGTAGGTCCTCATAGAGATGATTATGATATTATGATTA -ACGATAAGAGCCTGAAATTATATGGTTCTCAGGGACAACAAAGATCCGCAGTTCTGTCATTGAAAATTGC -CGAAATTGAGTTAGTAAAAAAGGCGACAAACCAATATCCTGTCCTACTTTTAGATGATGTTATGTCTGAA -TTGGATAAGAATAGGCAAAAATATTTAATGGACAGCATTAAGGAAGTTCAAACATTTATTACTTGTACAA -ATAAAGAGCATTTTGGAAATTTATTATCAGCAAACAGTAATTTTTTTAAAATAGTTGGCGGAAATATTCA -TAGTTGCATGTAAACGATAATTTGCAATAACTAGTTTATTAATGTAAAATTGGGTTTAGAGATTTATGGA -GGATTTAAGTATGTTTTTGCATATTGGCGGAGATGTTGTTATTCCTATAAAAAATGTAATAGCAATTATG -GATATAGATACAACAACAATTTCTAAGGATACGAGAGAATTTCTCAAAGTAGCGGAAGAAGAAGGATTTG -TGAAGAGTATATCGGAGGATTTGCCGAAATCATTTATTATTACGGAGACTGATAAAAAAAGTAAGATATA -TTTATCTCCGATATCATCGGTTACTTTACAAAAGAGATCAAAATATATAACTGATATTTCAAATATTTAA -CTGATTGTTGAAAGGAAGTAAACAAAATACTATGAGTGATATTAACAATAATTCAATTTATGACGAGAGT -CAGATTCAGGTATTGGAAGGCTTAGAGGCTGTACGTAAGAGACCTGGAATGTATATAGGAAGTACTTCAA -GCAGGGGGTTACATCATCTGGTATATGAAATTGTGGCAAATAGTATTGATGAAGCACTTGCTGGAAGATG -TGATATTATTAAAGTAATAGTTCACAAAGATAATTCTGTTACTGTAACTGATAACGGTAGTGGTATTCCG -GTTGGTATTCACCCCAAAATGGGTATTCCGACTCTTGAAGTGGTACATACAATACTACATGCCGGAGGAA -AGTTCGGTAGCGGTGCTTATAGTGTTTCAGGGGGACTACATGGTGTTGGAGCATCAGTTGTTAATGCATT -ATCTGAAAGTATGGAGGTTGAAGTAAAAAGAGAAGGGCATATATACAGGCAAAAATATTCCCGGGGAAAA -CCTCTCACTTCTGTAGACATAGTCGGTGATACAGATGAAACTGGGACAATAACTACCTTTAAACCAGATC -CTGAAATATTTGAAGAAATTGTTTATGATTTTGATGCTATGATATCAAGATACAGAGAAATGGCGTTTTT -AAATAAGGGTATAAATATCAAACTTATTGATGAGCGTCCTGAAGAGAGTGTTGAAAAAAATCTTCATTAT -GAAGGTGGTATCATATCTTTCGTTGAGTATCTTAATAAATCAAAAGAACCTTTGCATGATGAGGTAATAT -ATTTAGAAGGAAGCAGAGATGCAAATATAGTTGAAGTCGCTATGCAGTATAATGACAGCTACAATGAGAG -TGTTTTTACTTATGCAAATAATATTGCAACTACTGAAGGCGGAACTCATTTAACCGGATTTAGAGCAGCT -ATTACTAAAGTATTAAATGATTATGCAAGAAAATTTAATATATTAAAAGAAAATGACAAGAACTTGTCTG -GAGAAGATGTTAGAGAAGGTCTTACAGCTGTACTAAGTGTCAAACTTCCAGAGCCTCAGTTTGAGGGGCA -GACTAAAACAAAGCTTGGAAATAGTGAAATTAGGACACTTGTTGAAAATGTTGTAAGTGATAAATTATTT -ATATTTTTAGAAGAACATCCGGCGGTCGCAAAGATTATTCTCGATAAGAGTATTACAGCGGCTAGAGCAA -GGGAAGCAGCAAGAAAAGCAAGGGAACTTACCAGACGAAAGAGTGCTATGGACTCTAGTACACTTCCAGG -TAAGTTAGCGGATTGTTCAGAAAAGGATCCTACCAAAACAGAAATCTTTATTGTTGAGGGTGATTCAGCT -GGAGGCTCTGCTAAACAGGGAAGGGATAGAAAAATACAAGCAATACTTCCTTTATGGGGTAAAATGCTGA -ATGTTGAAAAGTCCAGAATGGACAAAGTATATGATAATGAAAAATTGTCTCCTGTTATTATTGCTCTTGG -TGCGGGAATCGGTGATGAATTTGATACATCAAAATTAAGGTATGATAAAATTATAATTATGGCTGATGCT -GATGTTGACGGCTCTCATATAAGAATGTTACTACTTACATTTTTCTTCAGGTATATGAGGCCGCTTGTTG -AACAAGGACATGTCTATATTGCAATGCCTCCTTTGTTTAAGGTTTACAAAGGCAAAGAAGAGTATTATGC -ATATGATGATATAGAGTTAGATAAGATTTTTAAGGAACGCGGATGGAGAAAAGATGATCCTAATGTAAAT -ATACAAAGGTTTAAAGGTCTGGGTGAAATGAATCCAGATCAATTGTGGGAAACAACAATGAACCCTGAAA -CACGTACGATAATAAAGGTTGATCTTGAAGATGCTATATCTGCTGATGAAGTATTCTGTAAGTTTATGGG -GGATAAGGTTGAACCGAGAAGGGAATATATACAGATGCATGCAAGGGATGTTTCAAATTTAGATATTTAG -TGTATTATAAAAAAGAGGAGTATATACTCCTTTTTTTATTATAATTTTTCATTAAAATGTTTCACGTGAA -ACACTATAATGACACAATATTATAATATTTGATTTAAACTTGTGAATGTTTCACGTGAAACATTTTACAA -ATTTATTATATTCTTTGTATTATCATATCTCATATGATATAATTTTCAATTAGAGAACGAAGTGAACACC -TTTTAGGGTGTTTTGTTAATTATGTGGTTAATAAAGCTCGATAAGGAGTGAGGTTTTTTTGGCAAAAATA -ATAGCCATTGCTAACCAAAAGGGTGGCGTAGGGAAAACGACAACAGCCGTAAATTTAAGTTCATGCTTAG -CGTATAAGGGTAAAAAGGTTTTGGTTATTGATATTGATCCACAAGGGAATACAACAAGCGGCCTGGGTAT -AGATAAAAAAAATATAAAACATTCTGTTTATGATGTTATTATAAATGATGAACCAATTGAGAATACATTA -TTAGAGGCATGCATAGACGGTTTAATGATATGTCCGTCAAATATACAGCTTGCAGGAGCTGAAGTTGAAC -TTGTATCAATGATTTCAAGAGAAAACAGGCTTAAATCAGCATTATATTACATACGCAAGGAATTTGATTT -TATTATAATAGATTGTCCTCCATCCCTAGGGTTGCTTACTTTAAACTCCCTCACTGCTTCAGATACGATT -TTAGTTCCAATCCAATGTGAGTATTATGCATTGGAAGGATTAAGTCAACTGATGAATACTGTAAAACTTG -TTCAAAGGCATTTAAATCCACAATTAGAGGTTGAAGGTGTAGTTCTTACAATGTTTGATGCACGTACCAA -TCTGTCAATTCAAGTGGTAGAAGAAGTTAAAAAATATTTTGGTAATAGGGTATACAGGACAATTATCCCT -CGAAATGTTAGATTAAGTGAGGCACCAAGTTTTGGTCTTCCAATAATCCTATATGATGCAAAGTCAAAGG -GTGCCGAATGTTATATAGATTTAGCTGAAGAAGTTATAGAGTATACTGAAGAGGTGGTATAAAACTTATG -ATAAAAAAAGGTCTGGGTAGGGGACTTGGAGCACTAATCTCAAATGAGGCATTAGAAGAAGAATCAGGTA -TTTTACAACTGAGAATAAATGAATTGGAGCCTAATATAGGACAACCACGTAAAAATTTTGATGATGAGAA -ACTTGTACAGCTTGCTGAGTCTATAAAACAGCATGGTATAATTCAACCTATTATCGTTAAAAAATCAGAT -AGTATTTATACAATAATTGCGGGTGAAAGAAGGTGGAGAGCCGCAAAATTAGCGGGTTTGACTAATGTAC -CGGTTATTGTAAACAATTTTTCCAATAAACAGACTATGGAAGTTGCCCTTATAGAAAATCTTCAAAGAGA -AGACCTGAACCCAATTGAAGAAGCAGAGGCTTTCCTGCACTTAATGGATGAGTATAATTTGACACAGGAG -CAAATTGCCGCAACTATTGGGAAGAGCAGGCCTGCAATAGCAAATTCATTGAGATTACTAGGATTGAAAG -ATGATGTCAGAAAATACATTATTAGCGGTGAACTAACCAGTGGACATGCAAGAACATTGGTTATTATTCA -AGATGAAGAGTTACAGAAAAAAGCTGCTGATTTTATAATTGAAAATAAATTAAGCGTAAGAGAAACTGAA -AATTATGTAAAGAAGCTGTGTAAAGGGAATAATAAAGTTAGAAAAACGACTGAGGTAAGTAACCCTGAAT -TAATAGATGTTGAAAATAAGCTAAAAAATATTTTAGGCACAAAGGTTAAATTACAATCAAAAAATAACAA -AGGCAAAATAACTATTGAATACTATTCTAATGATGAGTTGGAAAGATTATTAGATTTTTTTTATAAGATT -TAAAAAACGAGCTTTTAAAATCGATTTTAAGGCGTTTTTTTGGGTGAGGTAATGATAAAATATTCCTTAT -AATTAAAGTTCTCAAAAATCGAAATAAGCGTCTTTTAAAACATGGTTTTAAATTAATCGATTACATGAAG -TTAATCTACAAGGGAGCAGGTTAAGATGAATGACTTTTTTAGGAATATATTAAATATAGATTTTGAGATA -TTAGTGCTTTTTGGAATTTGTTTTATTTTTATTATAATTAATTGCTTTATGCTTATAGCAAACATCAAAA -AGACTAATAAGCTAAAACTAAAATATAAAAAATTTATGAATGGGTTAAGTGACAGAAATATTGAAGAGCT -TTTAGAAACGTGTTTGAATACCACTAACTCTGTTAGTACCAAAAATAAAGAAATTGAACTGAAGATAAAT -AAAATTGAAAGAAGACTTTTTCAATGTATACAAAAGGTCGGAGTTGTCAGATTTAATGCATTTGATAATG -TAGGAAGTGACCTGAGCTTTGCTATTGCTCTTCTTGACAATAACGATTCAGGTGTTGTTATAAGCGGAAT -ATATGCAAGAGAAAGTTCTTCAACCTATTCCAAGCCGGTTGTATCCGGAAGTTCAAAGTATACTTTATCG -GCAGAAGAGATTCAAGCAATAGATATAGCAAAGAAAACAAATGTAGAGAGAAGCTATATTGAGTAAATAA -TTAATTACTGTTTCCGGTATTTAAGTGGAGGCCTTTTACATGAACATTCATTTTCATAGTAATAAAGAAA -ATAAAAATGAAAAAAAACAAATATGGATGTATGCCGTAATTTTGTTTACAGGTGCGTTTATTATACTTTT -ATTGACTGCATACAGCCAGGTAAAGTTTCAGAATAATATAAGCGACTATCAGAATAAACTTTCTTCGCAG -GAAAAAGCGAAGCTTACTGCTGTAACAGACTTAAAATCAGCTTTAAAGGAAAATGAAAGACTAAATAAAG -AATTGGAATCTCTACGAAATAAATTGATAGAGTCTGAGCAGGAAATTGCTACCCAAAGCTCTAAAACAAC -TGATATAGAGTCAAAATACAATAGTTCTGTAATTGCAACTGATGCACTTATAGCTGCCATGGAGTATTAC -AATAATAAAGATTATGTAAATGCTGCTGTTACACTTAAATATGATGTTAAAATTGAATATTTGAGTCCAA -AGGTTATAAATACCTATAATGATTTAGTGGAAAAGAGCTATGGTAAAGCCTCCTTAAAGTCGTATAGGGA -TGGTTACAGAGACTATAAAAATAAAAATTATGCAGGGGCAATAATTAATTTAAACCGTGCAATTGATTTT -TCAAAAAAGAATGAATATTACATTGATGACGCATACTATTATTTAGCAAACTCATATTATAAGAGTTCAA -ACTTTACTGATGCAAAAAGAATAATAAATGCATTTCAAACTGATTATCCGAAAAGTGAGTTTGCAAGAAG -TATGAGAAATCTGTTGGAAAAAATATCGTAGAAAATACAGTGGTATTTATTACTTTTCAAAAGTTGTGTA -TTATTATAAAGTAAGGTGTTGACAAAAGTAAAAAATCATTGTAAAATAAAACACGTCGCTTAACAAAACC -AACATGGAGAGATGGTCGAGTTGGTTTAAGGCACCGGTCTTGAAAACCGGCGTAGGTGTGAGCCTACCGT -GAGTTCGAATCTCACTCTCTCCGCCAAATAAATATGAGCTGGCGATTTAGCCAGCTCAAGTTTAATGGAG -AAGTACCCAAGTAGGTCGAAGGGGACGGTTTGCTAAACCGTTAGTCTGGGCAACTGGAGCAAGGGTTCGA -ATCCCTTCTTCTCCGCCACATTTAGCTTAAAAGCCCGATTTTATCGGGCTTTTAAGCGTTTTATAGGACA -ACAAGGACACCGTTTTAAAATTCATTTTAAAACGGTGTCCTTGTTTGATATTTAGAGGGAAACTATGAAA -TGTCTCCCTACATTGCTTCAATTAAACCCTTAACTCCTTCAAAAATCCACAGACTTAATAGCTTACGGTG -AAGTTATTAACATCTTTATAATAAAATGTGGATAAAGGAATACAATTTTGATATAAAATGTGAATAAAAA -AATACCCTAATTATTATTCTAATCAGGATATTTTTAAATAATTTACCTTTTTTTAATCTGGATTTTACTT -ATCATAAGGTAGGAAAGTAAAACAATAATTACTGCGGTTACTATAGTGTTAACTTTACTATAATTATTAT -GCTCAATAGAAAAGCAGTTGTACAAATTAATTATGGATAAAAATGCACCTGCGATAGTTATAGGTACTCC -TGAAAATACATTGTTAAAGGTAGTTACATTATACCGGGCGAGTCTGTATGCTCCTGCAATAGGAAACATC -ACTGCCAGCAAATAGCCAATTATGGTCAAATCAAAAAAACTAATCTTCCAGGCAATTATTATGGGAGCTA -CACCAAAAGAAATTAAGTCTGAAAGCGAATCTAATTCTTTACCAAGTTCACTTGTACTATCCAACATTCT -TGCCACCTTACCGTCAAATCTGTCTGTCAATGCGGCCACCATAACTAAAAGGGATGCTTGTATCAGGTCA -TTTTTTATTGCAAATAGTAATGCAATAATGCCAAGCGAGAGATTTATAAATGTCAGGAGGTTAGGCAAAG -AATGCTTAATCGAGTTTTTCAAATGATCCACCCTCTACTTTAAATAATTATTATGCTTACTCTTGTTAAT -ATCTTTACTTAAAAAATACAAATAATTAAATATATATGATTTTTCATATATTATAGATTATAATTAATAT -CATAAAAATTAACAAGCTAATAAATTATGCATAACCTATTATACGAATTAAAGTTTGATAAGTATGATAA -ACATTATTTATTGATAATATTAAAAGAGGATGGATGGCACATTACTATGAACAATTTTAAGTATATTTTT -TTTGATTTAGATGGAACTCTTATTGATACTGTCCCTTTAATTCTGGATTCATTTAACTACACGTTTAATT -ATCATTTCGGTGAAACACGTCCTGAGGAAGAGACAATAAGCTATATTGGAATGCCGTTAATCAATCACTT -GAGAGATATTTATCCCGGTCATGAGGAGGAGCTTGCAAAGACCTACCGAGATTATAACGATAAAAGACAT -GATAGTTGTATCGGAGTTTTTATAGGAATTTTTGAAACAATAAAAATCCTTTATGAAAAAGGCATTGTCA -TGGGAGTTGTAACTTCAAAAAGGCGGGAACTTGCTATAAGGGGATTAAAAATTTTTAATCTGGATCAATT -CTTTATTTTTGTTAACGGGTCGGAGGATTCAAAAAAGCATAAACCTGATGGTGACCCATTGATTGTTGCA -ATGAATAGAGCCGGTGCTACAAACAAGGATGAGGTTCTTTATGTGGGAGATAGTCCTTTGGATATACTAT -GTGCTAAAAATGCAGGAGTGAAAAGTGCAGCTGTTGCTTGGACATACAGTCAGAGATCTGATTTGGAAAA -GGTTGAGCCGGATATATTTTTAGAGTGTCCTGCTGATATTTTCAAATATGTATAAATCTGTATAACAAAT -GAAGTTTGAGTAAAAAATAAAACTACTTAATTTTACAGGAGTGGTTTTATTGGCAAAAACGTTGGTAGCT -ATTTTTGAAGCCTATGAAATGGCTGAAAAAGCAGCCTACGAAATTCGTGACAAGGGGCTTAGAACGGACA -ATATATCAATAATAACAAAAACTGGAGACAATATAAATAGATTCAGGTCAACAAAGGACGGAGATTTTGA -AGAAAACAGAAAAAACAAGAATACTTTTTCCAGAGCCGGAAGTATAAGTACAAGAATATCTGACGGTATT -GTCACCGGAGGTATTATTGGAGGTGTCATAGGTATATTAATCGGAGCAGGAAGCATGTTTATTAATGACA -TAGGCCTGGTTGCAGCTGCAGCACCGATAGGCGGTCTTTTTAGCGGGTTACTTGTAGGTGGAATAATAGG -AGGCCTTATTGATTTTGGTGTTCCCAGAATTAAAAAAAAGGAGTATGAAAAATTAATTTCAAACGGAAAA -GCTATTTTTAGTATGATGGTAGATGAAGACCGTTCTGAAGATATTTTAGAAATTTTAAAAAAGAACGGGG -CATTGATGGTTGAAAAATATCAGTAGCGAATATTTCCCGATTTGCATAAATAGTATTATAATGGGTCAAT -CATTATAATACTATAATGTATTAAGGAGATTAATTATGGAAATATCGCTTAATAAGGCAATAAATAATGT -GGTTAAAACATCGGAAGCGAAAGCATTGGCCAATGAAAGAGTTATTCTCCTGAAAGAAATAGAAAAGGTA -AAGGGTGAATTGCAAAAGGCTTATAAAAACTTTGACTATGTAAATGATTCACTAATGGTTGACTACTATA -CATACCAGATAAAAGCGTATGAAACAATGTTTGAATTTCTGATAAAGAAGGCAAAGGCCATGGGCATTAG -CGAATTGTAACAAGATACGGAAAAAGGACTTTATTCCTCAAGTGAATAAAGTCCTTTTTTATTTTTTGCA -GAATATTTAACTGACATAATTAATATATTTTTATAAGCAGGGACAAACCTTGTATGAAAGGGTGGTACTA -TGAATATAGGAAAAGTGGTTAAAAAACTTTTCATTAACATAATTCTTGGCGTAATTCTATTAATAATTAT -TAATTTTGTAGGATTATATTTTGGTTTTAACATAGCACTTAATATTTATTCTGCTTTGATAATCGGAATG -CTAGGAGTACCCGGACTAATACTTCTTATATTATTACAATTTATGGTATAAAATCTTAAAGTTAAATAAA -TTACTTGTAATATTATTTATATTTTACTAGTAATGTGTAGTTTAAAGTAAATTATGTAAACATGAGTATT -TGTGTTATTAAAAAGAAATAGGGTGCTGCTAATTATTGATTTTATAGGGGTTTTTGAGATAAATGTTGTA -TACAAAGAACAAAACAAAGGCTGTACAACCTTTACAAATGGGCAAAAAAATGATAGAATATGTCATTGAA -TAGTGTTTCTAGTTATTAAGGAGGTAAGTTAAAATGTCAAGACATAAACAATCGATGGATGGCAATACAG -CTGCCGCACACGTAGCCTATGCTTTTACTGATGTTGCTGCCATTTACCCAATTACACCTTCAAGTCCAAT -GGCCGATTCTGTTGACCAATGGTCTGCTGCAGGTAGGGAAAACATTTTTGGTAATCAGGTTAAAGTTGTT -GAACTTCAGTCTGAGGCAGGAGCTGCGGGAACTGTTCACGGTTCTTTAGCTGCAGGTGCTCTTACAACAA -CATTCACAGCTTCACAAGGTCTTCTTTTGATGATTCCTAATATGTACAAAATCGCAGGTGAATTACTTCC -TAGCGTATTCCACGTTTCTGCACGTACAGTCGCTACACATGCTTTGAACATCTTTGGTGACCATAGTGAC -GTATATGCTTGCCGTCAAACTGGTTTTGCAATGTTGGCTGAATCAAACCCACAGGAAGTAATGGATTTAA -GTGCAGTTGCACACCTTGCAACTCTTGAAGGAAAAGTTCCTTTTATAAACTTCTTTGATGGTTTCCGTAC -ATCCCACGAAGTTCAAAAAATTGACACATGGGATTACGCAGATCTAAAAGAAATGTGTGACATGGATTCT -GTAAGGGCTTTTCGTGACCATGCATTGACTCCAGAAAAACCATCAATGCGCGGTTCACATGAAAATGGAG -ATATATTCTTCCAGCACCGTGAAGCATGTAACACCACATATGATAAATTACCGGCTATTGTTGAAAAATA -CATGGCTAAGGTTAACGCAAAGCTTGGTACAAATTATGATTTATTCAATTATTACGGAGCACCGGATGCT -GACCGTGTTATAATTGCTATGGGTTCATTCTGTGATGTAGCTGAAGAAGTAATAGATTATTTAACAGCTG -CAGGCGAGAAGGTTGGACTTATCAAGGTACGTTTGTATCGTCCATGGGTATCCAGTAGTCTTCTTAAGGT -TCTTCCTGAGACAGTCAAGAAAATTGCAGTACTTGATCGTTCAAAAGAACCTGGAGCATTAGGCGATCCT -TTATATCTTGACGTTGCTACAACTCTTCGTGAAGCAGGACTTAATGATATAGTTGTAACTAATGGTCGTT -ATGGGCTCGGTTCAAAGGATACTCCTCCTTCATCAGTATTTGCTGTATTCACTGAATTAAAGAAGGATGC -TCCTAAGCCACGTTTTACAATCGGTATAGTGGATGATGTTACATATTTAAGCTTACCTGAAGTTAAACCA -GCACCTATAACTGCTGCTGCAGGTACAGTTGAATGTAAGTTCTGGGGTCTCGGTGGAGATGGTACAGTTG -GAGCTAATAAGAACTCAACCAAGATTATCGGTGACCACACAGACAAATATATTCAAGCATATTTCCAATA -TGACTCTAAGAAAACAGGTGGTGTAACAATCTCCCATCTTAGATTCGGTGACAAGCCAATCAAGAGTCCA -TATTACGTAAATCAGGCTGACTTTGTTGCATGTCACAATCCGTCTTACATCGTTAAGGGTTTCAAGATAG -TTCAAGATGTTAAGCCAGGCGGAATTTTCATGATTAACTGCCAGTGGTCAGACGAAGAATTAAATTCAAA -ATTTAATGCTGCTACAAAGAAATATATTGCAGACAATAATATTCAGTTGTATACAATAAACGCTATTGAT -AAAGCTGCCGAAATTGGTATGGGTAAACGTACTAATACTATACTTCAATCAGCATTCTTTAAATTAGCAA -ACGTAATGCCAATAGACGATGCAATTAAATTTATGAAGGAAGCTGCAAAGAAATCCTATGGTAAGAAGGG -TGATGCTATTGTAGAAATGAACTACAAGGCGATCGATGCAGGTGTAAGTGCACTTCATAAAGTTACAGTT -CCTGCTTCATGGTCTAACCCTGAAGCTGACCCGGCTGAACCTAAGCTCGATGGACGTCCTGAATTAGTTG -ATATGGTTAAGAATCTGCTTAACCCAATATCATTAATGGATGGTGACAGCCTGCCGGTATCTGCTTTCGC -TAATATTGCAGACGGACAATTTGAAATGGGTGCTTCCGCATATGAAAAGCGTGGTACTGCCGTATTGGTT -CCAGAATGGGATGCAAGCTTATGTTTACAATGTAATAGCTGTGCATTTGTATGTTCACATGCAACTATTC -GTCCATTCATGCTGAGTGAAGATGAAATAAAGGCAGCACCTTCTAACATAAAATTAGCTGATACCAGGCC -AAAAGCTAGTGAATACAAGTTCACTATGAGCGTATCTCCTTTGGATTGTATGGGTTGCGGTGAATGTATT -ACTGTATGTCCTGTTAAGGAAAAAGCAATTAAGATGGTACCTCAAGAATCACAAGCTCAAGAACAACCGG -TATTTGATTATCTGGTTGCTAATGTTGGAAAGAAACCAGGAATGCCTGCTGATACTACTGTTAAGGGATC -ACAGTTCAACCAACCGCTGCTCGAATTCTCAGGAAGCTGTGCAGGATGTGCTGAAACATCATATGCTCGT -TTAGTAACTCAGTTATTCGGTGAGCAAATGTATATTTCAAATGCTACAGGATGTTCTTCAATCTGGGGAG -GTCCTGCTGCAACCAGCCCATATACAGTAAATAAGGATTCACAAATGGGTCCGGCATGGGCAAACTCATT -GTTTGAAGATAACGCTGAGCATGGCTACGGTATGCAACTGGGACAGAAGGTTCTCCGTGAACAGGCGATT -GCCAAGATAGAAAAGCTTGCTGTATCTGATAAGGCATCTGATGAATTGAAGGCTGCAATTGCTAAATTCA -TTGAGACAAAGGATATGACAAGAGAAAATACACCTGCTACAAAGGCATTGGTTGTAGAACTTGAAAAAGC -TGCTGCTGCTGGATGTGACCTTTCCAAGGAAATACTTGAAAAGAAACAGTATCTTTCTAAGAAATCTGTA -TGGATTCTTGGTGGTGACGGATGGGCATATGATATCGGTTTCGGTGGACTTGACCATGTACTTGCTTCAG -GAGAGAATGTAAACGTTATGGTATTTGATACAGAAATGTACTCAAATACAGGCGGACAGGTATCCAAAGC -TTCCAACATAGGTGGAGTTTGTCAGTTTGCTGCATCAGGTAAGGAGATAGGTAAGAAGAGTCTTGCTGAA -ATTGCTATGACCTATGGTTACGTGTATGTAGCACAGATTGCTCTTGGTGCTAATCCGAATCAGACAATTA -AAGTTATTGCTGAAGCAGAAGCTTATAACGGACCATCATTGATAATTTGCTATGCTCCTTGTGAACTCCA -TGGAGTTAAGGGTGGTATGAATCATTGTCAGGATGAAATGAAGAAAGCCGTAGCTTCTGGATACTGGAAT -CTGTTCTCATTTAACCCTGCTCTTAAGGCTGAAGGAAAGAATCCATTTACTTTAACCTCCAAGCCGGGTG -ATGGAACATATCAGGATTTCTTGAATAATGAAACACGTTACACTCGTTTACAGCGTTCATTCCCAGAGCG -TGCAGAAAGACTCTTTAAGGAATCTGAGAAAGCTGCTAAGGAACGTTACGAGCATTTGGTAAAGTTAGTA -GAGCTTTATAAATAATATCATTTAAAAAAGCTTTTAAAACCCCACAGGGATGTTAAGTCCTGTGGGGTTT -TTTTGTGCTTGTAGGCCTACTGTATGTTTACTTTCCATAATTACACATACCTTAAATAATATTTCCATTA -ACTGTCTACTAATAATCCTCTGTTGAAATGTACATATTACTAACAAATAAATAGCAACCTATGCATAAAA -AAATAAGTTTTAATTCTACAAATCCTATACTTTTCATATAATTTAGTATCGCATTTTGCTTAATAGTCAT -TTTATGCTTTAAAAATAGTCTTATTAAATAAAATGTACACGCTGTTAAAGTTTGCACAAACGGCAAAAAA -CAGCTCTTGGAGGCCATTATGAACGAATTTGAAAGGGAATTACAACTTAACTACAATCTAAAAATAAAAA -GTTTAACTAATTTCAGAGATATGTTTCTGGCAGATACGGATATAGGCAAGAAACTTATAAAAATAGCATC -GGTTAAACGGGAAAGAATCAATTTTATAGGGGAAGTAAAAGAGCATTTATTCAATAACGGTTTTATACAT -ATAGATAGAAATATCCCGACCGTTAAAGGTGATTACAGTATTCAGTTTAATGAACAAACGGTTTACATAA -CTGATTATATAGAAGGAAGGGAATGTAACCTTGAAAGTAAAGAAGAGACAATAGGGTGTGCAGGACTTCT -TGCTAAAATGCATAGGGCCTCGTACGGGTTTGTATGCTCTGAAAACAGTCTTGGAAGAAGTGAGCTGGGA -AGACTGCCGGGAAGCTATAGAAAACGTTTAGATGAGATTAAGAAGCTCAGAAAGAACGCACAAAAGGGGA -GAATGAAATTTGACAATCTGGTATCAAAAAATATTGATTATTTTTATGAGGTTGGGGAACAAGCACTAGA -CTTACTTCTTATATCAGATTATTACGGTCTTGTTGAAGAGGCTCAGAAAAATAGGACAATTTCTCACCAT -GATTTCAATCATCATAATATTTATATTCAGAATAATGAAATGTTTCTCATTAATTTCGAACACTGCTGTT -ACGACTTAAAGGTTTATGACCTGATAAACCTTCTTAGGAGAAAAATGCGTAAATGTAACTGGGATATCAA -TGAAGCCGTAATTATACTAAATGAATACAGCCGTTATGAAGCACTAAGCGGAAGTGATATGGTTCTTATG -AAAATCATGCTGATGTTTCCTCAGAAGTTCTGGAGAGTAATAAATAAATATTATAACAGCAGGAAAAGCT -GGTCGGAACAAAGTTATCTGCTTAGAATACAGGAAGTTATCGATGAGGCACAGTGCCACAGAGTATTTCT -GGAGAAATTTAGTGCTTTGTAATAATCCCAATGTTAAACAAAATAGCCGGCCTGATGGCCGGCCTAAAAC -GTTTATATTTAGCTTTATTTAAAATAGTCCAGTAATAACACCCGATTCATTTATATCAATTCTTTCTGCT -GCCGGTACCTTTGGCAGACCGGGCATTGTCATAATATCTCCGGTAAGTACTACTAAAAACCCGGCTCCTG -CAGAAATCCGAACTTCCTTTACTGTTACGTCAAAGTCTTGGGGTCTCCCAAGAAGTGCAGGATTATCAGA -TAGAGAATACTGAGTTTTTGCCATACAAATAGGAAGTCTGTCCAGTCCCATTTCTTCTATCTTAGCAATA -GACTTTTCTGCGGCCGCATTATAAATAACGTTTCTGCCTCCGTAAATCTTTGAAACTATTTGTTGAACTT -TTTCCTTTATGGGGAGTTTTTCATCATATATAGGTGCAAAATTTGAAACAGTAGAATCTGTTAGTGCCAC -AAGCTTTTCTGCCAGCTCTATTCCGCCTTCACCGCCTTTTAAAAATACATCTGAAAAGGCGACCTCGACA -CCTAGAGAACTACATTTTTCCTGAATCAGCTTTATTTCAGCCTCGGTATCGGTATCAAAATGATTAATGG -CAACCATAACAGGTACACCAAACTGTTTCAGATTTTCGATATGCTTCTCTGCATTTGCAAAGCCCTTGGA -TAAAGCGTCAATATTCTCTTCTTTCAGGTCTTCTTTTCTTACACCGCCGTTATATTTTAGAGCCCTTATT -GTAGCAACAAGAACAACTGCATCCGGCTTGAATCCTGCAAATCTACACTTAATATCAAAAAACTTCTCTG -CACCAAGGTCTGCACCAAAGCCTGCTTCGGTAATAACGTAGTCACTCAGTTTCAGTGCAAGTTTTGTTGC -TGAAATACTATTACAACCGTGAGCTATATTTGCAAAAGGTCCGCCGTGCATTAAAGCAGGGGTTCCTTCA -AGTGTTTGTACAAGGTTAGGCTTAATAGCATCCTTCAGTAGCAGTGTCATTGCACCATCAACCTTTAAGT -CATGGGCTGTTACAGGTTTGCCTTCGTAAGTATAGCCAATAATTATACGTCCAAGCCTTTTCTTGAGATC -TTTAATATCAAGTGCCAGACAGAGAATTGCCATTATTTCAGAAGCGACGGTAATGTTAAAACCGTCTTCT -CTTGGGACACCGTTTATTTTTCCCCCGAGTCCTACAATTACGTTTCTTAATGCCCTGTCGTTCATATCCA -TGCAACGCTTCCAGACAATTTGACGGGAATCAATATTCAACATATTTCCTTGCTGAAGATGGTTGTCTAT -AGCAGCTGAAAGCAAATTATTTGCCGCAGTTATTGCATGCATATCTCCAGTAAAGTGGAGGTTTATGTCT -TCCATGGGAACAACCTGTGCGTAACCTCCTCCAGCAGCTCCTCCCTTAATACCCATTACCGGACCCATTG -ATGGTTCTCTCAAAGCTATAACTGCATTTTTACCTATCCTTGCCATAGCTTGTCCAAGACCCACAGTGGT -TGTGGTTTTTCCTTCTCCTGCCGGAGTAGGGTTTATAGCGGTTACAAGAACCAGCTTGCCATCCTTTTTA -TTCTTAACCTTATCCCAAAGCTTATCTGATAACTTGGCTTTATAATTACCATAAAACTCAATATCTTCGG -TGTCAATACCGAGATTTTTTGCTATATCTGCAATATGATGCATTTTACATCTCTGAGCAATTTGTATATC -AGTTTGCAATATAATTTCCCCTTCCAAATATGGTTATTATTTTTAAAATATAGTATTTTAATCTATCTAA -CAGATTTTAATAATTAACTTAAATATGAAAATATTATATAACTTAAATAGACTTCATACAATAGTTCACA -GACAAGGCCCAAAAATCATAGTATAAAATATAGAGACTAAAAAAATATATAATTAATTGCTGAATTACTA -AATTTATTATAGATTTAATAATTATTTATATATTTGGCATACTATAACTTGAAGGGAAAGAATAATTATG -AGGGAGATTGAAATAGGAAGCCTAGTATATAGAAAATCTTATGAGAAGGATGTCCTTTTTAGGGTATGTG -ACATCAAAAACTGTGATGGTAGAAAAATAATTATTCTTAAAGGTGTAGATGTTAGATTAATTGCTGATGC -AGAGGAAGATGATCTGGATATTATAGATGTACATGAGGATGAACAGCATAAGGTTATGTAATTGATAATG -ATTTTCAAAGGCACCCCCTGGAGCAGGTTTATATACAAAAAATGCTTGACATAACGGCAATACGCTTGTA -TAATATATTATTTTTGACAAGCGTACGAATATGTGCTATAATAAATTAAACTGATGATGAGGTGATACCA -TGATAGACAAAGGAGAGCTTTTTCAGATAAAAAGAGATATCGAAGGCTGTGTTGGTGAAAAGGTACAGCT -CACAGCAAACAAAGGACGTAAAAAATCTTTTATACGTGAAGGCGTCTTGGAAAATACTTACCCAAGTATT -TTCGTAGTAAAGTTTGAAAACGAGTATGATAATACCAGAAGAGTTTCATATAGCTACACAGATATATTGA -CAAAAGCTGTTGAACTAGTTGTATGTAAAGATGATAAAAAGATTCAGGTATGTTAATCGTTAATCTTGTT -AAAGATTTTTATTAATCCTTAGGTTTAATGTTATAAGCTTTCTGAGAACTTAATAATATAACAAAACAAA -AAGGGGATACAAATATTTGTGTCCTCTTTTTGTTTTGTAAATTATTGTAGACGAATAAAATACAATAAAA -AGTGTTTTTAAGGAATATTCCCATAACATAAAAAATATATATTACATAGTACATAGTTGTTTGTTTTCAT -ATTGATGAGTGTGATATGCAATATTTAAGGATAAGGGGAGGTTGGAAAAATGTCTCTGGAGCTGTTAAAA -CAGGCATTTAAAGTAAGCAATTTATTAGGTGAGGATACAATAGATAATGTTATTGAAAATGATATAATTG -TTCCGGATGTTAAACCGGATATTGCCAAGATACTTCTTCTGGATGGGGATGTTTTCGTTACCGGGTGTGA -TACAGGTACTGACAGGGCCGTAGTTTCAGGCTGCCTGCTGGTAAAGATTCTATATATTTCAGAAGATGAG -AATAGAAGCGTTAAAAGTATTACGACAAATATTCCATTTTCTTATACTTTGGATATCCCCGGTGTAAGAA -GCGGTGTAAAAAGCAGAGCAAAGGGTACAATTGAGCATATAGATTACACCCTCCTTAATGAAAGAAAAGT -AAATATTAAAGCTATTATATCAATTAACTGCAAGGTAACTGATGAAATAGAAAGGGAGATATCTTCAGGT -ATAACAGGTATAGATGATATTCAGGTTTTGAAGGATGATATAGATATAAATACCTATCTGGGCAGTAACA -AGGTAAACTTTATACTTAAAGAGGATATGGAGCTGCCATCTACTAAGCCTTCTGTTGCTGAAATTCTAAG -AAATGATTTGAAGATTTCAGGAAAGGATTTTAAAATAACAGACGGAAATGTGGTAGTAAAAGGTGATATT -AATATTGCTACCTTGTACATAGCAGATGATGAAACCAGAAGTATGCAGTATATGGAGAATGAGCTGACTT -TTACGCAGTTTATTGAACTGGAGGATGTTAAGGAGGATACTTCTGTTAATGTGGATTTTGATTTGATCGA -TTACAAGATTGAACCTTTTGAGGACAGTGACGGAGAAAATAGAAATCTCAGGGCTGAAGCCACTATAAAT -ATTTATGTAACCGGCCTGTGTAAGAGGTCTTATGAGGTGCTATCAGACGCCTACAGTCCAATAATTAGAA -TCAATCTTGAAAAACAGCAATTCTCAATTGATGAAACCGTCTCGGAAAACAGAAGCCAGCTTATTGTAAA -GGATACATTGAATTTTGAGGATTTCAACCCGGAAGTGCGTGAGATATTTAATGTCATTAGCAGATGCAGT -GTATCTGAAACCCACTTAGAGGATGAAAAATTAAATATAGAGGGTTCAGTGCTTAATAATGTTATATATT -TGTCCAACGACGAAGAACAGCCTGTATTCTGTCATAGCAAGGAAATTCCCTTTAAACACGTTGTTGAGAT -AAAGGGACTGAAAAATGATATGAAGGTTGATACTAATGTGGAAATTGAACATTGCAATTATAGTATGCTT -TCATCGGATCAGGTGGAAATCCGCTGTGCGATAGGAATTAATGCCAGAGTTGAAACAAATAAGGTTATTC -CCATCATAAACAAAGCTACGGAAGGTATCATAGATGAGAAGAAACTACTTTCTATGCCTAGTGTAATAAT -ATATATTGTGCAACCCGGTGATAGTTTGTGGAAAATAGCAAAAAAATACTCTACAACTGTGGAAAATCTT -CTTATGGTAAATAATTTAAACGATAAGGACGTTTTAATGCCGGGGCAGCAGCTGCTTATTTTAAAAAGGG -CAATGTAAATATATAACCATAAAAGGGTTCTTGGGATGGTACCTCAGGAATCCTTTTGTTTTCCGTTCTG -GTAAAACTAATGTATTTATTTTTTATAATTTAATTTTTATAAATTGCCCAAGGCTTGTTCTGATTGAATT -TTATTGATATAAAAATGTATTTTGTATATAATGTACTTAAATAAAATACGAAGGATATGTATAATGATTA -CATTAAATGCACATGCAAAGATAAACTTATCTCTGGATGTACTAAGTAAAAGACAAGACGGTTATCATAA -CCTAAAAATGATTATGCAGACCTTACAACTGCATGATACCATAACTATTCAGGAAATAAAATCGGGCATT -GAGATAGAATGTGAAGCAGCATATGTACCAAATAATAGTTCTAATATAGCCTATAAGGCTGCAGAAAAGA -TGGTTGTTAAATATGGTCTGGATGCGGGGGTGCGAATCTCTATAGATAAAAAAATTCCTGTTGCCGCCGG -ACTGGCCGGAGGAAGCACAGATGCAGCAGCGGTTCTAAAAGGGGTAAATTCTCTGTTCAAGCTTGGGCTT -GACCAACAGGAACTTATGGAGATTGGAAAGACTATAGGAGCAGATATTCCATATTGTATACGTGGAGGAA -CTGCACTGGCCGAAGGTATAGGGGAATTAATTACTCCTCTGCCAAGAATGGAACCTATTCCTGTTTTGCT -AGTAAAACCGAGATTTGGTGTTTCCACAGCATCAGTTTTTAAAAGTCTTGAAATAGATAAAATCACTGAC -AGACCAAAAACGGAGTTACTTATAAATGCATTACAAAGGAAAGATACACATTTTATAGCAAATAACCTAT -GTAACGTACTTGAAAGTGTGACAGCTGCGAGGTATCCTCTTATAGATAAAATTAAAAAGGATTTGATCAC -CAAAGGGGCGATCGGTAGTATTATGAGTGGGAGCGGACCTACTGTTTTCGGACTATTTGATGATACTGAG -GTAGCTAAAAAGGCTTTTGGCATATTAAAAAAAAGTAGAAATGACTGTATATTGACATATATTACTAATG -ATTAAGGGAGGATCATAAATAATGGCTGGTAAATTATCAAAAATTAATTTAAATGATTATAAACCATTAA -GGGAAGTTATTTTTAATTCATTAAGAGAGGCTATTATAATAGGGGAATTACGCCCGGGAGAGAGACTTAT -GGAGGTTCAGCTTGCAGAAAAAATGGGTGTCAGCAGAACACCTGTCAGAGAAGCTATAAGAAAGCTTGAA -CTGGAAGGGCTTGTTGATATGATCCCAAGGAAGGGTGCCCATGTTGCAGAGCTTTCCATCAAGGACATAA -TGGATGTTCTTGAGGTTAGAGCGTCGTTGGATGGTTTGGCCACTTCCCTGGCTGCCGAAAGAATTACTGA -TGATGAGCTAAAAGAATTAAAACATATAAACTCACAGTTTGCTAACTATATCGAAAAAGAAAATCTCAAC -GGCTCCATTAAGAAGGATGCAGAGTTTCATGATATTATTTACAGAGCATCAAGAAACGATAAGCTGATCT -CTATAATAAACAATTTAAGGGAGCAGGTTCAGAGATTCAGGGTTATATATCTTAAAGATTATAATAATTC -AAAGAACCTTATAAAAGAACACAATGACATATACGAGGCTGTTAGTTCAAGGTCAATGGAAAATGCCAGA -AATATAGCGAAAACACATATCATTAATCAGGAATCTACAATTCTTTCTTCTTTGAAAATGCAAAAAGGGA -ATAGTTGATGCTTTACCAGACATTTTTGTATTTTTTGTATATAATAAGAGTAGGCTATTACTTATATAAA -TAAAGAGGATAAAATATGTGGTTTAATGAATTTTTATCAAAATACAAATCAGGTATATCCCATGAGTTCC -TGTTTTATTTCAATGTAAAGGACACTATGGATAATACAAGGAATTTTTTCAGATATATAGATGACGAATT -TATAAAGCAGAGAAATTTCGGAATAGTAGCCTTTTATGATATTTCCAGAGGCTTAACTTTTCTGGCCCCT -GAAATGGAAAGGGAATTTAAAAAGATTGCCGGCAATGAGGCATCCAAACTGTTTTTTTCGTTGCCGTCCA -GAATTTTTCCTTTTATAGATATTGCTCTTAAAAGCACAAAAATGGCACTGTTTATAGACCATGCCGAAAA -AATAGTGCCTTCAGGTGATATTGGAAGTATGACTCTTGAAGAGAGGATGGCTCTTATATGGATGACGGAA -TGGTCTGTTAATTCAAAGATTTCATCCGTTGGCAGTACTATATTTATGCTTGCAGACAACCTTGCTGATA -TAAGCCGTGAATTTTTGAACTCTTCCTACAGAATAGAGCCTATACTAGTGGAACTTCCGGGGGAAGACGA -AAGAAAAAACTACATTGAATTTCTGCTTCAAGACAAATCTACTTCGTCTGAAATCTCTATTGACGAGTTT -GCAAAGCTTTCATCAGGACTTAGCAGGAAAAGTATAAAAGATATAAAGTTAAAGGCAGAGGCAGAAGGTG -TACCTATTACTTTTGATTTCATAAAGGAAAAAAAACACGGGGTTTTACAAAAGGAATACGGAGATGTCCT -TGATTTTATATATCCCGAGATATCTTTTGAGGATATAGGAGGAATGGAAGCTGCTAAAAGCTATCTAACT -AAGAATATAATAGAGCCTATTAGAAGAGGTGACTCAAGAAGAGTCCCCATGGGAATACTGTTATGCGGAC -CGTCAGGAACGGGAAAAACGTTATTGGTTGAGGCATTGGCAAAATCAAGCGGATTTAATTGTGTAAAGAT -AGATATGTCCCGGATATTGGGTCAATATGTAGGTGAAAGTGAAAAGAACTTCAAAAAATGTTTGCTGGGT -GCTAAATCACAGGAACCTGTTATAGTTTTTGTTGATGAAATTGATACCGCTTTCAGAAGAGGCGAATCCG -GTGACAGCGGTGTGAGCAGGAATATTTTCAGTGAATTTTTACAATTTACAAGTAATACAAATAATAGGGG -GAAAATAATTTTTATTGCTGCAACAAACAGGCCTGACCTCTTGGATGCTGCCTTGAAAAGGGCGGGAAGA -TTTGATAAGAAAATACCTGTACTTCTACCTGAAAAAGAGGAACGTGCCGAGATTTTCAGAATAATTATTA -AGAAATACGGAATTAATACTGATATTCAGGATTTTGTTCCATATTCCGAAATGGCTGAAAACTACACCGG -AGCGGAGATAGATACAGTTGTCAGGAAAGCATATGAATTGGCCTGCAATATGAAGGAAAATCATCCTGTT -ATTACAGATACCATCCTAAAAGAGGCTCTTAAAAAGTGTCGGCCAAGTACTCAGGAGATAGAATTCATGA -CAGAACTTGCTATTGCAGAATGCGATGATATTGATCTGCTTCCGGAAAAATATTGGCCCAGGTTTGATAG -GACTTAGGCCGATAATATATGGTATTTTATAAATAAATATTTACATTACTGTGTTTTTATTATAAATTTA -AAGTATCTTATATCGAGTTCATAAATTTTATTTTAATTTAGTAGGAAAAATAGTATTTATATACTTTTAA -GGAGGAATAGGATAATGGGTTTATTTAGTAGACTGGGACAAATGTTTAGAGGATTTTTCGGTTTATTTGT -TGGAAATCTTGAAGAAAGAAATCCTGAAGCATTGTTTGAGGATATAAAGAACCAGATAGACAAAGCAAGG -CGTCAGGCTGAGCAGCAAATTATTGAAATTCAAACAAGTGCCGAAATGATCAAAATAGAGATGAAAACAG -CCGAGAAAAATCTTATTGCTATAAAAGCAAGGGTTGAGTCTGCACAAAGGGTCGGAGATAAGGAGCTTCT -GGTTGAACTTCTGGTTCAGGAAGAGGAATATCAGACTGTATATGAGACTCATAAAGCAACCTATGAAAAC -GCAATGGTGCAGGTTGAAAAGATACGTGAAGACTACAAGATTTTTGAATCTGAGATGAACGGAAAACTCA -ATGAATTGAAAACTCTTAAATCACAGGCCAAAATGGCTAATCTCCGTGAAAATATCAACTCTGTTAATGC -ACAGTACACCTCAAAGAACAGTCGTGTGGGCAATGTAAACGACAGTCTTGACAGGGCACGTGATATCGTG -AATAAAAAGACTGCAAGAGCGAATGCAGTGGAATCACTTAATCAGGATAATCTGGATATGAAACTTAAAA -AGTTGGATATGAATTCCGCAAGAGATAGGGCAAGAGCAAGGGCAGAAGCACTTCTCGGAGGAGATAACGG -TGGATTTGAGGTCAAAGAAAAAACCGATAACAAGATATCAAACTAATTTAATGAATAAGGATAGTGCAAA -ATGGATACACATATTAGAGAAGCAATAGAAGAAGATTTACCCAAGATTACAGATATTTACAATTGGGCTA -TTAAAAATACTACTGCTTCATTTGATATAAACCCGCAAACCATAGAGCAACGAGCTGTATGGTTTTCCCA -TTATGGGGGTGACCGCTTTCCTTTAATTGTATATATAGAAGATGGAGAGGTTGCAGGTTACGCAAGTCTT -TCTGAGTTTAGGACGAAGGAAGGCTACAAAAACACCTGTGAGCTGTCTGTATATGTACAGCCTGATTTTC -AGAAGCAGGGTATAGGAAAAAAACTTATGGATTATATCATACAGCTTGGGAGAGATGTGGGGTACCATAA -TATTATTTCATGTATTACAACGGATAATATAATAAGTATTCAAATGCACGAAAAAAAAGGTTTTAAGCTA -TGCGGTGAATTGAAGGAGGTCGGGTATAAATTTGGAAGGTACCTTGATTGCCTTTTTTATCAGCTTTTGC -TATAGGAATAATTTTTTATATGAGCAGAGGGAGTCATGAATTCTAATTTATTTGTCAGTGCACTTTTAAG -ATTCAGAAATTTTTCAACTTTACTAATATGGACAGCTATAGTCAACCTTGTTAGCGGAAATGGCCAGGTT -CAGAATATGATTGCGTCTCAAACCGCCGATTACTCCTTAGTTCTTGCAGGGGCTTACGGAACGGGGGTTT -TGGTGTACGTTGCTATGGTTATGCAAAGCATGTTCAGCAACAACTACAAGGAGGAAGTTAAACGGAAGGA -AAAGAGAAAAGAAATTAATGATCTGAATCGACAATGCAACAGGCTTTCCGTACAGGCAAGGAACTATGGA -AACCCGATTCAGAAACAAAAATTAAGAAAAATAATGCAGGATAAAAACGATATTTTTAACTCTCAAAAAC -GAGGCGATGAATACAGCTATCTTAAAGAAAAAATAGTTGAACAGAGCCTGAAGCTTGTTATTTCCTATAC -AAAGCTTATGATGAATTATTCAATCAGAAGCAAGGAATTATCTGAAATTAATATCAATCAATTGATGAAT -AAAATCAATGCAAACCGCAGGAAGATAAGTTTTATGAAAGATGACAGGATGCTTGATGATATTAACAATG -TTATAGAAATGGATGAAAAGGCAATACAAAGAGTCAAGGATGAAAGGAACGAGTTAGAAAGAATTCATGC -TAGACTTGACTATATAGAAAGTATGTTGAATATGTTCAAACATCAAATAATTTCAAGCATCGAATCAGAA -GAAATGGTTGAAAAATTAGAGACAGCTGTGAACGAGGCAACAGCGCTTGACAGCGTGTTACAAGAAAGAA -GAAGAAATCAGATAAGTTTGTAATACAGACTGAGAGTGAGATAATTTAGACAACCGGCATTTGTAGCGTT -TTATATGAAACCAAGGGGGATTTCAAATGTCAGTAAATATCGCTATCTATTCTTCTCCGTACATTAGCAT -AACGCAGCGGGATGATGGGTATTACATACAGTCCTTTAAAAAAGGATTGAGTATAGATGAGTTTCAAAAA -ATTCTTAATTCACATCCCGAAATCAAAGTGACAAATTTCACAACAATAAAAAATGCACTTGTACTGGCAC -CACAAGACCCCAGAAGATTTGCCAGTGCAAAAGAAAGAATAAGCATTGAAGTATCCGGAGATGAATTGAG -GGCTTTTGTGACCGTTAATGTAGGGCAACCAGAAGTTTTAGGGACAGAAATAGTAAAAGAGGTAGTTCTT -GAACTAAACCGTAGAGGTGTTGTCTATGGTATTAAAAAGGACGTGCTCTTAAATTTGGTTGCCGGAAAAA -CGGTACTAATAGCTGAGGGTGAACCTCCTCAGAATGGTGTCAATTCCCAGAACAGATTATATCAAATAAA -AGAAGCTAAACCGGAAATTAAAGAAGACGGTACTGCGGATCACTATGACCTTAACCTTATAAACATGGTA -TCTGCGGGAGAGTGGCTAGGTGAAAAAATCCATGCTACTCCGGGAAAAGAGGGAAAAACCGTATACGGTA -ATCCCATAAAACCTCTACCCGGTAAGGACTATCCGATTTTTTTTGATCGTAAAACAGTAAAAGCAGTAGA -GGAAGAGGGCAAGACAACTCTATACGCTACGAGGAATGGAGCAGTTTACTTTGCAGGTGATAGCATAAGT -GTATCCAATCATTTAGAAATTGATGAAAATGTAGGAGTTAAAACCGGGAACGTTGATTTTGACGGCTACT -TAACCGTTAAAGGAACAATTGAGGATAACTATACTGTCACTACTACAAAAGATATCGAAGTACTAAGTGA -CTACGGTGTGGGAAGTTGTAAAGAAATAAGCAGTCGAGAGGGTAGTATTTACATAAGGGGCGGTATAGCC -GGTAAAGGTAAAACTGTTATAAAATGCAAAAAAAATCTATATCTGAAATTTGTTGCTGATGCAGAAATAA -TTTGTGATGGAAGCGTACATGTAGGATTTTACTGCCTAAACAGCAATATTATAGCCAAGGAAGTCATTTT -GGAATCGCTGAAGGGTCAGATAATAGGCGGAAATATAACAGCAGATATAAGGGTGCTTGCAGCTACATAC -GGTACTCCAAGCGAGAAAAGAACTAACATTTGTGTAAAAGGGTTTGATAGAATTGCTCTTAAAGATTCAC -TTGAACAACTGGTACAGGAAATAGATCAACTCAAAACTTCCATGAATCAATATAAACAACAAATTTCTAT -TTTTAACATATCAGATGCCGTAAAATCAAGGAAAAGCGAGTATGAAAAGCTTAATGAAAATTACAACAAT -ATAAGAGCTGAGTTGCAGGTAAAGGAGGAGTTAAGAAAGAATATAGCAGGCTATCTTAAAGTCAAGGGAG -AAGGAGAAATTTCAATTCTTAAAAAGGCTTTTCCAAATACCTTTTTTGAAATTAAGCGAATCCAGAAGGA -AATTCAGACACCTATACTTAGAACAAGCTTTTACTATAGCGAAGGCACGATAAAAGAACTATAAACACAA -TCACTGCAGCAAAGTTTAATTGTTGGGAGGTTAGAGCATATGAAATACCAGTCAATACTACAAAGGCTTG -AAGATGAGAAGAGAGATGAAGTTTTATCTGCAAAATTATATAGGTATACCGGACTAATGCAGGCTATAGA -GTACTTTTCACAAAAACTTGTGTTTAAACAGATAATTGAGGCTGCTTTTGATTTTATAAATGAATTGTTG -CTTGTAAACAACTCTATAGTGTATGTTCTTGAAGAGGGTAAATACACTGCCAAGAAGGTTAAGGGTTTTA -AAGATTACCCAAAAGAAATAGAAGCCACAAGTACACTTGAGAACCTTGCTGCTTTATATGGAAATGTCCT -GTATGAAAAAGATAAAATAGCCAGGTTTTTTGACATGGAAATGGTTTCAAATATGGGTATAAATGCCGTA -GTGCCTCTGATTATAGAAGAACACCTATATGGTTTTATAATGATAAATGGAAAGGATTTTGTAGATGATG -AGTATATTATATCAGAGTCCCTGATGCGTCTTATAAATACTGCCCTTGAAAACTACAGCAGATATGAGAA -ACTGGCTAAAGTAAATAAGGAGCTTGATGAAAAGGTATTTAACCTTTTTGCAATAAATCAGTCATCAAAG -GTATTGCTAAGTGAATTACGAATCAATACTTTATATAACTTGTCTGTAGAATTATTTTCCGAATTAACAA -GGAGTATGGTCACAAGCTTTATTTTATATGATGAAAGAAGTGGAAGATATGTTTTAAAGGGTTTTAAGGA -TGTTTTTTACAAGATTAAGGATGCTTTTATTAGTCTTTCTCTTAATCAAACCTACAAAATTGATCCTAAT -AAGGTTATTATAGATCTAGGAAATCCAGATGACAGTCATTACTTTTACAATCTGTTTGAAGATTCTGCTA -TTCAGGTAGATAAACTTGAGGCAAAGTATATTGTCATAATTATAAAAGAAAGTGAGATTCTTGGTTTTGT -CACTTTGAGTAAAACCGTTACTGGTGACAATTATAGCAGCGGTGTATTTGAACTTATAGAAAGCCTTGCT -TCATCAATGTATATTGCTGTAAGCAACGCTAATCTATTTAAACAGGTAAATGAGCAGAAACAAATTATTC -AAAGAAAGTTGGATAAACTTATTTGTTTGAATAAATTAATAAAAAATATAAGCAGTTCATTAAGGATAGA -TACACTTATGGAAGTTGCAGCTAAAACCCTTGAAATTTCTTTTAATTTGCAAAAGGGACTGCTTTGTCTT -TATGATAAGGACTCAGATGAGTTTAGTATATCGGAATCAATCGGTTTAGACGGTAATTTAAACAAAAACA -TACTCCCAAATAACAAATGGAGGCGTGTTTTTGAGGGTGACTGTGTTTATGAAATCGGGAAGGATAAAGT -AGCCGAATATATTGGATATGAGGTAGCTGAAAGGGTCGGTGAGGCTCAGGGAATACTAATTGTACCTATA -TATGTAGATACTTTGGAAGTTGAGCTGTCGGGAGTAATTATTATTTTCAAGTACGATGGTTTGCTTTTAG -ATAATGAAGAAAATCTTATAACTCTTGAAACAATTGCAGGACACATAGCCCCGGTGTTAAAGAATCTATC -GGTTATTCAGATGCAGCAGCGGTTCATGCTGCCGAATTTTATAGAACTCTTCAAAAATGAGTTAAAGGGT -GAAATCAGGGATGCAATGGATTATAATATAAACTTATCGGTTATACAGGTAGAGGATAAAAGAGATTTTA -TTTTCAAAGGTACAAGTATTATTGATAGTATAAAAGAGAACTTCAAAAAGGTTTATCCATTTTCATATAA -CAATGTATTTATTATTGAAAATGAAGACGAAAATATTGAAGAGCGTATAAAAAGATGTACGGGAATTTCT -GATCTAAAAATCAGGAAGATGGTCCTAGGGAAGGACTTTAAAGATTTTGCAAATTTCTTTGATCTTTTCA -GATAACACTTAATTAACAGGTGGTGTCGGTTGTGGAAATGCTTTTAGGAACGGATATAATAGAGGTTGAC -AGAATAAAGAGAGCAATTGAAAACGGTGGGAGAAAGTTTTCAGAAAAAGTATTTACTCTCAATGAAATCG -AATACTGTGAAAGCAGGAAAGCAGGAAAATATCAGAGCTATGCTGCCAGATTTGCAGCAAAAGAGGCTGT -TTCAAAAGCTTTTGGAACAGGTATAGGAAAAAATGCGGCTTTTAGTGAAATTGAAATTTTAAAGGATTCT -CTTGGTAAACCTTACGTAAGACTATCCGGCAAAGCGAAGGAATTTTATGATTCTCTCGGCACAGCAGGAA -TATCAGTAAGCCTATCCCACTGTAGGGCATATGCTGTAGCATATGCAGTAATTTCACTGGGGGACAGCTT -CAAAAATAAAATATAAAGTATACATTTCGTTGGAGGTTGTGTGTGAAACAGGTGTCGTTTATACATACAG -CGGATATACACCTTGATGCACCTTTTTCGTCACTGGGAGATAAGGAAAAAGCGGATATCCGGAGGCAGGA -ACTGGAAGACGGTCTTAAAAACATAATTGATAGAGTAAGAATTCAAAATGTAGATTTATTAATAATAAGC -GGGGATTTTTTTGAGGACAGCCACATAAGGGGTTCTACAATAATCGGAGTTAAAAACCTGTTTTCAGAAC -TTTACGGAACAGAGGTTATAATTATTCCGGGAAATCACGACCCTTTGAAAGAAAACTCATTTTATCACAC -CATAGGTTGGGGTGAAAATGTACATATTCTTACGGATTCGAATCAGGTATTGTTCTTAAAAAAGTGCAAT -ACCTGTATTTATAACATGGGGGCAATCGGTAATGTAGCAGGGGATTTTTCAAATATTAAGGAAAAAGATA -TTTCAGCTGACACATTCAACATATTGGTTTTTCATGGTACGATTGATATGCCTTTTGAGGAAAGTAATTA -TAATTCCATAGGATCTAAGGACATTTTTGAACTGGGCATGGATTATGTTGCCCTTGGTCACATGCACAAT -TATATCAGGTTTCAGAACAGGACAAGCTTAATGATAAACCCGGGAAGTCCTATACCAATGGGCTTTGATG -AAGAGGGAGTACACGGCTTTATTCAGGGAAAGATAATGTATACAGATGATAATAAAAAACTTGTAGAAGC -GGATTTTGTGCCATTTTCCAGTAGAAATTACTATAACATAGAATTGGATGTTACTGGGTGTAACAGAAAT -GAAGAAATTATTCAAAAATTATCAACGGATGATAACATAAATTTTTCTAATAAGGATTTATATAGTCTTA -CTCTAAGAGGATTTATTCCAAAGGATTTTACACCTGATATAAAGTATTTAATGGAGTTATTAAAAAATAA -ATGTTTTTATGTAAGGATAAAGAACGAAACTTCAATTCAGTTTGATTATGAACAGTATCTTGAAGACCCC -GGCATAAAGGGTGAGTTTGTCAGGATGCTTATGGATATGCAGGAAAATGAAGATTCACAAGATAGGAAAG -AGATTTTGTACATGGCTATACAGTATGGGCTGCAGGCCATGGAAAACAACAGGGTAGACTGACAGGGGGA -TATTTACCGGGTATGAAAATCAAAAGGCTCCATGTAAGGGGATTTGGTAAGCTTCAGGATTTCAATTGTG -ATTTTTCAGATGGTTTGAATGTAATATATGGACATAATGAGAGCGGTAAATCAACTCTTATGGCGTTTAT -AAAGGCCATACTGTATGGAGTTAAGGGCGGAAGAACCGGTAAAAACGGTGTGTTGCCTGACAGCAGGAGA -TATATGCCATGGAACAGCAGCCAGTACGGCGGGTACATGAATATTGAGTTGAATGATGGCTGTTTATACA -GGATTGACAGAAATTTTTTAACCAATGAAGTAAACATTTTTGATTCTTCTTTTAACGATATCTCTGTAAA -TTTTATTGACGGAAGGGATATAAATAGTGTTGGTGAAAAGCTGGTAGGACTTAATGAAAGCCTTTTTGAA -AGAACTGTTTTCATTAAGCAGATGGGAACCAGGATTGATACTTCAACGTCAAAAGACCTTGTGGACAGAA -TCTCAAATATTCAGCAGAGTGGATTTGAGGATATATCATATATAAAGGCACAAAATGCTCTTAAAGAGGC -ATTAAAGCGTCAGGTTGGAACAGATAGAAGTTATACAAGGCCACTGGATATTATAAATCAACGTTTGGCC -GAATTACAGGAGAAAAAGATTAACCTGTTGAATGAAGAAAAAAGGCTTGAGGAATTAAGGGAAAAACAGC -AGGATATATCTATGAAAATTAATGAATTAAAGTTTAAGTACAGACTTCTAAACAGGATAATTGATTATTG -CAAGCTTAAGGAAAGACTACAATTCCTAAATGAAAAAAATGAAGAAATATACTTTCTTGAAGAATCTGCC -CGTCAGGTGCAAGAAAATATTACTAAGCTTGAGGAGGATAAAAAGTCAGTAATACTTCATTTAAATAACA -ATCAAGTGGCCAGGGGTAAAAAGTTAAGATCAATAGATGTATTCTTGATGATATGTATTACTGCAACGTT -AACAGTAGGTTTAGCAGCAGTTGTTTTTAACATTTTGAGTCCTTTATTTACCTTGATACCTTTCTTACCA -GCCTTAGCCTCTCTTGTTCTTAGGATAGGGATCGTAAAGAGAGAAGAAGAAGAGTTTAAAACAAACAAGA -CAAAAGAATTAAATCGCCAGCTTTTAGAGTTTGATGAAAGAATAACTCAAAATAAGACTCAGTATCAAAA -ACTTACAGACAGAATTGAAAATATTAATACTGTTGTTGGATCGGAGGTTCCGGCAGTTCTTGAAAGTAAA -ATTGTGGGCGATTACATCAATATTATGAGGGATAAACAAAATGTAGAAGACCAACTTACTCAAAATGAGA -AAGAACTCATTGATGAGCTTTCCAAGGATTCACATGGTAGTTTGTTGGTAAAGGCTTTCAGTATAAATAA -AACTGTTATTCTCGATCTTCAAAGATTGGAGGATGAGTATAGTGAAGTCGCACGTATGGTAGAAAACGGG -AATAATATAAGTATATCTGATATTGATAATGAGATAAGCAGGTTGAGCAGTCAGAAAAAAAGTTTGGAGT -CAAAAGGAGAAGCTCTCAAAATTGCGATAATTACATTGGAGGCAGCGGCAGAGCAGGTTAGGAAAAAATA -CGTACCTTTAATGAACAGGGTATTAAATAGTACCTTTTCTAATCTTACGTCTAAAAAGTACAATGATGTA -AGAACGGGAGATAATCTCAAAATTATGTTGGATAACCCGGAAACACAAACTCTTGTTCCTGTTTCAACAT -TAAGTGATGGTACAATAGACCAGATATATCTTGCATTAAGGGTTGCAATATCGGAGACAGTTCTTCAAAA -TCATGAGTGTATGCCGTTTATAATGGATGAGCCATTTGCACAGTATGACGATGAGAGAACATTTAACGCA -CTAAAATATATAGCCCATATAAGCAATAAACAACAGGTAATCATTTTTACCTGTAAAAAGAGGGAAGTTG -AACTTATTAGTAGCGAATTCCCTTGTAAAATCTGTTCATTGACATAGAGGCCATAAAAAAATATAGTATT -TCTATAAGAGGATTAATTAAGAGGAAGTTATGAGAAAACATTTAATTATATATATTTTTGCTGTTACAAC -AGCTATTATCTTAACATTGGCAGGATGTGGTAATAGGGACATTCCTGTCACAAAAAATGAACAATACGTA -AGCGGTATTACTTGGGATAATGCTGCGATTATAAATGACGCCGTTGTTGATGTATTCAGCCGTAATGACA -TTCTGAGTACAAGGATAACACAGGCTCTTTTTAACCAGATTGTAAAGATTGTTTCTCAAGAAGGCTCATG -GACCAGGATTATGTTGCTGGATGGAACTACGGGGTGGGTTAAGACCAAATACATTAGTAGGGACACAAGT -TGCGTTACCGACGGAAGTATTAACAACAAAATAGTTGTAACGGCCAAAACAGTGTATGTTTACATAGGAA -CCGACAACGACATTAAATACAAGCAGGTAGTTCTGGGAACAGAACTTTACTCTGTGAGTAAAACAAAAAC -AGGTTATGATGTCCTTCTTCCCAATAATAAAAAAGGCTGGGTTGAGGATGGCGGAGTTATAGCCGTTCCC -GTTTCACAGAACAGTATACCCAAAACTTCTGCACAAGGATTTATACAAACCGTCAGTAAATTTGAAGGAA -CCATATATATAATAGGAGGTGTCAGCAGGTGGGGTATCGACTCCCCGGGTTTATGCTATATCAGCAGTAG -GATTAACGGTGTGGAAATACCCCGTAATATCAAGGAGATGGCAAAGACGGGGACAGGTGTTACGCTTGAC -GAAATGAAACCCGGAGACCTTCTTATGTTCAGTACGGACAATGTAAAAAAGGACGTCTCTGGTGTAGGGG -TTTACAAGGGAAACAACGAATTTATTCATTCTAGCCCTTCCAGGGGTGTTGTAACTGATTCCTTGGAGGA -CAGCTATTACAAAAATCGAATAGTTGATATAAGAAGGATTTTCTAGTAAATTCAGCCCGTTACAAGCTTG -CCAAGTAAAGCAGCTATGTCATGGGCTGAATGTGGTTTTCCCAGTTCTTTAGAGTTTTCTCTCATTATCT -TCAAAGTATAAGGATCATTAGTTACCTGTGACAAAATACTTACAAGATTATTAAAGCTGTCTATTTTATT -TGCTACTCCACTTCTAATAAGGAAGTTGGCATTTCCCTCCTCTTGTCCCGGTATTGGTGATATTATAAAA -ATAGGTAAACCCTTGACCAATGCTTCAGATACAGTCATGCCACCCGGCTTTGTTATTAAAAGGTCAGAAA -TATCCATCAGTTCATTAACCCTGTCGGTATAACTGAGGATAAGTACCTTTTTGCTGCTTTGAGCAGCATA -TTCTTCAAGCTGGAATTTAAGCTTCTGATTGGTGCCTGTTACTGCAATTATTTGAATATCTACATTACAG -TCTAAAAGTGACGCCATTGTTTTTTCAATATTTCCGAAGCCCATTCCGCCGCCCATTACAAGAACAGTAA -ACTTGTCCTCCATACCATATTTTAACAGCAAATCTTTCTTATTTGTGGAAGCTAGAAATTTTGGTGACAC -AGGAATACCATAGGGAAAAATAATGTTGTCCGGAATACCTCTGCGTATCATCTCCGATTTCATATTGTCA -TTAGCTACAATGAATGCGTCCATACCGCTATCAAGCCATAATGAATGAACCACATAGTCTGTAAGTATTG -CCATGGTAGGAATATTGAGCTTATTCTTTCTTTTCAAAGACGATAACATTTGCATGGGAAATGGGTGAGT -ACATACTACAGCTGAAGGCTTATAATCATTTATAAGAGATTTTAACTTATATGACAGCAGTTTATTTACA -GCTTTACTAGTATCATATATACCTGTTCCGGTGCCGGAGGCAGTATAAATCATGCTGTAAAGCTTGGGAT -TTCGTTTTAGAGTACCCAAATAGCTACTTACAACAATTTTATCTATTACAGGATTGATATATTTCAATGC -ATCAAGAACATCAACTTTCCAGTCGGGAAACTGTCTCTCAATGGACTCCTTCAGTGCTTCAGCGGCCTTC -ATATGACCAGTTCCAACAGAAACATACAGTATCAATACCCTCATAAAACACTCCGTTTTCATATCATTTA -TCTGTTCCAATTATCCGATTATCCGAATCAATTACATTTTTGACAGGTTGCCGGTTATTAATACATATTT -TTATAAAGAAATAACATATTTTGAGCACAACGAATATTTTTGAGAAATTAACCAAAAATAATATTGCATG -AAGTTTGGAAGATAATCGAAAGGAGGTACAGATTTGAGAAAATATAAAATAATTGCTTTATTTTTATTAA -TAGTATTCAGCCTTACAATTGTAGATGAAGGTAGGATATTTTTAACAAGCTCAGCACCCTCCCTAAAAAT -CGGGGATAGAGGTGAGGAAGTAAAGGATATGCAGCAAGAATTAAAGAATTGGGGTTACTTTGACGGAAAT -GTAGACGGAAGATTCGGCTATGATACATTGAGGTCAGTTCTCAGTTATCAGAGGCAATATGGACTAAAAG -CCAATGGTATAGCTGACAGAACTACCCTCCTGACAATGGGACTTGCGGAGCTTATTGAGTCAGGCACTGC -AAATGCTGCTGCAACATCAAACATATCAAATGAACAGCTCCTTGCAAGGGCTATAAATGGCGAAGCCAGA -GGAGAGCCTTTTGAAGGTCAGGTGGCAGTAGGAGCTGTAATTTTAAACAGAGTTAATAATTCAAAGTTTC -CAAAAACAGTTGCGGGTGTTATATACCAGCCAGGTGCATTTACAGCAGTATCGGACGGACAAATAAATGT -TCCGATAGATCCTAAATCAACAGTTGTAAAGGCAGCAAGAGATGCTTTGGCAGGCTGGGATCCTACAGAC -GGATGCCTTTATTATTGGAATCCGGCTACAGCTACCAGTAAATGGATTTGGTCTAGAAAAGTAAGATACA -AAGTTGGTAAGCACTGGTTTGGTGTATAATACGGAGGTGACAAAATGGCTGAAAATGGCTTTCATTTAAA -TGATAGAAGAAGATCATGGGCAGTACCCCTTGCAATAGTAGCAATACTAGCCTTAGTTGGAGTATCCCTA -TGGGGATATTATCAGAACAGGCAGTTAAAAAGGTTGCAGGTTCTGATGACGAACCAGTATAACAGAGCTT -TTGTAGATTTGTCTGATTATGTTGATAACGTTGAGACTCTTATGGCAAAATCTCTGGTAACATCAACACC -TGTAAGTACATCGAAGATGCTGGAGGAGGTGTGGAGACAAGCAAATCTTGCACAAACAAATATGGGACAG -CTTCCGATAGCACCTCCAATACTTGAAAAGACATCTAACTTCCTTACACAAGCGGGAGATATGGCGTACT -CTCTTAATAACAAGACCATGAATGGAATCCCGTTGAATGACAAAGAATATGGTGCTTTGCAAAAGCTTCA -TGGATATGCAGTTTCCCTCCAAAAGAACCTGCATGGAATCGAAGATCAGATTACTAATGGGAAAATGACA -TGGGATAAATATACCAACAAGGGTAAATTCATGGTGGCCTCGACGTCAAAAGACCCAAAAACAGGTCAGT -TTGAGAATATTGATAAGACCTTTCAGGAGTATCCTACTCTTATATATGATGGTCCTTACTCAGACCATAT -GCTTAAATCAAAGCCTCAGGGCTTAGGCGATAAAAAAGTATCTGTTTCAGATGCCAAAAATATTGCTATA -AACTTCATAGGTAAGAATAAAGTAAGTGATGTAAAGCAGTTGGAAAACAATGACCTTGGGAATATTAAAA -CTTACAGGTTCAAGGTTATGTATAAGGATCGTAAGGAAAGCGAGTATGCAGAGGTTGAGGTTACTCAGCA -AGGAGGACAAGTTTACCTTATGCTTAGTAACAGGAATATCGGTAAGGATACTGTAAATATGGGAAAAGCA -AAGAAGCTTGCAAAAGATTTCTTGGACTCAAAGGGCTACAAGAATATGGTAGATACCTACTACCAGAAGG -TTGATGGTACAGCTGTAATAAGCTATGCATACAAGCAGGGCGGTGTAATTGTTTATCCTGATCTTATTAA -GGTAAAAATAGCATTGGACAACGGAGAAATAATAGGTATTGAGTCAAAGGGCTATCTTTATAACCATAGG -GTGAGAACTATTCCTAAAACTAATATTACTCTGGAACAAGCACGTGCCAAGGTTAATAATAAGATTAAAA -TTGACAGGCAGGGTGAAGCTATTATTCCCACCAATTATAAGACAGAAAAATATTGTTACGAGTTTATGGG -GAAGGTGAACGGGCGTAATTTTATTATTTATATTAACGCCTTAACCGGGGCTGAAGAGGATGTATTAATG -CTGGTAACGACGCCTGAAGGTACACTTACTATGTAAAGTTTAACAGACATATATTATTGAAAAAGACTTG -AAAGTATCTGTTCAAGTCTTTTTCTGTATAATTCAATGTTGCTATTAATTTAAAATTACATTAGAATTCA -AATTATCAGGTGCTTCTATTGATATTATTGTAGTATTGAAGAAGGAGATGAACAATATATGGAGCCAAAG -GAGTTGAATTTGCTTCTTATAAAGGTTGGGGCCATACACAGGAGAAAATCTGCAAACGAATTTATGAAAC -AGGAACTTTCATCTGGACAACCGAGGATATTAAATTACTTATTTCAAAACAACGGCTGTATACAAAGGGA -GATTGCTGTTGACTTTAACATGGAACCTGCATCTATAACAAGCGTTCTAAACAGCATGGAAAAAGCGGGA -CTTATAGTCAGGGAACCTGTTAAGGGGGACAAACGTGCATTGGAAGTACGGCTTACAGACAAAGGATATG -AGAAGAAAAAAGTTGTTGATGATATATTTATAAAGGTAGAAGATGCATGTTTCCAAAATTTTAATGAAGA -GGAAAAGCTTCAGGCAAAGAATTTTCTGAAAAGAATTCACAATAACCTGTTAAAATGGGAACCAGATAAC -TAACACTGAGATAACGGAGGAAGTATTTATGGCATTAAGAAATATTCGCACTTTGGATGATGAAGTTTTA -CGTAAAAAATGCAGGCCTGTGGATGAAGTCAATGATAAAGTAAGAGAACTGCTAAAAGATATGGCCGATA -CCATGTACAACACAGGAAATGGAGCAGGACTGGCAGCACCTCAGGTGGGTATTCTTAAAAGGATTGTTGT -TATAGATATGGGTGATGGCTTAATAAATCTTGTGAATCCGGAAATTGTAGAACAAAAAGGGAGTCAGGAA -GTAATTGAGGGTTGTCTTAGTATACTCGGCAAGTGGGGTAAAGTTATCAGACCGACTGAAGTTAAAGTAA -AGGCATTAAATGAAAAAGGTGAAGAGGTTATAATAACTGGTAAGAAGGATATGGCAAAATGCTTATGTCA -TGAGATAGATCATCTTGATGGTATTCTTTTTACAGATAAAGTAACGGAATACATAGAGGATTAAATTTAT -TGCCTAAATAACAGGCGTTACTGGAACATTTTTCATATAATCAAGTCTAATAATATATAGCAGAAAATTA -TATAACATTAAGTACAGGAGATGATTTATATGAAAAGAACTGTTTCTGCATTAATACTGATGGGTGCTTT -AGCTTTATCTAGTACATTTGCGTTTGCCCAGCCAACAGACAATATAGAGAATAAATTTAATGACATATCA -GGGCACTGGTGTAATTCAGCGGTACAGATGCTTATAGGCAAAAATGTTTTGCCGTTTACAGGTGACGAGT -TTAGTCCTGCCAAAGCAATAACCAAAGGTGAATTTGTATCCCTTCTGCATGATGCTTTGGGTATCCGGAT -AGAGTACTTTGCAGCACCCCAGATAAAGGATTATTTTGAGGATGTAGATCAGAATGCATCTTATACAACG -GATTTGATTGATCTTGTGACTGCAAATATTATAGAAAAGGGAGGGAATTTTAATCCCGGAGCTTCTTTTT -CCAGAGAAGAAATGATTCATTATGTAATGAATGCATACAAGTATCAGATGGGTGACAAATACGCTCTCAT -AAATATAAAGCCTCCTTTCTTTAATGACGACAAAGATGTATCTCCGGAGTTCGGAGGGGACGTTGGCAGA -GCTGCACACTACAAACTCATATCAGGCTCAAAGGGAATGTTTCATCCTAAAGCTAACACAACAAGAGGAG -AGGCAGCCGTTGTTATAAGCAAGCTGGTTAGCCTTCTTGAAAAACAGAACCCTGTTGTTACAGTTTCATC -GGAGGCAGATATTAAGGATGATTCTATAGTAATGAAAGTAACTATTACAAATAATTCCAAAGGGGCAGTC -AGCCTTATCCATTCATCAGGGCAGAAGTATGATTTTGTGCTTCTGGACTCTGATAAAAAAGAACTTTACA -GATGGTCATCAGATAAAATGTTTACTATGGCTTTAATGTACTCAAAGATAGAAGCAGGTAAATCGGTTGT -TTATACTGAAACTTTGAGCGGAGAACAATACAACACTATAAAGGATAAGATAGTCTCAATGAAAGCTTAC -GTACTGGGGAATTCTGATGAATTTACTTTTGATACTAAAGGATATGAGATTATACTTAAATAGGTTTACC -TACAAGTTAAATTGGTAAATTATAAAGGGAGACGTAAAATGTCTCCCTTTTTCATATAATAAAATACATA -TCTTTAAAAAAAATTGAAATGTAATGAGGATAATAGTAATATTATATTGGATGTATAATTACATATATAA -ACCAATGGGAGGAACCAAGTGGAAAATAACATTGATAGACAGCTTTCTTCAATCAGGACTGATGAGAATA -AAAAAAGATTGCCGGGTCCTGTTGCCTCAGGACTGCTTTTTTCCATAGTAACTATTTTACTGACCTTCGG -TGGCCCTATTCTAAAAATAAATAACAGATATCTTAAAAGCGGAATGGGAGAACTGCTTTTTATCCTGCTG -CCTGTAGTAGCCTTTTTAATTATTGGAAGATATGACATAAAAAGGACATTGAATCTTAGAAGAACAAGGC -CTCTTAATTATTTGCTTGTTGTTCTCGTAACGCTGTTTGGAATGCCTGTGGTAGGTGTTCTTAATGCAAT -AACTTTTGTAGTAATAAGGGCAATCTTCGGAAGAAACCTTCCTACACCTCGGATAATTGTAAATGATGTA -CCTACCCTTTTAATAGCTTTACTGGTTATAGGAGTTTCGGCAGCAGTATGTGAGGAAATTATGTTCCGTG -GTCTTATACAAAAAGGTTACCGTAAATATGGAATCGCCCTTTCTCTGGGTATAACATCTGTATTGTTCGG -CCTTCTGCACCGTGATATTCAAAAGGCTGTAAGTACGATTCTTCTTGGTGCATTAATAGGGTTTATTGTA -TATAGAACAGGAAGCATTTTTACAGGAATGGTTGCCCATTTTACCAATAATGCTTCGGCCGTAATTTTAT -CTTTCATGGCCTCAAAAATGTCGGGTTACTTAAATGGAGAGAGTATACAGCAAACACAAAGTTTTGATTT -TTCGAATTTGCCTGTAGCTTCTATAGGAATTGTTTTCTTATTCTATGCTATAATTTATATGGGCTTAGTT -TCAGGTTTTGTAGCTTTACTGTATGCATTCTATAGAAGTACAAAGAAGGATGTTAAGGCAATGGAGGAAG -AAGCGGTCCAATATGAATTTACCAATGAAAAAATCAGTTTACCAGCAGTTTTGAGTATGCTGCCGGGACT -TTTGATTATTTTATTTACATTTTTGTACCAGATAATGAAATTGAAATGGGGTTAAAAGTAAAAATAATTG -GGCTATAGCCCAATTATTTTTACTGAAGAAGTCTGATATCCTTTCCTGCTAAAACCAACCTGTCAAAGTA -ACCTACAATCCTTGATGTTATACGCTCTGTATACAGTTCATAAAGCTTTTTGGGCCCTATATTTGTGGAA -ATGATAGTTTTGCAGGTTCGGACTGAACTTTGAGATTGCCGACTGTTTAGAATATTTAATAATTCCGCAT -ATCTCGCATCACTTAGCGGCTCGGTACCGAGGTCATCTATTATTAGCAGTTCCACCGAAAAAATACTCTG -GTATCTATCATCGATAAAATCATCTTCCTTGAAGGTTCTCATTTTATGCCCAGTTATAATATCAAACAGA -GCAGGAGCTGTAAGATACAAAACGGTTCTGCCCTGATTTATAAGCTCTCTTGCAATGCAAAACGACAAAA -ATGTTTTCCCAACACCAGTACGCCCATTGAAAAAAAGATTTTTTTGGTTTGGATCATCTATATTTTTAAT -AAATTTGATACAGCTTTCCTTTATGCTATTTATATTTTCCCTTGGTGATATGGTAATACCATACTTGGCT -TCATCTATTTCGTCAGGGTACAACATTTCGTTAAAATTATCAAAACATTCATTACCGTTAACGCTTATAT -TTGACTGAGAGAACAAATGGCTTATAATTTGCTGTCTATAACATGAACATCTTTGTGAACCTGAGGTGTC -AGTTATATATCCCGTATCTTTACACTTTTCACACTGATACGGTGGCTTAAAGAAGTCCGTACTTATATTG -TTTTTAACCAGAAGCTTATTTCTGGCATTAGACAGTTCCCTTATTTTTTCCGTTAGTTCCTCCAAAATAA -ATTTTTTGTCTCCACTTTCAGATAATATGAGACGGTTATACTTTATTCCAAACTGGTTTATCATAGCTTC -AATTTTATAAAGCTCGGGTATTTTTGTATATACCTGCTCTTTTCTTTGATCCACAATATCTGTGGCGACT -TTTTGGCGTCTCTCATACTCTCTAGCAATAATGCTATGTATATCCCTATTCATAAACTACCTCTTTCATC -CTTTCATGTGGTTACCTATTTCGAGGTGTTTGTAAAAAAGTTTTCAAAATATTCATCACCATAATCCCTT -TGCTCAAAATTATCCCTTTGAGATGGCTTAGTCTTGGCCCTCTGCGTACTCTGACCTGACCGCGGCTGGG -ACTTGATACTATTTTCATAACCATGTATATCTTCGGCAGTTACAAGTCCAAGATCATGCCAACGGGTTAA -TACACTATTGAGAAATTTAAAGTCAGGATTGGTTTTTCCTACGGTTTTTTTCAAAGCCAGTTCAATAACA -TCAAACCCATACTTGTAATCAATAACCCATCTTTCAACATATTCACTCTCGTATTCTGTCAGTGCCCTTC -TCAGACGAAGCTTTTTGATAATAGTTCCTTTAATGCCACGTACCTGTGCCATATCTTCAAAGTATTTTTC -AAGATCAAAAAAGTTCTGAATGCCCCTCCTGTGCCAGTTTGTTGCAACTGCCTCTATATAGCTCTTGTGG -AAGGTATTGTTGTCATGGCAGTACTTGAAAAGGGTGTACATTACGTCCTCATCAAACTTGTATATCGTAA -ACCAGTTATCTATAGTAAGATACCAATTTGGGGCCATAAGCCCCTGAAAGAACTTTGAATTAATTGCAGC -CAGTGTGTTGTTTCTACTTTTATTCTTCTCAAAGTTCTCATTAGCCTGCTCTGGTGTAGAGATTGCCTTT -AGCTTATACATTCTGTTTATTTCAGCTTCTTTTAGGTCGTTAAGCTGTATTTTGTCTTCTACCCAGGTGA -TAACTTCCAAGTTATCAAGATTGGTCAAGGCAGACTTAACCTCATCCAGAGACAGATTAAGAGTTTTTGC -AAGTTCGTCAGAGGTTACCTTCTTATTGTGTTTGCATAAGAACAACATGTAAATATAAACCTTTACACAT -GTGCTATCCATGGAAGGCATATACTGGCTAATAAAAATATCTGACACCAATGTGTCAGAGTAAAGTAGTG -ACTTGAAATCCTCAAAATACATTTTGACTCCCGTAAACGTTATTTATTATATAAATTTTGAATTAATAAT -ATTAATATAATTATAACATATAAAAGACTGTTAATTTATTTGTAATAATTATAAAATATCAAATATTCTG -TTTTGTTATAAATAATAGTTGGTATATACATACTAACCTTAAAAGTAAAAGTTAAAAACGACAAAATCCA -TTAAGGCTAAGGAGGACTAGTATGATTAGTGAAAAGATGAATGATTTATTAAATAGGCAGGTTCAGAAAG -AATTCTATTCTGCCTACTTATATCTTGGTTTTGAAGCATATTTCCAACATCAGAATCTGGATGGCTTTGC -AAATTTTTTCCGCGTACAGGTTCAGGAAGAACGTGACCACGCAATGAAAATTTTTAACTATATAACTCAG -GCAGGAGGAAAGGTTAAGCTATATCAGGTTGATGAACCTGAAGACAATTTCAATAGTGCCGAGGAGATAT -TTGAACAAACGTTAAAGCATGAACAAGAGGTTACAAAATCCATATACAATCTGGTAGATAATGCACTTGC -CGAAAAGGATCACGGAACAAATACGTTTTTGCAGTGGTTTGTAACAGAGCAAGTTGAGGAGGAAGCAACG -GTTGACAAGGTGCTGAGAAAACTGCAGCTGATAAAGAATGATCCCCATGCTTTGCTTATGCTTGATGCGG -AGCTTGCTACAAGAGTGTACACAGCACCGGCTGCCGAAACAGTCTGACATTTTTCATTTTTACAAAAAAC -ATCCCGGTTCAGCGTGAACCGGGATGTTTTTACATTAACTTAATTTTTTTATTTGAATGATGCCCATTGT -AAATAAATAAAACCGAGCTTGGTTACTACATAGTCTTGTAAGTTCTTATCTATAATGAGTGGATCAGTAT -AGAAGAATAGTGGTGCAACTCCTGCCTCTTCCATGAGAAGGTTTTCTGCGTCATGGTACAATTGCATGCG -CTTTGCAGGATCGGTTTCTTTTCTGGCATCAGCGATTGCCTTATCATATGCAGCGTTATTATATTTTGAG -TTATTCTGAGGGTTATTTGAAGTTATCAGATCCATAAATGTTGAAGGATCCATGTAGTCTCCAATCCAAC -CGTCACGAGCGATATCAAACAAACCATTCTTTCTGGACTCTTGGAATACATTCCATTCCTGTGCTTGAAT -TTCAACTTCGATTCCCAGATTTGTCTTTAACTGTTGTTGAATTGCTTCAGCAACTGCTTCATGACCTGAA -CCTGTGTTTAAACCAAAGGTTATTTTAGGGAATCCTTTTCCATCTGGATATCCAGCTTCAGCTAAGAGTT -TCTTTGCTTCAGCAACATTCTTCTCATAATCTTCAGGTTTAACAGAGTAGAAATCTCCGCCTTTTGTACG -GAAATCAGGGTCTTGGCTGACATCAGCTATACCGTATGGTACAAATCCTGATGCAGGAGTTTCGCCTGCT -TTTCTAACCTTTTCAGTGATGTAGTTACGGTCAATTGCAAGAGATACTGCTTTTCTAACCTTTGGGTTAT -CAAATGGTGCTTTAGTATTGAGCAGATCCAGATAGTAAGTTCCAAGCTGTGGGAAAATCTGAAGATTTCC -GGCATCTTTCTCTGCTGGAATTTCATCATGCGGTATATTTCTTGCGAAAGATAACTGTTTGTTCTTGAAA -GCACCAAGAATAGCATTTGGATCATTCATTAACAACCATTCAATCTTTGGTGCAACTACATTGTCTTTAC -CCCAGTAGTTTTCGTTCTTTTCAAATACCAGCTTTGATGAGTGCTTCCAATCTGTCATAACATATGGACC -ATTTCCTATATAAGTCTTTGGATCAAGAGTCCATTTGTCAGGATTTTTTGATACAACATCTTCTCTCAAT -GGAACAAGAGTTGGGAAGGCTACGATTTCAGTAAAGAATGGGCAAACATTCTCCAGAGTTACTTCAAGTG -TATTATCATCAATAGCCTTAATTCCTAATGTATTGATATCAGCACCATTAGTGTTGATAGCTTCACCATT -CTTAACAAAATACAGGTAATAAGCATAGTCGGAAGCTGTTTTTGGATCAACTGCTCTCTTCCATGAGTAA -ACAAAATCATTTGCAGTTACAGCTTTACCGTCTGACCATTTTGCATCCTTACGGATATGGAATGTATAAA -CTTTGTTATCTGCACTTACATCCCATTTTTCAGCAGTTCCCGGAACGATTTTACCTTCTTTGTCATAAGT -GGTTAAACCCTCAAACGCATAGTTAATATAAGTACCGCCATCCAGAGATTTATTAAGTGAAGGATCTATA -GATGCTGGCTCTGATGCGATACTTGCAGTTATGCCTTTAGTATCATTGGAAGAAGGACTTCCACAACCGG -CAAATACGGTTATTATAGTTGCCAGCGAAAGCACAAGAGCTAATATTCTTTTCATTTTTGAATACCCCCT -ATTATTTTTTAAAATAAATATTAGTTTAAATCCATTTTTGCAACACAAATATTTTCTCGTCGATAAAAAG -GTTTTATACAGACCTTTATTTAATGTTCCGAATGTCGACCTCACCGGAGCATACGAGTTTCTAAATATTA -CTTCCTTGCAATATGGAAAAATTTAATCGATTATATTTCTCCTGCAAAATGGCATGATACAAAATGTCCA -TTACCATGATCTGCCAATTCAGGAGTTTTTTTGGAGCAAACATCTTTTGCATATGGACATCTTGTCCTGA -ATTTGCAGCCTGACGGCGGATTAACAGGAGAAGGTATTTCTCCTTTAAGGATAATACGGTTACGCTTCTT -TGCAGTATCAGGATTGGGTTCGGGAATAGCTGTCAGCAATGCCCTTGTATAAGGGTGCATAGGATTTTTA -TACAATTCCTCAGACTCAACCAACTCAACTATATGTCCAAGATACATAACACCAACTCTGTCACATGTAT -GCCTTACTACACCAAGATCATGGGATATAAATAGGTATGTGAGGTCTAGCCTGTCCTGCATTTCTTCAAG -TGTATTAATTATCTGTGCTCTTATAGAGACATCCAATGCCGAAACAGGTTCATCACAGACTATAAAGTCC -GGCTGTACTGCGATTGCTCTGGCAATACCTATTCTTTGACGCTGACCCCCCGAAAATTCATGAGGGTATC -GGGATGCATGCTCTGTATTAAGTCCTACAAGTGTTAAAAGTTCTCTAACCTTATCTGCTCTGTCACTTTT -GGAGCTTGCCAAACCATGTATATCCAATGCTTCTCCAACAATATCGGATACTGTCATACGTGGGTCCAGT -GAAGCATACGGATCCTGAAAGATATACTGCATTTTCTTTCTGTATGGAAGCAATTTCTTTCCTTGGAATT -TAGTTATATCTACGCCGTCAATTTTTACACTTCCGCTTGTAGGATTATAAATTCTCAGCATAGAACGTCC -TAGGGTGGTTTTACCTGAACCTGATTCTCCAACCAGACCAAGGGTTTCACCTTTAAAAATATCAAAACTT -ACATCGTCTACCGCTTTTACATATGCCTTTTTTCCATCAGTGTTTTTAATTGTGAAATATTGCTTTAAAT -TTCTTATTTCAACCAATGGTGATTTATTTCCATTTGAGTTATTTTCCATTTTTATGTTCCTCCACACTTT -CTTTTGCCCTCTCATCCATCAACCAGCAAGAAGTAGTATGGCCATCAGCATCTTTATAGGCTTCAGGCAT -GTTGCTAATACAGACTTTCAGGCATTCCTCACATCTTGGGGCAAAGGCACATCCGGAGGGGAGATGAAGC -AAATCAATTGGGTTTCCCATAATAGGAATTAGCTTCGAACCCTTGGCGTTCAAGTCGGGCAATGAACGTA -GAAGTCCTTTGGTATAAGGATGGTGTGGGTTTTTAAATATGCTGTATACTGACCCCTGTTCAACTATTTT -CCCACCGTACATAACAATAATATCATCAGCCATATCTGCTACTATTCCCAAATCATGAGTAATCAGAACA -ATGGCCATACCGGTTTTTTTCTGTATATCTTTTAGTAGTTCAAGAATCTGTGCTTGTATGGTAACATCAA -GTGCTGTTGTCGGTTCATCAGCAATCAGCAGCTTTGGCTCACCTGCAAGTGCCATGGCAATCATAGCCCT -TTGCCTCATACCTCCTGAGAATTCATGTGGATATTGAGAAAGCCTTTTTTCAGGCTCATTTATACCTACA -AGTGATAAAAGATCCATTGATCTTTTCTTGACATCATCCTTGGATATTTTCCCATACTTGTGGTATAGGG -ATTCCGCAATCTGGTTGCCTATAGTAAAAACAGGGTTAAGACAAGTCATTGGGTCCTGAAATATCATTGC -TATTTCATTCCCTGCCATGGCAAGACGTTCCTGTTTTGACATTTTGGAAACATCTTTACCGTTAAAAGTA -ATGCTTCCGCCTACAATCTTTCCGGGCTTATCGATTAGTCCAATAACAGAATAAGATGAAACACTTTTTC -CTGAACCTGACTCTCCTACGATACCCAGAACTTTACCGGGTTCAAGTGAATAGCTTATCCCGTTTACAGC -TTTAACTTCACCTGCCGGGGTAAAAAATGAGACCTTTAAATCGTTTATTTCAAGTAGTTTATTATTCATA -CCAATTACCTCACCTGCCCCTTTAAAGGCATCTAATAATTATCTAAAACTGTATATCCAATAATTTAAGA -TATACCCGTATCTTTCAAAATTAACCTTCTAATTATTACAAATTGTAACAAAAAATAACAAAAGATTACT -TTTTCATTCTTGGGTCTAAAGCATCCCTCAGTCCGTCACCAAAAAGGTTGAAGGACAGTATAATAACACT -TATAGCTGCTGCCGGGAAGATAAGCATATAAGGATATGAATATATTCCCTTCAAAGCTGTTTGAGAAAGA -GAACCCAGTGAAGCCATAGGTGATGATACACCAAGACCTATAAAGCTAAGGAAAGATTCTGTAAATATTG -CTTCCGGTATTTTAAGAGTAGTTACAACTATTATCTGACCAATACAATTGGGAATCAGATGTTTGAATAT -GATAGACCTATTGCTTGCACCAAGTACTTTGGCAGCCAAAACAAATTCCTGCTCTTTAAGTGCCAGAATC -TGGCCACGTACTATTCTGGCCATATCTACCCAGTATAAAAGAGCCATAACCAGAAATATACTTATAAGAC -CAACACCCATACTATTGAGAAATGCAGGTGCATGGCCTGACTGAATATAAATATCAATAGGTTTCTTTAA -TACAACCTGCAAAAGAATAACTATAAGAATTGTGGGAATAGAATATACAATGTCAACAATTCTCATCATA -ATATTATCAACCCAACCTCCAAAAAATCCGGAAATTGCACCGTAGATAATACCGATAATTGATATCATTA -TTGCCGCAACTACACCAACAGCAAGGGAAATTCTTGCACCTATCATTGTTCTGGTGAACAGGTCTCTTCC -GAGGCTGTCAGTACCGAATATATGTTGCATGCTTGGCTTTAAATTTTCCTGACCCTTATTAATCTGCTCA -TATGTGTATGGAGAAATTATTGGTCCGATAATAGCAGCCAGAATAATCAAAATTATAACAACGAGAGCTC -CGGTAGCCACTTTATTAGCTCTTAGTCTGTTCCACGCATCCCTCCAATAACTTACAGACGGACGCATAAT -CTCAGTTGTTGCCTTTTCCTCATCTGTGGCAGGCAAAAATAAATTCTTTTCTAAAACTTTTGTATCATTC -ATAGTGTTCATTATTGTCACCCGCCCCTTAATTGATAATATCGATTCTAGGATCAATGAATCTGTATACT -ACATCAACAATGAAATTCATTAATATAAGAATTGTTCCGAAGAAAATTGTTACTCCCATTACAGTAGTAT -AATCTCTTCCCGTGATGCTGGTTACAAAAGTACTTCCCAGACCCGGAATAGAGAATATGGATTCAATTAC -AAATGAGCCTGTCAGAACTGATGCAACCATTGGTCCTGCATAAGTTACTACTGGAAGGATTCCATTTCTT -AAAGCGTGTTTAAAAATAACAACTTTGTCGGATAGGCCCTTTGCTCTTGCTGTCCTGATGTAGTCCTGAT -TTATAACGTCCAGCATTGATGAACGCATGAGCCTCGTTATAAAACTCAGAGGGAAGAAGGATAGTGCAAA -GCCCGGTAAAATATAGCTTGAAATAGTACTTAAATCACTGATTGTAGGCAGTATTCGGAGCTGTACACCA -AATATTATCATACTAAGAGTTGCAACAACAAAGCTTGGAACTGCAATTCCAATGGTAACAACGACCATAA -TAAGCCTGTCTACCGCAGTATTCTTTTTAAGTGCACTTAAAACACCAAGAACAGTCCCGGAAATAATTGC -CAGGGCACTGGCAAAAACACCAAGTCTCAGCGAATAAGGGAACTTTTGAGCGATAATGTCCTTAACATCC -TGGCCAATCAACTGTATGGACTGTCCAAAATCCCCACGAAGCACGTTTTTTGCATAATTTACATATTGAA -CCCCCAAAGGCTTGTCCAAACCATATTTTGCATTCAGGTTTGCTAACATTTCCGCTGTCATCTTCTTTTC -ACCTATAAATGGATTACCCGGAACAAGATGCATTAAAAAAAATGTAATAGTAAACATAATCCATAAAGTT -AAAAGTGAGAGCAGCAGCCTCTTAAATACATACTTTCCCATAAAAACCTCCTAACCGCGAACATGTAATG -CGGTTTTTTTAAGTGTATATTAGTTAATATCAGTAAAAATCGTTGTTGCACAAAAATTACAGACCAATTT -GAACACAAAAAAACAATCAACCTGAATAATGGCTGAATAACTACATTGTCATTTTTGGAAAAACAAATTG -ATGTGTACCTGCTTTAGATATCAAAAAATGTTGTTATATGGGCGAAATTATACACCAAAATAATTAAAAG -TTCAATAATTTATTGATATATTGCTAACTGTCAATTATTGTATTTAGACGGGTTTCAAAGGATTTGTTAA -TTGTAACCAATCAAAGAGATTAAGTTTTGGTAAAAATACCCATTAATTCGTTAAATAAATAATACGTTAA -CATAATAAAGCAATAAATAAATAAGGATTTATTAAAGTAAAGCGATAATACATTACAATAATAAAATATG -TTCAGTGATGATTGGTGACATTATTTATTAGACTATAGATTAGAATTCATATAAAAAAAGTAGCCGGCTA -ATTTAGCCTGCTACTTTTTTGACAGAAATTTATAGTCTGAATTTATTGATTTCACCATCCAATTGTTGAG -CCATGACGGATAAATCACTTGAAGCTTTTGCTATTATCTCCATTGCGGATAGCTGCTGCTGACATGAGGC -TGAAATTTCTTCGGAGCTTGCCGCGGATTCTTCTGCTAAAGTTGACAAATCATGAGTATGACTTGAAATC -TCCTTGGATGCTTTGTCAATTGTGTTTAGCATTTCAGATACTTTTTTAGTTTTATCTGCAATAACTTCTA -CAGATATTTTTATTTTATCAAAAGCTTGTTTTGTAGTGTCAACAGCGGATGACTGCTCGGCCTCTAGTTC -TTTTGCCCTTTCCATTTTATCTGCTGTCATAGCATTGTTTGCTATTATTGCCTGAACTATGGAATTAATC -TCTTTAGCGGCGTTGGAGGACTCTTCAGCCAGTTTGCGTACTTCATCTGCAACCACTGCAAAGCCCTTAC -CGGCTGTCCCTGCTCTGGCAGCTTCTATAGCCGCATTCAATGACAATAGATTTGTCTGGGATGCTAAAGA -GTTTATTACATCGGTTATGCTGCCCACCTTAATAACAGATTTGCTTAAGTCTTCCAATGACCTGTTTACC -TCTTCAGAGACAGAAGTACTCTCCAGTACCTTTTCAGACGTTAATACTATGGCATTGTAGCCTTCTGTAA -CAGCTTCAAGTGACAGTATTACCGCTTTCTCATTTTCGATGGTAGCATCATTGGCTTGTGATATGTGCTC -TACAATTTCTGTAATATGCTCACTGGTCTTGCTTACAACTTCTGACTGGTTGGCATTACCTTTTGCGATT -TCATCAAGTGATGCGGTTACCTGAGTAATGCTCTTTGTGCTTTCGGCAGTAGAAGTAGTCAACTCTTCAG -AATTTGCAGCCATGGTACCTGATATATTGTGAAGTTCGGTAATAGTATTATTCAATGAGTGTCTCATATC -TGATATGGAATTAATTATTATTCCGATTTCATCTTTTCGATTAATCATTGAATTGTATGATTCATCAAAA -ACCAAATCAAAACCAGCTGTTTTCCTTATAATGGAAACAATGGTTGATATAGGACCTGTTATTGATCTGG -CAATTACAATTCCTATTATTATACATACCATAGAAACGGCTATCATCAAAATAATCAGAAAAAGGGATGC -TTGTCTTGCGGATTCAAGACTCTTCGCATAAACATCCGAGGCTTCTTTTATGTTGGCATTTATAAGGCTG -GTTACACTGGCTTCAAGTTTTCGAAACAGAGTATCACCGTTATCACTGTATATGGCTGATGCCTCCTGGG -TGTTACCTGATGTGGATAATTCAATAATTTTGTTCTTGATTTCTTTCCACGCTGTTATGTTCTCTTTTAT -GGATGCATATATCTTGTCTTCGTCAGAACCTAAATTTGTAGTAGAAATTTTTTTAATGTTAATATCAAGA -TTTTTTTCTTTTTCTATAATGTCACTTAGAACGGCCATTTGGTAACTCGTATTATCAGACGCAATAAGCC -TTAAGATGTTTGTAAAATCGGTCATTAGAGCAGTTCCAGCGTTACTTAGACTTGCAACTTGATTAAGATT -ATCATTATACATGGTGTCAAGAGCTCTTTGTGCCTTTCGGGTCTGAAACCAGCCCATACTCCCAACAAGA -ACCATACCAATAATCATTGCAAATATCAATAACACAAGCTTTACTCTTATCTTAGCATTATCCATTAGTT -TAAACATGGTACATATCCCCCTTATAATCCTAAAAAAATAACTATTTGGAAAGTACATTAAGGAAAACTA -AAATGCCAAAAGTAAAACTTTAGATTAACTTAAGTTGAACATACCATTAGTTTATACAATGGCAATTACA -CTTAAATTACAAAGTAGAATTATATATTTTACTTACATTAAATAGTATACTATTTAATATGGAAATATGT -CAAATATTTTACATAATAATTATTATTTTCTATAAATATGTTAAGAAATAACAAAAAATGACAGATTATT -AAAAAATAAAAACCTCTGAGAATATTCTCAAAGGTTTTTGGCGCGCCCGGCAGAGATCGAATCCACAACC -TTCTGGTCCGTAGCCAGACGCTCTATCCAATTGAGCTACGGGCGCATACTATACAGCGTCAAGAACTGCA -TGACGCACATAATATAATAATACATTTCAAGTTAAAAAGCAACAATTTCACAAAAATATTTTTTGACAGT -AATGTCATAGCTATACTGGAAACTTCTATATTTTAATAAGCAACTTAATTTATGATAAAATATAATTGCT -TAACAAGAATGAAAAAAATTATCCTGAACATTACCTATAGGAGGTAGAAATGAAACACGTCTTTATTATA -AACCCGGCGGCAGGAAAAGGAAGAGCTTTAAAACTTATACCGATAATCCAAGAATATTTTAAGGGAAAAT -CTGATGAGTATTTGATAAAGGTAACGGAGTATCCCGGACATGCAACAAAAATTGCCCGGGAATATGCACA -GGGTGAGGTATGTAGGATATATTCGCTGGGAGGAGACGGGACTGTTAATGAGGTAGTAAACGGAATAGCC -GGGACTAATGCTTCTCTTGGAGTTATACCGGCCGGGTCCGGTAACGATTTTATAAGAAGCATCTGTGGGG -AGTATAATGTCAGGGAAGTTGTCGCCGATACCATCGGTGGAGAGGAAAGAAGAATTGACCTGGCAATGGC -AAACGGAAAATATTTCATAAATATATCTTCTATAGGGTTTGATGCAGACGTAGTTTATAATGCACAGAAA -TTTAAAAGGCTACCCTGTGTAACTGGGAGTATGGCGTATCTGTTTTCATTGATATACACAATTTTTAAAA -ACAAAATAAATGAGGTAATAGTTACGATAGACGACAAGAAAATCAATCTTAAAATACTTTTGGCTGCAGT -TGCCAATGGAAGATTCTATGGCGGAGGGATGTTGCCTGCACCGGATGCTGTTCTTGATGATGGTTTGTTG -GATATATGTCTGGTGCAGGAAGTCAACAGACTAAAAATGTTAACCTTGTTTCCAAAGTATATGAAGGGCG -AGCATGGACAAATAAAATACGTGAGTTTTCTAAGGGGCAGGAAAATAAAAATCGAGAGTAAAAAAACTAT -TTCACTGAATATAGACGGAGAAATTCTTACAGGAAAGGATATTGAGTTTGAAATACTAAAAGGTGCTATT -AATGTCATTTATCCCGTTGGGACAATAAAGGAATGTGTAGCTAATTTTTAAATCGGAGGAGGGGTAAAAT -GAAAATAATTCACACAGGGGACTGGCATATTGGGAAGATAGTAAATGAGTTCAGTATGCTGGAGGATCAG -GAATATATACTCAATCAGCTAATATCTGTTATTGAAAATGAAAAACCTGATGCACTGATAATCGCAGGGG -ACATTTTTGACAGGAGTATACCACCTGTGGACGCAGTAGAACTGGTAGATAAGGTTTTCAACATAGTACT -TCTTGATCTCAGAGTTCCGATTTTTGCAATAGCAGGAAACCATGACAGTGCCGAGCGTTTGTCCTTCGCC -AGCAGAATTTTAACAAATAATGGACTACATATAGCAGGGAGCTTTGACGGTAATATACGTAAGGTAATTT -TAGAGGATGGCTTCGGGCCGGTCAACTTTTATCTTATTCCTTACTCGGATCCCCGCACAATAAGGAACAT -TCTACAGGACAATGAAATATCTACCCACGATGATGCAATGAAAAAGCTTGTTGAAAAAGTTGGACAAGCT -GAGAATGAAAACAAAAGAAGTGTAATGATAACACACGGATACATAACATATATGGGAGGGCAGGCAGATA -TTATAAGTGAATCGGAAAGGCCTCTTAGTATAGGAGGAACGGATATAGTTAACTCAAATTACTTTAATTC -GTTCAGCTACACTGCACTGGGCCATCTCCATGCACCTCAAAGGGCTGGTGCTGATAATATAAGGTATTCC -GGCTCGTTACTTAAATATTCCTTTTCAGAGGTCAACCAAAAAAAGGGAATAAATGTAGTTGAAATTGACG -GCGACGGGAATTCCTGCGTAAAGCTAACTGAACTAAAACCTAAAAGAGATATGCGTATTATAAAAGGTCC -CCTTGAGGAGCTTTTAAAGTCAGAGGTGTACAAGGACACAAATACTGATGACTATATCTATGCAATATTA -ACAGACAAAGGTGAGCTTATTGACCCTATATCCAAGCTAAGAAGCGTTTACCCTAATGTAATGGGACTCA -CAAAGGAAATCGGAATCAGCAGGGATGATAACAAGACCTCTGCTTCCGAGGGCTATAAATCCAAATCCAA -ATTAGAATTGTTTCAAGAGTTCTATAGCTCTATACAAGGAGAACCTCTAAGTTTTGAGGAATTGAAAATA -ATTGAAAAGGTAATAGGAGAGGTAGAAACAGGAGGGTATAAATGAAACCGTTAAAACTTACAATCAGTGC -CTTTGGGCCGTATGCAGGAAAACAGTTTATTGATTTTACTACCCTTACTGAGCAAATATTCGTAATATCA -GGCCCTACAGGTGCAGGTAAAACTACCATTTTTGACGCAATCAGCTTTGCTCTTTTTGGAGAAGCCTCCG -GAAGCAGCCGGGATAGGGACAGCCTTAGAAGTGATTTTGCAGAACCGGACACGGAAACATTTGTTGAGTT -GGAATTTGAATTAAAAGGCAAAATATATAAAATAAGGAGAATGCCCCAACAGCAGCAAAGGAAGCTAAGG -GGAGAGGGTTATACATTAAGAAATGCCGATGCGGAGCTTTTGATGCCGAATGGAACGCTTATTACAAAAA -TTGTAAATGTAGATGAAAGAATAAATCAGCTTCTTGGTATTGATAAATCACAATTCAAGCAAATTGTAAT -GCTTCCCCAGGGCGAGTTCAGAAAGCTGCTGGAATCTGACAGCAGTGATAGGGAAGTTATATTCAGAAAG -ATATTTGGAACAGAGGATTTTGCCGAAATTCAGAAAAGGATAGATGATGACAGGGCAAGCTTAGAAAAGT -CTGTTCATGATTTGAAAACACAAATAAATACCCACATAAGTCATTTTGATGTAGGTGAAGACCAAACATT -GGTTGACATGAGGAATAGCAAAAATATAAATCTGGAGCAATTTATTTATTCTGTTGAACGGCTGCTGCAA -AAGGATAAATCTATAATAGATGAAATTAAGGCGGAGTTAACTGAAACGATAAAAGCACAGGGAATGCTCA -AGGAAGAGATTACAAAATGCACAGAGGTAAACAGAAAGCTTTCAGACAGGGAACAAACAAAACAACAGTA -TGAGGCTCTTTTGTCAAAGGGTAACGAATACAGTCAAAAGGAAAAAAACCTCGAATATGCAAGAAAAGCC -CTGCCCATAAGTGAAGTTGACGAGCAGTGCAGAAAAGTAAAGCAGACGTTGGAAGTAAAAGCCGGCGAAT -TGGAACTGGCAAGGCAGGAGCTTGAGAAAAGGACTTGTGAGTTTAAAAGTATAGCGGAAAGCTTAAATAC -CTATAAAGATTTGGAGCCGGAGAACAAAAAGAATGAGACCGAGCTTGCATTATTAGAGAAAATGCTTCCA -AAGGTTATCGAATATGAGAAGGGGTTAAAACATTTAAATGCTGCCCGAGCAGAATACACTCAATTGACAG -GAGAATTTGAGAGGATTCAGAGGGAGCTTGAGACAAATAAAATAAAGGAAAGTCAACAGGCGGAAACTCT -AAAACTGATTTATACTACCGAGGCTGAATGTATAAGCCTTGAGAAGCAAATATCAGAAAACAGAAAGCTG -CTTATAGAGCTTGATGGAATCAGAAAGTTGATGGGGATATGTCAGGAAGAACAAAACAGTCTTGAAAACA -AGAGAGCGGAATTTGCTTCCTTTGAAAAGAACTTTTGCGATTTCAGGAGCAGGCTTGAAGTGATGGAGGA -TAATTATATACGGGGGCAGGCAGGAATTCTTGCCGGAACATTGAAAGAGAATACTCCCTGTCCTGTTTGC -GGAGCCTATGACCATCCAAAGCCCGCAGAAATGCCTTCTAGTATTCCTTCTCAAGAGCAGATAAGGGATA -GCAAAGCAGAGTTTTCAAAATTAACGGAACTTAGGACGGAAAAGTCAAAGGCTATTTCTGAATTAAACGG -AAGTGTAGAAAGCAAATACAAAGAGATAATTATCAGACTCAAAGCACTTGATGATATTATAAAAATAGAC -AATTATGCGGAATTGGTGGGAAGTGGACGTTTTGAAACGGTATTGGGGCAAATAAACGCAACGGGAACCG -GACTTAAGGAGAAAACCGTTGAATTGAAGGCTCAGTACAATTCAAAAAAAGAGTTTACAGGCAAAAAGGA -CGCATACGAAAAGGAACAAACACAAATCCGTGATAAGGTTAAAATACAGGAAGAATCTGTTCAGAAGATG -ACTGCACAAAAAACGGGAATATTAGAGAGTATTACAAAATTCCAAACGGAAGCACAAGTTATTGAGAAGG -AGATCTCAGAAGATATACGCTCCGCATCAAAGTTAAAAGCGAGAATTGAGGAGCAAAAGACAAAAATAGC -TGATTTTCAGAAAGAATACAACCAACTCAAAAAACTTCACGAATCCTCAAGGGAAGCTGTGAGCAATGCA -GAGAAGGAAGTGGCAGTGAGAGTATCCTCAGTAGATGAAAGTCGAGAGGAAATCACAAGACAAGAAAGGC -TTTTAAAGGAAAAGCTTGCGAGTTCTAAATTTGGGGACTATGAGCAATTTTTGAGAATGAAAAAAACCCA -GCAGGAAATTGATATTCTCCAGCAAGAGATAACTATGTATTACCGAAGCTTAAATTCACTCAAGGATTTG -TATCGGCACCTGGAGGAGGAAACAAAGGGGCTTGAAAAACAGGATATTTTGCTACTAAACACCCGTTATG -CAGAGCTTGAGCAAAGGCAGCAGGTGCTTCAGGAACAGCATAATTTAGTGTTCTCCAGATATAACAATAA -CTCAAGAACAATAAAGCAGCTGACTGGTACCATGGAAAAATTAAAACAGCTGGAGTGCAAATACGGTATA -ATTGCGAAGCTGGCTAAAGTTGCAAAAGGAGATAATCCTCAGAGGATAACCTTTGAGAGATATGTGCTGG -CAGCTTACTTTGACGAGATTATAATTGCCGCAAACTACAGGTTAACCAGAATGACCGGCTCAAGATACCT -TTTAAAGCGAAAAGAGGAAAAAGGCAAGGGTAGAGCCCAGCAGGGACTGGAATTAGAGGTTTTCGACAAC -TATACGGGAAAGGCCCGTCATGTAAAAACCCTTTCGGGAGGAGAGGGTTTTAAGGCTTCACTCGCTTTGG -CTCTTGGTCTGGCTGACGTGGTACAGTCCTATTCCGGGGGAATAAGCCTTGATACCTTGTTTGTGGATGA -GGGTTTTGGGTCCCTTGACCCGGAATCCCTTGACGGTGCTATAGAATGCCTAACTGAAATCCAAAAAACA -GGTCGTTTGGTAGGAGTAATATCACATGTAACTGAAATAAAAGAGAGAATAAATTCAGTATTAGAAGTAA -TCTCAAGCAAAGAAGGAAGCTTTATAAAATTTAATATATAGCAAAATGTTAAGTGTGAAAAAGGCTCTTG -AGTGAAACTCAGGAGTCTTTAAAAATTGGTTTAAAAATAAGCACGCCGAAAGACGGTATTGTAAGGCAAA -GCTTAAAGGGCCTTCCATGCAGGGAATCGCTAATCGCCGTATATATTTTATTTGAGTCATCGGGGTCATA -GCCGCCATACTTTTCATAGTTACTGTTCATAACAAGCTCATATTCAAGGTCAAAGGGAACACCGATACAA -TAATTATAATTTACCGCAGGTGTAAAGTTACAAACAAATATAAGCATATCGTGATAGTCCCTGCCCTTCC -TTATGAAGGAGACCACACTGTGGTCATTATCGTTGCAGTCTATCCACTCAAATCCGTCATAGCTCAAATC -TACCTCATACAAAGCCTTGCTTTCTCTATATAAAGTATTCAAATCCTTGACATAGGTTTGTAATTTTTTA -TGCATTTCATAATCCAACAGATGCCAGTCCAGACCTTTTTTATCGTTCCATTCGATGAACTGTCCATATT -CGCCGCCCATAAATAAAAGCTTTTTACCCGGGTGACCATAAGTGTAACCATAGGTAGCCCTTAGTCCTGC -AAATTTCTGCCAGTAGTCTCCGGGTTGTTTACTCAGCATAGAGTATTTGCCATGTACAACCTCGTCATGA -GACAGCACAAGAATATAATTTTCAGTGAAAGCGTACATTAATGAAAAAGTTATAAGATGGTGATGATATT -TCCTATAAATAGGATCCATATTTATATACTTAAGGAAATCATTCATCCAGCCCATATTCCATTTAAAGGT -AAACCCAAGACCTCCCATATATGGAGGCTTTGTTATCATAGGCCATGAAGAGGACTCCTCGGCGACCATT -ATAATACCCTTAAAATATCCAAAAACGGTGGTGTTGAGCTGTTTAAGAAAGTCCGCAGCCTCAAGGTTCA -GATTTCCCCCGTATTTGTTTGGTATCCACTGTCCGGGTTTTTTGGCATAGTCCAGATAAATCATAGATGC -AACAGCATCTACTCTTAAACCGTCAATATGATACTTTTCAAACCAGAATACAGCATTTGAAATGAGAAAA -TTCCTTACCTCATTTCTTCCATGGTTGAATACCAGCGTTCCCCATTCGGGATGTTCCCCCTGTCTTGGAT -CTTCATGTTCATATAAGGCAGTCCCGTCAAAACGTGCCAAGCCATGGGCGTCTTTTGGAAAATGTGCCGG -AACCCAGTCCAATAACACTCCTATATCATTCTGATGGCACTTATCTACAAAATACATGAAGTCTTCAGGT -TTTCCGTAACGGCTCGTGACCGCATAATACCCTGTAACCTGATATCCCCATGAACCGTCATAAGGATGCT -CTGCAACAGGCAATAGTTCAATATGAGTATATCCCATATACTTTATATATGGGACAAGTCTATCAGCAAT -AACTCTGTAATTCAGGTATATGTCTCCGTTTTCGTCAGGTTCTCCGGAGGTTGACCAAGTGCCGGGGTGA -AGCTCATATATAGACATTGGGCAATTGAAAACATCATTTTCTTCCCGTTGAGCCATCCATTGAGTATCAC -CCCAGGAATAATTGTCTATATTCATAACAATTGAAGCAGTTGCAGGCCTTTTTTCAGCGTAATATGCATA -TGGGTCGGCTTTAAAAATCAGACTGCCGTCAGGAGTCATAATTTCATATTTGTATAAGTCCCCTTCAGAA -GTAAGGGGGATAAATAATTCCCATATTCCGGAGGAACCCAGTTCACGCATCTGGTGTCTTCGTCCGTCCC -ATTGATTAAAATCTCCTACAACACTCACTCGCTTAGCACATGGGGCCCAAACCGCAAAAAGTGTTCCATT -AACATTGTTATGGGTCATAACATGTGCACCGAGCTTTTCATAAATTCTGTGATGATTGCCTTGATTAAAG -AGATGTGTGTCAAATTCGGATATAACAGGCCAGAAGCTGTAAGGGTCATGAGTAATAAAACTATTTCCGG -ACAGATCTGTTATTTTTAGCTGATATTCAAAAATGTCACATCTGTCCGGGAATATTATTTCAAACATTCC -ATTGCCGCACTCCATTTTCATAGGAAATGAAGTGCCTGCGGATACATCCACAAGCTCAACCATTTTTGCG -GTAGGTTGAAAAGCTCTGACAACGGTTTGAAGGTTCTTACCTTCTACACCCAAAAGGTGCATACCCAGGT -ATGAATGAGGATCTTTACATTCACCGTTTATAATACTTGTAGCTGTTTCAGCATAAATTTTTCTCATGTA -ACACCTCTGGTTTGATAACGTCAAAAAATGTTCCTATAACAATATTATAACAAAATAAGGTATAGCATAC -TATTTTTTTCGAGGCCATTTACTTTCAGGCACATTACGGTATACATCTTCAAGTTTATGAAAGCCTGCAC -TTATAACAGTGTCAACAAGGGTATCCTTTGTGACTACGACAGGTTCCACCATCTCATAGGGAATATCACT -TTCACCGTCATTAATAAATTTATTGCAGGCATAATAATCATTATTCAAAAGTCCCAGTACAACGTCAATT -GCCTTTTCGGCTAATTGATCTATAGGTTTGTAAACGGTCAGCAACTGAGTACCTTCAGCTACTCTCTGAC -AACCTGAAATATCGGCGTCATGCCCGGCAACAGGAACTTTTCCTGCCAATCGCCTTTGAGAAAGAGCCTT -GATTGCTGCGCCGGCAAGACTGTCATTGGCGGCAATAATAGCATCAATCTTTTTTCCGTCCCGAAGAGCC -TTGTCCACACACTTAAAGGCATCCTCCGGTTTCCAGTCATTTGCCCACACTTCGTCAACGATTTTTATGG -ACCCTTCGTATAAGTATTTGCCTAAAATATTTTTAAAACCCTTGTTATACATAAAGCTATTGTAATCTGT -TTTAGCTCCATTAATTAATATGTAGTTCCCTTTAGGTACTTTGGATACCATCAGGGATGCCATATATTCT -CCAACTCTTATGTTATCAAAAGATACATAGAAATCAGTGTTTGAATTTTTAATCAGTCTGTCATAGCAGA -TTACCCTTATTCCCTTATTTCTGGCAAGCTGAACAGCCTGCTGAGACTTTTCGGCGTCCTGTGGAACGAT -TACAAGAATGTCAATATCCTTTGACAACAGACTTTTAACCTGGGAAATTTGGTCATTTATATTATTGTTT -GCATTTCGGAAAAGAATTTCTGCTCCTTTGGCTTGGGCCTTGGCCCTGAGAGCTTCTATGTCTCTGTGCC -AACGTTCCTCTTGGAGGGTTGCCATGGAGAGACCAATAGTAATTTTATCAGGTTTATCGATTGGGTTTTT -GTAAGAGCAACCGGCTAAAAGAACCATAGTAATCAGACTTGCAAGTAGTAGAAATATTTTTAGTTGCTTA -ATCCACACTAAACGAAACACCGCCCTTGTTAAAAATGGAAGTTTCCTGAATATTTCTGATTTTTTAAAGT -CTCTGCATTCAATGCTATCAAGGAGGACAAACCGATATGGTGAATTACAAGCCTTGATAATATATTAACA -AATATAAGGTTATCAAAAAAAACCAAAAAATACAATATTTATTTGTGAAATTTAAACAATAAAAAATTTA -AAAGTTATTGGATTATACTGACAAAAATTGAGCCTTGCTTACTTCAACTTTCTGTGATAAAATACAGAAT -TGAATGTTACAAATAAATTTAAGATAACATCCTTGCTCTGTACTCATGATACAGGGCCGCTAAAGTCCGA -GGGGAGGTGACCAATAATGTTAAAGAATTATGAAACTATCTTTATTATCAATTCAGAAGTTGGCGAGGAA -AACACAAAAGCTCTCGTAGAAAAGTTCAAGACTATGCTTGAAACTTCAGCTCAGCTGGAAAGCATGGATG -AATGGGGAAAGAGAAAGTTAGCTTACGAGATCGATGATAAAACCGAGGGTTATTATGTACTTGCGAACTT -TTCATCAAGTCCTGATTTTCCTGCTGAATTAGAAAGAATGTACAAAATCACTGAAGGAATTCTCAAGTAT -ATCATAATAAAGAAGGATTAGTAGGTGAGAGTATGAACAAAGTTTTATTGATGGGTAGACTTACGAAAGA -TCCAGACCTAAGATACACCAGTGGAAACAATACGGCAGTCGCGAGTTTTACACTTGCTGTTAACAGACGT -TTTGCCAGAGAAGGACAGCCACAGGCTGATTTCATCAATATTGTTGCATGGGACAGGAGTGCTGAATTTT -GTGGAAAGTATTTCACAAAAGGAATGCAGGTTGCTGTTGTTGGTAGGATTCAGACCAGAACGTGGGATGA -TAATGAGGGGAAGCGTCATTATGTTACGGAAGTTGTTGCAGAGGAGACTTACTTTGCAGACAGCAAACGT -AATAGCGAAGCTGGTAACAGTGGTTCTACACAGAAAACTTATTCTGAAACCCCTGCTGCATCCGGTGATG -GATTCTATCCAATGGATGAGGATGACGAACTGCCGTTTTGACCACCCGTTTTAATATAACATGTTATATG -CCAGAGAAGTAGCGTGTACAAAGCGTTAGACTGATTTAATAACTTCTAACAAGTAACATAGAAATATGTA -AATGTAGTTGCGATTTATACTACTCAGTCAAGAAGGTATATAACAAGGTTGAAAGTATTGAAATAGATAT -ATTTTGTAATACAAAAGCATCTAAGATGGTGTGAACCAGATTGGTAGTGTTAAAAAGAACTGTAAAATGA -TTAATATATTATTTTAGTCTATTGTAGACTTTGAAAGGAGGACATTAAAATGCCAGGACCAAAGAGAGAT -AACAGAAGAAACGATAGAGATTCTTATGATAAGGGCGAAGGTAAAGGCGGCATGAGAATGAGAAGAGTAA -AGAAAAAGGTTTGCTCATTCTGTGTTGACAAAGCTACTGATATAGATTACAAGGATGTTGCTAAAATCAG -AAAGTATGTTTCTGAAAGAGGTAAGATTCTTCCTAGAAGAATATCAGGAAACTGTGCAAAGCACCAACGT -CAGTTAACAGTTGCGGTAAAGAGAGCAAGACATATTGCTTTACTTCCATATACTGCTGAATAGAGAAAAA -AAGAGAGAAAAATATAATTTTAATCCAAAAAGCACTGTGGGTACAAATCCTGCAGTGCTTTTAGTTTATA -AAAATACATAAAGAAAACAGCCTTTTTACAATTACAGACTTATGTCCTTTTTAAAATTATTTTAGCAATT -TCGGTGATTTTATAAATCTCCTCTTTATTGGCCTCAGAACAAAGAAGAACTAGATCTGACAATTCCTTTT -TCATTTTATAATCAGGTACATTTAAAATATATGAAATACTAGTATCCAAGGATTTTGAAATATCAATAAG -CGTTTCTACTGACGGACTTTTTTCGCCTCTCTCTATCTGCCCTATATATGAAGGATGTAGCCCTGTGATT -TCTGAGAGATCTTCTTGGGTTAGACCTTTATGGAGTCTTGATTGCCGAATTTTTTTTCCTAGTAACACAA -GAAATGTTGGCTTATCTTTCTGTGACAAATTAATCACCTCATATTTAGTCTAAATTCTGAGGTGTGTTAG -TTGAACACACAAATAGCAGTTTTTATTTACTAATAATACAAATAGCGGTATAATATCAGCATAATCCTAC -AGGTATTTTAATTATGTACCCATATTATCCCTTTTATCATACTGTAAAGGCTTACATTTTATTGAAAAAG -GGCATATTCGATCATCTGCTAAGAAGCAGATATGCATTTAAGTATAGATAAAAGGTATACTTATGTGTAT -GAAAAGAAATATAGGGCCTTACTCAAATTTAATGTTATGACAGGTCATATAGTCATGTGATAGAGTTTTT -GACGTAGATGCACGGAATAATCATGCGCAGGTGTTCAAGGTGTTGCTTAAAAAATCTTTGGGAGACTAAG -GGTGCAGATGAAATCATTAATAAAATAGAAAAGCAGTATTCTTTCAGTAGTGACAAATTATATACTAGAG -CTTGTGTATATACACTAACTGGAAAATTAAAATTGGCTTTAGATTATCTAAGAAAGCATCAAAGATGGGG -AAAAAAGATACAGAGCAATGTATGACGAGGATTTGCAGAAATAAATCACAAATTTTACTAAATTAAACTG -TTTGGTGGAAGTGGAAAATGAATTAATTCCATTTGATATTCCTGTCAGCAGCTTTTGTATTAGTAGCAGT -CGCTGTAATTATAATAAAAATTAAATAAACGAAGGACTGTAAAACTTCAGAGAAGCATTTATAATAATTA -ATTCGAAAAACTAAAAGGCTAAATTATGAATTATAGAACACGATGGGCATACCTTAGATTCACAAAAAAG -GTAGGAGATAATATTAAAATTCCTATGATAGTACTTGATGCTTGTGTGGGAAAAGGAGCAGGTTCAAAAA -TACTGACGGAAATTGAAGGAGAAGTATTGGAACTCCTTATATCCGCAGAGCAAGGGGCTTATTCTATCAA -TATTTTCGATGATCTTATAAACTATTTTTGTCCAGATATCAGTTATACTGATATCTGTTATAGTGATGAA -ATTATAACTAAGGAGATATTAATGGAAGTTATAAAGAGCATCCAACTTAAAAAATTTGTGAATTTCAAAG -ATGCCTTTTTCGACAAGGAGATAAAAAAAGTGTTTTTGAGAAAGTAATTAGAGGATATTGATCGAAAAAT -TTGTTAATATTTTAAATAGTAAGAATCTTATTCGAAAATGTTGGAGTTGCAAAACTGTAAATACAGACGT -ATTCATGAAACTACATAAAATTATAATATATATAACAAACAAAATCACATAGAAAGCCTGATTTGTTCAG -GGTCTTTCTATGTGATTTTATTGTGTAACGAATACCACACGTTCTACGTGTGGTTCCGGAAAGCTTATAG -CTTTGAGTGGAAAATAAAAAGCCTCCTTGTTAAAATAGTTGCAGGTTTGCCAACCGCAATTACAGTAATA -AGGAGGTTATCCAAATGGATAGTGAAAGTTTAGCACACAGTAAATATAATTGCAAATATCATATAGTGTT -TGCACCAAAGTATCGCAGACAAGTAATATACGGAAAAATAAAAGCAGATATAGGTCAAATATTGAGAAAG -TTATGCGACCAAAAAGGAGTAGAAATAATAGAAGCAAATGCTTGTCCGGACCATATACATATGTTGGTGA -GTATTCCACCTAAGATAAGTGTATCAAGTTTTATGGGATATTTAAAAGGGAAGAGTTCGTTAATGATATT -TGACCGACATGCCAACTTAAAGTATAAATATGGGAATAGACATTTTTGGTGCAAGGGATTTTATGTGGAT -ACAGTAGGCAAAAATAAGAATGCAATTGCAAAGTATATACAAAACCAATTACAGAATGACATAGCAAGTG -ACCAAATGAGTCTGATAGAGCATATTGACCCGTTTACGGGCGAGCCAGTAAAGAAAGGCAAATAATAACA -GCCCCTTAAGGGGCTGCCTGTGAAATAAACGCGGTTGGCGGACAATTCAATATGTCTTTAGACATAGCTA -GTAAAATGCCCTTATAGGGCTAGAGCATGCCACACGTTCTACGTGTGGTCATGACTGATTATTCCTTTAT -TAAAAATCAAATTTTATTTTAAATAAATTTGATTATGTTTATTACTTTTTTAGCTAAAATATGGTAAAAT -GTGAACTATTGGATAAAAGTGTAATTAATGAATGTCAAATAATATAATCCAAACTTTGCTTACAGGGCTA -ATGCTTGAAATACAAAGAATGTGGACCTAAGATACTAACGGAACTAGAGCAATTGGGTATAAGGCATTGC -CAATGATTATCTAATAGCTATTTAATATTTGGCGTCTCAGCAACCTATTAGTCAAAAGAATAGGGAGTTG -CATGGAAATTATTTAAGCTTGGAGAATTTTATGGATATTACAGTTATACGTGCTGGCCGAGGGGACTGTA -TATGGATCCGGTGGGAAGATCAGTGTGTGCATAACATTATTATCGATAGTGGACCGGCCGCAACAAAGGC -GATTTTTCGCCGTTTAATTCAACAAGAGATCACTTCAAAAGGTGAAGCTATTGATTTATTAGTTTTAACA -CATATTGATGATGACCATATCCGTGGTTTTTTATACTATCTTGCAGATTATTATTCCAGTACAAATGCAA -ATACCTTCCGAGAAGTGTGGTTCAATACTGGGATATGCTGCCTTTCTTGTGATCACTCCCCTAATTCGGC -AGCTAAACTTTCTTGCAAGCTGAACAACTTAGGTATTCACTATTCCGATAGTGTACTTCGAGGAGATTCT -ATCTCTATTGGGGATGTAACGCTTAAGGTGATTTGTCCGTTTGCAGAGGCTGTGGGGCATGTAAACAAGA -TTATCTTGCAACAACAACCAAGCCTGCATGCAGCCTCTATAAACAAGCCGCTAGAGGATATACTTGCTAA -TGACTGCTTTCAAATGGATTCCAGTGATACGAACAAAGCATCAATTGCCATGGTTCTTACTTACTGTGGA -AAATATCGTATTGCTTTTTTAGGAGATGCACATGAAAAAGAAGTTCGTGAAGGATTGGTAGAATTCTTTC -CCGGACAGGCGATGAATTTGGTAAAACTATCACACCATGGTAGTTCACATAACTTAAGCAATGAGCTGAT -TGATATTTTAAATACAAGACAATATATCCTATCTAGCAGTCGTGATATGGATATAATAACATTGGCACGT -TTGTATCAAAAAGTTAGTAGTACAAAAGAGACTACTGTTATCTACAGCAATTACTCACAGCTTTTAGCCA -AGCAACGGCTGGTTGAAGCAGGAAACAAGTTACTCAAGATAGAAACGTTGGATGCTAAGCCACAACTTCT -TTGGAAAGAGGGAGATTTAGTTTGCCGAATCAGAACGATACGATAAAAAGTCACGTCGTAAAATTGAAGA -TAACGGAGCGTTTTTACAGAGTGGTGTTCTTTGGCTACCTTACGAAGAATCGGAAGTCGCGTATGTTTTT -ACGGTTAGACATGGGATCGAAGGACATACACCTTCGAATATTTGTTTTTGGCGCGGTACTTTAGAGTGTA -ATATTCCTGTAAGTGGAATCCGATTTCATCCAGACGCTGCGATAGATGCTGCGATACTTATTATTCCGAA -CATCGAACTTCAAGTATCACCATATACTCTCCTTGCGCTAGATGATCTGGAAGCGTTAGTAAATCACGAG -TATTTGACTGCTCAACTACAAACTTTAGGCTATCCAGAGTTACGGTGTTCAGGCGGTTATCCCGGGCCAA -ATCAACAGCACCGCTTTTTCTGTGGAATTGAGAATTTCTACGAAAATGTAAGTTCCCGAACATTTATGGC -GTTTTATAATAGAGATAGCCGTATAAGTGAGAGTGATCCCGATGCAGAGTTAAAGGGATTTTCAGGTGGG -GGGGTATTTGCATTGTTACAGAATACTATATTTCTCTGTGGAATTTACCCTGGTGTTCCATCGGATGCTG -TGCATTACAGAGATTTTAATGTTCTTTCTCTGCAAGCATTCCAAGAGACCTGTGCCTCAAATTTTCTTCC -AATCCCAGATTTTCAGCCCCTTATTCCTGATTCTCTACGTAAGCATCTCTTCGTTTGTCAAAGCGAAATT -GATGTAGGCCATATATTAAAAGATTACCTTCAAGATGTCAGTCGATGTAACTTTTCGGGGTTAATTTGTT -CAAGTTGCGGTCACTGTAATCCCTGCGAGTATGGTGAACATTTCTATCTTTGCGATCGATTTCAACAACA -GCTTCTAAAAAGTAGTGCACTTTTAAGCCATCATAACGATGGCTTTGATGAACATGAAGCCTTAAAAGTG -AAAAAAGGGGAAGACTACCATGAGGTGCATATAATCTGCAGTGATGTGCGGCCCACCCATGTTTCCGGGC -TCATCCGGGCTATCAAGCAAGATTATTTGGGAAGAAATATACTACCTGAGAATTCACTGATACTATGGGC -GAGTAAAGAGCGATGCAAGCAGTCCCTTTCGAACTGTACTCGTGCAGAATATCAGAACATTATTAGTGAT -ATAGCGAGAGCCTATCCAAATCCATCAGATTTTTCAGATGTTAATGAAGCACCTGAACAACTTGCAATAA -TGAATATTCCATATATATTAGACGAAATGGAAACGAACTCAAATGCCTTCGCTGATTTTGTAAATAGAAT -GTGAGGTGAATTCAATGGAACAATTAGTCGATTTGGAATCACAACTTAACCAAATGTTTGATTCCGCTTT -TAGAATACGTTGTTACGCTTATTCTACATATGGATATCCTGTTCGTATTATCTGTGCTTTCCCACTAGGA -AATTTGGAAGATAATTGGAAATCCCTTAATGATGCGATCTCATTCAAGCTTCAGGCTCAGATACATAACA -CGGTTGAACGATATAACATCTATCTTTTGATATTTGAATTAAATATTTCAACGGAATTACGTCGAATAAT -TGAGAGCGATCGATATTGCTGCAGAAAAATTGTATTACCAGAGTCTATGCCTGAGAATGATAACACACTA -GAGAATTTGGTAGAAAATAGGCTATTTTACTTTATTGAACAAACTGTATCTCCAGACAATGTACAATCTG -TTCAAACACTAATAAATTCAATCGATCCATCTGGCCAACTTTTGGATTTGATAGCGAACTTAAGGTCACG -TATATCTGATGAAGATGTACAGGGTGTAATAAATATTTTATAGTGAGGAAGCAGCAATGTATAAGTTGAG -CAAAATAGAGCTAGACAATTTTAGAGTATTTAAGGGACATAAGACTATTGAGTTCTTAAATAGAACAGGT -AGTCCATATAACTTCATTTGCATTTATGGTTCCAATGGCTCTGGGAAAACAGCCCTTGTGGATGCCTTCG -AGTGGCTTGCAACTGGGAAATTACACCGAATTGATAGTGATATGCAGGTACAGGGAAAAAGCTATGAGGG -AGCTATTTTAACACACATTGAGGCTTATGATAATGACCAACGGGCCAACGTAGTTGCTCATTTCATAGAT -TCCAATCGTGATACCTTGCAATATAAACGGAATATCCGGATAAGAAGAGATAGCATCAACGATTACCTCA -GTGGCAATTGTACTGGAAGTGGATTATCTGCCAAGCAAATACTTCCATATAGTAGGGTAGCCGGCTTTGT -TAGCGCGGAAAAGCCTGAGCAGCGTTTTACTAGTTGGGCAGGGTTTATCAATCCAGAAGACCAGAGTTTT -TCCCTGTTGACGAATACCTATCGCTTAAGGTCAAAAATTAAATCCGCATTGGAAAAAACAGAGAGAGAAT -TAGGGGAAGTAACAACCGCTCTGGTTAATTGTAATCTAGATGCCGGACTTGTTTCGGTATTAAATAGTGA -TATTTTATCGTATAACGAGTTATATACTGAAATTCTGTCTGAAGAGAAACCGATTGAGCCACTTCATCAA -AACGATTTAGGAATCTATCAAATTCCTGACTTGAGTAGTATAAAAGCAATTCAACTGCGTGTTTCAGGCG -AACTGGAGCGTTTCCGTTCTAGAGAGCCTATTTTTAGACAGCTTATTGATAACTATCCAGTATATCATAA -AGCGGAGGATGATCTAGTAAATATCTATAAAGTAGAAAAAATTTATCAGGAAAGAATCAAAAAAATCCAT -CAAAAAAAGGAATTTGACACCTTGTCACGAAATGTAGGTTCTCTTTATGATGCCCTGACTCACCTGCTTA -AAGAATGCACCGACGACATTAACGAACAGATCAAAGTAAGTATGGCTCAGAAAGACAAGTTAGAAAAAGA -ACGAAAGACCTGGCGACAACAGCTTGAGCAAATTGAGAAGGATACTGTGGATTTAAAGAAATATGATCCA -AATCCGATTTATCTGAATGCAGTTGAACAGCAAAAAGTGCTGCAAAACGGTTTGGCAAGCTTAGCGCAGA -TAAGTCTTTACATCGAATCTCACAAATTTGAAGATGCATCTACACTTACTACTACGCTTTCTCAAGAATT -TCGTAATGAAGTTCTTGAGAAAATTCATGAATTAACTTTACAGAATGATTTAATTCAAAGTACCATTAAA -CAGCGTACACAGATATCCCTGCAAATTCGAGAATCAGAATCATCATGTAACGAAGTAATTGCATCAATTG -AAAAGATCCGTGCTCAAATCACAAGTGAGCAACTTAACGCTTGTCCAATATGTAAAACTGAATTTTCAAC -TACAGAATCGTTGCTCGCACGTATTGAGCAGGAGTTTTGCAGCAAGGATTTGGCTGAAGCACGCGCGGAG -TACAATACCAAAGATTTGCAACTGAGAAATTTTCGCGAATCCTATAAAAGTATGGTGCAATCCTGGAACA -TAATCAAACAAAATACTAGCAAAGTTTTGGAGGTAAAACTAACCGATTTAAACAAAGAAATTGAAGAAAT -TTCTGTTAAGGTTGAGCATTTTAATCGTAGTATTTTTCTTCTTGAAGAGCAACGACAGCTGCTCATAGCA -CAGTTAAATTCTATAATAGATTTTACAGGCGAACTTACTCTTGATGTTTTCGACTTACTGATAAAGAATA -CATATCAACGGTTGCACGAATCTCATGTCCAAAAAGAGTCTATGCTATCCCAAATTTGTATATTATCTGA -GAGACTGCATGCTGTTATGCTATGTTTACCTGGGGAGACTAAGGATGCACAAAAGCAACTTGAAATATCA -TTACATCTTTTGCCGATACAATCGGAAAGAATCAATACTCTGAAAGTATCCACTCAAGAGTATATATCTA -AAGTTGATCAACTTGTATCTATGCATGAGACGTTGTTAGACTTTTGCGAAGTAAATTCAGATGAACTACA -GACTTGCAATACTAAGGTAAGTGATCTTGTGCAGCAACAATCGACCTTGAAATTAATTATAAATGATTAC -CAAAATCTTGTTTTTAAGGCTCATCTTGATCAACAGACTGCTATAGAGCAAGTGAAGCAACAATTTTTTA -ACGAACAAAATATAAAAGATATTTTAGAAACAAAAATTTCAGTATCACTTATTAATATTTTAAGCCATGA -AACAGAGTTGCTCAACTATCAAAATCAATATAAAAAACTAATTAAGCAAAAAAATGAACTAAATAAAAAA -GTAGAAGTTGTAAAGAGAGCATTCGAAAAAACTGACAACCTCTACAATTCGATGTGTTCTATACAACAGG -GGGTGGTAGATCAGGCTTTTGCTGGTGAAATGGTCAATGAAATTTATCGTTTGCTAGAGCCGAACAAGGA -CTTCCCGCGTCTTAGTTTCAAAATCGACTTTAATAGTACAGAACGTCCAGAGCTATATATCAATGCTCAT -GAGAGAGATATGAGTAACTCAATTGTGCTTCCAGAGCTAATTTTCAGTACAGCTCAGCTAAACACTATTT -CACTATGCATTTTTCTCAGCAATGCATTGTCAAATTCACGGCTTGATTCACAAACCCTGATATTGGATGA -TCCTATTAGTAGCTTTGATGATATAAACACTGTTGCATTTTCTGATTTACTACGAATCCTTTGTGTACAA -AATGATTGGCAGATCATATTTACAACTCATGATGAAAAGTTATTTCGATTATTGCAGGTTAAATTATCGC -CTGAGTATCACAACTCTTTATTCCTGCAATTTAAAGACAAAGGACAACTAGTAGACATACGACATCTCAT -ATAAAAATTGTGTGTGTGCCACCAATAATCCAGTTTTTTAAGCTAACCACGAGTGAGCTGTGGATTAAGG -CTAAAAACGTGAAGTAGGCCAAACTATTATCAGATAAATGAACTTATTCGGGTAAGAAAGCAGTTATGCA -CATTCTTTGATATGTTAGGTGAATTATTGTAATTCCGATTAATGTATGACAGATTTTCGAGATATTGAGG -GTTATGGAGGAGATATATGATGAAACTATTCCCTGACTGGCAAGGTAAGATTACACTGCCTCTGAGTCCT -CTAAGAAGAGAGGTTGTAGGTGGAAATGCAGTATGCCAGCAAGCCTTTCGTGGAGGAGACACAATTGCAG -AGGCAGAAGCTTTAGATAATGAAGGTTACTATCTTGTCAAAACACGTTTATTATTCCCATTTAATGAACT -GCTACTCCGCCGCAAAGGGACACGTCATATTGAAACCAACTATTTAGTGCTGTTAGCTCCGGATCTAAAA -AGAATCTATGAACTTGGCCCAGATACACGACTGGAATGGGATGATCTTGGCTTACTGACTAGGTCTTTTA -GGAACCCTGAACAAATACTTGAGAGTTGGAAGGGTAAATTCTCTTTTCGGGAGGAGGACAATGTGACTGG -GGCGAAAGGTCTCCGCCCACCACAGATTGGAGCTTTACATGCGATAGCTGCACATTTTGCAGTAGGGAAA -AACTTTGAACCTGCGACAGTCGTACTGCCTACTGGAACAGGCAAAACTGAGACTATGCTTTCAATGCAAG -TTTACAAAAGGCTTTTGAGAACTCTTGTAATCGTTCCAAGTGATGCCCTACGAACACAGATTTATAAAAA -ATTCTTGACATTAGGGGTACTCCCCGATCTTGAAGTTGTTCCGTCTGAAACTATAGGACCTAATGTCACA -AGACTTGTAACTGGTATTCGCTCTAAGGAAGAGGCATTAGCGATAATTGAAAAATCTAATATCATTATTA -CTTTACCCAAAACTCTAAGTGCATCAGATCCAGAAGCACTTAGAATTCTTACTGAATACTGCACAGATCT -TATTGTAGATGAAGCACATCATATCCCCGCATCCCAATGGTCACTCGTGTGCCAAATGTTTTCCGATAAA -CGGATTACACAGTTTACCGCTACTCCTTTTCGTCGTGATAACAAACGTATAGATGGAAAAATCATCTTTA -ACTATAAATTAGGCGATGCTCAGGCTGCAGATTATTATCGACCTATCAATTTGAAAACCATAGAAGAATT -TGGTGATAAAGAACAACGTGACTTATGTATAGCAGAGGAAGCTCTGACTGCACTTCGCCGGGATCGCAAT -GAGCTCCACCTTGATCACATACTTATGGCACGATGCGAAAGTAAGGAACGTGCAGTGAATGTGTTTGAAC -TATATCAGAAACTTGCACCAGAAATGTTACCGCAACTTGTATATTCTGGACCTGGTCGAATACATAAAAA -CCGCGAGGCACTAGAGAAACTGATTCAGAGGAAGAAAAACGCCGCACAAATAGTAGTTTGTGTTGATATG -TTAGGAGAAGGCTTTGACCTACCAAACCTGAAAGTAGCTGCATTACACGATACTCATAAGTCGCTAGCAA -TTACTTTACAATTCATTGGTCGGTTTACACGTAAAGGAAATTGGGAACAAATTGGTGAAGCCACTGTCGT -GGTAAATATTGCTGATTCTGAAACAGAAACAAAATTAGAAGCGTTATACGCTGAGGGTGCTGATTGGGAT -AGTTTGATAAAAAGATTGAGTGAGGACCGAATTGATCAAGAAATCCGTCTACAAAAAATAGTACATAATT -TACGAGAAAGTGGAGATTTACATACTTTTCTTTCACTGTGGAACCTTCGTCCTTCACTATCTATGCAGGT -ATTCAAAACTCAATGCCAAAATTGGAGCCCTGAGAACTATTTCAATGTATTTTCAAAAGATTCAAAAAGC -TGGCATGCCATAAGCAAAGACAATGACATTCTGATTGCTGTTGTCCACCGTAAAGCACGCGTACGATGGG -GTAACTACCAGAACCTGTTTGATCGACAATATCATTTATTAATGGCAAGATGGGACAAAGAGAATGGTGC -GCTTTTTATTCACGCAAGTGACTATGAAGAGCTGAAGAGCACTACTTTGGCTAAAGAAATAACAAACGAT -AAGACGGTACTTCTACAGGGGCCGGTTATTTTTAATATTTTGAACAATGTTGAGCTTCCTCTCGTAAAGA -ATCTTGGTTCATCACGAATAGGTGCAATTAGCTTTACATCGTATTTTGGACCAAATGTAACAGAGGGTTT -GGCACTAATTGAACGAGCTGAATCTACTTTAAATAATATTGCCTGTGTTGGCTACGAGAATGGGGAGCGT -GTTCTTTGGGGAGGAACTCAAAGGCGTGGGAAAATATGGCAACAATCATCAGGGACAATATCACAGTGGA -TTGACTGGACAGCACATACTTGGGAGAAAGTTTCCACTCAAGATAATATTGACGTAGCAAATATTACGAA -TGAATTTTTACGTCCTCATAAACTTAGTCAACCATACAATCAATATCCAATAAGTGTACAATGGGGAGAA -CAGGTACAGGCTTCATTCAGCAATAATCAATCAATCGTCTTTGATACAACGGAAGTTCCTCTTTACTTAG -TTGACCTTCAAATATCCGAAGTCAGAGATAACGGTGAAATTATTATTCGTTTATCAAGTGATACAAATTC -TTCAGAATATAGTTTCCAGATTAATGATGACTCTGAGTCAGGATACTACTATAAAAAAATATCGGGACCA -GATGTGTATTTTGCTAAAGGTACTAACATAAAAACTGAAGTGTGCGAGTACTTCGTGGTTGATCCAGTGA -TAGTAAGGTATGTCGATGGTACATATTCATATAACTGCTATCATATACCGATTCCTCTAAAAGCCGGCGA -GTATCCCAGAGAACGAATAGAAGTCTGGGATTGGGCATCTATTCCGTTGAACAAGGAATCTATCGGCAAG -ACCGGTAATAAAAATACAATCCAGTATCAAAGTTTTTTGACCATTTCCGATAAGTATGATGTTGTTTTTA -ATGATGATGGTAAAGGCGAGGCTGGTGACCTTGTTTGCTTGAAGGATATTGACGAGAGTACAATCAAGCT -TTGCCTTGTTCATTGTAAAGGGGCTCTTGGTGGTCAGATTTCGAATGACATCGGAAATTTCTACACGCTT -TGTGGGCAGGCTCAGAAAAGCATAACCGTCAAACATATGGGCATGACACGTCTTTATAATGACCTCAAAC -GCCGTCATGAAATATGGGCTAGAGCAGGTTATTCGAGATTCCTTAAAGGTGATATGAAGTATCTTTCATA -TTTCAAGGAGAAATCCCGGCGTTCTAAATTGCAGTTTGAGGTGATTATAGTACAGCCAGGAGGATCAAAA -GCAGCCCTTAGCACAGACATTCTCAAACTCTTGGGAACGACAGAGCTTTTTCTGAAGACTACGACTCAGG -GTAACTTACGTGTAGTGGTATCTCCGTAAAAATGGGACGTATCTAAAATAAAGGATATTCAAATGCGCTA -TAACGGCAAGACTTTAGCACTTTTACATTAGAAAATTAAACTAATCAAGTAGAGGTAAGCACATTGCTTT -ACCATATATTGGGTTTATTGAATACCATAATAAAACAGTGTAATAAAGTGGGTATATCTTATTTTGGTAA -TGCTAACTACTTTTAAACTATACTAATGGGGTAGAACGAATGCACCTAGAAAAAGCTATATATAAAAATG -GTAAAAAAAAATATTTAATCGTAGATGAAAACTTTGTTATCCATGAGGAGGCATTGTTTTTCTCAAATTT -TTTGTATTCTGAAGGGTATGCAATAAACACGATTGAGGGCTATTTAAGAGACTTAAAAATATTCTTGGAG -TATCTTGAGTCGAAAGATATTCTCTTGGGAGAAGTAAGGCCCATCCATGTTTCTCAGTTTATGGATTATC -TTAGGGGACACGAACTTGAAGAAATTATCAATCTGTCTGAAAGTGAGCGTAGAAAGGCAACAACGGTAAA -ACGAATATTATCATCGCTTTCAACATTCTACAAAAGCCTTGATGCTGCAGATGCTAAAAGTAATTCGCCA -TTTACTTATTTAGATGGTATTAAACCACAAGATATGTATAAAACTTTTCTAAGCTATACCCGCGGTAGCA -AGATAAAGAAAAGAAATGTTGGAATACGACAAAAAAGAACCGACGGAGAAACTAGCCAAGTTGTGAGGAA -GTACAGTAACAGAACCGGAAAGAGGTTGTTTACTGATGAAGTTGACATATTTTATAAAGGCTTGACAGGA -ACAAGGAACAAATTGATATTTGATATCCTTTATGAAACTGGTATGAGGATTGGTGAGTTGCTTTCACTTA -AAGTTAATGACTACAGTGAGGTAGATCCATGGAATCTCTTCGGGTACATATACATCATTTATGATGAAGA -AAATGATGATCAAAATAGGCAACAAAAAACGGGTTCAAGAACTTTAGTCACTACAATGAAACTCCTTGGT -AGGATTGAAGAATATATTACTGAGATCAGACCATATATAAAGGAACAAGAGTACATATTTGTCGCTGAGA -GCGGAAAAACAAAAGGGCAGCCTTTATCAAGGTCGTTAATCGAAAAGGTATTTAGTGAGTGCACTGAAAA -AACAGGCATAAAGTGCACACCTCACATGCTAAGGCACACTCATCTGACTGAGCTTAGTGAGTTTGGGTTC -GATGAAATATTCTTAAAAGGAAGAGCAGGGCACAGAAGCATCCATACCACTGAGAAGTACACCCACCCAT -CTCTTGAGGCTCAAGTTAGAGCCTATGAAAGGTATATGAAAGCAAGGACTAGCAAATGGGGGACTAGTAA -GGAATGATTGTTAACTACGATGATGACATTTGGAGAATTCCTGCAACAAACAATTACTCAATAACAGATT -ATAACTTTGAATTTGGTAGGTTTAAGTCACCGACTTTGAAGATGCAGGTTAAAGACTATATGTATGCCCA -TCTGAAAAGAGACGTGGTAGAGCATTCTACTTTACATAGGTATTGCTATTCTCTACAGCATTTTGCTAAT -TTTATTGAGAGCAATGAAATATGGTTGAGTTACTTTAGCGAATTAACACCGTTAATGATTGACCAATTTA -TTTTATATTTAAAGCGAGAATTAAAATCACCAAAGACAATGGTGGTTGCATTCTCAGCATTGAAGTCAGT -TGTCAGGTTTGGACAGTTTTTGCAGAGTGAAAAATACCCACCGATGCAAATATTTCCGGATAGCCCATGT -AGGATATTTGGTATTGAAGACACTTTGACTACTAAATGCATAAGTAATTTTGTTATGATTCAAATTAATC -AGGCACTGAAAAAGGAACAAGACATTCTGCTTAAGACTTGCCTGCTAATAGCGAAAGAGACGGGGTTACG -ATTGTCAGAAATATTGTTGCTTGAAGAAGGGTGTGTAATGGAAGACTTTTTAGGAAGTCCAATCCTATTT -ACTTTTTCCCCCAAAATTGACGATGAAAGAGCAGTCGTAATCTCAACAGAACTTCTAAAGGTAGTAAATG -AACTTAACAGATATACGAAAGAGTTTCGCAAAAAAAATAATACATTACTATTATTTGTGCGGAAAGCTAA -AAAGAAATGTCGTAAAGAAATTGTTCAATATAACCAATCTATTGCTCGTAGTGAATTAAGGGATTTTAAG -ATTCGAAACAAGATTGTTGACGAAAGTGGGCAAATAGCTGACTTTACGTTTCATAGCTTTCGACACACAT -TGGGAACTGATATGATAAACAATGGTATGTCGCCGATAGATGTTAGAAGTCAATTAGGACATGTATCTAT -GCACTCAACGGGCATTTATGCAAGGGTCTCAAATACATCTTTACAGAATGAATATGCAAAGTTGGGGTTT -ATTGGGATAAGTGAAAAAACACTTAGTGATGTCTATAGTATCTCAGAAAAGGTTATTGCTGAGGAAAAAA -AGATACAAGGAGCATTACCGGATGGGATTTGTACTAAAGTCTTCGAAGGAGAGACTCATTGCAGTAAGTT -CAATATGTGCCTGTTTTGCGATAAGTATAGGACGTTTATTAAGGATCTTCCGACGCACAAGGAGCATCTC -GAACGATTAAGGAAGGACAGAATACAATACATGAGTGAAATGAGCATAGGTAATCAGGAGTTTTTACAAC -GAATAGAAGATGCTTTAGTTACAATAATCGAAAGATTGGAGACGTTAGCATGTACTTAGTTGATTTCATA -GGATATAGACCAGAATACTTTGAACAAGGGTATACACACTTTAAAATAGGTAACAGTTTCTTTGAAGATG -ATACTTGGAATTTCATTGGGTTAACTCCGGAACAAGCCGGCAAGCCGGATTGTAGATTCTTGATTAAGTT -TGGAGAAATTAAAAAGCCACGATTGAGGTTTACTACTAAGCAGATTGTTCTGAGCTGGTGTTTAACTCTT -GAAATTTTGTCTGTACAACGAAAATTAGTTGGCATTAAAAAATTCATTCATTTCATTGAACATGAATACC -CGGAGATAGATGCTTACAGTAAAGTGAACAAGGGGATTGTTTGTTCATATATTACGTGGATGCTCGGGGT -AAAAAAGAATGGAAAGCTTCTTTCGGCAAGTGATATTAAATTCGGTTCACTAGGGTTAAAAGACTTGTTC -ATTGAAGGGATGCGCAAAGGTTGGGATGTTCCTCAAAACTGTGGTTGGATTGCTCTCTTACACGAGGAGA -TGGTATTGAAATCACCAAGGGTTCGAAAGTTTAGTAGGGAAAAAACAACAAAAAAGGCTTATGCCAAGGA -GACTATTGAAACTATTATCAAGTGTGCTTTGCAGGATGATAATATATTTGTTCGTGCTGCTGTTATTATC -CAGACACAGGTAGGACTAAGAATAAGCGAACTCCTGTCCATTAAGGACGGGTGCATAAATTATGTTAATG -GTATCCCTCAGTTAACTTATATAACAACTAAAACAAAGAAACAACCGATGAGTGTCGAGAAGCCAATAAA -TTCTTTGGTGGTCCAGGTAATAACTGAACTTGAGGAGTATACAAGAGCAATTCGCAAGAAAGCGGGTTTA -GAGAGTCTTTTTGTACATAGAATCAGATACGATACTAAAACGGTTATTATTGCGTACCATACGTTTGGAA -AGAACTTTTTAAGACCATTTGTTAAACGTTGGGATATTAAGGAAGATGGGGAACCTTTGGAACTTACTAG -CCATTATTTCAGACATTTTTTTGCACAAGGTGCATGGAAAGGTGGAATGCCTGTTCAGTTTATATCCAAG -ATGTTGAATCATGACAGTTTGGTAATGACTGAGACTTATACATATAGCCTACAAGAGCAAATGAATGAGA -AATTTATTGAAATAATGAGCAATCCAGAAAACCTTGCAGGAGTGGGAATCGGTAGGATAAAAGAGCGGTT -AAGATCAGAGAATCCCTTTCAAGGGAAAACGGAGAGAGAAATCAAAATCATTATGGAAGCTATGCGAATC -AGGATTTTGGCAAATGGAATTTGTATGCACCATCCAGCACGCAGAGAAAGTTGCCCAATAAGTGATGGAG -AAAGTTGTATGCACTGTCCCAATTTCGTTAGCCCCAGGGTATGTATTCCGGTTCACAAATTAAGAGTTGA -AAGAATAACTGACGAAATAAAACGGGCAGAAAAGCAAGGGAATACGATTTGGCTTAGTAAACTAATGCAA -GAAAAAGAATATATTGAACAAAATTTTATCAGAAAGTTTGAATGCAGGGAGGTAGTCCAGTGAGTAAAGA -CTATGCTAACGTTGACGGATTACTAAAATATCACGTAGAACGTAATAAAGAAACTATTAATAAGGTAAAT -AAGGCTATTTCAGACTTCAAAAAGGGCAAGAAAAAAATTACTGTTAAAGCAGTGGCTAAAAAAGCAAATG -TTTCAGTAGCAACAATTTACAATAACCCTGCTCTTAAAGAACGTATAGATCAGCTTAAAGATATCCAGAG -AGGTGGCAAGGATATTGATGCTGGCTCTACAATAAAATCGATTAAAAAGGTAAAAATGGACGAAATGAGA -GATACTATTAATCGTCTTCGTACAAACCTTGAAGCTGAGAGGCAAAAAAACGGTCTCCTATTGGGAGAAT -TGGAAAAAAAGACTTCTGAGAATATTGAATTAAAAGCTAGAGTTGCCCAATATAGAAACTATATTGAGAG -TGCGAAAAAGCAATAGATCAAAATATTGAACGTAGTACAAAATAAAAGTTCACTCAAATCACTTCTCTGA -AAGATAAATGTTACACAACTTGTACTAATCAAATTATTTTTGTATTTAAATCATACTTTAAGGCTATAAC -GATTTAATATATTATTCCAAATTTATTATTCCAGGTTTTACTTATTAGGAGAGTAGTAAATGTAAAATTC -AAGGGATGTTTCACTTTATGTTGTAAGTTTCAAACAAACTGAAACCTTGACATACAGACAACACTGCCCC -TTTACAGTAATTTGCGGCAAATGCCAACATCAGATTTTGAAGTGTCTCAAGTCCAACTGGGAGCATCTTT -AATATGTATGTCAGATAGAGATCATTATTTTTTGTGGTAAAGTATGTAAATATTAATATTAATAATAAAA -GTATCCTATAGATTTAAATTTGGTTATTGAAAATAATAGATTTAGACTCACAGAAATCAATTAGAAAAGA -GGAATTTAATATGGAGGAAAAAATCAAACTATTGAAAGAAAAACTACAGTCTTTTGGTACACGTGATTTA -CTTGGGATGATAGGTGTTCAATTTCTGACTTTTGGGAATAATGCAGCAGATGTAACTGAACAATCAGATA -TTTTCAAGAAAACTGATTTAACATCTCCACATAAACAATATACTTATTTGGCTGGATTACTAATGAGCAC -CGATGATCATAGTAACGGAGTAACAAATGATAATTTTAGAAAGTATAAAGAATTAGAGGAAGATATTGAG -TCCATAACCCTTGAATACACAAAAACATTTTTAGATTTTGGGGATACCCCAGATAATCCTGATTTTGATA -TAGTTAAGAGAAATCTTGTTTCAATGCAAGCATTTACCTCCTATTTTGATATGGATATCCTAAGATATAA -AGAGCAGACAGAAAATCTTATTAAGGGTTTATATATTCCATTTAACAAAGAATTGGAACAACTTACTTCT -CTAAATGTTAATGATTATTTAACTTTTTTCCACATGATTGAAGATTCATTTTCAAATGCTCTTGATGATG -GTAAAGCTGCAACACAAAGACTACAAACCTTTCTGAACTCTTTCGACCCCACTCCTGGTAATATTGAAAA -TGAATTCCAAAGATTAATATCTGGAGACAATGGAAGAATCGGAAGAGAAATTCAAAATGCAATGGATGTC -TTAAATACAATAAGCAAAGATAAACTCATACATACTTTTGGTGAGGCTAAAGGGAAAAAGCTCCTAGAAA -TCTTTGCTCTAGAACGGAAGGAACGCAATTTTTTATTTTATAATAGACCAAATCCATTTGCCGAAAAGCC -ACTGTGCTGGTTAGATAATGGTCAAACACTTTACATTGTTCATCCTACATTCGTATTATCAGCAATATTT -AACTTCATAACAAATACCCTTGAAAACCCAAAAAATTCATTCGCTGAAAAATATAAGAGAGAAAAAGGAA -ATATCACTGAAAATCTATTCCACCAACAGCTTGTAAAAGTTTTTGGTGATAGTGCTACATATCATACTAG -TGTTTGTGAGGAAAGAGGAACAAAGGAACATGATATTTTAATAGAGTATAAAGATTATATTTTTATTGCC -GAGGTGAAAGCGTCAAAAGTAAGAGAACCATTTTTTAACCCTCAAAAGGCTTTCCCGAGGATAAAAGATC -ATTTTAACTCTGATACAGGAATTGGTGGAGCATATCAGCAAGCAATAGTACTAAAAAAACTCATTGAAAG -TAGTGATGTCCTAACTTTGTATGAAGAAAAGACAAAGCCTTTTGCCCTCACTCACTGTTCGAGCAAAACC -ATACTTCCTCTTGTCTTAACTCTCAATCAATTTGGTAGTATTGCTGTTAATACGACACTACTACTTGATA -AAGAAGATGACCAGCCATATCCCTGGGTATGTAATTTGCACGATTTAGAAAACATTATTGAAATTAATAC -TTATCTCAAGAAAGACACAAGAGATTTTATTGAGTATATATTATGGCGAATAAAAAATCATAAAGTAACA -CTATCTTCTGATGAGTTAGATGTAATTGAGGGATATTATTTTGATAAGAATGCTAGAATAGCTAAAGATA -CAAACATGTTCTTTTTGCCTACAGGTCCTAGCCTGATCGATAAAATTTATTTTGAAAAGAAATGTATACC -ATATCACTTTCCACCCCTAGACAGTATGCCCCTCAAAAGCCAAAAGGTTGGTAGGAATGATCCATGCTCT -TGTGGTAGCGGAAAAAAATATAAGAAATGCTGCGGAGCATAACACTTGATATTTTCACTCATTCATATAC -TCTGCACGTTGTATAAATTAAAGCCTCTAATGCCTCAAAGGATAAAAATGTATAGTAATTAAAACCATAT -ATGGTAAAATAGAGGAATAAAAATAATTTGAATAAAGCAATGCTTAATCTGATTGTATTTGAAAATGTGA -AACAACAAGTTGCAATGTTTGATAGATTACTTAAGAAATCAAAAAAGAAAAGAATCTACTAATATAGGCA -TCAATCAATAAGTGCCTATTTGAAGGGGGGCTAATTTGATGATACCGATAGAACTACTTAAAGAAATATC -TGAAAATAAGGCTGTATTATTTTTGGGAGCCGGGGCGTCTAAACAATCTGGAGGACCAATTGGCTGTGAG -TTAACTGAATTTATTGCGAATGAGTTGAATATTCAAAAGATACAAAATTCAGATTTAGCAATTTTCACTC -AGTATTTAATAAAAAGCAACTATGCTTCAAGAAAAGAAATTGAACTTGCAATAAAAAACCGGCTACAAAG -TTTACCACCATCAAATGGCTATAAAGCTATGACAGTGATCCCTTGGAAAGAAATTTATAGTGTTAATTTT -GACGACCTTGTTGAACAATCATATAAGTCTTACCGTGGCCTTTATGATTGTAAAATAATGACTGAAGATA -ATTTACAAGATGAAATTGAAAGTAACCAGATTCCTTTATATAAAATGCATGGTTCTATCGGCGATGTTTA -TTCTCCCCAAAAGCCACTTGTAATAACATATGATGATTTGATAAACCCTAATTCATATAAAGAGCAACTC -ATTAAACGCTTAACTAATAGATTATTAGAAACAGTAATATTTATTGGATATAGCTTTTCAGATGGTGTCA -TTGAAGAAATTCTAAAAAGTTTTAAAAGAAGTGGTAATTTTGATGGCATAAAGAGAAAATATGCAGTACT -ACCCACGCCTTCAGATGAAGATAAATTGAAATATCAATCTATTTATAATATCGAAATTATAGATATGAAA -TCTGATGATTTCTTCCTTGACGTTAAAAATCACTTTGATCAGGAATACAGGGCGAAGCTTCGTGCTTTTA -GTAAATCCCTATCTATCTTTTGTGGAAACTCAAAAGTAACATTTGATCCCCAAATAAAGAGTTTAATTGA -TAACTACTTTGAATATTATGATGAGAATAAGAATTACCCTAATGACGCCAATTGTTTTTATAGATGTGGA -GCACCACATTGGGGCAATATTAAAATGAATTTAGATATAAACCGTAATGTCCTCATTGATGGAGAAAATT -ACACTTATACCTTAATTAACACCACTAATATTCCAGATATTATATTTAGTAAATTGCAGGATAACGAAAA -TAAAATTACAATATATAAGATTACTGGTCCAATTGCTGTCGGTAAGTCTACTCTTTGTTATAGAATAGCA -TATGAGCTTTACAATAAAGGTGTATTAGCTTTATTTTCTAACACTTCCGAATCAATTCGGCCTGGTTTAT -TAACTGAGATTCATAAGGCGCTAAAAAGACCTTTTGTAGTAATCGTAGATGATGCTGTTAATTACGACCG -AAAAATTAGTATGATGATTAAAGAATGTGAAAAATCAGGTCTGGAAGTTTCATTTATCATTGCGGTTAGA -GAAAACGATTGGGAATGCCTTTTAGATTATCAGTTCAAAAGACGTTTAAACAATAAATCTATTACTATTC -GACTAGAAGATAAGCTTGATAAACAACAAAGTACAGAATTAGCCGAAAAACTATTCATCAACAATATTCT -TATTGAAACGGTTGAGCAGACTAAGCAAGATTTAATAAAAAAATTTGTGCAAAGTAAAAATTTAGTAGCC -TCTTTGATGACTAGTATAGAAAATACAGACTTTGAGAAAAAGCTTGCACATGATTATGACAGATATTCCC -CGGAAACACAAAATGCTTATGGAATTATTAGTCTTGTGAATAGATTATGTCTTCCCTTTAAATGGGAATT -ATTACAACGTAGTCTTTATCGTTCGTATTGTATAGAATGGGACGTTTTTACTGAGAAAGTTATAAAAGCA -GAGGCAAAAGGGAATATAATCCAATACGGATATGGTGCTAACTACTACTTCTCATGTAGACATAATTTGA -TTGCTCAATTAATATCAGATATTCATTATAAAGGTGACCGATTTAAAGAAATTAAAGATTTAAAGAATAT -TATTCTCAGTGTTAATAAGTTCTCTCATGAAGAAATCTTTATAGGCAAATTAGTTCAGTATATTGTTTCA -AGAGGTGAGCTTGACCTAGGATATTCATATAAACAGATTATAGAAATTCTTGATTGCGCAATATTAAATA -TTTCAAACCCATATTTTCTTTTACATGTCAAGGGTCAGTACATTATGGAGTCGCAAAAAGATTTTGATGG -AGCACTAAAATGCTTTAATAAATGTATCGACGATGAAAAAAATCTTCAATATGCATTACATTCCGCAGCA -ATGGCACATTTTAATATTGCTAGCAGTTTAGAATCTGATTCTGGTGTCCGTCATATAGAGATCCGTAAAA -CAAAAGATCTTTTAATTAAAGGCTCAATTCACTTTCCTGACAACCCATTTTTTTATAAGACAATGCTTCA -ATTGCTTGATTTTGATTCATGTAACTCTATTCACGAGTCCAACTATTTATTAGCAAAATCTACAATGGAG -AAATATAAAAAATATTGTTCATTAGACAAAGATCCAGAAGTATTTGATCTTTTTGAAAAGTTGAAGATGA -AACAGCAGCAAAGTCTAAACCAACCATGTGGTTGAACGGGTTCTCCTTAAATCAATATCATCTGTTTTAT -TTGTCATCTTTGCGTTAATGCGGTAATTATAAATGCAAATTTATTTTGTGGAACTTAGTTTGTTTCGGGT -AAAGTCCTACGTTTTCTTGATTTTATTCTACGGAAAATACGCCAAAGTATAAAAGGAACTACAAAAAAGA -TAAAAATAATTAATAGAAGATACTTAATTATGTTAAAAAAACTAGAACTATCTATTTCGGTTTTGTTTTT -TATTTTGGATATTTTCAATGCAAATACACTTATCTAAGTGATCTTATATAAGTGTATTATAATATAGGTA -AATTATTCATAGAGATTAAGATAATTGCAAAAATCTGCCTATACCCCTATATCAACCGTTATAGTTGATA -TAATATCTTCAAACTTAGGTCGCCATTCTTTATATAGCTTTTCAATATTATTAAATAGTCCTGCATTTTC -AACCACCCTAAAATAGCAAATAGCATCATAAGTAGACTCAACTGCTTCACAGAAAAGCTTTCCAATACAG -CCAAATACAGTTTCATCATTAATCATGCCTGTATTAACACCAATGGACAATATCTCCAGCTCATTAATAA -TTTTAAAAATTCCTAATTTGCCTATTTCAATGATATCTATTTTATACAACAGCTCCCGTTCTTCATCACT -CACTTCAAACGAGTATTCAGATTTCTTACTCCATGTTTTGGGGTTCTTATTAGCAATCTTAGCTTGATAA -TCTTTTAAAGCTGGAAGAGTTATTTCTGAAAAGCGTGTAATATATTCAACTGCCTTATCAATTGACTGCC -GATACAAATTATCTGCACTATCTTTTTGCATATGCCGAACTTGCTTAATCCCAATGAAAATCGTTAAAGT -TACTGCTATTCCAGAGAGCGTGTAGAGCCAATTTAATATCTCTTTTATACAACTATAAAAAGTCATTTTA -AATCCTCCGTTACACTTTACTGTGAAAGTCTATTTTACGAATAAATGAATTTATAGAAACAATAATATAC -AATTATACACCTTTTTGTGTAAATATGGTATAAAGACCTATATGGGACAACAGCAGCTTCTGATATAATA -TCACCATCGACCAACTTGTAGGTTTATTGAATTTCCAGATTTCACAGAAGATAATTTTTCAGAAACTCAA -GCCATTGTATTTGCTGCGGTATTCATGAGACTTCTGCTTGTATACCGCTTTACAAAAGAACAAATCTGTT -TTATTCCCTATAAAGTTCTTGCTTTTATCCCATACCAACCATTAGAAATAGATTGACACGTAAAGCATTC -ATTTATAGAAATGTTCCACTATTGTAGCAACACTGTATGTAAAGTATTTTTGAAACTGATGCATTTTTTT -AAGAGTTTATTACCATTTAAGAAAGGAATGTTAATACTTGAACTTTGAGTATTGTCAGAGATTCTGTGTT -GGCCAAAAGGCGGATATATCACAGAATACTTATATTTGCTGATAATGATAAATAACATAGACATCAAAGT -GGATGAAAAAATAATAAACTGACTAGCGGTTGAACGTTATATGTTCATATTTTTTTAAGTATTCAATTCT -CCACTTCAAAACTGTAAAATATAGGTATACAGTTTTGTTAGTTTGATGAATATTACGATTTAAGGAGAAA -AATAATGCCTAATGAATTAATACCTGAAATAGAATCAATACTTCGTAGCAAATTTTATGATATTGTAGGG -AAGTATTATGAGATACCGAAAATATTATACCATTATACAAACATTACTGGCCTTGTTGGTATAATAGGAT -CTCAGAAACTCTGGGCTACTGACCGAAGGTTCCTAAATGATTCTTCCGAAATATCATATGGACTAGAATT -AGTTAAGGAAATACTTTCAGAAAAGATAGAAAATGAAAAATCAGAAGTTGTTAGTGAATTTATGAGAAGA -AGTTTAAATATAGATATTGTTATAAATATATACGAAATCTATATTTCGTGTTTCTGTGAGGAAGGTAATC -TTTTAAGTCAATGGAGAGGATATGGAGATAAGGGAGATGGCTATTCAATAGGAATTGAACCTGAAAAGAT -TAAAAATAGAAATTATCAAATAGGAAAGGTTATTTATTCAAGAGAAGAACAAAATTTTATTATAAATAGT -ATTTTAGATTATCATTGTAAATTAATTAGTGAATTAGCGTGTGAAAGAGGTGTAAAAGCCAACAGAGATT -TAATAACTAGTTTCACACTGAATTTTTCAACTCTTGTTTCACAAATAATATGTTTGTTTAAACATCCAAC -TTTTGCAGAAGAAAAAGAGTGGAGATATGTATATTTAATACCCAAATATACAAAGCCCTCTGAAAGTATT -TTTTTTAGTTCCCTAGATACAGTGAAATTCCGAAATAATAGTGAATACTTGATACCCTACATAGAAATTG -ATTTGGTGAATGAAGAAAATGAATTTAAAATACCAATTAAAAGGGTTATATCTGGTCCTTCAAAACAGCC -AGAGCTAAAGAAAGTTTCATTAGAGCAGTTTATGGAGAAAAAAGAATGTTTTAAAATAGAAATTATTGAT -TCTAACATACCATTCAGAAACTGAAACATATACTTTTATATAGTATTTATGGTAAAAGAGACTTAGGAGT -ATTTCATTTTTCAATCGCCATATGCAGTATTTCCCTGCATATGGTTGAATACTAAACCAATATTTATGAA -AACGGAAGTCCTCAATTATTCAAATATGTTTTTATTAAATTCAGTGAAGTTTAATATTAATCTGATGTCT -TTTTTTAAATATAACTAAACTAAAAGGAAATGTAGCTTATTAGAAAAATTTTATGTTATAATATGGTATA -ATAGCCTGAAAGGCAGAGGCTATTGCATGTTATACACTTTTCATTCAACACAACTGCCTTTTTAATTTGG -TATTTTAAACAGGTTCAAAATTGAAATTAATAGAATTTTTATAAATCAAAATAAGTACCGCTAAGGGTGC -TTGAAAGGAGGAGTTAGACATGCCAGGACCAAAGAGAGATAACAGAAGAAACGATAGAGATTATGATAAG -GGCGAAGGTAAAGGCGGCATGAGAATGAGAAGAGTAAAGAAAAAAGTTTGCTCATTCTGTGTTGACAAGG -CTACTGATATAGATTACAAGGATATTGCTAAAATCAGAAAGTATGTTTCTGAAAGAGGTAAGATTCTTCC -TAGAAGAATATCAGGTAACTGTGCAAAGCACCAACGTCAGCTGACAGTTGCTGTGAAGAGGGCAAGACAT -ATTGCTTTACTTCCATACACTGCAGAATAGAAAAAAATTTGGAGCTTAGAGGCTTACAAGTTTAAAGTGA -GGAAAATATAAATTCAGATAAAAGCATTGCGGGCATTAACCCACAGTGCTTTTAGTTATTAATAGACCTT -TAAGGGAAACGGTTAGAGTTGGCAATAAAAAGCAGTAAGAAATACTTATACTAAAACCCCCGCCTAGAAA -TTGGGGGGAGTTTTAATCGGATATCCTATCCACCATAAGCCGCAAGCATACTTAGAAAATCATATATGGG -CTTTAGTCGGAGAAAATCTTGCCTTAATACATCGGGCAACTCTTTTGAAAATGCCAGATTAAAGCCCTCC -TGTACACTTTCAAAGTAGATATTTTTTCTATCCAACCACAATTTTAGGTTTTCAGGTTGGTCTGGAAATT -TGCTTCTTTTATACATATCGCCGCCAATAACAAACTTATTCTGGGATTCGTAGCAGGCAAGGGCATCCAT -AAACAGAGGATGCCTTTTAATTATCATCTCACGCATATTAGCCATTGAACTTGTCTCTACACCATAGAAT -CCTACGCCATAGCTTGATCCCTTTTGAGTTATCCCAAACCAGAAAGATGGGGACGTTGACATAATGCTTT -TATCCCTCAGGAAAACAATCCATGCATTATCCCTGTATAGAGTTTTGTCCTTGGTAAACCGTGTATCTCT -ACGGACCCTCGAAATCAATTTTGACGGTATGGTGATAATTTGTTGATCTATTTCCAACATGGCAGGTGTC -AACTCTTTAATTAATTCTACAAAAGGCACATATACGTATTTTTTGTAATCGGGTTTATGACTATCGTACC -ATTCCTTACTGTTGTTCATTCTATTTTCAAAAAGAAATTTTAGGGCTTCACCCGAAAATCCGTTAAAACT -CATTTAGATTCAACTCCTGTTAAATATTCGCTTTTTTTATTCTGACAGATTCAAAGAGTAAAATCAACGG -AAGCATATAGAAAATTTACTATCTGAATGGTTATATTAATAGTATAATATATAAGGGTGGAACGTAAAAA -CATATATGGTAATATTATCATAAATATGTATTGGAGGGTAAATATGGATAGAGAACAAGATCAGATTATG -TGGAAGTACCTTACTACAGCGGATAACGAGTTTGAGTTTAATATTATCAAAGGAAAACTTGAGGAAAATG -GAATAGTATGTGTAGGGAAAGGAAAGGACTTGGGGCTAATTGACAGCACCCTCCTAAATGTAATACTAGG -ACCTTGTGTTCCTATAGAAATAAAAGTACCGGAGGACAGGTACCAAGAGGCACTTGAGATAATTAATACC -GAGGTAAGTGAAGAGGAACTGGAAAAGCAGGCACTGGATTCCGGTAAAAATGAACAAGAAAATGAAGATA -ACAGTTAGCTTTCCGCCCTTTTTGTTTTATCGGTTGGAAATATGGGTAATAAATGATATTATATATTATT -GTCGGAAAAGAATTTATGTATGAAACGGATAGGAATGCAGATGGTAAAGAGTATTGGTTACCTTGGGCCA -TTTGGAACATTTTCACATGAAGCGGCCGGACTATATGCCAAGGGACAATCATGTACCCTGTTGGAATTTG -GGTCGATTCAGGATGTTCTTTATGCAGTTAAAGACAATAAAATAATTGAAGCGATAGTTCCCATTGAGAA -CTCTCTTGAAGGTGCTGTCAATGTTACGCTGGACGTATTGGCTAAGGAAGAAGGCCTGTATATTAAGGGC -GAAATTATACTTCCTGTTAGTCTGAACCTGGTTGTCAGGAAGGGGACTTTACCCGAAGATATCACTACAA -TAATGTCACATCCTCAGCCCTTGGGACAGGCAAGGGACTTCCTGAACAAATACTATCCCAAGGTTGTTCA -GGTTGAGGAAAACAGTACTTCTCAAGCTGCCCAAAGGGTTTCCGAAGGCGATGGTACCTATGCAGCAATT -ACAAGCCGTACGGCTGCTAAAATAAACGGGCTTGAGGTTTTGGCAGGGGATATTCAGGATGTTGTTAATA -ATCATACCAGGTTTGTCGTAATATCAAAAGAGTTCCCAAAAAGAACAGGCTGTGATAAGACTTCCATTGT -ATTTTCAACGGATAACAAGCCCGGAAGCCTGTACAGAATATTGGATATTTTCAGCCTGTGGGATATCAAT -ATGACAAGGATTGAGTCCAGACCTTCTAAAAACGCACTTGGGCAATATATATTTTTTATTGATATTGATG -GACATATAGAGGATCAAGATGTTTTTGATGCTTTGACAATGATAAAAAGAAAAACTTCATTTTACAGATT -TATCGGTTCATATCCCGTGTATAATGGAAAAAATGGAGAGTAAATCGAAAATAATGGGAAATGAAAGGCT -ATTGCCCCATAATAGTGGTATAATTTACATTACAAAAAATGGTAAATTATATGTGGGGGGAAGTTATGGC -ACAGTTTGACAATCAAATTGATATAACAAGAAATGTTAAGATTATCGAATGGCTTAAGAGTGAACTGCTT -ACAGACGTAGCAAATTTGTTTAAAGCACTGGTAAACGGTTTTAGGGAAGAGGTTTCCGAAACATTTGCCG -ATACGCTTGCAAATATTATTTTAATTTGTTATCTTCTTGGAAAGCGGTTTGGTATTAATTATAGAACAAT -AGAAATGAAAATAGATAGTAAGATTAGGCTTGGTCTTGTGGAGAATCATGATGTTGAGAAATATTATGGT -GATTTGTCAGCACTGGCGAAACACCTTAATGGTTCCAGATCCGGAAGGCAGGGGGCTTAATTCAGGAGAA -TTCAGATGGATAGCAGAAAACTATCACGAATATTTATTCCTAAGGCTGGGTTTTACCTTTGGGTAATTTT -CTTTCTCATAGCAGTTATAACGTTTTTAAAACCTTTGGTATCTATACCAGGGTATATTTTATTTGTGTTT -TTGGTGATTTATAACTATAAGTCGACTCATATCAGAAACAGGGAAATAACCAAGTACATAGAGACCCTTA -CCTTTAATATAGATTGTGCTACAAAAGACACTCTTTTGAACTTTCCCATGCCATTAGTACTGGCTGAATT -AGATGGAACAACCGTATGGTATAATTCCTCCTTCAAGGGTATATTCCAGAACGATACTGTTCAGCAGGAA -ACGGTAGCAGAACTTGTGACTGACTTAAAGCCTCAGATGACGGAAGGCGACAGTATTAACATTTCTTCGG -AGGTGACTATAAACGATAGGCACTATTCGGTTCTGGGCAATCTGGTGAAGCTTGATGACAGTAATAACGA -GGAAAGTATTATTGTTATGTTCTATCTCGTTGATAATACCGAGCTGATAAATGAAAAGCAGAGGTTTGAG -GATAATAAAAATACTGTAGGACTTATTGTTATTGATAATTATGATGATCTGATGCAAAGCATGGAGGACT -CTGTAAGGCAACAGTTATTAGCTGAAATAGACAAAAAAGTTACAAATTGGATAAGCCACACAGGAGGAGT -TCTAAAGAAATTTGAAAGAGACAAGTATCTGTGCATATTTGCGTTTAAGTATCTTCATGAACTGGAAGAA -AAGCGTTTCGAAATACTGGAAACAGTAAAGGAAATAAATCTAGGGAACAAGATTCCTGTTACACTTAGTA -TAGGATTGGGTATAAATGCTCCCACAATTGTTGAAAACCTTCAAAATTCATATGCCTGTATTGACATAGC -ACTTGGCAGGGGCGGAGACCATGTTGTAATAAAAGACGGCGACAATTTCCGGTTCTTCGGAGGCCGTACG -AGAGAACTCGAGAAACGGACAAGGGTCAAAGCAAGGGTTATTGCATACGCTTTAAGGGGTTTGATAGACC -AGGCACCGTCAGTCCTTATAATGGGCCATGAGAATGCGGACATAGACTGTCTGGGTGCAGCATTGGGCAT -TTATCGCATTGTAAAGAACAGGGACAAAAGAGTAAATATTGTACTGAATCATTCCAATGCGAACATAGAT -GCCATACTGAACAAGATGGCAAAGGAACCTGAGTATAATAACGTTTTTGTTGGTACAAATGAGGCATTGG -ACCTTATAACCAAGAAAACACTTCTTATAGTTGTTGATACACACAAGCCGGGATTTACAGAGGCTCCGGA -ACTGCTTAAGATGACAGATCAGGTAGTAATCATAGACCACCATAGGAGAGGGGCTGACTTTATTCAGGAT -GCCGTACTTTCTTATCAGGAAACTTATGCATCCTCAACTTGCGAGCTTGTGACAGAGCTTCTCCAATATG -TCGAAGATAGAATAAGGCTTACTAACATTGAAACGGAAGCTTTATATGCAGGCATTGTTGTAGATACAAA -GAACTTTATATTTAAAACGGGTGTAAGAACCTTTGAAGCAGCATCGTACCTAAGAAGACAGGGAGCAGAT -ACGGTGTCGGTAAAACAGCTGTTCCAGAACGATTTGAAAACTTACATTACTATTTCAAATATAGTAAAAG -ACGCAGAAGTAGTGTATGATAATATTGCAATATCTATTTGCCCCAGCAATGTCAAAGGTGCTCAGCTTAT -AGCGGCTCAGGCAGCAGACCAGCTCCTGAGTCTGGCAGGACTTGTAGCGGCATTTGTTTTAAGTTACCAT -GATGGAGAGGTTGTAATCAGCGGAAGATCTCTCGGAGATATAAATGTGCAGATGATACTTGAAAAGCTTG -GTGGGGGAGGACACTTGACAGTAGCAGGTGCCCAGATTGAGGGTGTATCCATACAGGATGCAAAGAAAAT -GCTAAAAGACGCTATTTACGAATATATAGACAGCCTTGCAAAGGAATAATTAAAAACCGCAAACAGGAGG -GTCAATTTATGAAAGTTATATTAAAACAAGACGTTAAAGGTTTGGGGAAAAAGGAACAGATGGTTGAAGC -CAGTGACGGGTATGCAAGAAATTTTCTTCTGCCTAAAGGACTTGCAGTTGAGGCCACCTCGGCAAATGTA -AACATAATGAAAACCAAAAAGGAAGCGGAAGCCCAGAAGAAAGAGCGTGAAGTAGCTCAAGCAAAGGAAT -TGGCGAAAAAGATTAAGGATATAACCGTTACATTAAAGGTAAAAGCAGGTGAAAACGGAAAGCTTTTCGG -TTCAATAACAAGTAAGGATGTGGCGGAAGCATTAAAAACCCAGCAGAAGCTGGATATTGACAAAAAGAAA -TTGGTTATGCCCGATTCTGTTAAATCCATAGGTACATTTGACGTTGAAGTTAAGCTATACCCCGAAATCA -ACTCAAAATTCACTGTAAAGATAGAAAACCTTTAAGATTTATAGGGAACAACAACTAAAAACAAGGTGGA -ATAAACAATGGATATAGGAACTCTTGGCCGGATTCCTCCTCAAAGCCTGGAAGCGGAACAATCTGTTCTT -GGATCTATGCTCATAGACAAGGAAGTTGTTCCTGTTGTTATGGAGGTATTAAAATCGGAGGATTTCTACA -GGCCGGATCATAAAGAAATATACGACGTAATTATTGAATTATTTGACAGAGCCCAGCCCATTGACTTGAT -TACTGTATCCGAACGCCTGAAACTACACGGAAAGCTTGAACTTGTTGGCGGGCTTGAATATTTGACAAAT -ATTGCAACTGAAGTACCTACAACGGCAAACGTAAAGCATTATGCTAAAATAGTTGAAGAGAAGGCACTTC -TAAGGAAGTTGATAAAAGCTTCATCAGATATAGTTGATCTGGGCTACAATGCATCAGAAGAAGTAACCTA -TATATTAGACAGGGCAGAGCAAAATATATTTGATATACTTCAGAAGCGTAGTTCCCAAGGCTTTGTTCCA -ATAAAGGATGTTCTGGTAGATACATTTAACAAACTGGAAGAATTATACAATAGCAGCGGAAACATAACTG -GAATTCCTACAGGATTTACAGACCTTGATTTTAAAACATCAGGCTTGCATAATTCGGACCTCATTTTAAT -TGCTGCACGTCCTGCAATGGGTAAAACTGCTTTTGCGTTAAATCTTGCACAAAATGCAGCCGTCCATAGT -AATGTACCCGTTGCAGTATTCAGTCTGGAAATGTCCAGAGAGCAGCTGGTAAACAGAATGCTGTGCAGTG -AGGCAATGGTTGACAGTAACAGGATGAAAACAGGAAAACTCGAGGACAATGACTGGCAAAAGGTTGCAAA -GGCATTGGGTCCGCTGTCAGAGGCACCAATATTTATAGACGATACACCCGGTGTATCAATTACTGAAATA -AGGGCAAAATGCAGAAGGCTAAAGCTTGAACATAATCTTGGACTTGTAATAATAGATTACCTTCAGTTAA -TGCAAGGAAGCAGGTCAAAAAGTGAAAACAGACAACAGGAAATCTCTGAAATATCACGTTCTTTGAAGAT -TCTTGCAAAGGAAATAAATGTACCAGTAATCACACTGTCACAGCTTAGCCGTGCACCGGAAGCAAGAACG -GATCACAGACCGATACTAAGCGACCTGAGAGAGTCTGGTGCAATAGAGCAGGATGCTGACATTGTTATGT -TTCTGTACAGGGATGATTATTATAATCCTGAAACAGAGAAGAAGAACATAGCAGAGGTAATACTTGCGAA -GCACAGAAACGGTTCTACGGGAACAGTAGAACTCGTATGGCTGGGCCAGTATACCAAATTTGCCAATCTT -GAGAAGTTCAGGCAGTAAATGCAGATAAAGGAAATGGTTATGCTCAAACAGCTGGTTTTGGAAACCATTA -AAAATAAAGAGCTTATTAATTATGGAGAAGGCATTGTAGTCGGTATATCCGGAGGATATGACTCAGTGTG -CCTGCTCCATATCTTGTATTCTATTTCAAATGAATTAGGTATAAAAATATATCCGGTACACGTAAACCAT -ATGCTAAGAGGTGATGAAGCTCTCAGGGACGAAAATTTTGTAAAGAGCTTTTGCTCCTCCTTAGGTTTAG -AGGTTTATATAAAGCATATTGACATTGCAAAAAAGGCAAAAACAGAAAAAATATCTCTGGAGGAAGCGGG -TAGAAATGCCAGGTATGAGGTGTTTAGTCTTGTTGCAGGTGAGCGTGGTGCTTCAAAAATTGCTGTTGCC -CATTCAAGAAATGATCAGGCAGAAACCATTTTGATGAGAATATGCAGGGGAACGGGTCTGGAAGGGCTCA -GGGGAATGGAATATAAAAGAGATAACATAATACGTCCCCTGTTGGATGCTGACAGATCCCAAATAGAAGA -GTATGTGAACGGCATTGGGGTAGAAGCTGTTACAGATAGTTCCAATCTACATACCGATTATTTCAGAAAC -AGGATAAGGATTGATGTGATTCCGGCAATTAATATAGCATCTGGGTCTGATATTACAGAAAATTTACTAA -GATTATCAAAAATAGTAGTAGCAGAGGACGATTATTTAAGATATAATTCTGAATTATACTATCAAAAATC -GGTTCTTTCTGAAAGGAAAATGTATACAGAACTGGATTTGAACGTCTTAGATGAAATACATCAGTCCGTG -AGACTACGTGTATTAAGGATAGCTATAGAAAAGACCTGTGGTACACTTAACGGATGGGGATATATCCATC -TTGATAAGCTGAACAATCTTATCGAAAACGGCAGAACAGGTGCTCAGATTGATTTGCCGCATGGTGTAGC -GGCAGTAAAGTCGTACGGTTCTTTGATTTTGAAAGAACAGGGAAAAGAACACCAGGAGCAATTTGAAAAA -AAGCTTATAATACCAGGCGAGACCGAAATACAAAGATTTGGATTAATTGTTAAAACCGAAATTTATAAAT -TTGAAACAAATAAAAGCTGTCGTCAATTTATAAATAATAATGAAAAAGTTAATACTAAATTTATTGATTT -AGAAAAAGTAACGGCAATGGGGGAAAATCTTCAGATTAGAAACAGGCGGGACGGAGATATATTTAAACCT -TTAAAGTCAAACGGTACTAAGAAGTTAAAGGAATATTTTATAGATAATAAGATTCCTAGACAGGTTAGGA -GTACGATTCCCCTTATAGCTTTAAATAAAGATATAGTGTGGGTAATAGGAAATAAAATAAGTGATAATTA -TAAAGTAACTGATAATACTAAAATGGTATTGAAGATTACTTTTATTCAAAAGAAAAAGAATTAAATTGAT -TTACTTATATCAAGGGGGATTAGCATTTGATGGACGTGGTAGAAAGAATATTGGTTTCAAAGGAGCAGTT -GGACAAACAGGTAGAAGAACTAGGTGCTAGAATATCAAGAGACTACGAAGGGCAAGAATTGGTAATTATT -GGGGTACTTAAAGGTGGGTTTATATTTCTTGCGGACTTAGCCAGAAAGATTACTATTCCTGTTGACTTGG -ACTTTATGTCGGTATCAAGTTACGGCAATTCCTCAAAATCCTCAGGAATTGTTAAAATAATAAAGGATGT -TGATACAGATATTACCGGCAAACATGTATTAATTGTAGAGGATATTATAGATACTGGTCTTACACTTAAC -CACTTGGTTGAGCTTCTGAAAACAAGGGGACCGCTCAGTGTCAAGGTGTGTGCGGCACTTGATAAGCCGT -CAAGAAGAAAGGTTGACCTTAAGGTTGACTATAAGGGAATTGAAATACCTGATGAGTTTGTAATAGGATA -CGGACTGGACTATGCAGGTAAGTACAGGAACATACAGGAAGTATGCGTATTAAAAAGAGAAGTGTACACA -AAAAAATAAAAATTTATTACCGATGTTGGTGTTTATTGTGTTTTATATGTGTATATGCTAATATAATATA -TACTGTACAAACTGGAATAATAGGCTAATAGAATAAATAGTAGAATTTTTTTGGTAATATATCCAGGCAT -GGCAACCGGTATTTTCGGGGGTATGGATAAAGTCTAAATAATAACTCAGTGTGAATGTAAGCAGAAAAGC -CTTTGAGTTTTATTTGATACCTGGGTCTAATTAAGGAGGGAGATATTTGAAATATTTTAAGGGTATCAGT -TTTTATATAATTATTTTTATACTTATTTTGGTAATAATAACCTTCTTTACCGCTACTGATAATCCACCTA -AAATGAGTTATTCTGAATTATTAACTGAAATGAAGGCAGGAAATGTAAAGAGTATAGGGTTACAAACAGA -TACAGCTACAATAGAATTGAAGAAGCCTAAAGAAAATAATAGGACCAAATTTGTAGTTATTGTCCCTCCG -GATGTTACATCTGCATCTGAGAGATTTACAGCTGCATTGGATAATAAGCTTATAGAAGATTTTCATGTAA -CTCAGCCGCCGCAGCCCCCATGGTGGGTGTCAATGCTGCCTACGGTAGGCCTTGTAATAATACTTATTCT -TATATGGTTCTTTTTTATTCAGCAGTCCCAAGGTGGAGGCGGAGGCAATAGGGTTATGTCCTTTGGGAAA -AGCCGTGCTAAAATGACTGTTGACGACAAGAAGAAGATTACGTTTGAGAATGTAGCAGGAGCAGATGAAG -AGAAAGAGGAACTGGCAGAAATAGTTGAGTTCCTAAAAGCACCTAAGAAATTTGTTGAACTGGGTGCTAG -AATACCAAAGGGTGTTCTCCTTGTTGGACCTCCGGGAACAGGTAAAACACTTTTGGCGAAGGCTGTTTCA -GGTGAAGCGGGAGTACCGTTTTTCAGCATAAGCGGTTCGGACTTCGTTGAAATGTTCGTAGGTGTTGGTG -CTTCCCGTGTACGTGATCTTTTTGAACAGGCAAAAAAGAACGCACCATGTATTGTATTTATAGATGAAAT -AGATGCCGTTGGTCGTCATAGAGGAGCAGGTCTTGGTGGAGGACATGATGAAAGAGAACAGACCCTCAAT -CAGCTTCTTGTTGAAATGGATGGCTTCGGTATAAATGAGGGAGTAATCATACTGGCTGCAACAAATAGAC -CTGACATTCTGGATCCTGCGTTGCTTAGACCGGGACGTTTTGACAGACGGGTAGTTGTTGGTCTCCCTGA -TATCAAAGGAAGAGAGCAGATATTAAAGGTTCACTCAAGAGGAAAGCCATTGGCAGATGATGTAAGGTTA -GATGATCTTGCTAGAATAACGCCGGGCTTTACTGGGGCAGATATTGAAAATCTTTTAAACGAAGCTGCTT -TGCTTACTGCCAGAGCCAATAAGAAAAAAATAGGTAATGAAGAGATAAAAGAAGCTGCCTTTAAAGTAAT -GATGGGACCTGAAAAGAAGAGCCGTGTTATGAGTGAACATGACAAAAAGGTTACGGCTTATCACGAAGCG -GGCCATGCTATTGCAATAAAGCTTGTATCATCTAGCCAGAAGGTAGACAGAGTGTCAATCATACCTGCAG -GTATGGCAGGCGGATATACTGCAAGCAGACCTCAGGAGGACAAGAGCTATCACACCAGGTCTCAACTGAT -TGAAGAAATAATTATTGCACTTGGGGGAAGAGCAGCCGAGGAAATCACCATGGATGAAGTCAGTACAGGA -GCATCAAGTGACCTTAAAAAGGTTAACCAGATTGCAAGAAATATGGTTACCAAATACGGTATGAGTGAGA -AACTTGGTAATATGATTTTCGGAAATGATAATGATGAAGTTTTCATTGGAAGGGATCTTGCTCAGGCAAG -AAATTACAGTGATGAGTTAGCGGCAATCATTGATAATGAGGTTAAGAGCATCATTGACAATGCATACCAA -AAAACTGTATCACTTTTAAGAGAAAATATCGTAAGACTTAATAAACTTGCAGAAGTGCTTCTTGAAAAAG -AAAAGGTTGAAGGTGCTGAGTTCGAAGAAATTTTCGAAAACGCGGTACTGGAGGGTTCTTCACAAACACC -TCAGTTGGAAGGTTAACTTAAATATAAATCAAATATTAAGGGGCTGCTTCAAATATGAGCAAGCCCCTTA -TTTATACTTTTTTGCATTGGAGGTATATTAAATGGAACTAAAGGTTGGATTGACAGGAAATGCAGAGGTA -CTTGTGTCAGAGAGTAATACTGCAAAAAAGATGGGAAGCGGTAACCTCGATGTTTTTGCAACCCCTGCTA -TGATAGCATTAATGGAAAAGGCGGCATCAATGGCGGTACAGCCCTATATTGGTGAATCCAGCTCAACTGT -AGGAACTATGATAGATGTAAAACATATAGCGGCTACACCTATAGGAATGAATGTAGCCGCCCGGGCAGAG -CTTATTGAAATAGACGGGAAAAAGTTAATTTTTTCTGTGGAAGCTTTTGACGGCAAAGACAAAATAGGAG -AAGGAAGGCATGAGAGGTTTATTATAAATACTCAGAAGTTTATTACAAAGGTAGACAGCAAATTGGAAGG -ATAAAAGGAAGTTAAAAAAGCTACAACAACTATTGACTATTTGACCCATTTATGGTTAAATAAACTTGAA -GTTAATATTTAATCCTTATCAAGAGAGGTGGAGGGAATGGGCCCGATGAAACCCGGCAACCAGCATTTTT -TGCATGGTGCCAATTCCTGCAGGCTATGCCTGGAAGATGAGGGATGTTATTGCTATAAAAACATGACAAA -CCTCGAGAGAGGTTTTTTTATTTTATAAAAAAATCTCTGATTAACAATATTAAATAGGGGAGGTAGTAAG -ATGACAAAGAGACTTTTTACGTCTGAATCAGTAACGGAGGGGCATCCTGATAAAATCTGTGATCAGATAT -CTGATGCGGTATTGGATGCGATTTATGAGAAAGATCCTCAGGCGAGAGTTGCATGCGAGACAGCAGTTAC -AACAGGTATGGTAATGGTAATGGGCGAAATCACGACCAACTGTTATGTAGATATCCCCAAGGTAGTAAGA -AATACTATCAGGGAAATAGGATATGACAGAGCAAAATACGGATTTGACTGTGATACATGTGCTGTAATGA -CTTCTATAGATGAGCAGTCATCAGATATTGCTATGGGTGTTGACAAGGCACTTGAGGCAAAAGTAGGCGA -AATGAGTGAAGAACAAGTTCAGGCTATAGGAGCTGGTGACCAGGGAATGATGTTCGGGTTTGCATGTGAT -GAGACACCTGAATTGATGCCTATGCCTATAATATTGGCTCACAAGCTTACGATGAAACTTAGCGAGGTAA -GAAAGAACGGAAAAGTTAAGTATTTAAGACCTGACGGTAAATCGCAGGTTACTGTGGAATATGACGGGGA -CAAGCCTGTTAGAGTTGATACTGTAGTTATATCCACTCAGCATGGAGCAGACGTCAGCCATGACACTATA -GAGAAGGACATTATGGAACACGTAATCATTCCCGTAATTCCTAGGGAGTTGCTTGATGAGGGTACAAAGT -ACTTCATTAACCCTACCGGAAGGTTTGTAGTTGGAGGGCCTCAAGGTGATTCAGGCCTTACAGGTAGAAA -AATTATAGTTGATACTTACGGTGGATATGCCAGACATGGAGGCGGTGCTTTTTCAGGAAAAGACCCCACG -AAGGTTGACCGTTCTGCTGCATATGCTGCAAGATATGTTGCTAAGAATATCGTAGCATCAGGAATAGCTC -GTAAATGTGAAGTTCAGCTTGCATATGCTATCGGTGTTGCTAAACCCGTATCGGTACTTGTTGATACTTT -TGGAACAGCTGTTATTCCTGAAGAAAAGATTTCAGAGTTAGTAAACAAACACTTCGATTTAAGACCTGCT -GCTATTATAAATAAGCTGAATTTAAGAAGGCCGATTTACAGAAAAACAGCAGCGTATGGCCATTTCGGAA -GGGATGATGCAGAATTCTCCTGGGAAAAGACTGATGTGGCTGATGCATTAAGAAAAGAAGCAGGATTATA -AGAACTATACAATTTATCTAGGGGTACAATTTCTAAGGCTTATTTTACAGGCCCGCAGAATTTGTACCCT -TTTTAAAAAAACACCCTCTTTGTAACAGAATATATCGATAATTCATAAAATACGGTATAAAGACTTGTTA -CAGGAGGAGTCTATGACAGACTTTAGTTATATAATACTAGGGCTATTTGCCATTTATGGAATTATTAGCC -TGTTTAAAAGTATTTTCAGATTATTGGAAAACAAGAAGTATTACGTTGAAAAAGCAAACCTTGTTCTTTT -GGTTAATGATCAGGAAGAAAATATAGAAAAAATAGTACGTGAAGCAATGATGAGCAAATTTGTAAGGAAT -ATAGCTATAAACGGAAGCTTTATTGTTATTGATATGAAGTCAAAAGATCAAACCTATAAAATTCTTAAAA -GACTTGAAAAACAGTATTCCTTGGTTGAGGTTTGCAGCTTTGATGAACGAGAAAGTATATTCTACAAATA -GATTGCAGTTTTCAGTACAGCTGTATAAAAATAACACGTTGGGACATTTTATTCATAAAACCTAAAGATA -TCAATATATTGGATGTCTTTTTTATTTTGCCGAATATCGCATTGGACGGGTACGGCAATTGTCACATGTT -GACATGGAATCAGGTCAGGATATTATTATTTTTAAATTTGCTCCAAAGTCTAAAATAGTATAAGATATTC -ATAACGAATGAAGCGGATCCTATAGGAGAAAGATATGGCAATTTCACAATTTCAACAACAAAGATGGTCT -TTCGAAAGCTACCCGGTAGGCACAAATCTAAATATAATCGGAAGATTTGATTTTAAAATATATGAAAATT -CGGAAAACGGATATAAAATTTATACCTTTGATATAGAGAAAATTATAGATGATGATGGCTTTGAGCATGA -AGTTGCTGACCAGATTAGCGTAACCGGTTATTATGAGGTTAATGAGCACTGTGCTGTACTGCCAAGCAAG -ATAAGGGGTTCAGTGGCTGCCTACAAAGGAGAAAAACAGCTTAAGGCTGAAACAGTTGAATTTATTGAAC -CTGCTACGGATGAAGGTATTATTTCTTTCTTGTCCTGCGGAATTATAAAGGGTGTTGGAGAAAAGACGGC -AAGAAATATTGTGTCAGGCTATAAATCAGGTTCAAATTATGTTGAAGGCTTTGGAAGCAATACTTTGGAA -GTGATAAAAAACGAACCTTTGCTGCTTACTAAAATAAGAGGAATTTCACCGGATAAAGCCAGAGTAATTC -ACGACTCCTATATGGAAAACATGGAATATCAGAATGTTATGATTTTCTTTCAGAGGTTCGGAGTTTCCTC -TGCCAAAGCTATGAAAATTTACAATAACTTTAAAGGCACTTCCATTGCCATAGCCGAACAGAATCCCTAC -ATGTTTGCTGATATAAGAGGGTTTGGTTTTAAAAGCTGTGATGAAATTGCCAGAAAGCTTGGGATAGACC -CACACTCAGTATTCAGACTTGAAGCAGCTCTTAAAAGTGTTCTTCAAACAGCAGAGGCTGACGGAAATTG -TTATTTGCTCAAAGCTAAACTTCTTGAAATGACTGCAAAGGCTTTAAGTAATCCGGATGTTACGGTAACT -ACTGATGAACTGGAAGATGCCTATAATAGAATGCTTAAATCGGGCAGTCTGGTTAATATAACTTTTTCGG -AAGACCAGCAAAGCTTTGAGGCAGTGTACACGAAGGAAATGTATAAAATTGAGTATGAAACTGCTTTGGC -AATTAAGGAGATAGCCCGCTGCCAGCCTGATGTGCCTATGTTTAGCGTAGACAAACTTATTGAAGAATTT -GAAGCTATGAGGGGCTTTAATCTTGAAAGTATGCAGAAGGAAGCAGTAAAAGCGGTTTTTAATACAAATA -TGCTTATTCTTACCGGGTCAGCCGGGAGCGGCAAAACCACTACTGTTGAATGTATGATCTATGTTTTACA -GAGATATTTTGAAAAACAAGAAGAGATGAGTTTCATGTTGGCTGCACCGACTGGGAAAGCGGCCAAAAGA -CTCACGGAAATCACTGGTTTTGAAGCTATGACTCTGCACAGGCTTCTGCAATTCTCATACGAGAACAAGG -GCTTTTTTTACAGGCAGGGAAATGAGCTGCCATATGATTTAATTGTAGTGGATGAAAGCTCCATGCTAAG -CATAGACCTAGCTCATGCACTGTTTACGGCTATTTCGCCTGGCACAACAGTAGTACTTATTGGGGATACC -CAGCAGATTCCGTCTGTTGGTGCAGGCAATGTACTTGATGACATGATTAAGAGCGGAGTTATACCTACCG -TCAAGCTCAATGTAATAAAGCGTCAGGAAGACGGCTCAGGTATAATTTTCAATGCAAATAGGATTATTAA -TGGTGAAATGCCTGAAATAATTAACGCCAACAAGGATTTTTTCATAGTTGAAGAGGATGATAAAAACAGA -GTTATAAAGAGGACTCTTGAGGCGTTGAACAGATTGATGACAGGCTACAACTACACTATTGACGATGTTC -AAGTTATTTGCCCTCAAAAAACTTCGGAATTAGGCACCTATGAAATGAATAAGGCCATTCAGGAGATGGT -AAATCCAGCTGCTGCCGGAAAGGCTGAAGTTAAAAGAGGTAACAGTGTATTCCGTCAAGGTGACAAAGTA -ATCCATTTAAACAATAACTATGAAGCTACCCACTACCACAAAGATGCTAAAACAGGGAGGTATATCGCGG -ATGAAGGCAGTGGTGTATTTAACGGAGATATAGGAAGAATAATTGAAATTTCTAAAATAGGAGAAATTGA -TCAGGAGTCGGAAGACGGGGAAGCTGCCGGTGACAATAATACTGAGGAGAAGGTGGCTGTTCAATACGAT -GAATTTATTATTATATATCAGATAAATGAGCTAGAGGAGATAGATCTGGCATACAGCCTTACCGTGCATA -AGATGCAAGGCTCGCAATGTGAAGCGGCAATATTTTTATGTCACCTACGAAATTATATAATGCTAAATCG -GAATTTAGGCTATACGGCTGTGACAAGGGCAAAGAGAATGGCATGCATAATAGGCCAAAGGAAAGCTATA -TCTGTTATGGTTCAAAATGTGAAAGTTACACAAAGGAATACAATGTTAGCTGATTTACTATCTTTGAAGA -TGATCGATCCAAATACGACTTCCTAGGAATATGACACTTAAAATTTAATAGAAAAGATTGAATCCCTAAT -TGCAGATATAAGACTTGAGTATATTGACGATGGTTTATTGCACAAAAATTAAAAATGATGTAAAATTAAG -ACATATTGTAATTTTTTTATAAGGGGATGAAGTTATTATCGCATTGATTGAATATTTCTTTCCCCCGAGG -TGTGCACTATGCAACGCTATTTTAAAGGCTGGAGTGGCGATTTATATTTGTGAAAAATGTGCCGGGGAGA -TAGGCTATTATAAAAATTCAGTGACTCCCTTAAACCTTCCCGTAGGAATACAAAATTATTGTGACGGGAT -ACTCTGTGTCGGCAGATATTCAGATTCTCTCAAGGAAGCGTTGAGAAGGTTTAAATTCAGCAATAAGCCA -TCGTACTACCGTACATTTGGGAGGCTGTTGGCTTTAAAAGTAGAAAACACAGAACAAAAAGTACGTTTTG -ACATTATTGTTCCAGTTCCTTTATATAAAAGCAAAGAAAAGACGAGAGGTTACAATCAGGCTGAACTGAT -GGCAGGGCAGGTTTCTAAAATACTAAATGTACCTTGTGAAAAAAGGCTTTTAAACAAGACATTCGAAACT -AAAAGCCAGAGTATACTGAAAAAAAACGAACGGTTATTAAATCTTCAAGATGCATTTGTGGCCATTAATC -AAAGAATGATAGTAAACAAAAACATATTACTTATTGATGATATCTTAACTACAGGGAGTACTGTCAATCA -ATGCTGTAAGGCACTAAAAGAAGCGGGTGCCGGGAAGGTTATAGCGGGAGTTGTTGCAACTACCAGAAAC -TATTGATACTTAGTTTTATGCTTAATATGAATATATTGTTTGGGGAGGGATAAACATGCCTGATTTAAGA -AACTGCAGAAGATGCGGCAGAATGTATAATTTTATTGGCGGGGCTCCTATTTGCCAGGACTGTAAGAATG -CCGATGAGGAAGTTTTTAAAAAGGTTAAGGATTATTTATATGATAATCCTGGTGCCACACTGTCACAGGT -AGCCATGGAGCTTGATGTGAGTGTGGAAAAAATAAAGATGTTTTTAAAAGAAGGACGTCTGGAAATTACC -GATGAATCAAACATAATTCTGGAATGCGAAAGATGCGGGAAATCTATAAAGACGGGTAGATTTTGCAGGG -AATGTCAGAACGAGGTTAGTGTTGATCTGGAGAAGACTACAAAAACAATTCATCTTGATAATTCAGACCA -AAACAGGTCGAATGGCATTGGAATGAGGTATTTAAATAAAAAGTTATAACATTAAAATGACTAAAGCGAG -GGTGTGATTATCCCCCTCGTTTTTTCATATCCAAAAATGTGTAAATTCTTCAATATTAAAATTATATTTA -CATTTAAAAAGCAATACTAAAATAAATTCGTTATTGTGTCGATAATATCTATATAGGTTGGATTTTATTG -TGCACTTTAGAAAGTAGGTGTTTTAGATGAAAATTTCAGGTGATGTTTACAATGTTTCAAAGGTATATAA -CACTCAAAACCATATTGGAGCTGTCAATCAGGTAAACTCTGTGAAGTCCAAAAAGGATGTTATATCCATT -TCGGATAATGCAAAGGACCATCAGCTTGTTTTTAAGGCCCTTAAAGAGGTTCCTGATATCAGGCAGAACA -AAATTGATGAGTTTAAAGAGGTTTACCGTTCAGGAACATACAACGTAAGCGGACAGGAAATTGTAGAGAA -GCTTGGAAAAGCGGTGATAGACAAGAAGGTATAACCCAATGTCTATTCAATGGAATTGCTAACGTTCGGA -GGTACTGAAAATGGATACAGGATTGATAAAAGAGTTAACTGACATTCTAAACAAGGAAAATGATATATAC -GAGACCTTCTTAAAGCTATCAAATAGCAAGACAGATTTGATTACAAACGGTAATGTCAGCGAGCTTGAGA -GTATTGTAAAGATTGAGCAATCCTTGATAATAAAGATAGCAAAATTGGAAGACCAAAGAGAAAAAATTGT -TGAATCCTTGTCTTCGGTCCTCGGCAGAAAACCGGAGGAAGTTACAATATCGGAATTATCCTCGTGCTTG -GGGGAGAAGGAAGCTATGGAGCTAAAAGCATGTCAGGAAAAAATACTTAAAAGTATAAACGGATTGAAAA -GTAACAATGAGCTGAATTCCAAGCTCATAAAGAATTCTCTGGAATATATTGATTTTTCTATAAATATGAT -GACGACTGTGGGGACAGTTACCAACAGTTACGGCAGTTCAGGAAACGCAGACGAGGGCAAAAAAAGGAAC -TTGTTTGACGTAAAGCTTTAATCAAACAGAACAATGTTTTAGGGGGACAGCAAAATGGCTGTAGGATTTT -CCAGTTATGAAATAGCACGATCCGGATTGAAGGTTAGTGAGAGAGGACTGTTTGTTACAGGGCATAACCT -GTCAAATGTTCACACACCTGGGTTTACCCGTCAACAGGCAATTATCGAGACAAATCCCTACATTACTCAA -TATGGTAAGAATGGTAAATTATTTCAGTATGGATTGGGTGCCGATATTCAGGAGACAAGGCAGATTAGGC -ATACTTTTCTGGATATAGTATATAGGCAGGAAAATACTATTCAGGGCTACTGGGATACCAGAAGCAAAGC -CTTTCAGGATGTAGAAGCCATATTGAATGATCCTATGGGGGACGGCCTTCAGGGGGTTATGAATAAATTC -TGGGATTCATGGCAGGAACTGAGCAAGGAGCCAGAGAGCCTTACTACCAGAGCGATGGTAAGACAGAGAG -GACAGGAACTGGTATATTACTATAATCATATAGGTAATCAGCTGGATAAACTGCAAAATGACCTTAATTC -AGAGATACAGGTTCGTATTAATGAGGTTAATAATTTAACAAGTCAGATTGCAAAGCTGAACACACAAATA -GCAGCACAGGAGATTAATGGCGACAAGGCCAACGACTATAGAGACCAAAGAAATCTTCTGCTGGACAGAC -TCTCAATTCTGTGTGATGCAGAAGTAAATGAGATGCAGGACGGCCAGATGGATGTAACTCTGGGCGGGTA -CTACATAGTTACCCGTGGACAATCAAAGAACCTTTATGTTCAAGCAAATGCAGAAGATGGTGAATTTTTC -TATCCAAAGCTTGAAGGAACTAATATAAAGGTAAACGTAAAGAGCGGAATTTTAAAGGGATTAATGGAAG -CCAGAGGAGAAGTTCCGGGGATAAAGGGAAGCACTGAAAACGGTACACCGAATTATAAGGCAGATATAAC -GTTTGCAATAGATGTTTCCGATGGAAATAATTTTGATAACTTAAGAGATTCATTATCTTCCTATATAAGT -GAACTAAAACAATCGGGTCTGGACTATAATATAAGAATCATAACCATGGGAGCTACGTCCAGTGTTCATG -AAAATATTTATGATAAAAGCAATATTGATAGTATGTTAGCGGATATAACTGCTAACAATTTATTAGAAGC -GGATGCTACAGTAAACGACGGGAGTTTTAAAGGTTTAATTAATGAATTGACAGCTTTAAATAATGCTCCA -AACGGATTCAGGGAGGATGCAAAGAGGTACACTTATGTATTTACAAATAAGAGTATAAATGGGGATAGTG -TAGCGGCTGACGCATTTATTGGGGATGCTGCAAATTATGTGAACAGCCTTAAAGGTATGGGTATGAAGGT -CAGTGTGGTAACGGATCCAGCGTATAATACAAATGGCAAACCTGATGCCGCAAGTAACCCGGAGGCCGGA -TGGTCAATTATTACATTAGGAACCGGCGGAAGCTTGGCTGACATAAATAGTGATTTGGCAGGCTATACAA -GTATGCTTAAAGACTGGAACGATAGTTTGGTTCAGACAGTAAAAGATGCACTGGGAAATATACCTCCGTC -ATTAAACATTGTATCGGATATAAAAATTAAGCTAAATGCAATGTTGAACCGAATGGTCAATGAAATTAAC -AGTCTCCAGATGTCAGGTATGACTTTGGATGGAAAGCCGGGCGTGGCATTTTTTGAAGCTATGGACAATA -ATTATCCAATTGAGATGGGAAACCTCAAGTTGAGCAATGCGTTGTTGAGCGACAGTGGATTAAACAATAT -AACAGCGTCAAAGACAGCTGCAAAAGGTGATAATACTGTAGCCAAGCAGATTGCCAACCTGAGGGATGTT -GACATACTGGTTAACAGTACGGGAAGAGTAAGCATTGATGAATACTATAGAAACCTTATTCTTGAACTTG -GAAACGGCGGCATGGAGGCCGAGAGAATTGCCACTAGTCAGGCAACCGTGGTAAATGCGGTTGATGCCCA -GCGCAATGCAATTTCGGGAGTGTCTATGGATGAGGAAATGTCAAACATGATGAAGTACAAGTTTGCATAC -GATGCTTCTTCCAGAGTTCTTAACATAATGGATTCAATGATGGAGACAATTATTACATCCTTAGGTAAGG -TAGGAAGATAAGCATATTAAACAAGGAAATGGGTGAAATGAAATGCAGCAAAGCTTTTTTGGTTTGAATA -TCGCACTAAGCGGGCTTTACACAGCTCAAAGAAATCTGGATACAGTTGGGCATAATCTTTCAAATGCATC -GACACCGGGGTATTCCAGACAGCAGTCTATACAGAGTGCATCCAATCCTTTGGCTGTTATGGATGGAACA -GGCATGGTAGGTACAGGCTCGCAGGTAACAGGTGTAGAGAGAATCCGTGATACATATCTGGATTTCAAGT -ATTGGAGTGAAAATGTAGCTAACGGGGAATGGAGCAAGAAGGCTGAGCTAATGGGTGAGATTCAGGTTAC -TTTTAACGAACCCTCCAAAAGCGGATTTGTCAAGATAATGGATGGATTTTTCGATTCGTTGCAGGAACTA -TCAAAAGACCCTTCAAGCGGGGCTGCACGTGCATTAGTTGTCCAAAAGGCTACTACACTGGCAAAGTATT -TTAACAACACAGCCACTCATTTTGAGCAGTTTCAGAATGATATAAACGATCAGGTTAAGACTGATGTTGA -TCAAATAAATATAATTGCTTCTCAAATTCAGCTTTTGAACAAGCAGATATATAACTATGAGCTTACAGGT -GGAACCGCCAATGATTTAAGAGATTCCAGAACCCTGTTGGTTGATCAGCTTTCAAAGCTTGCAAATATAC -AGGCTAAAGAAATTCCATACGGTAAGTTGCCAAATGGAGAGGATGATATTCATTTTCAGATTACATTGTC -AGGTAAAACGCTGGTAGATCATTTCAGTGCAACTAAACTTATAGTAGTCCAGAGAAATATAAAACTTAAT -GAAGAAGATATAGGAAATCTGTATGATATAAAATGGGAGGACGGCAACAGTGTAAACATCACAGGCGGCG -AACTCAGGGGATTGCTGGATGTAAGGGACGGTAAGGATGGTATAGACGGTACTCCCATATATAAAGGAGT -TCCTTACTATCAAAGAAAGCTGAACGAATTTGTCCGCACATTTGCAATAAACTTCAATGAAGGATATACA -AGGAATGATGCCCTACCGGACGGATATGAGCACAATGGTGTAGGTCATATTGAAGGGTATGGGTACGATT -CAGATTTAACAGATGCACCTACCGGTATAAGATTTTTCACAATGTTATGTGTGGGAGATACACCTATATC -AGGAAGTGCTTTTATTGGTACAGCTACGAGTGTAGGAGATATCGCAAATCAGTATAACCAAATAACTGCA -AAGAACTTCAGCGTAAGCAGTGACATAATAGATGATGCCAATAGGATTGCCACATCTGATGCGGACGGAC -AAAATGGGAATACAAATATTCTCAAGAAATTAATGGGTATCAGATCCAATCAGAGTCTTTTTAAGGAAGG -TGCTCCGGAAGATTTTATGAAGTCATTGGTAGCAGGAATGGGGATAGACGCCCAACAGGCGGAGACCTTT -GCAAAGACACAGAAGGCATTAGTCAGACAGGTTGATAACAGAAGAATGTCAGTGTCCGGCGTAAACTTAA -ACGAGGAAATGACAAATATGGTTAAATTTCAGCAGTCATATAATGCGGCAGCCAGAATGATAGTAACCAT -GGGTGAAATATACGATACACTTATTAACAGGTTAGGGGTGGGTTAAAGATGAGAATAACCAATAATATGC -TGATTTCAAATATGTTAACGGCCTTGGGAAATAATGAGAGCCGTCTGAGTAAGTATCAGAATCAATTACA -TACCGGGAAAAAAATACAGCTCCCGTCTGATGACCCTATTGTTGCTGCAAGAGCACTAAAATTGAGAACA -GACGTATCAAAAATTGAGCAATACCAGAAAAATCTTGGGGATGCACAATCCTGGGTGGATGCTACAGATG -CTGCTCTTGCACAAATCGGAGATATACTAAAACGTGCTAAGGAACTTGCTACCCAAGCCGCAAACGGTAC -CAATTCCATAACCGAGACCAGTGATATAGGTCAGGAAATGAAGCAATTAAAAGTTCAGCTGGTGCATATC -GCTAACACAACCTATAGCGGAAGATATATGTTTTCAGGATTTAAAACAGATCAAAAATTAATAGAAGATG -ATGAAACCAGTGCAAATTTTGGGAAATTTGAAATTGATGTTAATACCGTAACAGAAAAAATTCAGTTTGA -AATTGGTGCAGGTGACAATATAAATATTAACGTTGCAGGAGGAGATATCTTTAACAGTGGGGGAAATGCT -GTTAACGGGGGCGAACCTGCAATGATAGCACTTTTCACCAATGTTATAGCTGATTTGGATTCAGGAGATA -ACGCAGGTGTAAGCAGCCAGTTGAGCCAGTTTGATCAACAGATTGATAATTTGTTAAGAGTCAGGGCGGA -TATCGGTGCAAGACAGAACAGAATAGATTTATCAGCAGATAGAATGAGCAATGATCTAGTTAATATGACT -AGCTTAATGAGTAAAAATGAAGATGTAGACCCTGCAGAAACAATAATGAATCTTAAAAATGAAGAGAATG -TTTATCAGGCATCATTGGCCGGAGGAGCAAGAATCATACAACAAACACTGGTTGATTTTTTAAGATAATT -AAAAAACTGTGTGATACAAGGATGTGAGATGTATGGGGCTTTCTATCCAAACGACGCCCGCAAGAATTTC -TATTGAGACAATTGATTGCAAAATAGAGCGTAAGAGTGTGAATGCAAGGTTGGAGTTGAAACAGAAGCCG -CCGGTAGTTAATATTAAAACTGAGCTGCCTAGAGTTTTGATTGATCAATATGAATGTTTCGCAGAAGAGG -GTCTGAAAAATAATATAGATTTGCTCAAAGAACAGTCCGAGAATGCATACAGGCATGTTATGGAGTATAT -CGCAAGGGTGTCGCAGGACGGAGATGCCATGGCGAAGATTGGGAAAAAGGCAAATATAATGATTGATATT -GCCCGGAGAAATTCCGTTACTATCCATGAATTCGGTATGGTCACGATGCCAATGTCAAGGCCCAAAATAG -ATGTTGTTGGCGGAACCGTAGAATTTGACCCGGAGCCGATAAATGATATAGGAATGAGAAACGGGGTAAC -AGCTACATATATTCCGCCAAAAACGGATTTTAACTATACCCCTGGAAAAGTGAATACAAGAGTGGAATCA -TACGGTTCCATAGATATTAAATATACAGGCAATAATGTAGATAGTTATATTTAGGCATTATTGCCTTTTT -ACTTACCCATAAAAGCTGTTTGAGAGGTATAATAAGCTAAATAGAAAATAATTTTGGAGGAGTAAATATG -CTTGTAAAAACAACACATTTTGGTGAAATTAACATAAAAGATGAGGATATAATTGAATTTAGCGAAGGCA -TTGTTGGATTTGAGGATATACACAGGTACGGGATTATCAGAAACCAGAACTCTGACTCGCCATTCAGCTG -GCTTCAGGCTGTGGAAAAGTCCGAGCTTGCATTCGCAGTGGTTGATCCTTTTGTCATCAAGAAGGATTAT -GATTTTGTATTGAGTGATGAATATGTCAAGGCACTGGATATAAATGACCCCTCGCAGGTTAATGTATATG -CAATTGTAGTAGTACCTGATGATTTGACAAAAATAAGCATGAATCTTAAAGCTCCTGTGATCGTAAACAA -AGATAATAGGAAAGCCGCACAGGTTATATTGGATACAGATGAGTATACGGTCAGGCATTATATAATGGAT -GAGCTCCAGAAGCAGGAGGTGTAGTATGCTGGTATTATCAAGAAAAAAGGACCAGTCACTAATGATAGGA -AATGATATTGAGCTTACAATCATAGATATACAGGGCGATCAGGTTAAAATCGGTCTGAAGGCCCCTAAAA -ACGTATCCATATACCGCAAGGAGCTATACCTTGAAATACAGGAAGAGAACAAAAAGGCTGCTACTGCGGA -TGTCGTGGAACTGGATTCCATATTTAAAAAGTAGTACTTAGAACAAAAACTTGAGAATTTATTTAATTTT -AACTATAAAGTATTTTAAAAAAAGTACGATATATTAAATAAGCAGGAAGGCCATACCCTCTAGAAATTTG -GCCGGATAGGGGGTGGCAAGCCTGCATACCATTCGGGAAAGGAATCCCGGAAATAATAAAATCATGGAGG -ATTTATATTATGAGAATTAACCACAATATTGCTGCAATGAATACTTACCGTCAGTTGACAAACAACACAA -CTGCATCTAGCAAGTCACTGGAAAAGTTATCATCAGGTCTTCGTATCAACCGTGCCGGTGATGATGCTGC -AGGTCTGGCAATCAGTGAAAAAATGAGGGGTCAGATCAGAGGTCTGAATCAGGCATCCAGAAACTCACAG -GATGGTATCTCAATGATACAAACCGGTGAAGGTGCTTTGGCTACAGTTAGTAATATACTTGTTCGTGTTA -AGGAGCTTGCTGTTCAGGCTGCAAACGGAACTTATGACGCTACAAATGACTTGACAAGAATAAAAGAAGA -AATTACAGAGCTTAGTGCTCAAATAGCTGATATAACGACTAATACTAAGTTCAATGGTATATCCTTATTA -AATAATGCAGCAGGGATAACATTGCAGGTTGGACAGGAAACTTCACAAACGTTGAAAATTGATACTACTA -AAACAAATTTAAAAACAGTTGCAGATGCAGTAGACCTTTATAAGGGTTGGGCTGATTCAGCTGCTGCAAG -TGGAGCTATAGATGCTGTTGAAGGCCTCATAAATAACGTAAGTGCAATGCGTTCTTATTTTGGAGCAAAC -CAGAACAGATTGGAATATAATATAAACAACCTGGACACTTACTCCGAGAATCTGTCTGCTTCCGAATCAC -GTATCCGTGACGTTGATATGGCAAATGAAATGATGGAATTTACAAAGCAGAATATTCTGTCACAGGCTGC -ACAGTCAATGCTTGCTCAGGCAAATCAGCAGCCACAGGGTGTTCTACAATTACTCAGGTAGTAAATTTTA -TGAAACTGACGAGAGCCAGGGGATATATGCCTCTGGTTTTTTGTTTTAACAGAAAATTCATATGTATTGG -CTCTAAAGTATTTTTAAAAAAGTACGATATATTAAATAAGCAGGAAGGTCATACCCACTATAAATTTGGC -CGGATAGAGGGTGGCAAGCCTGCATACCATTCGGGAAAGGAATCCCGGAAATAATAAAATCATGGAGGAT -TTATATTATGAGAATTAATCACAATATTGCTGCAATGAATACTTACCGTCAGTTGACAAATAACACAACT -GCATCAAGCAAGTCATTGGAAAAGTTATCATCAGGTCTTCGTATCAACCGTGCAGGTGATGATGCTGCCG -GTCTGGCAATCAGTGAAAAAATGAGGGGTCAGATCAGAGGTTTGAATCAGGCATCCAGAAACTCACAGGA -TGGTATCTCAATGATACAAACCGGAGAAGGTGCGTTGGCTACAGTTAGTAATATACTTGTACGTGTTAAA -GAACTTGCTGTACAGGCTGCAAACGGAACCTATGATGCAGCTAATGACTTGGCAAGAGTAACAGAAGAAA -TTGAAGAGCTTGGTTTGCAGATAACTGACATACAGACTAATACAAAATTCAATGGTATATCCTTGTTAAA -TAATGATACAGGGATAACATTACAGGTCGGACAGGAAACATCACAAACGTTGTTAATTGATACTGCTAAA -ACTAATTTAAAAGATGTTACAGCGGCAGTAGTACTTTATAAGGATTGGGCTGCTACAACTGATGCAAACG -GAGCTATAGATGATATTGAAGGTCTCATAAATGACGTAAGTGCAATGCGTTCTTATTTTGGAGCAAACCA -GAACAGACTGGAATACAATATAAACAACCTAGATACCTATTCCGAGAATCTGTCTGCTTCCGAATCACGT -ATCCGTGACGTTGATATGGCAAATGAAATGATGGAATTTACAAAGCAAAATATTCTGTCACAGGCAGCTC -AGTCAATGCTTGCACAGGCAAATCAGCAGCCACAGGGTGTTCTTCAATTACTCAGATAATAATTTTTCTG -AAACTGACGAGAGCCAGGGGATATATGCCTCTGGCTTCTTGTGTTAACCAAAAATATATGTATTGGTTCG -GACTATGAGGATCCTGTTGCGTATGGTAAAAGTTAATGAAATCTTTCAAATTTAACTATAAAGTATTGTT -AAAGAAAGTCCGATATATTAGATAGGCATAAAGGTCACATCCGCTATATACCGGCCGAATAGAGGGTGAC -AAGCCTTGCATATCATTCGGGAAAGGAATCCCGAAAATAATAAAATCATGGAGGATTTATATTATGAGAA -TTAATCACAATATTGCTGCAATGAACACGTATCGTCAGTTGACAAACAATACAACTGCATCTAGCAAGTC -ATTGGAAAAGTTATCATCAGGTCTTCGTATCAACCGTGCGGGTGATGATGCTGCTGGTCTGGCAATCAGT -GAAAAAATGAGAGGTCAGATCAGAGGTTTGAATCAGGCATCCAGGAACTCACAGGATGGTATCTCAATGA -TACAAACCGGTGAAGGTGCTTTGGCTACAGTTAGTAATATACTTGTTCGTGTTAAAGAACTTGCTGTTCA -GGCTGCAAACGGAACTTATGATGCAGCAAATGACTTGAAAAGAATAACAGAAGAAATTACAGAGCTTGGT -GCTCAGGTAACAGATATAAAGGATAATACAAAGTTCAACGGTATCTCTTTACTTAATGGTAATAGCGGTA -ATAATATTGTACTGCAGGTTGGACAGGAAACAGCACAGAAACTGACAATTTTAACAGCTACAACAGATCT -CACTGCTGTTGCAAAAGCAGTTACAGATTATGCCGGGGCTTGGACGGCTTCAAGTGCTGCAAGTACTAGT -ATTAACGATGTTGAAACCCAAATTAACAAAGTAAGTGCAATGCGTTCTTACTATGGTGCAAACCAGAACA -GATTGGAATACAATATAAACAATCTGGACACTTACTCCGAAAATCTGTCTGCTTCCGAATCACGTATTCG -TGACGTTGATATGGCAAATGAAATGATGGAATTTACAAAGCAGAATATTCTGTCACAGGCAGCTCAGTCA -ATGCTTGCACAGGCAAATCAGCAGCCACAGGGTGTTCTTCAATTACTCAGGTAATAAATTTTCTCAAACT -GACGAGAGCCAGGGGATATATGCCTCTGGTTTTTTATTTTAACAATTATTCGGAATTACTTTGTCCCTAT -GGAGGTATATATGACAGAAAAAAAGAAAGTATTTCTCGCCCCACAGTATTTCAGAAAATTCAAATGTATT -GGCTCTGAATGTGAGGATTCCTGCTGCAAAGGTTGGAAGGTTAGTATTGACAAGGAAACCTATAAAAAAT -ATAGATGTGTTCAAAATGTTGAGTTAAGGCCTCTATTAGATAAGTATGTAACTCGTGAAAGAAAAAATGG -CGGCGACCTTGTGAATTATGCAAAGATTAAAATGCTTGATGAAGAAGGAATATGTCCATTTCTTAGTGAT -AAGAAGCTTTGCAGGATACAATTAGAATATGGTGAAGGCTATCTTTCAAAAGTTTGTACAACTTACCCCA -GAAATGCAATTAGAGTGGATAATACAATTGAAATGGTTACATCTTTGTCCTGTCCTGAAGCGGCAAAATT -GGCCCTTTTAGACCCAGAAATTATGGAATTTGATGAATATGAGGATATTCCAAACCCTAGTTTAATGGGT -TCTTGTGCATTTAACACACAGGATAAACAGTTTGTAAATCGGCCTCAAAGATATTTTTGGGACTTAAGAA -TATTTACTATAGATATTTTACAGAACAGGAATTATTTTATGTGGGAAAGGCTTATTATTCTAGGCCTCTT -TATAGAAAAACTTAATAAGAGTGTAGACGAGAACAAAATAAATGATATACCGGATATAATACAATCCTAT -AATAAGATGATAGAAGAAGGTACATTTAAAGGAGCTCTTGATTCTATACCGGCAGAATGTAAAGTACAAT -TGCAGCTAATTAAGGATATTATCGATATTCGTGTGAACAGTGGTGTACTTAATAAAATATATATGGAATG -CTATGAGCATTTCTTAAAAGGTATTAATTATACTGAAGAAGCAACTAAAGAAGAAATTATAAACAATTAT -CAGAAGGCATTCGAGGAATATTACAAACCGTATATGGATAGCCACGAATATATACTTGAAAACTATCTTG -TCAATTACGTGTTTTCAAGATTGTTTCCTTTTTCCAGTGAATCAATCTTTGACGCATATATGCTGTTGGT -TTTACATTATGCTATTATAAAGGTTCACCTTATTGGAATGGCGGGGTATAATAAGGGTCTTGAGGATGAT -ATGGTGATAAAGCTTATATCAACGTTTACAAAAATTGTTGACCATAATACGGTTTTTCTTAGCACAATCA -CAAAGCAACTAAAGGAAAAGCGCTTTAATACTCTGGCGTATATGACTATTATGATAAAAAATTAATATTG -TATAGAAAAAATATAACTCACTCCAAAAACTGCTAAATATATGCGTGGTTTTTTCCGATAGAAATATTAG -AACAGTTCTGGAGGTGCAGGTATGAAAATAGATAGCAATGAATTAGTTAGTAAAAGTATAAGTTCAAAAA -GCAGTAATGCAGATATTCAAAAAATAAGTACAGTAAGTAAACCGGATAGGATGTTGACAACTACAAAGTC -CATATCCCAAATAAATAATTATGATAAAGACAACATGCCTGTCTCTGAGAGAGTAGTTATAGAAGCAATA -CAAAAAGCAAACAAGGCCATTTCAGGCGGAAATAGAAGGTTTGAATTTTCGATTCATGAAAAGACAAATG -AGATAGTTGTAAAGGTGTTTGACTCAGATACAAATGAACTGATTCGTGAGATTCCTAACGAGAAGGTTTT -GGATATGGTAGCTAAAATATGTGAGATGGCTGGTATATTGGTTGACGAAAGAAGGTAGAGATATGAATAT -TAATAGTTCAGGTACAAACGGATTACAAGGCACTACAAATTACTCAAGACTGACTGGGATGGTATCAGGT -TTTGATACTGATGGTTTGGTAAAGGCATCACTTTCAGGTGATCAGGCTAAAATTGATAAGATAAAGCAGA -GCAAAGAGCTAAATATGTGGATGATTGATGCTTATAGGGATGTCACTTCTTCACTTCAGAGTTTTTACAA -CCAGTTTTTCGATAGTGTTACATCAACTACCAACTTGAAGTTGGCATCTACCTTCTCCAGTTATAATACA -GTATTAGCCGCAGGTAGCCCTTCTGATGTTATAAGCGTCACTGCAGGAGTCGGGGTTAGGGCCGGAGTAT -ATTCATTGTCAAATATTGTTGCAGCAACAAATGCCCGTATATCAACAGGCACAGATATAACAAAGACTGT -TGAAACAGGTGTGATTTCTCAGGCTGATTTAGATACAATAAAAAGCTCCAACTATAATAATATATTTAAA -ATAACCCTTAATGGTAAAACAGCAGACATAACATTGGATAATGACGCAGGGCAGATTGCCAGTGTGGATG -ATTTGGTATCACAGCTCCAAGGTAAACTAAATGCTGCTTTTGGAGTGGACTCTTCGGGCAATGGCAAAGT -AAAAGTTGAAAATAACGGTGGCAAGCTTAAATTTACAACGGTGAGAAATACCGATTCTTTTACGATAGGT -ACTATCAATAATGCCGGAGCAAATAAATTATTCAGTACAGCACCAACGGAGACTACTCCTTTTGATTTAA -ATGGAGGTAACAATCAATTCGAACTAACCATTGGAAATAATACAAAAACCGTTACCGTACCACCATTGGC -TGGAAACTCAACTTTTACAACGGCAGATGATTTAAAAGCTGCCATTCAGAATGGTATTGATGCTGCTTTC -GGAGCAGGTTCAGGTATAACAGCTGAGGTAAACAATGGAAAGGTTGTACTTAAATCCGAATCAGCTGTAA -ATTATTCCATAGGAAATACAGCTAATGGGGCAACTAATGCAATACTCCAGATAGATAGCTCCAATATTTC -AAATAAGGTTGATTTAAATACAAAGTTGTCAAGTATGGGTGCAGGTTTTGCGATTGACCCATTTAAAAAT -TCCGACGGGACATCAATAAAAAATGAAGATGGTACTTTCTCTAAAAATATAGAGTTTACAATAACAAGTT -CCAAGGGAACTTCCACCTTTTCCTTTGACCCGGCGACTACATCAATCAATGATATAATGAGAAAAGTAAA -CATGGACACTACCGCAAATGCAACCATGAGCTATGATGTTACAACAAATAGCTTCAGAATACAGGCTAAG -GATACAGGTGCTACCTCCAAGCTTGATATTGTGGATACCGCGGGAGGTTTTATGTCATCATTGGGAATCT -CCGGTACGGGTGCCGTCGGAAGCGATGCAAGTGTGACGGTTACAGGTGATGACGGAACCTCCATGACTAT -AGTCAGGCCGGATAATTCATTTACTTATGCCGGACTTACATTTAATATTTCAAAGGACTTACCGATAGGT -GCAGACCCTATAAAAGTAACTGTGTCAGGTGATACAAGTAAAACTTTTAATACCATTAAAAGTTTTGTTG -ATCAATATAATGCCTTAATTGACAAGTTGAATACAAAAATAAGTGAGAAAAAAGAACGTAGTTATTTGCC -ACTAACTGAGGCCCAAAAGGCATCTATGACAACTGATCAGATAGAAAAGTGGGAAGTAAAAGCTAAAACA -GGATTACTGCAAGGGAATACTGATATACAAAATACATTGGACAGACTAAGAACTGCTTTATATGATTCAG -TGGAGGGTGTAGGTATAAGTTTATATTCTATAGGTATAACTACATCAACGGATTATCGCCAAAAAGGTAA -ACTTGTAATAGACGAATCCAAGCTGAAGGAAGCACTGGCTAATAATCCTGACGAGGTGACCAATCTCTTT -ACAGCGGCTTCTGATAAGTCGTATTATAAGGCTTCAGGTGATTATGCAATCAAAAGGGAAAGGTATAGAG -AATCCGGGCTTGCAGACAGATTCTCTGATATTATACAGGATGCAATCAGGACTACACCTGATGCCAGGAG -CAACCCCGGTACATTGATAATGAAAGCCGGGCAGGTTGGGGATGCATCAGAGTATACAAATTCGTTGATC -AAGGAGATTTTGGGTTTTGACAAAATAATAGATGAGTTAAATGCAAAGCTCACTTCCAAGGAAAATGCAC -TCTATGCAAAGTATGCCAATATGGAAAAAATGCTGAGCCGGATGAGTGCACAATCAGGCTGGCTCGCTTC -CCAATTCGGTGGGCAATAAAGGTAGATTAGAGAATAGTACTATTCAGGAGGTTGCTAATGACGATAAACA -ATGGCTATAATCAATACAAGGAGAATTCAGTATACACGGCTACTCCGGAAGAACTGACCCTGATGCTGTA -CAATGGGTTGGTTAAATTTATAATGCTGGCACAGAGTGCTATTGACGACAAGAACATTGAAAAAGCCAAT -AATTCAATTATTCGAGCTCAGGATATTATATTGGAGTTTCAAGTGACCTTGGATATGAAATATGAGGTAT -CCAATAATTTATATAGCATTTATGATTATATGCACAGAAGACTGGTTCAGGCAAATATAAAAAAGGATAA -AGATATTCTTGAAGAAGTATTAGGAATGGCAAAGGAGCTCAGAGATACGTGGACGCAGGCTATGAAGATT -GCAAAGCGTCGTGGACCATCTACTGATCAGATTGCAAGGTAGGTATTGAATGGTGAAAGCACCTCGCACA -CAATCAGGTTTAGTGCGAGGTGTATTTATATTAATTAGAGGTTTTGGAGGAGAAATAATGACACCTGAAC -AATATATTCAAAAACTTACTGAACTATCCTTAAAAAAGCTGGATAATATGAAAGAAATTTTAAATCTTAC -AAAAGAACAGTCAGAAGTGATTACAGAAGACAGTATAAATGAATTGCAAAATATAATTGATTTGAAGCAA -AAATTAATAGAAGAAATAAACGAGCTGGATGACGCATTTGAGGTATATTATTCAAGGCTGAAATCCGTAC -TTGGTGTTGAGCGTATTGAAGAAATCAGCATATCCAAGTACCAAGGAACTGAAAGATTACAGCAGACTGT -TAAGTTAATATTTGATACAACAAAAGAAATACAAGCTGCGGAGAATGAAAATAGCGTCAAAGCCAAAAAG -GTTCTGGACAGTCTTGGAGGACAAATAAGGCAGGTAAAACAGGGTAAAATAGCAAACAACGGCTATAATA -TCGGAGGGAAGCTGCCTCAACAGTCATATTATTTTGACACAAAAAAATAATAAATTCAAACCAAAGTACA -CCTAGTTTTAAGGTGTACTTTTTTACATTTAAAGGAGTAAACTCTAATTATACTCTCGGTTAACATAAAT -TACAAGACTTCACTTCATATAGGTATTAGTGTATAATAGTGCAAAAATATACAAAAGATTGAAAGGATGG -TAGTACAAATGAGACTAAGCAATAAATTAAAGATTTTTAGTGCAATGGTTTTAATGTTAGTTATTGTAGT -ATCAAGCAGTATGGTATTTGCGGCAGACCCAAATACATGGACAACAAAAGCACCTATGGCGACTGCAAGG -TATAACCATGAAGCAGTAGTTTTGAACGGCCAGATATACGCTATTGGTGGCCAAACAACGGGTGCTGCTA -CATTAAAGTCAGTAGAGCAATATGATCCTGCGACCGATAAATGGATCACAAAAGCACCTATGACGTATGC -AAAACATGCTCATCAAGTAGTTGTAATAAATGGTAAGATTTACACAATAGGAGGTCTTGGCGACGTCAGT -GGCTGTATGTACTCCTTGGAAGAATATAATCCTGAAACTGATACATGGAAAACAAAGGCCTCTATGTCTA -CAGCAAGGGGTCATTTTGGGGCAACCGTGGTAAACGGAAAAATATATGCTATGGGCGGAAGTTCGGTTAA -ATCTATGGAGGAATATGATCCGGCAAACAATATATGGGTTACAAAGGCCTCAATGTCGGTTGATAGGATG -TTGTTTAAAGTTGCTGTAGTAAACGGAAAAATCTATGCAATAGGTGGTTATAATAGTACCGGATATCTCA -ATTCTGTAGAAGAGTATGACCCTGCGACTGACAAATGGACACCAAAAGCACCTATGAACATAGGTAGGTC -AGCCTTTGAAATAGCTGTATTGAGTGGTAAAATATATGTAATGGCAGGTGCTAATACTAGGAGCACTGAG -GTTTCCGAGTCTGTAGAAGTATATGACCCTACCACAGACACTTGGACAACAAAGGCATCTATGCCGACGC -CAATAGCAGGTAAAGCGGTAACATTAAACGGGAAAATATATATGGTTGGGGCTGGTACTGGCCGCAATAT -AGTTGAAGAATACGACCCTGCTACAGATAAATGGACTTATGATGCACCTCTTACCACAGGAAGAGCTTAC -GACCAGTCTGTTGTGGCAAATGGGAAGATTTATCACATAGGAGGAAGTATTACAAACTCCGTAGAAGAAT -ATACTCCTACCAATACAGGCGGTTCCAGTGAAGGCGGTAATGAGAATCCACCTGTTATTACAGGAAACAG -TGCAATACTTGAATTAACTATGGTTAACGGAGTCATAAAGGAATACGATTTAAATGCTGCCGAACTTGAT -AGTTTTTTAACTTGGTATGATAACAGCTCAGAAGGCAGTGCACCCTCGTATTACATATTTAATAAAAAGA -ACAATATCAAACCTTTCCTAAGCAGAAAGGAATATATCGCATATAGCAAGATTGCAAGCTTTGAAGTGAA -GGAATATGCAGAATAAGTGATATTCTAAATAACGTACCGAAATGCAAAAGTGGAATTGTTAAAGCCTCTA -TAAAGCGGCCTAACAATTCCACTTATTTTTTTGATACGAATATGTTATTTCTGTACTGCTTTTTCAGCAT -CCTTAACACACTCTTGTGAAAAATCAACTATCTGGTCTATATATTTGTCTTGTACGGATAAATAGCTTTC -ACCATAACTTGGTGCTCCTGAATTCCAATAATGTGCCTGTACGGGACTTTTTCTTTTGTAAACCTCATAA -ATAAGCTTTGTATTATCAGAGGTACTGGGAATATTCTGTGCCCCATCAATTAAAAGTACCGGAGTCGGAA -TTATAGAGGGAACTTTCGATATAATATCCAAGGAACTATCCACCTTGGATATTTTTTTAACTGCAAATTT -AACAACAGGCTTAAAAGGTATATTAGGCAGCCAAAGGGACGAATCCACAATATAATCAATGTAATCATCA -ATATTTGAGTAAGGACTGTCTACAATTACACCTATAATGCTGTCTCTATAGGGGGTCTGGGTCAGAGCGG -AAAGACACGAAGATGCTCCTGTAGAGAACCCCATTAGAATAATCTGGTCTGTTGACTGCTGTTTGAGATA -TTTTATGGCACTTAAAACGTCAGCGGTTTCATTTTTACCGAAGGTCGCAACTGAACCGGATGAATTGCCG -GAACCTCTCTGATCAAACGTCAATACATTAAAGCCTTCTCTATTCAGACTTGCAATCAGCGGGAAGGTTT -GTTCTCCAAATTGAAGTCTGTTCTTGCCATAGCTGTGAGCCATAAGAACAGTTTTTCTGGAACCGCTGCA -AGGGAAAAACCATCCGTTTATTTTTTCTTTGGACTCGCCAACAGTAAAACGGATATTATTATAGTCAGGT -GCTATATTGGAGGATATCTGGGGAGTAGTAACCTTTTTTGGATGGGTAATGCTCCATGCCGACAAAAAAG -AAACCACAGCTACGGCGGCTAATAATAAAACTATTATATAAATTACTGCTAAAAAAATATTCTTAGGTAA -AACACTTTTGCGTTCTGCATAAGCAACAGGAAAAAGCCGCATTAAAACTATCCTCCATTTTTTATATTTT -AACAAACCCCAAGGGATGCTTAAAAGACTTACAGAAATACCTTATTGACTTATTAACTCCTAAGCTTTAT -TATATTTTTATTTACAAGGAATGTAAATACAATATCAACAATTGCTAAAACATGTCTAAAGAGAGGGAAT -TTATATTATGCACGAGATTTGCAGCTGTTGCCCAAGGCATTGCGGGATTGACAGAAATAGTGTGACTGGC -TTTTGTGGCGTACCTGAACAGCCAAAGGTTGCCAAGGTCTTTCTGCATATGTGGGAAGAGCCTTGCATTA -GCGGTACTAATGGTTCGGGAACAGTGTTTTTTAGCGGCTGTAATTTAAAGTGTGTATTTTGTCAGAACTA -TGAGATAAGTCAGGAAGGCCATGGAAAGGTAATAACCATAGACAGGCTTCAGGAAATTTTCCTTGAACTG -AATGAAAAAGGTGCACATAATATTAACCTTGTAAATCCTTCTCATTATACGAAAGTAATTAAAGAAGCAA -TTTTGCCTTTAAAACAGCGGGGGAAGATTAATATTCCCATAGTTTATAATACAAATGGATATGATTCACC -AGAAACCTTACAGGACATGACGGGTATAGTGGATGTGTACTTACCTGACTTTAAGTACTTTTCAGGGAAA -ACAGCGTCAAAATATGCGGCAGCTTCTGATTATCCCCAGGTTTGCAGGAATGCAGTTCTCGAAATGTATA -GGCAGGTTGGTTCACCTGTATTGGATTCGGCTGGAATTATAAAAAAAGGCCTTATTATCAGGCATCTTAT -TATGCCGGGGCATGTTAACGAGAGTATGAGTATTCTGGATTGGATATCTGAAAACCTGCCCGGGGATGTT -TATGTTTCCCTTATGAGCCAGTATACCCCATATTACAATGCTCAAAATTTTCCTGAGATAAACAGGCCTA -TTACAAGAAATGAATACTATAAGGCTGTTAACCACCTTTACAGGCTTGGGTTAGAAGAGGGGTACGTTCA -GGAACGAGAATCATCAGACACACAGTATATTCCTGATTTTAATTTGGAAGGTGTTTAAAATATTGTAAAA -AAAGGTTGCAATTATAAAAAATATGTTTTATAATGTATTTATCATTTCTATATTTTTCTATTTTACGTTT -ATCTAAATAGGTGTTTTCAAATGCTGGATAATTACTTTCATTCAAAATACAAGTATATAAGGTTGTTGGG -GCGTGGAGGGTGCGGAGATGTATATCTTGCCGAAAACGTAAAACTGGGTAATCTGTGGGCCGTTAAGGAA -ATAGCGAAGGGTAGGGAGACTACAATCAGCGGTTATCTGGAACCCGAGATACTAAAGAGGTTAAACCATC -CCGCACTACCAAGAATCTGTGACGTTTATGAAGATGAATGCTGTATATACATAGTTGAGGACTATATTGA -GGGAATTTCTTTGAAGCGGATTATAAAGGAAAAAGGCAGCATCGAAGAGAAAAAGGTGGCAGAATGGGCG -GTACAGCTGTGCAGTGTACTGGATTATCTCCACAGTCAGAAACCTGACCCTATTATTTATGGTGACATGA -AGCCGCACAATATTATACTGGCAAAGGGAGAAACCATTAAACTCATTGATTTTGGTATATCAGCTGTGGT -GAACATATCGGGGAGTAAACCACCCGGTATGACAGAAACAGCTTTTATAGGTACAAAAGGTTATGCGGCT -CCGGAACAGTTCATGGGAGGTTACTTATGCCCGGCAACAGATATTTATTCTCTGGGAATTACCCTTATTC -ATATTATCACAGGAGTTGACCCCATAAAACAGTATTCTTTTTATCAGGATAATAATTTTTCTTCACACCT -TTCACCTGAAATGTACCAAATACTAAAAAAGTGTATCAATTTAAAGCCTGAATTCAGATACCAAACGGCA -GAGGAACTTATGAAAGCCTTGAGGCATTATCTTCTGGCAGGCTCAGATTCTTTATTCTATAAGTCTCTTC -AAGGAATATCCTCGCCTTACCTATTTTCTAAAATAATCGCTGTAACGGGAGCTAGTGGAACGGGTGTTTC -TACACTTACGGTAGCTATGTCTGAACAAGCCGCAAAGTCCGGCAATTCTGTATGCATAGTTGATTTAAGC -AATTCAGTCGATTTAGCCAAAATTATCGTCCGAGACGATAAAGGTTACCTTGAAAATCTTCCGGTAAAAG -TTAAACCTCATATGTACTATGTGAGACCATCTATTAAATTATTTGCTGATTCCTCGGAGAATGTGATACT -GTACAAGTTGTTGGGACAGCTTCAGGAGAAATACAAGTACATATTTATTGACGGGCCGCCGGGTATTCTA -AATCCAATTGAAAGATATCTCGACAATATTTTTATCATTTCTGACATGAATCCATATAACATATCTAAAC -CTTTTTCGTATCTTGAGCAGGATAGTCTGATGGAAAAAATAGTATCCAGAACTTCATTTATACTGAACAA -ATTCTATAAAGGAGAATTGGGTTCTGATTTACTAATTTACAGTGTTCTAAATAAATCTGCTTACGTAAAA -CTAAAAAAACAGATTTCAGGAGTGGAAGTTTTTGAGGTTCCCTATAGCGAAAAGGTCTATTTAAAATGGA -TGTACGGGTACTTTGATAAATTTACGGGATTTAATTGTCTATTATCTGATAGTTTTAAAAAATCTATATC -AAATATTATTTCACATAAAGTCATTCCAAATGAAAAGAAAAGTTTATTAAAAAGGAGCTAAAGTCCATGA -GTAAAAGGCTTATTATTAAGACCGTACTTATTTGTATCGGTTTATTTCTTATTATGGATTCGGCGTTATT -TGCATATATCTTTACCAAATATCCGCTGAATATGGAAAAACAAGTATCTGTTGTTGTGGCAACCGCAGAT -ATAAAAAAAGGAACAGTAATAGAAGAACGTTTTTTAAGAAAAAAAGATGTTTGGGAGTCAACGGTAAATT -CATCTATTGAAAGGGATATTGGAAATATTGAAGGTAAGAAGGCCCTGACAGATATATATAAGGATGATTA -CATAAGATCATGTGACCTTCTTGAGAAGAAGGACTGGTATAAAGACGATGAAAGAATTATTGTTTTACCA -ACGAATATGGAGGAAAGACTGGCGAACCTCATACGAAAGGGTTCATATGTTGACATAAGACTTCAAAAGG -ACAGTGGCGAAGCAACAGAGGACATTTTATACAAAATTAAGGTTGAAGATGTACTGGATGAAACAGGTAC -AGCCTTGGATTCCAAATCCGCAGTAAACTCTAAAACTGCTTATTTTAAGCTGGTTTTAGGTAAGAAAGAA -AGACAAAAAATATATTCTGCGGCAAAAAACGGAAGGCTGATATATGAGTTGTACTGTGACAATATACAAA -AATCAGGAGAGGAGTTTAAGTAATGGGCAAAACCGTAGCTGTTTTTTCCGGGGCCAAGAATTCCGGCAAG -TCAGTAGTCACATATATTCTGGCAAACCAGATCCGGGAGATAATATCAGAGGATAAAAAAGTACTGGTTT -GCTGTCTTAATTCGAAGTTCAGCCTTCTTTATAAGCTGTTGGGTATAGATGAGTCTGCTCCGGGAATAGA -AGAATTGATTAATCTGCAGGAATCCGGATACGGACAAAAGTCCGGGAGTTTACATGATATAATCCCAAAA -TCAAACGGAATACACTTTCTAGGAAGCTATAAAACCACCATTTCTTATGTAAATCGCAATATGGCTGGCT -TTTCAAAACTTATTGACAGACTTGAAAAAGACTTTGATTTAATAATATTCGATACTGTTTCAAGTAAGGA -AAACGCTCCTACAAACATTGCCTTGGAAAAATCGTCGTTGATGATAAATCTTTTTGTTCAGGATGCAGAA -AGCGTAAATACAATTAACTCTATTATGGAAGGCAGAACGGAAAGGGAAACAATGTATCTCATATCCAAGT -ATAGGGATATTTATCCCAGAGTGGGTGACATAAAGCGAAGATTTTCTCTGGGAAAGGTATATACCATGAA -TTATTGCAGAACCTTACAGGAAATGAAAAACAGAGATAGCCTTCATTTTTATTTACAAAGAGATACAGAG -TGCAATAGTTCGGCAAGGCTTATATCAAGGTATATTGCGGAAGCTTTTAGTCTGGAGTTAAAACCTTCCG -AGAAAGAACAAAAAGGAGTAAATTATTTGAAAAGTATATTCAGCAACATGTTTATGATTCAATGAATGTG -CTTACGTAAACCTTATTTTATAGTTCCAAGGAGGTAAGAATATGAGAACGCTACAAAAATTGTGTTTAAA -GGGATTAATTAATTACGTGGAAGAAGAATTAAGGCTGAATGGGTTCAATGGTATAAAAGAGTTTCAGGTA -AATAGTGCAAGTATCCTCGAAACTGCAAAACAGACTCAAAAGATTATGGCAATGGACGGAAGCCCTAAAG -CCAGGGAATTTATGCTTAATAGCATTTACTTCCTGCTGATTGAAAAGTCTGAAATTATTACCCCAGAAAA -TATAGACGGCTTACTCGGAGAGTACCACATTAATTATTATAAAAATATCTATACAGGCAGTGACAGTGGA -TGTATTTCAAAGCCTATCGACACTGAGCTTGCAGAATATTTAAGCCGGTATTCTATTAGTACAGGCGATG -ATTTTGATATAAAGCTGCAAAAGCTTACCCAGATAATTTATCAGGAGGTATATGGGTACGGTATTCTTGA -CGAACTGATATTTGATACAGGCCTGAATGAGGTAGCCTGTACAAGGAGCGACTATATCTGGATTCAGTAC -AAGGGAATTAAGAGACATATCCCCAATAAAGCCTTTTGCTTTAGGAGTGAGGACAGTTACAGAAAACTAA -TTGAGAACAGGTTGACCTCAACAGCCAGAGAAGAAATGAATGCAGGAGCACCGCTGGTATATGCGGTCTT -GAAAAACGGTGCAAGAGTAACTGCCTTGAGACCTCCTTTATCCAAATATTATGTTGTTAATGTCAGGCTG -TTTGCTCCAAAAACACAGTTGGTGAATTACAGGGATAATTTTGTTGAACAAAGGATTGCACGAATTATTG -AATTGCTTGCGGGAAAGGGAAGAAGGAATGTAGCTATCATAGGGGAGCAGGGTTCGGGAAAAACTACTGC -GGCTGATGAACTTATAATAAAACAGCTTGACCCGGATATAAGCATCGGCTTAGCAGAAAATATACATGAG -CTGAATGTCTCATCTAATTATCCCGGCAAAAATATAGTTGAGCTACAATATACAAAGGAGTTTAAACCAT -CAGACATAACAGAGGTTTTTTTCAGACTTAACAGAGATATTGTAATATACGGTGAGGTAAGAAATTCATA -TGAAGCTTTTGAAATGATAAAAGCTATGTTAAGACAGGCAAGAGGAAGTCTTTTTACATTTCATTCATCA -AGTTCTAGGCGTATGATCCATGATCTTAGACAGCTGCTAATGCAGACAGGCTACTATACGGACTTCAGGG -AAGCCCAGTTTGATGTAGCAGATGCGGTTGACCTAGTCATACACATAAAACTTGACAGAGAAACAGGACA -ACGCTACGTGTACAAGGTTTCGGAGGTTTTGGCACAAGAAGATAGCATGACTTTTCAGATAAATGATCTT -TTTGTTTTTGACAGGGAAAAAGGCAAGTACATATCAAATAAGAACGGTTTGTCAAAGCAGCAGCTGTTGT -CCTGTCTGGAGTACGAGTTTACACAATCGGATGCTGAAGAATTGAGCCGGTTGTTTTGCCAGAACTATTC -AGATGATTCTTCTGTAAGCTTTGTTCCGGAGGGTTTTATAGTATGATGGATATAGGAAGATTGTCAGCTG -AAATCATCACATTATTAAATCATTATCAGCCGTATATTATTATGCTTTTGACAGGGCTGCTGCTATTCTT -GGCGGGTATCGGCACTTCTGTCTATAAGGGAATCTTAAAAGAAAGCAAATCCGGGATTAAAAAAGCCAAA -CTCAGCAGACTTGTTGAGTTTCTTGAAGTGTTTACGCAAAAATTTCCCTTAAAATACCTATCAAATAGAC -TGGACAAGGCATTGGGATATCTTATACTGGACAACATAACACAAAGAAAGCTTGTGTCCATATTTACTGT -CTTTATACCGATAACTGGACTGTTAATCTATTGTACCATTGAGGCAATTATGAAGCTTTGGTATACAAAA -CTTGCTGCCATTGCCTTATGCTTTATGGTTCCTTATTATACGTTTACACTTACCCTTGATTATCTTAAAT -ATAGCATTAAGCAAAGAATACCTGCCTTTATAGACTCCTTCAGAAGCTCCTTTGTTTCCCATAACAGGAT -TAAGCCTGCTCTACAGGAATGTTGTTCAAATTCAAATAAGCATTTGGGAAGAATTATGTTAAGGGTGTCA -GACAGTTCTGACCTGAATGACAGTCTTCGTGCCGTAAGGGACAGGATAAGCGATACCTGGTTCAATATTT -TTGTGACACTTCTTGTAAACTACAGAGAAAATGGCGGAGAGCTTATAAATCAGCTTTATAAGCTTAATAA -AACAATAACCAGATACAACAACATTGAGAAAAAGAAAAACAGGAGGCTTATCTGGTATGAGTTTTTTACA -CTGGGTGCAAGTATATTCAGCCTGCCTGTAATTATGCTAATTAACAGAATGATTCTCGGGACAAATATGA -GACTGTATTACAATACTGCTCAAGCTTCGGGAAAGATAGCAATTTATTCAATTTCTGCTTTAATCGTTGT -ACGCATTTTAAGAAGATTATAAATAGGAAGGGGGGATTACGGGGGATATGTTATTTATTCTGTTGATTAC -TGCGGGCATTATTGCAATCGTCTGTGGATTAAATTTTAAAGTTGTTAGGGTTTCTAAAAAAAATTACAGA -AAAAGTATTTCGTCTGTTTTTGAAAGTCTTGAGGCCAATAGGCTTATTAAAAAGCTTCTTGATATTTTTA -CACGGAATAGAGAGCTTTGGTTTAACAGGCTTGAAACCCGAATACTGGAACTGAGTGAAGTTGGAATTAA -TTTAAAAAGGCTGTATTTGTTAAAAATTATTTGCCTTATACTTTGTACTGTAATTTTTATAGCTATCAGG -TATACAAATGTAGGTTATGAACAAAAACTCCTGATACAGGATACAGGAAAGAATAATTCTGTCCTTTTCA -GCCAGACGGAACAAGATGAAACACAATACAGGTTTTACAAGATGGTTTTATCTAAAGCAGGAAAAGAAAA -TCTTGAAATGGCGGACAATGCAGGACTGTTTCGGCTGGTTGAGGAAAAGGTGGCACAGGTTATCAATTCA -TCAGACCAACGAGAGATTGATGAAAAGACAAGTTGGTTTATTGATAAATGGAAGAATACTCAAAAAATAG -ATTTTTTCAAACCCAAATATATGTTTCTGATATTAATTTCATTGTTCCTCCCGGACATATTCCTTGTTAT -TCGATGGCTTGTAAAGGGAGTATTATATAAAAAAGAGATAATCAAGTTAGAATATATATTCGAATTGCTT -GCAAGAATCGAGGGTATAAAAACACTTGATATAATCTATGAACTTGAGAAAGCCTCAAAAATATATGCTG -TCTGGCTGCGGCAATTTGCAGCAATATTCAGGTACGATAAAATGAAAGGCATTGAGTATCTGCAAAAGAA -GAACGTTAAGAGCCTGTCAAAATTCACTGATATTATGGAAATATACAGTATCCACGATAAAGAGGTTGCC -TTGCAAATTTTAGATAGGGAGGCTATGGAAAGAGACGAATCAATAATCATGGTAGCAGATGAAACATTGG -ACTTTATCGATTTGATAGCATTTTTAAGTATCGTGCCTTTAGTATATGAGCTGGCATTACTTATGTTGAA -TCCTATGTTGGATATTGTTTATAAGGCTTTTGAGTTTATATAAAGGAGAGGGATATGAAGCAGGTAATCA -TAACTATAACCATGCTTGCTATAGCACTGGCACTTATAATAGGCATTGTGGTTCCATTAATGGGGCATGG -AGCCAGAACGGGGAACATTGCGGTAACTAGAGGTCACGATGTCCTGACAAGGCTTGAAAATATTTTAAAT -TAAACTAGAAAGGATAGGAAAATCTAAATGAAAAAAATAGTTATATCTATAGCAATGTTTGCAATAGCCA -TGGCACTGCTAGTCGCAGTAATTGTACCGCTTGCCAACCACGGCAGGGAGAACGGTATCAAGGTTGAAGG -TCAGCTAAATAAAGTAGATACCGAGATAAACTCACTAAGCGGCACTATACGTTAGGTCACATGGTTTTGT -GTGGAGACGGAGGTCTATATGAAAAATATAATAATAGCAATAATCATGTTCGCGTTATGTGTAGCTTTAG -TGATAGGAACTGTTCTTCCTGCATCAGAGCTAATATCGGACACTGGCGAAAAGGTTTATCAGTCTGTGAA -AAAACTTAATGATAACATAAAGGACGATTGATTCACTATGAATAAAATATATGCTTTTTTTATTATTATT -CCTTTAATTGCAGTTCTTTTTTTAAAAACCCTTTCATTTTACGAATTTGATACCAAGCAAAGATATGTAA -AAAATGAGGTGGACAGTATAGCACATAAGGTTATGATAACAGGGGCTATGACTGTCAGCGACAAAGAAGA -GCTTCTTGAGAAGCTTGGTAAACTGGGGACTTTCAGGGCGAGTAATATTAGTATTAAATGCGGGAGTATA -CAGCCGGACGGAACAGTTGCCGAATTAGGTGACTATGTATTAGGAAGTGTACTGGACCGAGGGTCGATAT -TTACTATATATGTAGACTCGGAGAGTGTAAGCATTTTTTCCGAAACGGAGGGTAATTCTGCTGATGAGGA -CAATGAATTGCATTACAGGGCGAAAGCTACATGCAGGGTTGAAAAAAGCAGCCGGGAGGATTAAGGGACA -AAGTGGCGGCGGCTTGGGGGTAATATTTATTGGATTAACCGTAACATTTCTTGTAGTATTTGCTTTCGTA -AATATTGCTGACTATGCTGTTTATACTTACAAAAGGAATTCTATTTCCAAGGCAATAGATTATGCTGTAA -CCGCTGCGGTTCAAGACATAGACAGAGGAAAGAGCTTTGAAGGACTGGCAGAGGGATTTGATGAAAATAC -AGGTAGAAGGCTTTCAGATGGTGTTGAGATAGACATTGACAGGGCTGAAAAAACCTTTCTTTCGGTATTT -AACTCCAATTGCAATAAAGAACAGACCGACATAAGCCGCAATTTACTTATTTGTGCTACATTTGCAAGGG -GTCAAAGGGTGAGCTACAAGATAAAAAAGTCATCAGGAGAAGTAGTAGACGGAACAGTGGATTCTCCCAC -CCTAATAGAGGATAGAATTAACGAAGCGGCAAAGGGCTACTGGCCGGATTCTGATGATAACAGTAGTAGA -ATAGCTATAAACGGAAATCCTAAAACAAATATGATTGAGAGAGGTACATATTTGTTTGCTTATATAAAGT -GCATTAGAATTACCGGAGTATTTACCGAAAGAGAATTGACTCTGTCATGCTTCGGTGGAGCAAAGCTAGA -TAGAGCTAATGCGCAGAACTAAAGTCTTATTTTCTTTAGCATAGGGAATAGTTATTGCGTTAAACTAATT -TAAATATGACGATTATGACTTATCTATATACATACAATCTACTTTTTAGTGTAAAATAGCATTAATAATC -TATTTGGAGTAATCAATGAAAAAATTTAAAAAAGTATACATTGAGATAACCAATGTATGCAACCTGAAAT -GCAGTTTTTGCCCTGAATTTGGGAGACCGCCCGAATTTATGGACATAAAGAGGTTTAAACATATAATACG -CGAAGTTAAGCCGTTTTGTGAGTACGTTTATTTCCACGTTATGGGAGAACCATTATTAAACTCGAATCTG -CAAAGCTTATTAAAAATCTGTTATGACAACTTTATAAAGGTAAACATAACGACAAACGGAACCCTGCTGA -ACAAGTGCAGCCAAATACTTCTGGACTCCCCGGCATTAAGGAAGGTTAGTATTTCTCTTCATAGTTTTGA -GGCCAATGAAGGAAATGGCTCATTAGGCAGCTATATAAATAACGTTGTTAGTTTTATAAAGAAGGCGGTT -CATAAGGGAATTATTTGCGAGCTTAGGCTTTGGAATATGGACAACGGCCAAATAAAAGGTACCAATGAAA -TGAACAATGATATTATAAAAAAACTGGAAGAGTCCTTTCAGCCTGGTTTTAATTTGGAGCTTGCTGTTAA -AAACCAGCAAAGTGTAAAACTGGAGGACAGATTGTTTATAGGCAGGTCGGAAATATTTGAATGGCCGGAC -ATTAACAAAGATATTATGGATGAAAAAGTATTCTGTTATGGACTGAGGGATCAATTCGGAATTCTTGTGG -ACGGGACGGTTGTACCTTGCTGTCTTGACAGCGAAGGCAATATTCCCCTGGGTAACATCTTCTCGAATCT -CCTCAGGGATATCCTATATTCTGAAAGAGCCCGCAGCATATATGACGGCTTTTCCGGGAGAAAAGCGGTT -GAAGAACTTTGTAAAAAATGCGGATATGCAAAGCGTTATAAATGATTAAAAAGGGGTACAAATAAATTAC -AGCAATTATACTGCCTAAATGGTATAATAATACACAAGATAAAACAAGTAACGAAGGAGAATCAGGCAGT -TGAATATTTTATCCGCTGAAGGTATTTCAAAAAGCTATAGTGAAAAAATATTATTTAATGATATATCATT -GGGTATTGGCGAGGGTGACAAAATAGGTCTTATCGGTGTAAATGGAACGGGCAAAAGTACTCTTTTGAAG -ATAATTGCAGGTATGGAGTCAGTGGACACTGGAAGAATATTAAAATCAAATAAAGTGCGTGTAGGCTATC -TTGAACAAAGTCCTGCTTTCAAGCCGGGAACAACCGTACTACAGCAGGTATTTAGAGGACATTCATCAGA -AATGCTACTGCTCAGGGAATATGAAGAAATACTTTTAAAAAGCAGTCAGAATCCATCAGATGAAAAGCTT -GAAAAAAAGCTTCTGGATTTAATGCACCAAATGGACACTATGAACGCTTGGACATTGGAAAGTGAAGCAA -AAACCATACTTACTAGATTGGGAATTGACAGCTTTGACGCGGATGTGGCAGATTTGTCGGGTGGGCAGAG -GAAGCGTATTGCAATGGCAGGAGCATTGATTAATCCCACCGAGCTGCTTATATTGGACGAGCCTACCAAC -CATATTGACAATGAAACGGTAGACTGGCTTGAAAAGTATCTGAATAACAAAAAAGGTGCTCTCTTGATGG -TTACTCATGACAGGTATTTTCTGGATAGGGTTGCAAACAGAATAATAGAGCTTGACAATGGAAAGCTTTA -TAGCTATCAGGCCAATTACACCAGGTTTCTTGAGCTGAAGGCCCAACGTGAAGAGCTGGAACAAGCTTCT -GAAAGAAAGAGGCAGAACCTTTACAGGAACGAACTTGAATGGATCAGAAGGGGTGCACTGGCAAGATCCA -CAAAACAAAAGGCAAGGATAGAAAGGTTTGAGAAGCTTAAGGAGGCAGATGGGCCTAAGCAGGATGAAAA -TATTGAAATTCAGGTGGGGTCTGCGAGACTTGGAAGAAAGATAATTGAAGTAGAAAATGTAAAAAAATCT -TATGGTGATAAGACGTTAATTAGCGATTTCAGTTATGTACTGCTAAGAGATGACAGAATAGGAATCATAG -GGCCTAATGGAATTGGGAAATCAACACTTCTGAAATTACTTTCAGGGAAGATTAAACCTGATTCGGGTAA -AGTTGAAATTGGTGAAACAGTAAAAACTGGATTTTTTACCCAGGAAAACACAGATATGGATCAAAACCTT -AGGGTTATTGATTACATCAGATCGGTGGCTGAGCATATAGAAACCGCAAACGGAAGCGTTAGTGCTTCCC -AGATGCTAGAGAGGTTTCTTTTTCCGCCAAGTGTACAGTGGACTCCTATTTCAAAGCTTTCAGGTGGAGA -GAAAAGAAGGCTTTATCTTTTAAGCATACTTATGGATGCTCCTAATATATTGTTATTGGATGAGCCTACA -AATGATCTGGATATTCAGACTCTTACCATTCTCGAAGCCTACTTGGATGAATTCCCGGGAGCGGTTATAA -CTGTTTCTCATGACAGATATTTCCTGGATAGGACAGTAAACAGGATATTTTCATTTGAAGGGTACGGAAG -GATTACCAAGTATGCAGGAAACTACTCGGATTACAGAGGATATATGGCTGGACGGGAAAAACAGGATGAT -ACAGGAAAGGCTGCTGACCCGGATAAAAAGAATAACAGTTCACAAAATAAGACGGAGTGGCAAAAGAACA -AGGAAAAACCTCTAAAATTCACTTTTAAGGAACAAAAGGAATTTGATGAAATAGACGATGTGATAGAGGC -TTTGGAGACCGATATAGAAAAGGTAAAAAAGGATATAGACCAATCTGTAACGGATTTTGCAAAGCTTCAG -GAGCTTCTTGAAAAGCAGCAGAAACTTGAAAAGGAACTGGATTTCAAACTCGAAAGGTGGACTTACCTTA -ATGAGCTGGCTGAAAAGATAGAGAACAGTAAGAAAAAATAAAATGCAGTGTGTAAAGGAGAAAGGCATGG -AGCAGTTATTTGAAAGCATGGAGCTGGAAAAGTCCCTTGTGGAGGCATTAAAAAAGGAAAGTATAACAGT -ACCGACTGATATACAACAAAAAGCTATACCGGAAGCCTTGAAAAACAGAGATGTAATTCTCCATTCTTCT -ACAGGTACAGGGAAAACACTTGCATACCTTCTTCCCCTTTTCATGAAACTCTCAGCTGAAAAAAAGGAAA -TGCAGGCTCTTATACTGGTGCCTACCCATGAACTGGCGATACAGGTTGTAAGGCAGATAGAACTGCTTTC -TCAAAATTCTGAAATCAAAGCCACGTCCACACCAATTATCGGTGATGTAAATATTATGAGGCAGATAGAC -AAACTCAAGCTTAAACCCCATATAATAGTAGGAACACCAGGGAGAATACTAGAACTGATACAAAAGAGGA -AGATTTCAGCCCATACCATTAAAACAATTATTATAGATGAGGCCGACCGTCTGCTTGACGATTACAACCT -AGATAATATAAAGGCAATTATCAAAACAACTCTCAAGGAGAGGCAGATAGTAATGTGCTCGGCAACTATT -TCTAAAAAGACAGTAGAGCGTGCTATGCCGTTGATGAAAGAGCCTCTTGTGATAGAGAGCAAAGCTGATA -TGGGTGTTCCCGATGCTATTGAGCATCTGTATTTTGTTTCGGAACAAAGAGATAAAATAGATGTTTTGAG -AAAGCTTGTACGAATGATAAATCCTAAAAAAGCGATTGCATTTTTTGCTAACAGTGAAGATATTCTTGTT -TCGGAAGAGAAGCTCAGATATCATAAGCTGAAGGCCGGAGGTATTCATGGTTCAAATATAAAATCCGACA -GGAAGAAAACCATGGATGATTTCAAAAATGGAAGGCTGCAGCTTTTGATAGCCTCTGATATTGCAGCAAG -GGGCCTTGATATAGAAGATGTAACACATATTTTTAATGTTAATATCCCTGAAAGATCAATGGACTATCTG -CATAGGGCAGGCCGGACAGGAAGAAATGGGAAACCGGGAGTGGCAATATCCATTGTGACCGAAAAGGAAA -TAGAGTTTATAAGAAAATTTGAAAAGGAACTTAAAATAAAAATAATTCCAAAATCCATGTTTAATGGAAA -AATTGTTGAATATAAAAAGGAAAGAAGTATGAGGACTACGGGTAGGCCTAAATCAGGAAGTCCAGCAGGT -ACCGAAAAAAGTAAAATCAGCAGTGCTAAGCGAAGCCAGCCAGTTGACAGGAAGAAGGCCTTTGGAGATA -AGAAGAAGTGGGGCAAAGGGCCTAAAGTGTACCATGGGCCCAAAAAGTAGAAGAGCCTTGTCCTAAATGG -TGCAGACTATCTGGGGTGAAGGGAGTTGATTAATATGGAAACGACGACGCTTCCAAAAGCATGGGAAGGT -GTGCTGGGGTCGGCGAGCTTTATTCCGGTTACCAGTGTCAAAGCAATTGAAAGATACCACGATGCGGAGT -GGTCAAAGGGACTGAGTATACATGAAGCCTTTGAAATGGTTTATATTAAATCAGGAAACGGTGTTTTTGA -AATAGGGGAGCAAAACGTTTCGGTAGGCTCTAATGATATTGTAATAATAAAACCTAATCAGAGCCATAAG -CTTAGTGTTGAGTCCGAGGACGGGTGTGATTTTATTGTTTTGTATTTCAAATTTATTGATCAGACGGAAC -ATACTCTTTCAGAGGTATCATTAGGGGATTTTATAAACTTTGTCAGCGGTAAGGAATCGGGTTCATTTAT -TAAGCTCAAAGTGAGCCATAAGAATGATATAATAATTCTCTTAAACAGGATTCTCAAGGAACAGACAAAT -GACCAGCTGGGAAGTGATCTGCTCAACTATCTCATGCTGATGGAGCTGTTTGTACTTATATCACGGGCAT -TGAAGGCTGAATGGGAAAACAGTATAAAAAACAAAAGCCCAAAAATAAAAGAACTGATGCAGTCTGCAAT -ACAATTCGTACACAACAATTTTGAACGGGAGATTTCAATAACGGATATAGCAAAATACGTTTTTCTCAGC -TCAAGCTATTTCACAAGAGCTTTCAAAGAAAATACGGGTCTGAGCCCCATGCAATATCTGTTAAACATAC -GAATTAAACGGGCATGTGAACTGCTTCGAGAGACAGACCAAAAGGTTGGTGAAATTGCACTTAGCGTAGG -CTTTTCCAACCAGCAGAGGTTTAACGATATATTTAAAAAGCAAACCAACATGACTCCTATGCAGTATCGC -AATTCGGCAAAAAACATTCATAATTAAAAAAATATCGGTAAATAACAGGAAGAACACTTTTTAAGCTTAT -TATATAATTGCAGTAATATTAAAAGCTTAAAAGAGTTCTTTTATTTTATGAAAACATGTAAGTTTATATA -TTTTATGGAGTAAAAAAGGGGGAATTAAAAAATGGGAATGACAATGACACAAAAGATTCTTGCAAGCCAT -GCGGGAGTAGATAAATTAGTACCCGGACAATTGATAATGGCTAAACTTGATATGGTTCTGGGGAATGATA -TAACATCTCCCGTAGCTATCAAGGAGTTTGATAAAATCGGTCTGGACAAAGTATTTGATAAGAACAAAAT -TGCCATAGTACCGGACCATTTTACTCCCAACAAGGATATTAAGTCTGCAGAACAGGTAAAGGTTTGCAGG -GAGTTTTCAAAGAGAATGGGAATAGTAAATTTCTTTGAGGTAGGGCAAATGGGGGTTGAACACGCACTGC -TGCCCGAAAAAGGACTTGTAGTACCGGGTGATGTTGTTATAGGAGCGGATTCACACACCTGTACCTATGG -AGCACTTGGTGCATTTTCAACAGGAATTGGCAGTACTGACATGGCAGCGGGGATGGCAACAGGAAAAGCT -TGGTTCAAGGTACCGGAAGCGATTAAATTCGTGCTTAGAGGTAAGCCGCAAAAATGGGTGGGCGGAAAAG -ATATAATTCTTCACATTATCGGGATGATAGGCGTTGACGGTGCACTCTACAAATCAATGGAGTTTACAGG -TGATGGTGTAAATGCTCTTTCAATGGACGACAGGTTCTCAATGGCAAATATGGCTATAGAGGCTGGTGCA -AAAAACGGTATTTTTGAAGTGGACGAAAAAACCGTTGAATACGTAAAGGAACATTCCATCAGGCATTATA -CCGTATACAAGGCAGATGAAGATGCTGAATATTCGGAAGTTTATGAAATAGACCTTGCGGAAGTAAAACC -AACAGTTGCATTCCCTCACCTTCCTGAAAATGCACGTACTATTGACAATGTTGGTGATATTAAAATTGAC -CAGGTTGTAATCGGTTCGTGTACAAACGGACGTATAGAAGACATGAGAATAGCAGCAGGAGTATTGAAGG -GAAGAAAGGTTAGCGACAACGTAAGATGCATTATCATTCCTGCAACTCAAAAAATATGGAAACAGGCTAT -GAATGAAGGCTTGTTTGACATATTCATCGATGCCGGGGCTGCTGTAAGCACACCTACCTGCGGCCCATGC -TTGGGCGGTCATATGGGTATTCTGGCAAAGGGGGAAAGAGCAGTTGCAACTACTAACAGAAATTTTGTAG -GACGTATGGGACATCCCGAAAGCGAGGTTTATCTTGCGGGTCCTGCGGTTGCAGCGGCTTCTGCGGTAGC -AGGCAGGATTGCCGGGCCGGATGAGATATAAAATTGTGGTGAGGCCGTTTAAAATAATTTTAAACAAAAA -CAGGCAAGGGTAACAGGTGAATCCATCCCAGAAGGACCTATAAATGTTTGTACTAAGGATGGTACATTGC -CCGTTGCCGGAAATGGAGATAAATATGAATGCTAAGGGTAAGGTTATTAAGTATGGTAATAATGTAGATA -CAGACGTAATAATACCTGCAAGATATTTAAATACGTCAGACCCTGCTGAACTTGCCAGCCATTGTATGGA -GGATCTGGATGAGAAATTTACCCAGAGAGTTCAGAAGGGCGATGTAATGGTTGCAGGAAAGAATTTTGGC -TGCGGTTCATCAAGGGAACATGCACCAATTTCTATTAAAGCATCCGGGATATCCTGTGTAATAGCAGAAA -CCTTTGCCAGGATATTCTACAGAAATGCAGTAAATATCGGACTTCCAATTATAGAATGTTCTGAAGCAGC -AAAAGATATCAAAGATAACGACCAGGTTGAGATAGATTTTGACAAGGGGCTTATTAAAAACCTGACAACG -GGCAAGACCTATCAGGGACAACCATTTCCTGAATTCATGCAGGAGATTATATCAGCTGACGGCCTGATAC -AGTATATTAAAAACTCGCTTTCATAGTACTGCTGAAATGGAGATGAATATATGAATTATAAAATAACAGT -ACTTCCGGGGGACGGAATAGGCCCGGACATAGTGGCAGAGGCATTGAAGGTTTTAGAACTCACAGGTAAA -AAATGTGGCCACACATTCTTATTTACAGAGGCCGATTTGGGCGGTATAGCTATAGACCGACATGGAGAGC -CTCTACCTCAATCCACAGTGGATATTTGCAAAGGCAGTGATGCAGTTCTCCTTGGTGCAGTAGGAGGCCC -CAAATGGGATACCTTGCCGGGAAACAAAAGACCTGAAGCAGGATTGCTTGGTATAAGGTCTGCTCTGGGA -TTATATGCAAACCTGAGACCGGCTGTAATATACAGTGCTTTAAAGGATGCATCACCTTTAAAGTCTGAAA -TAATAAGTAACGGTATTGACATTATGGTTATCCGCGAATTGACAGGCGGAATGTATTTCGGAAAGAGAGG -CAGACTTGAGACGGATGGCGGAGAGGCTGCGTTCGATACTGAAATGTATAATGTATCCGAGGTAAAAAGA -ATAGCAAAAGTAGGCTTTGAAACGGCTATGAAGAGGAGCAAAAAGCTTATGTCCGTAGATAAGGCCAATG -TACTTGAAAGCTCAAGGCTATGGAGACAGGTGGTTGTAGAAGTGGCAAAGGAATACCCTGAGGTTACCCT -TAGCCATATGTATGTAGACAATGCTGCAATGCAGCTTGTAAGGAATCCTGCTCAATTTGATGTTATTCTT -ACAAGTAATATATTCGGAGATATTTTGTCCGATGAGGCTTCTATGATAACAGGATCAATAGGGATGTTGC -CGTCTGCAAGCCTTGGTGCTACAAAACTGGGGCTTTTTGAACCGATACATGGGTCCGCCCCGGATATAGC -GGGGCAGGATAAGGCAAATCCTATTGCAACAATTCTTTCCGTGGCCATGATGTTAAGATATTCACTTGGC -CTGACAGAGGAAGCAGACTCCATTGAAAAAGCGGTTACTGATGTGTTGAATAAAGGCTACAGAACTGCAG -ACATAGCATCTTCGGGTACTAAGGTTGTTGGCACTAAGGAGATGGGAAAGCTCATAAGGGAGCATATGTA -GTTACGCATATATACAATTCCTAAAACTGTTGCAGACTATTTAAAGATAGTTTGTAACAGTTTTTTTTAT -ATTATATCGCCCATGAAGTTGACGGAAGTCGGCAAGAAACTACCTTGTATTCTGTCATGTCCAAGTTCTC -ATCATTATTTGTAATATACATATTATTGTTTAAAGCTAATATTTTTAAATGATAAGTGCTTTTTGAGTCA -TATATAATATCAGGCTTCGGGAGTAAGGTATTTTTGAACAAAATACCATTACAGCTTGGGTTTCAGGCTG -GTCGCCAAAAGTTTTGCCCGCGTAGAACTGAATGCCGGGCTTGCTGCTTAATATTGCTAAATAGGGAAAT -ATGTCGAAACAGGTTGTAAAAAGTTGGAAAATATCCCTAAAACAAAGAAATAGCTGAATTTTGAAAAGCC -TTATTTCCTGTCTCGATTTCTACCTACAAAAAACAAGCTCACCATAATAAGTAGCATACCTGCAATCTGA -AAAGCCGAAATTCTCTCATGCAGTACAAGAACTCCGCCTATAATTGACACAACCGGGATTAGATTCAAAA -ACATGGATGAAAAGGTCGCACCAAGGTTAGTAACTGCAACATTATACAGGTAATAGGCTAACGCAGAGCA -GAAAAGAGCCAAGTACAGGAGATTTGCAATACCGCTGCCCGAAATTATATGCCATGTATCCACTTCATTC -AATACTAGAGGTATAAATAATATTGAAGCCGCTATCATCTGGTATGTAGTAACTACAATTCCCTCATATT -TTTGGGTAAGACTTTTGCAGATTATAGTATATATAACCCACGAAACCATAGCACCAACGATTAACATATT -TCCCTTTAGTAAATTTCCAGTAAAATCAAGAGAGCCCTGCTCAAAGATGACAAAAAACACGCCCGAAATG -GAAACAATTACACAGATTATCAGCCGCCCGGTTATTTTAAGCTTATAAAACAAGGATTCCGAGATTAGTG -TAAAAATCGGAACTGCTGCAACAATTATAGATGCATTTGAGGCGGTAGTGTATTTCAATCCAGTATTTTC -AAATATGAAATATAATACAATTCCAAAAAATGATGATGCAGTAAGGAGAAGCAGGTCCTTTAGTGGCATT -TTGACAAACAGTTTTTTGGCAATAACAAAACCTATTAGGACAACGGAAGCGATAACTTGTCTAAAAAAGG -CTATTGATATGGGGGGCAACTCATTAAGTAGAATTTTTGTACTGACGAATGAGTACCCCCAAAATATCAC -GGTAATAAGCAAAGCAGAAACAGCAAATATTTTTGATTTTAATGTTCATTATTTATGTAAACCCCCAGTA -AAGAAATATTTTCTCATAGGTAAAGGAGAATAACAAGTAAAACAAGAGTCTTTTTTATAATTACATTTAA -TTGTTAAATGAATAGTAAAATGACATTTTGCAAATAATAGGCTACGAATACAAAACTATTATCATTTTAT -TAATCTGCCGTAAAACGGCTCATGGAGGCTGTGAAGATTATGAGTGTTAACGAAATATCACAACATAATG -TAGATTTAAGAAAAGGTTTTATTTTATTGGGAGGTTGGATTTCAGCTGTATTGTCACTTTTTATTTACCC -GTTTGTTTTTGGGATGGTTGGCGTAATATCCGGAATTCTGGCTACTAAGGATGAAAAAAGTAGAGTCGGA -GTCTTGCTTGTTATATCATCAATTGTTCTGATGGGAGTAGGATTAGCCTTTAGCAACAGGCTGTTGGCTA -CAATATTGAGGTATTTTGGAGTGTAGAATTAATTATATATTTTTAGGCTAACTTTTTTGGAGGAGATCAA -TGGATGACTTGGTGAACGGCAACCTTTTGATAATAGGAGGGGCAGAAGACAAGTGGGGCCAGAGTAAAGT -ACTTAAGCATGCGATTGAAATGTGCGGAGGGCCGGAAGCAAAAATTATGGTTTTGACAACAGCTACCCAA -AAACCCGAGGAAGTAGGCAAAGAATACAGAAATGTTTTTTCCCGACTTGGAGTAAAATCAATAGATATTT -TAAATGTAGACAGCAGAACAGATGCAAACAGTGACTCTGTGGCCCAAAAAGTATCAGGTGCTGCAGGGGT -TTTTTTTACAGGTGGAGACCAGCTTAGGATTACGAGTATATTGGGTGGAACAAAAACAGCCAAGGTGCTT -ATGAGTATATATAAAAAAGGCATACCTATTATAGGAACAAGTGCCGGTGCCTCAGTAATGAGCAGTGTAA -TGATAGTTGAAGGAAATGGAAATTCTGCCGCAAGGAAATGTACGCTGGGTATGTCTCCCGGACTTGGATT -CATAGATCAGGTTATAATAGATCAGCATTTTGAACAGAGGGGAAGGCTTGGCAGGCTGTTGATAGGAGTT -GCCCAGAATCCTTCGGTTCTTGGAATAGGCATAGATGAAGATACTTCAATAAAGGTATATTCAAATGCAT -CCTTTGACGTAATCGGAACTAACTGCGTTACAGTAATAGATGGAGCTAGCATACAGGAATCCAATGTTTC -GGAGCTAAAATCAGAGGAAATAATTGCATTGTCAAATGTAACCATACACATATTACCCAGCGGATACGGT -TATGATATCAGTCAGAGAAAAGTAAAAAGGCCCAATGAAAACAAACATAATTAAACGTTGTAATATTCAA -CTTATCAGGAGGTTTTTCAAGGTGCAGATTCAAAGCATTTATTGCTTTAAAGGAAGGAATATATACAGTC -ATCAACCGGTAATCCGTATGGTAGTAGATATAGGAAAATACGAAGAAGGACCTACAAAGGATATACCGGG -GTTTAATAAAAAACTTCTCGAATTCTTTCCTGAAATAGCAGAACATACCTGCGGAGTAGGATATGCAGGA -GGATTTGGGGAAAGATTAATTGAAGGAACATACATGGGGCATGTAGCAGAACACTTGATAATAGCAATTC -AGAACAGGTTTGGTTATGGCGTAAAATATGGAAAGACGAGACAGATAGAAAATACATCCAAATACTATAT -CATTTATGAATACTGCAATGAGGCTTTTGCAACCGAATGTGGAAGAAAAGCAATCGAGATAGTCCATTCT -TTTGCCGAAGGAACTCCAATAGACATAGAAAAAATAATGAGGGAACTTAAAAGGGTATTACTAGATACAG -AAATGGGCCCTAGTACAAAGGCCATTTATCTGGCAGCAAAAAGAAGGGGAATTCCGGTAACGAGAGTCGG -AGATGGAAGTATTCTAAGATTAGGTTACGGTAAATATACAAGGATAATTCAGGCTTCGCTTACGGATGGG -TCAAGCTGCATAGCAGTGGATATTGCGTCAGACAAGCAGATGACAAAAAAACTTTTAATGGATAACAACG -TACCGGTTCCATGCGGTATTGTTGTAAGAACCGAACAGGAGGCCTTTGAGGCGGTCGAAATGGTAGGGTA -TCCTCTTGTTATAAAGCCTATCGATTCCAATCAGGGAAAAGGAGTGACTGTAAATATCAGTACTGAGGAT -AAAATCCGTGCAGCATATTCAGAAGCAAGAAAATATTCCAGAAAGGTTATAGTTGAGAAATATGTATGCG -GCAAGGATTACCGGGTACTTGTTGTCGGGGACAAAGTTTGTGCTGTTGCGGAACGTCGGCCTCCTAGGGT -AACGGGAGATGGAATCAGTACCATAGCACAGCTTGTGGAATATGAAAATACCAACCCTTTAAGGGGTGAA -GATCATGAAAAGCCGTTGACATATATTAAACTGGACGATATATCCATAAATTATCTCAAGCTCCAGGGAT -ATTCACCGAATTCTATTTTGAAAGCTGGTCAGTACGTGAACCTCAGGCAGAATGGAAATTTGAGTACCGG -GGGAACAGCAAGAAACTGTACGAGGGATATACACCCCAAAAACGCTGAGTATGCAATTATTGCTGCAAAA -GCCATGGGACTTGATATAGCAGGAGTAGATTTTTCAGCACAAGATATTTCAATTCCTATTGATAACAATC -GAGGTGCTATAATTGAGGTTAATGCCGCACCGGGACTGAGAATGCATCTTCATCCCAGTGAGGGTGAGCC -GGTAAATGTTGCGGATTCCATACTTGATATGATGTATCCGGCAAATAAACCGTTCAGCATACCAGTCGTG -GCGGTTACAGGAACAAATGGCAAGACAACTACAACAAGACTGATAAGACACACACTATCTCTTTTAGGAT -ATAACGTTGGGATGACATCAACCAGCGGTATTTACGTAGGCAATGAATGTGTTCAGAAGGGCGACAACAC -CGGACCTGTAAGTGCGGAAGTAATACTGGCTAACAAGGAAGTAGACGTTGCAGTTCTGGAAACAGCCAGA -GGAGGAATAGTTCGTAGAGGTTTAGGGTATGACCTAGCAGACGTAGGTGTACTTATTAATATCAGTGAGG -ACCATCTTGGGATAGACGGTATAAATACACTTGAGGATCTTGCAAAAACCAAGGCACTTATAGTGGAAGC -AGTAAAGCACGATGGATATGCAGTATTAAATGCTGATGATGGTATGACTCCATATGTACTGGAAAGGACT -CGCAGCAATGTCATAATGTTCAGCAGAGGTATATCAAACCCCGTATTTAAAAGGCATTGTAAAAATTCAA -AAAACATAGCTGTATACGTACGGGACGGATATATATGGATACAAAGAAATGGCAAAAAGCTTCCGCTTAT -AAGCTTGGATGACATACCTATAACTTTCGGAGGAATAGTTGACTGTAATATAGAAAACTCACTTGCAGCC -ATATCAGCACTCATAGGACTCAACATTCCATTGGACATAATAATAAAGGGTATGAGTACGTTCCAGCCTG -ATACACAATTAAATCCCGGTAGATTCAATATTTTTGACATGGGGACTTTCAAAGTAATGATAGATTACAG -TCACAATATAGCGGGATATTCTGCTGTAGTAAAATTTATGCAAAAGGTAAAAGCAAAAAGGCTTGTAGGG -ATAATAGGGATGCCGGGGGACAGACAGGATTCAAACTTTAAGGAGGTTGGAGAACTTTGTGCAAAATCCT -TCCACAGGATTTATATAAAGGAAGACATAGATTTACGTGGACGAAGACGAGGAGAAGTGGCAAATATTTT -TGAACAGAGCATGATTAATGCCGGAGCAAAAAGGGAAAATATCGAGATAATATACAGTGAAACAGAAGCA -CTTGAAAAAGCCATGCTTGACGCTCAGCCGGGGGATTTGATAGCAATGTTCTATGAAGAATTTGACCCGG -CCATTCAGGTGATAAACAGATTTAAAAAAGAGCAGGAACATGCAAATGAAATACTTGAGGGCAGTTTTAA -TACAACTATTGAAAAATTAGGGCAATTCAGTACAAATGCATAGTTAAGAGGAGCTGTAACAGAATATGTT -ACGGCCCTTTTTTGCAGTTTATGTTTTTATTTCCTAAACATATCCTTCCCATTACAGAACGTATATGGTA -GAATTTAAAAAAAATAGTCATTTTGATTATATGGAGGATAAAATGCCTGAGGTTTATTATTATGCGAGCT -CTGATAAAGTATCTGATATAATCGACTGCGGTCTGAAACTGTCTGCTTCTTATGACAAGGAGGTACTGAT -AGACGGAAATGTTCAGCAGTGCTTTGTAGGCCTTATAAACCCAAGGGACGACATTAATTCATATAATTCG -CAATCACTTACCTGTATAAAGATAAACGTAAGAAGTGATAAATGCTATGTGGCAGATAGTTTTGTTTATG -ATACTATAAAGGACAAGCCTGAAAACCTTGAATTATATAATAAATCAGTTATACCTCTTGAGAAATACAT -TTTCGGTACTTACCGAAAGCCGGAATGTCTTATTACCTCAACCATACTAGCGGGAGAAGCCTCCAGACTT -GACAGATGTATGGATTTACCTGTTATTTATGAAAATTCGGAAGCACTGTACATAAACAATATTTTAAATA -ATTTTAAAGAACAGTATAATAACTTTGATGACCATCTCCTTTACAGCCTTTTTAGCAGACTTGCAGAAAT -GGGTAAAGTTGATACAATAAAGAGCAGTGACGGAGGCAAGGCTATTTTTATAAGCAGTTCAGGTGAATTG -TATTGCATTAGAAAGCCTGAATTAATTAAAATATTCCAGACAGAGGTTCCATGTGAAAAATAAGATTTTA -AAAATACTAAAAGAAGAAGATAAATATATATCAGGCGAGGATATAAGTAAAGCTTTAAACGTTTCAAGAA -CAGCAGTCTGGAAGCATATAAACGAATTGAGAAATGACGGTTATGTTATACAATCATCTTCGAAAAAAGG -ATATAGATTCCTTAAGGCTCCAGACATTCTAGACAAGAGGGAAATCAACATTCCAAAGGGACAGTTTATT -GGAAGTAATATCCGGTACTTCGAAGAGATAGACTCAACCAATAGCTATGCTAAAAAAATTGCAAACGAAG -GCTGTGCTCATGGAACAGTTGTTATTTCGGAAGTACAGACAATGGGACGGGGAAGGGTAGGAAGGCAATG -GCAGTCTGATACAGCAGAGGGGATATGGTTCTCCATAGTTGTCAGGCCAGACCTTGAGCCTGAAAATATA -CAGGTGATAACTCTTGCGGCTTCGGTTGCGGTAGTGGAGGCCATAAAGGAAACATGTGGAATAATTTGCG -GAATAAAATGGCCTAATGATATAATATTAAATGGCAGAAAACTTGGAGGTATTCTTACCGAGTTAAGTGC -AGAACCGGGACATGTAAATTATGTTGTAGTTGGAATAGGGTTAAATGCAAATCAGGATTTGGAGCATTTT -GATTATGAGATAAGGCAAAAAGCCATTTCATTAAAAATGTACGCAGGTAAATCCATATCAAGGGCCAATT -TATTAGGCAGTATTTTAACCAGATTTGAAAAAATATATAAGAGCATTCTGCTAGGGGAAAACAGGGACAT -AATAGATAAATGGACAGCTTATTCGGTTACCATAGGCAAGGAAGTCAAGGTTGCATATAAGGATATGGAA -TATTTTGGAAAAGCCCTATCCGTTGCATCTGATGGCAGACTTATTGTAGAATGTAAAGATGGAGTAACGA -GGGAAATATCAGCAGGCGAGATTCAGGTAAGGGGCTTGCTGGGATATATATAGTGCTTAGCAAATATGGC -AAGGAGGATTTAATCAGTGGTTAAAAAAAATGAATATCCGAGAAAAAATTATGTTAAGGCTGATGGACAG -GTTGGGCAACAGTCAACTCAATCTACGACACAGCAAAAGGTATATCAGAAGGATAGTGTCAGAAGCACCA -GACCTCCCAGAGACCAACATAAGGACGGTTTTCAGCCTAGAGAAAACAATCAGCAAAAACGCGAATTTAA -TTCCAGGGATAATAGCCAGAGAGAGAATTCAGGCAGGGAATCAGGATCATATAATAATCAGCACAGGGAA -AACAACTATCAGAGAAACTACCACCGTGAAAATTATCAGGGCAGAGAGAATAGAGAGTCGAACAGACAGC -ATTACCAGAGAACGGCTATCAGACCCCGTGCTGAGGAAACTGTTGAGGACATTGAAAACGATATAGTAAG -GATACAAAAAGAGATAGATCTTGAGTTAAAAGAAATAAGGAGTATGAGGCTCGGAGTCTAGTCTTGCTAT -CTGGAGGGAGTATGGTTTTAGTAGTAGATGTGGGTAATACGCACATTGTACTGGGTGTATTTGAAGGTAA -GAAGTTGCTTGCGAACTGGAGACTTGGTACCAATAAAGAGCGGACGTCAGATGAGCTGGGAATGTTGATA -CTCGGATTGTTTAATCATGAAAAGCTTTCAATAGACAAGGTTAAATCAGTGGTTGTTGCATCTGTTGTGC -CCCCTATTATGTATACATTGGAGCATGCAATAAAGAAATATATAAATATTCAGCCTATGATTATAGGCCC -CGGCACAAAGACAGGAATAAATATCAGGTATCAGAATCCCAAGGAAGTTGGTGCCGACAGGATAGTAAAT -GCCGTTGCTGGTTTTGAACTGTATGGCGGCCCCCTTATTATTGTAGATATGGGTACGGCTACTACTTTCT -GTGCAATATCAGAAAAAGGAGAATATCTTGGAGGCGTCATTTGTCCGGGAATAAAGATAAGTGCAGAGGC -GTTATATCAAAAGGCAGCAAAACTACCTAGAATTGATTTGGTAAAGCCCGAAAGCGTTATCGGAAAGAAT -ACGATTTCAAGTATGCAGTCAGGAGTTTTTTTTGGATATGTTGGGCAAGTTGATTATATTGTGAATAGAA -TCAAGAACGAAATGCATGAAGAGAATGTGAGAGTTATTGCAACCGGGGGTATTTCAAGGATGATTACTGA -GGAATCAATAACGATAAATGAATTTAATCCGACTCTGACCTTAGAAGGCCTAAGGTTAATATACGAGAGA -AACGTATAAAAAACAAAAAAAGACATTTTAGGATGTCTTTTTTAAATGGATAATATTATTTTGTATACAT -ATAGAGTAATGAGGGTTAAAAAAACTCGAATTGGCCACAATAATTGATGTATTCTTAAAAATTCGTTATT -AATTGGAATAGAAATCTAAAAAAAAAGGAAAAATTATGTTTGTATATTAGAACATATTGTGTTACGCTAA -TAACAATTGTGAAAAAAATGGAGGGATTTTAATGGGTTTTAAAGTTGCGATCATAGGAGCAGGATTTGTT -GGAGCATCAGCTGCGTATGCGATGTCTATAAACAACTTGGTTTCTGAATTGGTATTAATTGATGTAAATA -AAGAGAAGGCTTATGGTGAAGCACTTGATATCAGCCATGGCTTATCATTCTCAGGAAATATGACAGTTTA -TTCCGGCGACTATTCTGATGTTAAGGATTGTGATGTTATAGTTGTAACTGCAGGGGCAGCAAGAAAACCG -GGAGAAACTCGTTTGGACCTTGCTAAAAAGAATACTATGATCATGAAGAGCATAGTTACTGATATAATGA -AGTACTACAATAAGGGTGTTATTGTAAGTGTATCAAATCCTGTTGATGTATTGGCATATATGACACAAAA -GTGGTCAGGATTGCCTGCAAATAAAGTTATAGGATCAGGAACAGTTCTTGACAGTGCAAGACTGAGAACT -CATATCAGTCAGGCATTGGATGTAGACATTGCTAACGTTCACGGTTATATTGTTGGTGAACATGGTGATT -CTCAGTTGCCATTATGGAGTGCAACACATATAGCAGGAGTACAATTTGACGACTATGTAAAAGCTACTGG -CTTAAATGTTGATAAGGAAGCTCTTTTCAATGAAGTTAAGGTAGCAGGTGCAACTATTATTAAGAACAAG -GGAGCAACTTACTACGGTATAGCTCTTTCAATTAACAGAATAGTTGAATCAATCCTGAAGGACTTCAATA -CTATTATGCCTGTTGGTACAGTTCTTGACGGACAGTACGGATTAAAGGATGTTTTATTAAACGTTCCTAC -GATAGTTGGCGGAAACGGAGCTGAAAAAGTTCTTGAAGTGAACATTACAGATGCAGAATTACAACTTTTG -AAGCATTCAGCTGAACAGGTTAGGGCAGTTATTAACGAAGTTAAAGACATATAAATTTTAAAACTCGATA -CTGTCTTTAACTCAAAGAATAAAAAATAAGTTGTGAAAGATTTCACAATAGTGTAGAATTAAAGAGGAAC -AAATAAACATACTTATTCTTTCGATGAAGTATCCCGTTTATTTGTTTCTTGCATTAAGAAAAAACCGAAA -TACTTACTATTTTAATGTTTGGAGGAATATCAATGGGTAATATTTATGAGGATTCACTAAAAGCCCACGA -AGAGTGGCAGGGAAAGATAGAAGTTGTATGTAAGGCTCCTTTAAAGGACAAAAGAGATCTTTCTTTAGCT -TATTCACCTGGAGTAGCTCAACCATGTCTCGAAATTCAAAAAGACGTTGAGAACTCTTACAAATACACCA -GAAGACACAATCTTGTAGCAGTTGTCACTGACGGTACTGCTGTACTTGGTTTAGGAGATATCGGACCCGA -AGCAGGTATGCCTGTTATGGAAGGTAAATGCTGTTTGTTCAAGACTTTTGGTGATGTTGATGCATTCCCT -CTCTGTATAAAGTCAAAAGATGTTGACACAATTGTTAACACAATTAAATTGCTTTCAGGAAGCTTTGGCG -GCGTAAATCTTGAAGATATAGCTGCTCCAAGATGTTTTGAAATCGAAGAAAGATTAAAGAAGGAAACTGA -TATTCCTATATTCCACGATGACCAGCATGGAACAGCTATTGTTACAGCTGCAGGTCTTATCAATGCTTTA -AAGGTTGTTGGTAAGAAGATGGAGGATATCTCAATAGTTGTAAACGGTGCTGGTGCTGCTGCTATAGCTA -TTACAAAACTTCTTTTCTCCATGGGGCTCAGAAAGGTTGTTCTTTGTGACACAAAGGGTGCTATCTACGA -GGGTAGAGACAACCTTAATCCGATAAAGGCTGAAATGGCTAAAATCACTAATCTTGAAGGCAAAAAAGGT -TTATTGAAGGATGTTATTGTTGGTGCAGACGTATTTATCGGAGTTTCAGCGGCTAACCTAGTAACAAAAG -AAATGGTTAAGTCAATGGCTAAAGACCCGATTATCTTTGCTCAAGCAAACCCAACTCCTGAAATTCTGCC -TGAAGATGCTCTCGAAGCTGGTGCTGCTGTTGTTGGGACAGGCCGTTCAGACTATCCAAATCAGGTTAAC -AATGTTCTTGCATTCCCTGGTATATTCAGAGGAACTTTCGATGTAGGAGCACGTGAAATAAATGATGAAA -TGAAGATAGCTGCTGCATACGCAATCGCAGGACTTGTTAGCGATGAAGAAAGAAATGCAGAGTATGTAAT -TCCGGCTCCATTCGATCCTAGAGTAGCAAAAGCAGTTGCAGAAGGTGTTGCTGAAGCAGCTAGAAAATCA -GGTGTAGCTAGAAGGTAATTTATTAGGTTTGAGTTAAAAGACTGCCGTCAGGCAGTCTTTTTTTGCATTG -AAGCTGTGCAATACAACGCTTCCGACTATTTATTTTACTTATTTAATTAAAATTTATATAGGCTGATTAA -AAGTGAATATTGAACGTAAAAGGTATATTATCTATAATGGTGACGAAAGATGTTGACAGCATTTTTTACT -ATGGTAATTAAGTTTAAATATTATCCCTGACGAATTTTGAGACAAAGTTCGGTTTGGGATATTTTATTTA -TGTTTTGCCATTAACTGTTTATAATGAAACCGGAAACTAATAACTTTTATACTTTGAGGGGGTGAAAGAC -ATATGAAATTAAATAGAAATGGAATAAAGGATTACAGTGCATGGGCAGCTAACCAAGTAGAGATGCCTAA -ATTTGATTATGACAAAGTGCTCGGTAAAACAAAAGAAGAGCCAAAGTGGCTTCATTTTGGTGGGGGTAAT -ATATTCAGAGGATTTATAGCAGCACTGCAGCAAAATTTACTGAATTCAGGGAAAGCGGATTCAGGAATAA -TTGTAGCAGAAACCTTTGATTACGAAATTATTGATAAAGTATACAAACCTTTTGATAATCTCAGCCTTTT -GGTTCACCTTAATCCGGATGGAAGTTTGGAAAAGAAAGTCATTGCCAGTGTTTCAGAAAGTTTGACAGGA -GATACGGCTAGAACTAAGGACTGGGAGCGGTTAAAATATATTTTTCGTAAACCGTCATTACAAATGGTCA -GCTTTACAGTTACAGAAAAAGGATATTCGCTAACTGGAATGTCAAATGAATTTCTGCCTGATGTACTACA -CGATATGGAGAATGGATTCAAGGAACCAAAGAGTCTTATTGCAAAAACATCATCATTGCTGTACGTCAGG -TACTTGGCAGGAGCATTTCCGATTGCGATGGTCAGCATGGATAATTGTTCACATAACGGGGATCGTTTGA -AAAAATCGATTCAGACAATTATTCAAAAATGGGTTGATAACGAAATAGTAGAAAAGGGTTTTTTGGAATA -TATCAATAACTCATCAAAGGTTTCATTCCCTTGTTCAATGATTGATAAAATTACTCCAAGGCCTTCTGAA -ACTGTAAATAAGGCATTAATGGAAATGGGACTTGAGGACACAGAAATTATTCGTACAAGCAGGAATACAT -ATATCTCCCAATTTGTAAACGCAGAGAAGCCTCAGTATCTTGTAATTGAAGACCAATTCCCCAATGGAAG -AATGCCACTTGAGGATGCAGGAGTATTTTTTACAGATAAGAGAACGGTTGAAAACGTTGAGAGAATGAAG -GTTACAACATGCCTGAATCCTTTGCACACCGCACTTGCTATATTCGGATGTCTCTTGGGCTATACACTCA -TTGCCGATGAAATGAAGAATACCCAACTGAGAAAGCTGGTAGAGAAAATAGGCTATGAGGAGGGAATGCC -CGTAGTTATAAACCCGGGAATCATAGACCCGCAGGCTTTTATAGATGAAGTAATAAACCAGCGTTTCCCC -AATCCATATATACCGGACACACCTCAAAGAATAGCATGTGACACATCACAAAAAATATCGGTTCGCTTTG -GTGAAACAATAAAAACTTATGTCAGCCATCCGAATTATGATGTAAAAAGCCTAACATATATTCCTCTTGT -AATAGCTGGCTGGTGCAGATATCTTATGGGAATAGACGATAATGGCAATATCATGGAGTTAAGTCCTGAC -CCGATGCTTGAGCAGTTAAAAACGTATATTTCTGCAATTGAACTGGGAAAGGCAGAAACAGTTGGTCAGC -ATTTAAAGCCGTTATTATCAAATGATAAGATTTTCGGTGTAAACCTCTACGAAGTAGGTTTGGGTGAAAA -GATTGAAGGATATTTCATGGAATTCATAGAAGGTAAGAATTCTGTTAAGAATGTTTTGAAAAAATATTTA -AAATAAATTAATGTATTGGGAGGTGGTACTTATGAACATGACCTTTCGATGGTTCGGTGAAAAGGATGAT -AGTATCAGTTTAGAGCAAATAAGACAAATACCCGGCGTTACAGGAGTTGTCGGAGCTTTGTATGATGTAC -CTGTTGGCGACGTTTGGCCAATGGATAAAATTATTGCACTAAAGGATTCTGTTGAAAAGGCTGGCTTAAA -GCTTGAGGTTATTGAGAGTGTAAATGTACATGAAGATATCAAACTGGGGCTTTCAAGCAGGGATAAATAC -ATTGAAAATTACAGACAATCTATAATTAACTTGGGGAAAGCAGGGGTAAAGGTTATATGCTATAACTTCA -TGCCTGTATTTGACTGGCTGAGAAATAATCTTGCATATCCATTGCTGGATGGCTCCAACGCACTTTGCTA -TGACCACGATATAGTAAAGGATATAGACCCGGTTAAACTGGTAGAGGATACTGCCAAAAGCTCTAACGGG -TTTACACTGCCGGGCTGGGAACCTGAAAGATTAAGCGAATTAAAAGATACATTTGAAAAATACAAGAACG -TGAATGAAGATAAATTATTTGACAACCTGGAATATTTTCTGGAAAATATTATTTCTGCATGTGAGGAAGC -CGACGTAAAAATGGCTATACATCCAGATGATCCACCGTGGCCTCTTTTTGGTCTGCCAAGGATTGTTACC -GATAGGAAAAATCTTGAAAGACTTGTTAATCTAGTTGACAGTCCATATAATGGGTTGACCCTTTGCAGTG -GCTCTTTGGGAGCAAACCCAGATAACAATATACCTGATTTGATAAGGAATTTTGGCAAAATGGGGAGAAT -TCATTTCGGTCATGTAAGAAACCTTAAGTTCTTTGGAGAAAGAAAATTCCATGAATCTTCTCACCTTTCA -TTAGACGGTTCCTTCGATATGTTTGAAATTATGAAGGCATACCACGATATAGGGTTTAAAGGGTATATAC -GGCCTGATCACGGCAGAATGATATGGGCTGAAAAGGCAAGGCCGGGATATGGCCTCTATGACAGGGCATT -AGGCGTTACTTATCTTAACGGATTATGGGAAGCGATAGGGAAAATGACCAGCGGGGGGGAATAAAGTGTA -TAAATCAAACGTAAATGATGAGCTATACGGTGCAAATGGATATAACTGTTGGCTTGGATATCATCTGCTT -GAAAACGGAGAGCTAAGAGAAAACTATTCCCAATGGGCCTCCAATATAGTAATTTCTAAAGAACCGGACG -AAATAAAAATAGCTTTAAGCGAACTTAAAAGCGGAATAAATGGAATATTGGGAGTTGATGCTGTTGTTGT -AACCAGAGAGCCGGAACAAAGCTCCTGCATTGCTCTGGGTGTGCTTGGAAGAGGACAGAACATTGATAGC -TATGTAAAATACGATGAGGTAGTGCAAATCGGTAATGAAGGCTTTATAATCAAGGCATTTAAAACTGGTA -ATAGTGAAATCGTTGTTGTTGCCGGTACAACCACAAAAGGCCTACTCTACGGAGTATTCAGTCTGTTGAG -ACTACTGCAAACTGAGGCAACGATTTCAGGTATCTTGAAGATTGAAAATCCTGCAAACCAGCTTCGTATT -ATAAACCATTGGGACAATATCGATGGAAGTATTGAAAGAGGTTATGCGGGTAAATCCATTTTCTTTACGG -ATAATAAAGTAACCGAAGACCTTGGCAGAATAAAAGACTATGCAAGACTTTTATGCTCTGTTGGAATAAA -CAGTATTGTTATAAACAATGTTAATGTTCACAAGTATGAGAGTATGCTTATAACAGACAAATATCTCAAT -GATGTTGCAAGTCTGGCTCAAATATTCCGTGACTACGGTATAAAGCTGTATCTTAGTGCAAATTTTGCAA -GTACTATTGAAATAGGAGGACTAGCTACGGCCGACCCGTTGGACCCGCAAGTAAGAAAGTGGTGGAAGGA -GAAGGCCGATGAGATATACTCGTTGATACCTGACTTTGGTGGTTTTCTGATTAAGGCAGATTCCGAATTC -CGGCCTGGGCCTTTTACTTATGGACGTACCCATGCGGATGGTGCCAATATGCTTGCAGAAGCCTTGGAAC -CATACGGCGGCCTGGTTATATGGAGATGCTTTGTATACAACTGTATGCAGGATTGGCGTGATCGCATCAC -AGATAGGGCTAGGGCTGCCTATGACAACTTTATGCCTCTTGACGGCTTGTTCAGGGAAAATGTATTGCTT -CAGATAAAAAACGGCCCTATGGACTTTCAGGTGCGTGAGCCGGTATCTCCTTTATTCGGGGGATTACAAA -AAACAAACCAGCTATTGGAGCTTCAGATTACTCAGGAATACACAGGACAACAAAAGCACTTATGCTATCT -GGTGCCAATGTGGAAGGAGATACTGGACTTTGATACAATGGCAAAGGGTAGGAACACAAGTGTGAAAAAA -ATTATCACAGGATCCGTGTTCAATAACAAATTAGGCGGAATGGCAGCGGTAACAAATATAGGAAATGACC -TGAACTGGACGGGCCACCAAATGGCTCAGTCAAATACATACGGTTATGCACGTTTGTGTTGGAATCCTGA -TTTATCAGCTGAAAAGATTACTGATGAATGGGTTAGAATGACTTACTCAAATTATGAAAAGGTTGTGAAT -ACCGTAAAGGAAATGCTGCTGGGTTCATGGAGAACCTATGAGAATTATACTTCTCCTCTGGGAATAGGTT -GGATGGTTAATCCCAATCACCATTACGGGCCGAATGTAGACGGATATGAATATGATAAGTGGGGAACATA -TCACAGGGCAGACCATAAGGGGATCGGAGTAGACAGAACAGTCAAGAGCGGAACAGGATATGCGGGACAA -TATCACAAGGATGTTGCCGGGATTTATGAGGACATGGACAAGTGTCCTGAGGAGCTTTTGCTATTTTTCC -ACCATATGCCCTACGACTACATACTAAAATCAGGCGAAACGCTGATTCAATACATTTACAACACCCATTT -CAAAGGGGTTGAGGAGGTAGAAGAATTGAGGAACAAGTGGTTTAGTCTGAAAGGTTGGATTAGCGAGGAA -ATATTTCTGCACGTTCTGGAAAGATTGGACGGACAGTTGGAACATTCCAAAGAGTGGAGAGATGTTATAA -ATACATATTTCTATCGAAAAACAGGTATATCTGATGAACTTGGCAGAAAAATATATTAAATAATATACCA -TAAAAGGGGCTGCTGCAAAACGAAGAGTTTTTCTGTTTTAACACCGGCCCCTTCTACATATGTAAATTTA -ATTTGCCTTTATATTTCTGTATTCTCCGGGGTTAATACCAACATATTTTTTAAAGAACCTATTAAAGCTC -TGTTTATTGTTATATCCGAGACTAAGAGCAATATCGTTAATATTCATGTTTGTTTGACGCAGCAGACGCT -GTGCTTCTTCAATTCTCATATTATTTATATAATTAACAATGTTTTCTCCCGTTTCATCATTAAATATTTT -TCTTACGTGGGAATAGCTGAGTCCCACATGTTCAGCCAGCATATTAATTGCAATATCCTTCTTATAGTTT -TTATGAATATAGTCCAAAATCTTTACTATATGGGACTTCCCTTCAACTTTGAACATTTCATTGTACTCAA -TAATCTGTAAGTAGATGTTTGAGAGGAACAAACCAGCTTCGTCCAGAGTGTCAATCTCGGCAAGCTTACT -GTATATGTTAAAGTCATTTCCGAAGACCTTGCTGACGCTTATATTTAAATCCAGCAAATATTTTATGGTG -CTTCCAAGCAACTGATTAAGAATAAGCATGATATTGTCATAGCTGAGGTTCTTATTATGCTTAATTTCAT -CAAAAAAGCTGCTTATAGAAGATAAAAGTGCATCTTTGGAACCTATATCAATATTGTTGAATATCTGTTT -TTCCATATTAAACGGGTAGAAATATTTGTTAGTAGCTGCAGTGTTCTCCTTTTGATATATAAAAGCTTCG -TGGCCTATTATAAATCTTTGTTTAATTAAATTCTGTGCTTCATTATATGAATTCCTTATTTTTAGAATGT -CATCGTAAATACCTCCGAGACAAACGGATATGGTGGTTTCAATTATTTTTGACGCTTCCTGCTGTACAAT -AGAGAAGGCACTTTTCAGTACATGAGTAACCTTTATAATGTCCTCATCGGTTATATTAACAATAATAACT -ACCTTATCTCCGTCAAGAACAACACCGGAACAAATAAAAGATTCACCCACTTTTTCTTCGGATAGGTTCA -ATATTACTGATTTAAGGTAATACTGATGTTCATAGGAGAAGTTTGATATAAAATCATTGTATTTATCAAT -ATATATTACACAACACAGGGTATTCTTCAACGGGAAAAGCTTCATTTCATCTTCAGAGTTTGAAGGCTTT -CCCCTTAAAAGGCTTAATAAATAATTTTCACGAAGATTTTTCTGATCCCTTTCAATGGTACGAAATAGCT -GATCCTCTTGTTTTATCATGACATCAAAGGTTTTGGACAGAAGAGTGAACTCATTTCCGTTTCCTATAAT -GTCAATACCCTTTCGGGATTTTATCTCCTGTACAAGTTTTTTTACAGGGTTGAACAATCTACGAGAAATT -ACATATGACAACAGAACAAAAAGCACTAAAAGAAAAATAGATATGTATATTATCGACATTTTTAAAGAGT -TTACCTTGGTAGTTAGGGTATCCAGAGAAAATACGCCTACAAATGTCCAATTTTCGGCACCTGTTTTCAG -ATAAGTAATCAGAAACCTTTTTTCGTTAATACTATGAATAAAATGTCCTCTTTCGATTTCACTATTTAAA -ATCTTTGATATGTATGGAACATCAGTTAAGTTTTTATTAAGTATGGTTTTATCAACCGAAGATATGACTT -CACCATTTGCATTTATAATGCTTATAAAATCACTGATGTCATAATTGTTACTGTTAATAAGATTACTCAG -TCTGCTTTCATATATATTTATCGTAATTGACCCTTTAAGATTAGTTGTATAAGTCAAAGGGAAAATATAT -GATATGACTGAGCTGTTTCCATTAGTATCACTTGGTCTGGGGTCTGTCCAGGATAACGGTTCTCCGAGTT -CTTTGCTTTTTATATAGTATTTAAGCCAGGTTTCATCGGGAAAGGTTTCCTTGGGATAAACGCCATTACT -GGTTGCTATATAATTAGAATTATCTAGGTAAAGGTATACAGAAGAGTAAGCATTATTTGTTTTAACTATA -TCGGATAGCTTGGATACGAACTGATAGAGCATTAGATTGTTATCACTGTCTTTAATAGCCTGATTTATAT -CATCCATTCCATACAATCTGTTAAGAGTTTCATCCAAAGACAAATGAAGGATTTCGTTATTGATGGTCTG -GCTTAGAAGATCTGTAACACTTTTTGCAGAATCCAGCTTTCCCAAGCCAGAACGACCTATTTCATCTTCA -GAATATTTCATTATGCCATAATTGAAAATGAATGTAATAGTGATAATAGGTATAATTATAAATAAAGAAA -GTACAATCATTAATTTAACAATTACCGAATAATTTTTCATTATTGCACCCCGTCGTGTATTAATATTTCT -AAAATACCGTAATAACTATTATATATTAATATTAAATTCATTTCCTCTTTATTAGTCTAAAGATTTTGAA -AAAAATTAAATATTATCCTTTTAAAGTAATTTGGGCATAACTGGTATTTAAATTAATTATAGGAATCAAA -ATTGATTATTGTATAGCCGAATTTTGTCCTTTGTAACCCTTCTGTCCCTAAACACAGCTAAAATGATTAA -AACTGAAATACATAAGAAATTGTCATTCTTGAACTGAAATTTTCTCGTGATAGAATAATGCCATCAGCAG -ATCAAATCAATAGTTTTTATTTATTATATTAGATTTCAAAAAATAAACTGGGGGGTTGCTGTTTGCATGG -GAAAAAATAGTACTGCTGTTTCAAAAGCTTTACCAAATAAACTTCCTAAAAAGGGATTTGGTCATTATTT -CAAAAGGGATATTTATCTTTATTTATTGTTAGTATTACCGGTTGCATACTTTATAATATTTAAATATATA -CCGATGTACGGTATCGTTATTGCATTCAAGGAATACAATATATTTCAGGGAGTACTTGCCAGTCCTTGGA -TAGGATGGGATGCCTTCAGAGAAGTATTCAGATCCGATGACTTTTTCAGAGCACTTAGAAATACATTTCT -GCTCAATGGCTTTGATATGATATTCGGTTTCCCTGCTCCAATCATTCTTGCAATTATAATTAATGAAGTT -AAATCCGTAAGGTATAAAAGAATTTCTCAAACTATGCTTTATCTTCCACACTTTTTATCATGGGTTATCA -TCGGTGGTATAGTGCTTCAGATATTTGCACCCAATTTTGGCATGATTGACACTATTGTTAAAGACATGGG -ATTTAAAACAATACCGTTTTTAACAGAAAAATGGCATTGGTTGGCTACATATACCGGTATTGGTATATGG -CAAAGTGCAGGTTGGAGTATGATAATATATCTGGCAGCTATAAGCGGAATTCCTGCAGAGTTGTATGAAG -CCGCAGATGTAGACGGTGCAGGAAGACTTAGGAAGATATGGAGCATAACACTACCTGCTATTAAGTCTAC -AATAATTATTCTGTTTATATTGAATATTGGTAAGATTTCCATGATTGGTTTTGATCGTCCGTACATTCTT -GGAAATCAGCAGGTTAAGGACTTCTCAGATGTTATTAGTACCTATGTATACAGGGTCGGATTACAGTCAT -CGAGGTACAACATTGCGACTGCGGTAGGACTATTCCAGTCCATTGTTGGATTGGTTTTCCTGTCAGTTAC -CAACTGGATAGCAAATAAGAGCGGTGAGCAAGGTATTTGGTAGAAGAAAGGTGGTATAATAAATGATTTA -TAAAACCAGTGATAAGGTTTTTAATATATTTATAAACAGTATTACGTTAATTAGTGTTATATTATGTTTG -TTCCCAGTATTAAATGTTGTCGCCGTTTCTTTAAGTTCTAATTCGGCAATACTGGCTTCAAAGGTCTTTG -TATGGCCTATAGACTTTAATATAGAATCATATAAGGCTATTCTTAAAGATACCACAATGATTTGGTCACT -TGTGTATACGATTATTATAACTTTTGCGTACACTGCAATTGGTATGTTTCTTACAATCTGTGCAGCGTAT -CCTCTTACCAAACAGAGACTTAGAGGAAGAAATGCCATAATGCTGATGATAATATTTACAATGTATTTCA -GCGGTGGACTTATACCTGACTATATGCTGGTTAAAAATCTGAACATGTTGGACAGCTCGTGGAGTTTGAT -ATTACCGGGGGTATTAAGTGCATTTAACCTTATAGTTTTAAAAACGTTCTTTACATCTTTGCCAGAGAGT -CTTGAAGAATCAGCAATCCTTGACGGGTGCAATGATATAGGAGTTCTTTTCAAGATCGTACTTCCGTTAT -CTAAGCCTGTACTCGCTACGCTGAGTCTGTTCTATGCTGTTGGAAAATGGAACAGCTTCATGGACGCTCT -CTTTTATATCAGTGATTCTAAACTATATCCATTGCAGTTAAAGCTATACCAGATAATTGTTAACAGTCAG -ACTGTAGATGCATCCATAGGAGACGGAGGTGTTTCACAGAACCTTCCGCCTGAAAGTCTTAAAGCGGCCT -GTGTAGTATTTGCAACATTACCTATAGTTCTTGTATATCCAAAGCTTCAGAAATACTTTGTCAGCGGTAT -AATGATCGGTGCTGTCAAAGGCTGATATAAGGTCTTCAGATAATCTGAAGATTTATATATAAAAATAAAG -TAATGGGGGAGATATTAATGAAAAAGCTAAGTACCAGAATTGTAAGCCTGGCACTGTTAACATCAATGAG -CGTCACTCTTTTTGCTGGGTGCGGTTCAAACGGCGGAACAGACGCAGATAGTTCAAAGAGTGCTTCATCT -TCAGGTGCAGCAAAATCGGGCCCAGCGGTAGAATTAACCGTAGAAGTTTTTGACAGAGCTACACCAGGAT -ATAAGGCTGATGATAATTTCCAGATAAAATGGATTCAAGAGAACTTTGGTAAGCCAAACAATATTAATGT -TAAGTTTGTACCTGTTTTAAGACAACAGGAAGTAGAAAAGCTGAACGTTCTTATGGCATCAAACCAAGCA -CCGGATATCAGCTTTACTTATAATGACGGTATTATTTACAACTATGTTAAGAGCGGAGGACTTACTGATT -TAGGAGACCTTTTAACAAAGAATGCTTCCAATCTTACAAAATATCTTGGGCAAACTTTACTTGATTATGG -CAAATTTGACGGAAAGCAGCTTGCAGTTCCTGCAAAGAGAGTTATAGAAGGCTGCTTCTCGGCATATATC -CGTAAAGACTGGCTGGATGCAGTCGGAATGTCAGTTCCTACTACAACTGATGAATGGTATCAGGTAATGA -AGGCATTTAAGGAAAAGGATCCCGGAAAACTTGGAGACAAGAACTATCCTTTTAGTACATTTGTTGATCC -AAACAATATAAACTGGACTACATCAATGTTGTTAGAGTCCTTCAAACAGCCTATTTCAGAAGAACAAAGA -ATGACATTGCCAAACTGGGTAATTCCTGGATTTAAAGATGGTATGAAATTCTTGAATAAGCTATACAACG -AGGGTATATTGAATCCTCAGTTCGCCTTGGATAAAGACGGAAAGCAGTATGAAAAAGATGTATCACAGGG -TAGAATTGGTTTCATGATACATAATTATGACTTCCCCATCAGAGTTACTCCCGGATTATTATCTGAGTTG -AAAAAGCAGGTTCCTGGAGCAGATATGGTTCCATGTGATCCGTTCACAAACTCGGATGGTAAACATCCAA -AAATGAAATATAATCCTAATGGATTGTATATAATAGTTCCAAAAGTAAGCAAACATGCGGAAGAAGCCGT -TAAGTACCTTGAATGGCAATCAAAACCAGAAGTAATTAAGTTCCTGCAAAATGGTATTAAAGGTGACCAG -TATACTGATGAAGTTGACGGTATCCCGGCTAACTTTATACAGAATGATCAGCTTTCTGATGACAAGAAAG -CTAACTTCACTGATTTGGCATTGATTGTTAACGGTAAAGAATTCGGAGATCCTGCAAAGAACATTCAGGC -GGCATCTTTCGGATACCCCGGATTTGAAGATACATTTAAGAAGGCATATGACATTTCTCTTACAGATGCA -AACTATATTCCACACTTTGATACTGTTATAGAAGCACAGGCAAAATATCAGAAGGCTCTTTCCGACAAAG -AAGCAGAAATATTTGTTAAGAGTATCACTTGCAAACCTGCTGATTTCGATAAGACTTATGACAAACTTGT -TGCTGAGTACATGAAGTCAGGCGGACAGGAAATTGTTGATGAGAAATTAGCTGCATTGAAGAAGAAATAA -TTAAAACTAAATAAGCTGATTAAAACCCACTTGGACTTTGTCCAAGTGGGTTTGCTGTATGTGCAGCAAA -TTTGGGTAAAACATGCTATAATGGATACGTGTGGCAAGAGCTACTAATTAAACACAAAGAGGGTACTTGC -ATACCGATGAAATAAGTATAATTCTTCCGCTCCTGCTTGTGGTAATTACCACTGTATCAATATTTACATT -TTACAGGCGTGGAATGAATTAATGTTTGTGGTAGTATTTATAAGTGAGGACACAGCAAAGACTCTGACTG -TTGGAATATAGTCAATGTCATGACAGTACATACATCATGGTGCAACAAAAGGAGAATTTGCGTAAAATAT -TTTGTCGAATAAAACTATTTGGCTTTTTAAATATTGTGTTGTAAAATGAAAGAAAAGGACGATAAATGAC -ATGAGATACGAATTTTACTATCCTCAAGGCAAAAAAAAAGCATTAACATTCAGTTATGATGATGGACAGA -TACATGACCGTCGACTTGTAGAGATATTTAACAAGTATAATATGAAAGCAACTTTTCATCTAAATTCCGG -GACACTTGGAACAGATGGCTTTATAACAAAAGAAGAGATTGAAAGTCTGTATAAGGGACATGAAATCTCC -TGCCACAGTGTAACCCATCCTTATTTGACAAAATTGTCAAAGGAACAGATTGTTGAAGAGATAAGAGAAG -ATAGAAGAGAGCTTGAAAATATAGTAGGCTATCCTTTAAGAGGAATGTCATACCCATTTGGCGAATATGA -TGCCGATGTAGTAAAGGCTCTGGACGTTTTAGGTATAGAGTATTCACGTACGGTTAACTCAACGGGCGGG -TTTTCTATGCCGGGTAATTTTCTGGAATGGCATCCTACCTGCCACCACAATAGTGGCATAAAAGCAAAAC -TTTTAGACTTTAAAAATCCATCACCTTGGCTTAAACTTCCATTATTTTACATATGGGGACACAGCTTTGA -ATTTTACAGGGAAAATAACTGGGAGGTTATTGAAGATTTCTGTAAGGAAGCTGCTGATGACCCAGCAATA -TGGTATGCTACCAATATAGAAATAAAAGATTACATATGTGCTCTAAAGGGATTGATATTCAGTGTAGATC -AAACAATAGTATACAATCCGAGTGCTGTTTCGGTGTGGCTGTCAAGAGACGACAGGAGTGCAGTTGAATT -AAAAGCAGGGCAAACCCTTACATTCCGTTAAAAGAATTTAGATTCCATAAATAATTATATAAGGAAGGGT -TGCATTAAATGTTGAAAGTACTTCTTGTAGATGATGAACCATATGTTCTTGAAGGGCTGAAAGTTATGCT -GGACTGGGAAGCACATGGCTTTAGAATTTGCGGTGAAGCATCAAATGGAGAGGATGCACTGGAAATTGTG -AGAGTGTGCAACCCTGATCTTATAATGACAGACATAAGTATGCCCAGAATAGATGGTTTGGAATTAATCA -GGCTGTCAACCGAAAATCTCAAGTCTACTGCAAAGTTTGTCATACTCAGCGGCTATGACGATTTTTCCTA -TGCCAAGCGTGCTATGCTGTACAATGCCAGCAACTATTTGCTCAAACCACTGGATGATGTTGAACTCGAT -AGTGTTGTTACTAAACTTGCAGAGCAGATCAAAAAGGAACGTAAAGAAACCGAAAATATAAATAAACAGC -TTTCATTCATTGCTAATCAGAGCATTATAAGACTAATTAATGGAGACAATAAGCCATCTCTTATAGGTAG -GGTAGGTATGCTTCTTGATATTGCAGAGGATGAAGAGTTCAGGTGTATACTTTTTGAGATTGATTCAGCT -GACAGCTGGGTTCAGGGAGAAGAAAGAACCGAATTGAATATAAATAGAACAACACCGGCAAGGGTCATAG -AAGATGCTCTTGATCCGGCTTTTCAGTTTCGTATATTTGAGGACGGAAAAGGACGAATCGGCATAATTGC -CAGTGAAAAAATGCCGTTCTTCAATACACTTGAGGAGTTTACAAAGAGTCTGCTTTTACAATTAAATCAA -ATTTTTGGGGACGTGGTTTACGCTTCAATAAGTGATTCCGAAAAGGGCCTATCGTTGATAAGCAAAACGT -ACAAACAGGCTCTTTTTGCCATTGGATTTAAATTTTATTCACCTGGTAAAAGCCTCATAAGTTACGAGAA -TGTTAAGGGGCTGAATCTTAATTTCGAAATGTGTACGGAATATTATAATGCACTATTAGATTTCATAAGG -GCTAACCGTGTTGAGGATATTGAACCTGTTGTATGCAGACTTTTTAAGAATTTTTCAGAAAACCACAGTG -CTCCACAGATAATCATTTCTTATCTCATGAACTTTCAGATGGAGTTGGTAAAGCTCATAATGGAGATAGG -AGGAGACTTAAAGGAGTTTCTAACTCTTGCATTGGGTTTTCAAAAAACAGCAGAGCACTTAAATATGTCA -AATCTTCAGGGTGAATTTCTGAAGCAATGCTTGAGTGCTGCTTCGCATATAAATGGTTTTAAACAGGGAA -ACCCTCAGTTTATTGTATGTGAGGTAAAAAACTATATTAAGCAGAATTATTGCAAGGACATTAAATTGAA -AGAGGTAGCAAGGCATTTTTACATGAACTCCGTGTACCTCGGACAGTTGTTTAAAAAGGTTTCAGGTGTA -CAGTTTAACGATTACCTGAATAATGTACGTGTTGAAGAAGCTAAAAAGCTTCTTCAGAGAACAGATATGA -AGGTGAGCGAGATTTCAAGTGCGGTGGGCTACAATGATCCAAAATATTTTTTAAGTAAATTTAAAGCAAT -TACAAGTCTGCCCCCTTCAGCCTTTAAAACAGGGAAAACTACCTAATTCGGAGATGAATTTACCATGAAA -CTTAGGCCGAGAATTTTAATCAGGGTTAATGATATTCCATTGAATATCAAATTTCTTATAATATATGTAC -TTTGTATATTAACACCAATAATAATAATCAACGCGGCATTTCTTGATAAGTTCTACACAGTCGTCACTCA -GAGAGAAGAAAATAATTATCAAATATCCATGCAAAGGGCAAAAAATGATATTAATGCCTTGATAGAGGGC -GGTATTGCCGTCAGCCACTCTATATCTACAGATGCAATCATATATGATTTAATGGACGCCAGATATGAAG -ATGCAGGGGAGTATTATGATATTTATAGCAGCACTCTAAGAAACAGACTTTCGATTTATACTGTAGCATA -TAACTATATTACGAATATAGGATTATATGTAGACAACCCCAGTATAAGAGCCGGAAACACGTATTACTAC -ATTGACCGCAGTGTAAGAAATACAATATGGTACAAGGACTTGTCCGAATCCAATGAACAAGTACTTATCA -GGACATATATGGGAAGTTCAAACAGTGTTCCTATCAGGAGAATACAGTATTTAAGCATACTGAGAAGCTC -CAAAAATAACCCCTCTTTAGGCAGCCGTGAAAAGATACTTAAAGTTGATATAAGTCTCGAAAAGGTATTT -ACTATTTTCAACCGTGAAAGAGATTATCTGAGTCTATACCTGATTGATCCTCAAAATACCATAGTGTGTT -CGACTACAGGCAGATATGGGCTTAATAACATTGATAAATTGGAAAAACTTAACAGCGAGTCTCTCGGAAA -GGAAAATATGATTCTCGAAGCGTACCTTGGGAATTCATCATATTTTAAAGGCTGGAAGCTCATAGGAGTT -ACAGACAGAGAGCGTATATCGGATTCTGTGGGGGATACTCTCAGATTTGTACTGATTTTTGCATTTATAA -GTGTTCTTATTTCATCCCTTCTTATGTACATTATTGTACGATCATATAACTATAGGTTAAGAAAACTTTC -CAAACATATGCTGAAATTCAAGGACGGAAAGTTCGAACTGATAAATATAAACGAAGGAGAGGATGAAATC -GGCGGTGTTATAAGAAACTTTAACCTCATGGCAGCAAGAATAAATACACTTATAAATGACGTTTATAAGC -TTGAACTGCAAAAAAAGAGTCTTGAACTGGAACGGGTAAGGGCGGAAATAAACTTTCTTCAGAGTCAGAT -GAATCCTCATTTTCTATTTAATACGCTTAATGCTATATTAGTAGTCAGCGTAAAAAATAATTATACCGAA -ATCGTAGATGTTATCAAATACCTGTCAAAGACATTGAGACGTTTATTAAGCTGGAAGGACGACTTGGTAA -CAATCGAAGAAGAACTGTCATTTACAGAAATGTATCTGAAAATAGAAAAATTCCGTTTCTGTGACAAATT -CCATTACAACATAAATGTAAATGAAACCCTGCTTGACTACCAAATACCTAAAATGAGTCTTCAGCCGTTG -GTTGAGAATGCATGTAAACATGGTATCCAGACAATAAAAGAGGTGGGGGTTATAAATATCAATATCGATA -TGTGCGAATCAGGTCTCAGGGTAAGCGTCAAGGATAACGGTTCAGGAATTGACCAGTATACATTGAGTGG -AATAATAGATAATGTTAAAAGCGAAGTTGAACAAAGTACTAGTATAGGTATCAGAAATGTGTACAGACGT -TTGAGACTCTACTATGGAGAGAATATTTCTTTTAATATTGAAAGTTGTATCAATACAGGTACCACAATTT -ATTTTACAATACCTTTTGAAAAGCTTTAGAGCAAAGAATACAATATTTGGTGTGCGTTTATAGAGATCAT -TATGTAATTTTTATGGAGGAGGCTTTTTAATGTTTAAAGTTTTACTTGTAGATGATGAGCCCATGGCACT -TGAAGCACTAAGAATTGTTGCAGATTGGGAAGAGCTTGGGTTTACCGTTTGCGGTGAATGCAGTAATGGA -GATGAGGCATTAAATAAAATTGAAGATATAAAGCCCGACTTAGTGGTAACAGACTTAAAAATGCCCGGAA -TGGACGGACTGGAACTAATAAGGAAGGTTATGGAATGTGTAAATTCGGATATTATATTTATAATTGTAAG -CGGCTATGATGAATTCGATTATGCAAAAGAGGCTATGCAGTATGGTGTCCGCTATTATGTTTTAAAACCC -GTATTTAAGGACGAATTTTCAGAAGTACTTTTAGAAATAGGAAACAAACTCAAAAAGAAATATCAATTAG -GTAAAATGACTATTAATAACATAAGTACGGATATAGGAAGTCTATTGGGAAAATACCTTATTGGAAGCTT -AGGTGAAGATGAAATTAGGGCCAGAATGCCGGAAAAAATAAGTAAAAGTAAGGCATACTGGTCTTATGTG -TGTTTGGGTACACCGCGGGTGTGGGAAACAGTGAATTTCAAAAACGATGAGATCAGTGAGGACAGCCTCA -GTACATTTAAAGAGATGGTGAATACAGTCCTTGAAGGTATATATATTTACCCGATATTAACAAATACAGT -TATTGAAGGTATTGTAATTTGTATTACAAGTGAAATTCAAACGAATAAGATAATAGAAACCCTAAAATCA -AGTGTATCTACACTCTTTGGGGAAGGATTCTATTTAGGAGTAGGAAATACAGTAAATGAACTCTCGGAAC -TTTCTGAGTCCATGTCTCAGGCTCATAAGGCAATAGACTATAGATTTTTTAGTGCCCCAGGCAGTATTAT -CTACTATCAGAACATAAAGGATTTTTCACTAAATTACAGCTTTAAAGGAATTTACAAAATTGAGGACATG -TATAAAGCCCTTGACAGCCTGGATGAAATGAGAATAAAAAAAGCAATTGAAGTAGTTTTTTCGGATTTCC -GCAGGGAATATACAGCTCCAGAAATAATCAAAATGTATGTGGTTAACATTATATATAAAAGCATATCTAT -AGTAACCAGCTTAAACGGTAGTACAGACCAAATACCGCTCCTGGACTCAATTACCGCAATTCTTGCAAAA -AGTTTGATAATAGATGAGATGGAAAACATGGCACATGAGTACTGTTTCAAATTCGTTATCTATGCAAAGA -GCTTAAAAGATAAAGCTAAAAATTCAGATATGAAACTTGTTGATGAATATATAAGGAATAACTACACAAG -AAACCTGACAATCAGGGAAATTTCCAAGAAACTTTATATTCATCCCAACTATCTCGGTCATCAAATAAAT -AAGTGGTTTGGATGCAGTTTCAATGAATATCTTCATGGTCTCAGAATGGAAGAAGCAAAAAATCTGATAG -AAAATACCAATCTAAAAGTTCACGAAATAGCTGAAAGAGTCGGATACAGTTCGTATAGCAATTTTCTGGA -TCAGTTTGTCAAAAGATTCTCCATAAAACCCAGTGATTATAAAATTATGCTAAATAACAAGAACTAAAAT -TTTTAGGTACTAAATCTTTATTTTGAAAATTGAATTATGCCACTTAACAACTGATAATAGAAGTGTAGTA -TCACTACTTTCTTATTGTGATTCTGCTTATAAAAATAAATTAAGGAGGAGAAAAAATGATGTTAAGAAAG -AGAAATTGGCTAGTAGTACTATTAACAGTTTTATTGGCAGTAAGCTTTACTTTAACAGGTTGTGGCGGTT -CTGATAGCAGCTCTTCTACTTCAACTTCCGGAACAGCAACAGCTACAGGTTCAGCAGCAGGTGAAAAGCT -GGATCCTATAGAGATAAGCTTCTTTATTTCTGATCCAGGTCAGGCTCCGACACCTGATAACAAGATTTAC -AAGAAAATCAAGGAAGAACTTGGAGTTACTTGTAATTTTGAGTTTTTAGTAGGTGACAAAAACCAGAAGA -TAGGAGTTATGATTGCTGGTGGCGAATATCCTGATGTAGTAACTGTTGGATCTGATACAGTTAGTAAATT -TACTGGAGCTGGTGCTTTAGTTCCTTTAGAGGACATTATCGAAAAGAGTGCTCCAAACCTCAAGAAACAT -TTTGATCCATTTAAGAATAAGGTAAAGGATGTTGAAGACGGACATTTTTATGCAATGCCTGGCTACGGTG -TATATTATAATGATTTTAGTATAAATGTTAATGAAGGACCTGCTTTCTTTATACAAAAAGCAGTGTTAAA -GGATGCTGGTTACCCGAAGGTTAAAACTCTTGACCAGTACTTCGATCTTATAGAAAAATATAAAGCAAAA -AATCCTACAATAGACGGACAACCAACAATAGGTTTTGAAATTCTTTCAGAAGGCTGGAGAGATTTCTGCC -TCAAGAATCCACCTCAACATCTGATCGGTCATCCAAACGATGGCGGTGTTGTAGTTAATAGTGAGACTAA -TACTGCAGAATTCTTCTGGGATAAGGATTATGCAAAGAGATACTATAAGAAAATTAATGAAATTAATGCT -AAGGGCTTACTTGACCCTGAAACATTTACTATGAACTTTGACCAATATATCGCTAAGCTTTCAAGCGGTA -GAGTTCTTGGTATGTTCGACCAGCACTGGAACTTCAATAATGCTGAATTAACATTAAAGACTCAGAAGAA -GTTTGAAAGAACATATGCTCCATTGCCTTTAGTATTCGACGAAGATACTAGGGATTACTACATGGACAGA -CCTGTTCTCAATGTTAACACAGGTTATGCTATTACAAAGAGTGCAAAAAATCCTGAGAGAATTGTCAAAT -TCTTCGATGCATTGTTAACAGAAGAATGGCAGACGATTCTCGGATGGGGAATCAAAGACGAAGACTACAA -GGTTGGCGATGACGGCATGTTCTACATGACTCCTGAACAACGTGTAAACTACAATGACCAGACATGGAGA -CTTGCAAACATGGCTCACACTCTCTGGTACTATGCTCCTAAGATGGAAGGTACATTTAGCGATGGAAATG -CTACAGGCCCCGGCGGACAGCCAAAAGAATACTATGATGCACTTGACCAGTACGACAAAGATTTCTTTAA -GGCTTACGGATATGATCAGCAGTCTGATTTCTTTAGCCCAGCTCCTGAAAACAGAATATCATACCCAGCA -TGGCAGATAGATCTTGTTGACGGTTCACCTGCAAGCATGGCAAACACAAAAGTTGGAGATATTGCAACTA -AATATTTACCAAAGGCAATACTTGCTAAACCAGATAAATTCGACAGTGTATGGGATGAATATGTAAATCA -ACTCCACAAAGAAGATATTCAAGCTTATGTTGATAGAATAAATGATCAACTCAAGTGGAGAGCTGAGAAC -TGGAAGTAACAGATAGTTAAAGTCCATTGGAGCATAAGCATATGCTCCAATGGATATTTAAAAAATCCAA -CGACTTGATTTACTGGGAGGCAGTATGGCTAATAATGTAACAGCTTTAGCTGATAATAAACTACAAGGCA -AGAAAAGGACGGGACATAAAATAACCTGGAACACGCTTGTAAAGCAAAAGCAGCTTATATTTATGTCCGT -ACCGATGCTCATTTATGTTTTAATATTTTCATATGTACCGATTTGGGGCTGGCTCATGGCTTTCCAGAAT -TATAAACCGGCAAAGGGCTTTTTTGAACAAAAGTGGGTTGGTCTCCAAAATTTTAAGTATCTTTTAAGAG -ATGATAATTTCATAAGAGATTTTAGAAATACAATTTGCATGAGCTTTATAAACCTGGTACTAAGCTATGT -TACAGCAATAGTACTTGCATTACTTTTAAATGAAATTAAAAATGTGTTCTTCAAGAGAACTGTTCAGACT -ATATCTTATTTACCACACTTTTTGTCTTGGGTAATTGTAACAGGTATAGTGGCTACTTGCCTTTCAACTG -AGGGCGGTATTGTAAACATAGTACTGGTGAAGTTAGGTATAATTAATTCCCCAATAAACTGGTTAAGTGA -AGGAAAGTATTTCTGGGGAATTGTAGGTGCCACCAATGTATGGAAAGAGCTTGGATGGAATACAATAATT -TACCTTGGTGCGATAACTGCCATCGATCCTGCCTTATACGAGGCGGCGGATTTGGATGGAGCCGGAAGAT -TCAAGAAAATGCAGCATGTTACACTTCCGGGAATTAAAGCTACCTTTGTAGTACTTCTGATAATGTCTAT -AGGTCATGTTATGGAAGCGGGTTTTGAAATTCAGTACCTGTTAGGAAAAGGACCTGTTTTGGATTGGTCT -GAAACTATAGATATTTATGTCATCAAGTATGGTATTAACCAGTTCAATTATTCGCTTGCAACGGCAGCAG -GTATATTTAAGAGTGTAATCGCAATTATTATGCTGTTCCTTGCCAATAATGTTGCTAAGAGATTAGGCGA -AGAAAGGCTTATCTAAGGAGGTACTATGATTAATCGACGAAAACCCGTAAGGATAGGAGATGCAGTTTTT -AACACTTTTAATTTTGTCTTCATGGTTTTACTTATGATTGTAACTCTCTATCCATTTTTAAATACACTTG -CAATATCTTTTAACAATGGAGTTGATACTTTAAGGGGCGGAATATACCTTTGGCCTAGAGAATTTTCATT -TCAAAATTATAAGGCTATATTCATAGGAGGTAACGTATTTCATGCGTTTTTGGTATCAGTAGAAAGAACA -GTAATTTCTACAGTGCTAAATCTATTCCTTACAACAATGCTTTCCTTTACGCTAAGCAGAAAGGAATATG -TATTCAGAAAGCCTATAACAATAGTGTTTGTATTAACAATGTACTTTAATGCGGGTATAATACCGAACTA -CTTCCTAATAAAGAATTTGCATTTGTTGAACAGCTTCTGGGTATATGTTTTGCCATCATTAATAGCAGCA -TTTAACATGATTGTTATTAGAACCTTTATTATAGGTATACCTGAAAGCTTTGTTGAATCTGCAAGAATAG -ATGGAGCAGGTGATTTCAGAATATTTATACAGATAATCTTTCCTTTATGTAAACCAGTACTGGCTACAAT -TGCACTATTCGTTGCAGTTGGTGCATGGAATACATGGTTTGATACCTTCCTGTATTGTTCATCAAAGCAG -AACCTTAGTACGTTACAATATGAGTTGATGAAGCTGTTGAGTTCGACACAGAACTTTAATGCAAATCCTG -CTTTGGCAGCAGGTGTTGGTGCTAATTCGCAAACTGCAGATACTATGGTTACGTCCTTATCTATTAGGGC -TGCTATAACAATAGTAGCAGCTGTTCCGATAATTATTGTGTATCCATTCCTGCAAAGATACTTCGTTGTA -GGTTTAAATGTTGGTGGAGTTAAAGAATAATCCGTTTTCTGGAAGGGGAATTGTAATGGGTATAATAAAT -GACAACAAGTATAGCCATCGAATTGTAACAAAGACAGCTAAACTTTCCGGATTGGACGGCAGTGTACTAA -AAAATACAGAAGTTGTTGTTCAGCAGACCAGGCACAAATTTCTTTTTGGATGTGCACAATTTGATGCGAT -TCCTTATGTAAACAATGAATTTAAGGGCGAAGAAAAAGAACGTGCAGAACAACGATTTGACAAGTTTATT -GATTTGTTTAACTACGCAACCCTACCTTTTTATTGGGCATTTTATGAATCTGTAAAAGGCCAGCCTATGA -TAAAGGAAACAAAGAAGGCAGCCGAATGGCTAGTTTCAAACGGGCTTCTTCTAAAGGGGCATACACTGTG -CTGGCATACTATTACAGCACCTTGGCTGCTTGATATGACAAATGAAGAAATACTTATGGCTCAGATGAAG -CGTATAAACCGTGATGTTTCAGAGTTCGAAGGCTTGATAGATATTTGGGACGCAATAAATGAAGTTGTTA -TAATGCCTGTTTTTGATAAATATGATAATGGAATTACAAGGATTTGCAAAGAGCTTGGACGTATAAAACT -GGTTAGTAAAGTGTTTAGTGAAGCAAAAAAAGCAAATCCAAGTGCCACGTTGTTAATAAACGATTTTAAT -ACTTCTGAATCCTATGCGATTCTGTTGGAAGGACTTATTGAGGCAGGGGTACCTATCGATGCCATCGGAA -TACAGTCTCATATGCACCAGGGGTACTGGGGTGTGGAAAAGACTTTGGAGGTACTCGAAAGGTTTTCCAG -GTTCAATCTTCCGCTTCACTTTACAGAAAATACTTTGGTTTCAGGACAGTTGATACCGCCTGAAATTGAA -GACCTGAATGATTATCAAGTAAAGGAATGGCCTTCGACAGTTGCGGGTGAGGACAGACAAGCCAGAGAAG -TTATATCCCATTATAAGACTCTTTTGGCGAATCCAAAGGTTGAATCCATTACTTGGTGGGATTTTGCAGA -TGGAGCTTGGCTGGGTGCACCATCAGGATTTATTACTGTTGATAATAGGGTTAAACCTGCATACGATGAA -CTACACAAACTTATAAAAGGTGAGTGGTGGCTGAAACCGACTAAGTATATGACTAATGAAAATGGAGAAA -TAACTATTTCGGGATTCTTTGGTGATTATGAGGTTTCTTGCCAGGGAAAAAGGATTGGTTTTACTTTTGA -TAGTTCAAACGATACTGTCAAACTAAAAATTTAAGATTACTAGTGTACTACAGTGAAATATTACCGGACG -ATTGACCTTCTCAAACTTCGATTTTGTCCGGTAATATTTTTTTATTAGGATTCAATATTTAAATCTTTGC -ACATACTATATTTTATAAAACTGGTTATTCTGCTGCAAACCAAAACCGTAAAAGGAATGTGAAAAGAAAT -GATAATAGAAAATTATTTTGAAAACCCTAAAATACTGCATGTGGGTACTATGGAGAAAAGGGCTTACTAC -GTACCATACCCACCGGAAGATGTCAATAAAAGCAGTGACAGGAATAAGTCCGAAAGACTTCACTTATTAA -ACGGAGAGTGGGATTTTCTCTATTTAAAAAGTGTATACAATATAACGGATGAATTCTACTTACCCGGATA -TGACAGAGCAGGATTTGACAAGATACCTGTTCCTTCAGTGTGGCAGAACCATGGGTATGACAGACATCAG -TATACAAATATAAAATATCCTTTTCCCTATGATCCTCCACATGTACCGGTAGATAACCCTTGTGGTGTTT -ATGTCAGAGAGTTTTACGCAGACACCAGTTGGAACGGGATGAGGAAGTATATCAATTTTGAAGGAGTTGA -TTCATGCTTCTACCTCTGGATAAATGGTAAATTTACAGGTTACAGTCAGGTTTCCCATTCTACCAGTGAA -TTTGATATCACAGACTATGTACATGAAGGAGTAAACACCATAGCAGTTCTTGTGCTAAAATGGTGTGATG -GGAGTTATTTTGAAGATCAGGACAAGTTCAGGACATCTGGTATATTCAGAGATGTATATATTCTTATTAG -GCCCGAGAATCATATAAGGGACTTTTTTGTAAGAACTTCACTGAAAGAGGATTATAAAAAGGCCGAAATA -AAAGTGGATATGGACATCTTCGGAAGTATTCCTGGCATAGACTATAAACTTACAGATAATAGCACTGGTA -ATATTGAAGCACAAGGTAATGCAAATGGAAAAAGTATAAGTATTGAAATGGATAATCCGAAATTGTGGAG -TGCGGAAATCCCTTATCTTTATACCCTAATTATTCGATCGGATTACGAGGCTATTTCTGTACAAGTAGGA -ATACGTGAAATAAAAGCTGAGGACGGTATTGTTTATCTTAACGGGCAAAAGATTAAATTCAAGGGGGTCA -ACCGACATGACTCCGACCCAGTAAAGGGGCCCGCTGTGGATGTTAAAGATATGATAAAAGACTTGATGCT -TATGAAACAGCACAATATAAATGCCATTCGCACAAGTCATTACCCAAACTCACCTTTGTTTACAGAGCTT -TGTGATAAATATGGCTGCTATGTTATTGCAGAAGCAGATATTGAAGCTCATGGCACAACAGCGGTTTATG -GAGGTGGTCAAGATGGAAAATCATTTCCAATGCTGGCACATGACTCTGAATTTGAAGATGCTGTTATAGA -CCGCGTTGAGAGTTGTGTTATACGGGATAAGAATCATCCCTGTGTTGTTATATGGTCACTTGGGAATGAG -TCCGGATATGGCAAAAATTTTGAAAGTGCTTTGGACTGGCTTAAAGGTTACGATAACAGCAGACTTACCC -ATTATGAAAGCTCACTATATCCACCGGAGGGTTATGATGCTGATTATAGCAGCTTGGATTTGTATAGCCG -TATGTATGCCTCCTGTGAAGATATAATAGAATATTTCCAGGGAGATAACGTTTCTAAACCTCTTATTTTA -TGCGAATACTCCCATGCCATGGGTAACGGCCCGGGAGACCTTGAGGAATACCATGAGCAGATAGAGAGAT -ATGATGGCTTGTGCGGAGGATTTGTTTGGGAGTGGTGCGACCATGCTGTGTACATGGGAAGAACTGTAGA -TGGCAGGAAAAAGTATCTCTATGGCGGAGATTTCGGAGAGTTTCCCCATGACGGCAATTTTTGTGTTGAT -GGGTTGGTCTATCCTGACAGAAGAGTTCATACTGGATTGCTTGAATATAAAAATGTGCTGAGACCGCTAA -GACTTGTAAATGAAAACTCTAAAGATGGCAAATTCACCTTCAAAAACATGCTGGATTTTATCAATACAAA -GGACTTCCTGTTTATTTCCTATGAAGTAACCAAAAATGGAGAGGTTATTTTAGACGGGGTTATAGACGAG -CCCGGTTTACTTGACATACAGCCTCATGAGAAGAAGGATATATGCCTGACACTTCACGGTGTGGAAGAAG -GGGATTGTTATATAAAATTTGATTATATACAAAAGTATGATACACCGTTTGTCGGAAGTGGTCATTTACT -TGGTTTTGATCAGGTTAAGCTGGCTGTTGACAAGGTTGGTTTAAAGGAGGATAAAATAACCTGTATCCTC -GGAGAACCGGATTCAAAGGAAGGAGAAATTTCGGTAGTAGAATCAGACAGAAACGCTATAATAATAGGAA -ATAATTTCCGTTACACATTCAATAAAATGACAGGTGTATTTGATAAGCTGATATACAAAAACAATGTAAT -TCTTGATAAGCCAATGAACTACAATATATGGAGAGCACCGACCGACAATGATAGAAACGTTCGGCATAAA -TGGGAAGAGGCAGGTTATGACAGAACACTCTCCAGATCATATAATACCCAAGTATTCGAGGAAAACGGCA -ATGTAAGGATAATAACGGAACTGTCCCTTTTGGCAGTCCACATCCAGAGAATAATGAGTATCAGTACAGA -GTGGAATATAGCAGAGAATGGCCTTATATCGGTTAACATACAGGCTGAAAGAAATATGGAAATGCCGTTT -CTGCCACGTTTTGGTCTGAGACTCTTTCTTCCCGAGTACATCAGAAATGTTGAATATTTTGGATATGGCC -CCCACGAGAGCTATGCTGATAAGAGAAGGTCATCATACGTGGGACGTTTTAAGTCAAATGTGGGAAGGAT -GCATGAGGATTACCTGAAACCACAGGAAAATGGCAGTCACTGGGGGTGCCATTATGTAAAGTTGGCCTCG -AATTGTGGTCTTGGGCTGCTGGTTACTGGAGATGAAACTTTTAGTTTTAATGCATCCTACTATACTCAGG -AGGAATTGACAAGAAAAAGCCACAACTTTGAGTTGGAGAAGTGCGGAAGTACTGTACTTTGCGTAGACTA -CGCCCAAAGCGGGATTGGTTCTAACAGCTGCGGACCAGAGCTTATGGAGAAGTACCGTTTCAATGCACAA -AGATTTCATTATACAATGTTCTTAAGACCTTTTATGGAGCAGCCTAGTACTGCTATTGTAAAAGCAGCTC -ATAATACGTAAAATAGTTATATAAACCGGGTTTATGCGGGCCGGGTATTGGTGTCAGTTTAGCCATACCC -GGCTTGAAATGCATATAAATAGAAATTGAAGAAATAGGATTTTTGAAAAGGGTGAAAACTATAAAAGAAT -ATAACTTACCAATATACAATTATTTAAGGAAATATGCAAAAGAAGATATAAATGTATTCCATATGCCGGG -CCACAAGCTCTCGAGGGGCATCCCCCGTGAACTTTCCGACGATGTTCTCAAGCTCGACGTAACAGAGATT -GATGGAACAGATAACCTCCATTACCCCGAGGGAATAATAAAAGAGGCTCAGGAGCTTGCTGCAAGGGCCT -TTGGAGCTGACCGTACTTTTTTTCTTGTAAATGGCTCAACCTGTGGGATTCAGGCTGCTATTATGAGTGT -TTGCACCAGGGGACAAAAAATAATAATAGGAAGAGATTCGCATAAATCCGTAGTATCGGGGCTTATTTTG -TCTGGGGCAAAACCGATATTTGTATATCCGGAATACAATAGTAAGTTTGGAATACATGAGGGTATAACAG -CACAAAGTATTGAGAATGCCCTTAGTATGAACCCTGATGCAGCAGCCGTACTGATAACCAGACCCAATTA -CTATGGAATATGCAGTGACATTAAAAATATAGCAGATACAGTACATTCTTACGGAAAACCATTAATAGTA -GATGAGGCACATGGAGCACATCTATCATTTAGTCCATTGCTGCCTCCTTCTGCAAACCAATACAACGCAG -ATGTTGTTATACAAAGTGCTCATAAAACACTACCTGCTGTAACACAAGGTGCATATTTGCACCTTAATGG -ACCACTGATTGACATTGATAAAATCCTATTTAATTTAGCCATGCTCCAAACTTCAAGTCCTTCATATATT -GTAATGACATATCTGGATATTGCAAGAGAGCTTATGCAAACGGAAGGTATACAAAGACTCAAGTATTTAC -TGGACGAAATTAATATTTTCAACGGCAGGGTATCTGAAATTGGCGGTTATAAGGTTTTATCAGGTAAATA -CTTGGGTATTAATACAATACAGGATCCTACAAGACTTGTTCTAAATGTAAGTAGACTTGGCATAAGCGGA -TTCCAGGCAGAAGCAACACTCAGAGCAGAGCTGTCTACCCAGGTAGAAATGGCTGATTATGAAAACATTG -TTTTAATTACAACAATAGCGGATAAAAGGCGGTCTTTCGAGAGGCTATATGAAAGTTTGTCAAAGCTGGC -TCAAATACCTTTTGATAAAGACTGCATACAACAAATGGAAAAGAAGCGAGAATTTGGAGAAATACAAAAA -CCGTCAGATGGTTTCTCGGTATTAAGCCCATATGAAGCCTATGCTGCACAAAAGGAGCAAAAGGAATTAA -AATCCTGCTTGGGAAGGATCTGTGCAGGAGTAATCACTCCGTATCCTCCGGGTATTCCGATTTTGTATCC -GGGAGAAATTATAGACGGTGAAAAGATAAGTTACATAGAATATATTATTGACTTGGGCGGAACGGTTAAT -GGTGTTGGCAATAATAATAGTGTCCAAGTTGTGAAATAATGTGTTATAATTTTCTTAACAGACAAACGAT -AAGGCAGTTGGAGGCTAAATAATGCGTAAAGGTTTATTTATAACTGTTGAAGGAACTGACGGATCAGGCA -AGACAACCCAGATCAAGCTTATGGAACAGTATTTGAAGGATATGGGCAATGAAGTGGTGTTGTCCAGGGA -ACCCGGAGGTACTAGAATTAGTGAGATGATCAGGGATTTAATACTTGATCCCGAGAACAAGGATATTTCC -CCTTTGACGGAAATGATGCTTTACGCTGCAGCCAGAGCCCAGCATGTTTCTCAGGTCATACGGCCTGCTA -TTGAAAGTGGCAAATCTGTCATATGTGACAGGTTTGTGGATTCAAGCTATGCATACCAGGGGTGTGGCAG -AGGGGTTGATCTTAAAACTATAGCGGATGTGAATAGAGCGGCTATTGATGGAGTAGTACCTGACATTACA -TTTTTTCTTGACTTAGACCCACGTGTTGCAATGGAAAGAAGAGTAAAGTCCACTGGGGCTGACAGGATAG -AACAGGAAAAAATGGATTTTCATATCAGAGTGTACGAGGGATACGAACGAATGGCATTGCTATATCCTGA -GAGGATTAAGACAATAGATGCTTCAAAGTCAATAGAAGAAATATCTTCCCAAATAAATATATACTTGAAG -GAAATACTTTAACAACCACGAGATCTTATTTAAGGAGGGATTATCATGAAACTGGTATTTGCTATCGTGC -ATGACGAAGACGGTAACAGGGTAATGGAGGAGCTTAACAAACATGGCGTCAGTGTTACTAAAATGTGCTC -AACCGGAGGTTTTCTCAAAGCTGGAAATACTACATTACTTGTGGGTGTAGACGAGGAGAAGCTGGATGAA -GTAATAGCCATTATTGAAAAGAAATCCAAGAGCAGGAGACAGGTTATAAACACACCCGCCACATCGGGAG -GGATAAACGGAATGTTTATGCCATACCCTGTTGAAGTAACTGTAGGCGGAGCTACTATTTTTGTAGTCGA -CGTAGAGAAATTTCACAAGGTTTAAAATAAGCTATAAAGAAGGTGATTCCAATTCCTATCAAGATACAGG -ATTCGTCCGAAAGCCGTGCAAATATTTCTGCATTGCCCAGCAGAGACGAAAGAACTATAAGGAATGAGAG -AGATACATCTTTTTCTAATCAGCTCAGAAAACTTGAAACCAAAAACTATGAAGAGAGGGTTAAAGTACTT -GCTGATAAAATAGAGAGTCAGGGTAAAAAACTGGGTAAAAAGACAGACATCAGAGAATTGAAGGTTTATA -AACAGTTGATTTCCGACTTTCTTGATGAGGCGGTTTCTCATTCCCATAGTTTTATGAAAAAAAACTTTCT -GGATAGAAGAGGAAGACACAGGATATATGCAATTATTAAAAAAATTAATGAAGAGCTTGTTGAGCTTACA -AACGAAGTACTTAAATCACAGAAGGATAATATAAGCATACTTAAAAAACTTGATGATATCAGGGGATTGA -TACTTGACTTGTTCTTGTGACATTATGGAGGCAAAATGTTAGGGCACCAAAGAATAATATCTGCATTAAG -AACTGCAATACAAAAGGATAATGTAAGCCATGCATATATATTTGAAGGTCCGGATGGAGTCGGAAAAAGA -GCTACTGCACTAAAATTTGCTTCAATGCTTATGTGCCGGGAAGATCAATTCCCATGTGGGGAATGTAAAT -CGTGTCAGTTATACAGGGAAGCCTCAAATCCGGATTTTCAGGAAATAATTCAAAAAGATAAAAGCATCAG -TGTCGAGGAGATAAGAAACATACTAAAGGGACTTGTTATAAGGCCTCTTTATTCTGATTACAAGGTAATT -ATCATAAACGATGCTGATACTATGACTATTCAGGCACAAAATGCACTCCTCAAATCTCTTGAAGAGCCGC -CGCCGTATGTAGTATTTATACTTACAGTCCAATCCTTGGCGGCGGTTGCACAAACTATACGTTCCAGATG -CCAGAGAATACTTTTCAACAGGCTGTCCCATGAAGACATTATGGAGATTATGGAGTCAAAATATGGACCC -AGGCAATCTGACTGGGAATTTATCGTTTCTTATGCTGACGGTGTGGCAGGTACGGCACTTGAGCTTGCAG -AGTCGCCTCATTCTCTCGAATTAAGGGAGGAAGTACTGGAGTTCACATCAAGACTTGTATCAGACCGAGA -TGCCGACCCGTTTAAGTTTTATGAAACGTTTGAAAAAAATAATGACAGGGTAGACTATATACTGCATGTA -ATACTTTTATATTTTAGGGATTTATTAATTTACAAGGAGACCGGAGATACAAGTCTATTGATAAATTCAG -ACAAAAAAGATATGATTATTAGGAATGTGGAACTTTCCTTTTCACATATTATTAAATGCATACAGGCAGT -CTGGGATGCCCGCAGAGGCTTAGGTAACAATGCCAATTTCCAGCTTGCAATAGAGGTAATGCTTATGAAA -ATTCAAAAGGCAGATAATGCATAACCACTTACGTATTGTAGAAAGGAACTTTATAGATGGTTAAGGTTGT -AGGAGTTAGGTTTAAAAAGGCAGGCAAGATATATTATTTTGATCCCGGCGAACTAGTGATAGATCTCAAC -CAGAATGTCATAGTTGAAACCGCAAGAGGAATAGAATTTGGTTTAGTAGTAGTTCCGAATAGAGAGGTTG -ACGAGTCTGAAATAGTTGCTCCGCTGAAAAAAGTAATTAGAGTAGCAACAGAAGAAGATATTGCTCACGC -ACAGGAAAACGATAGAAAAGAAAAGGATGCATTTAATATATGCCTGCAAAAAATCAGCGATCACAATTTG -GAAATGAAACTTATAGATGTAGAATATACGTTTGACAATAATAAGATTTTGTTTTATTTTACGGCTGATG -GAAGAGTTGATTTCAGAGAGCTGGTAAAGGATTTAGCATCAGTATTTAAAACCAGAATTGAGCTTCGCCA -GATTGGTGTAAGAGATGAGTCGAAGATGATGGGTGGGATAGGTATTTGCGGCAGAGTGCTTTGTTGTAAT -TCTTTTTTAGGAGAATTCCAGCCCGTTTCAATAAAAATGGCAAAGGAACAGTCATTATCACTTAATCCTA -CCAAGATTTCAGGTACCTGCGGCAGACTTATGTGCTGTCTCAAATATGAGCAGGAAGCGTATGAGGACTT -ACTTTCCAGAGTGCCTAAGGTTGGTGCGATAGTTGAGACTCCCGAAGGACAGGGAACTATTGTGGATGTA -ATGCTATTAAAGGAAATTCTTACAGTTAGACTAGATATTGGCAATGAGTCCGACCTGCGGGTGTATAACT -TCAAGGATGGAGAAATAAAAGTAATAAAGGATGCAGCGGCCAGCTACGACAGCGATATAGACCTTGAAGC -CCTTAAACAATTAGAGGATTAGAAAGGGATACTAAAATAGTTTGTCAATCAATATAATAGATGGTAAAAT -AGTAGCGAAAAGCAAATAGTAAAATGTTTGTTTTCCTTAATCTTTAGGAGGTGTTTAAAAATGGCATATT -CAATAAACGATGCTTGTATAAGCTGTGGGGCATGTGAATCAGAGTGTCCAGTATCATGCATAACTGCCGG -AGATAGCATTTATGTAATCGATGAGGATACTTGTATAGACTGTGGTGCATGTGCAAACGTATGTCCTGTT -GATGCTCCCCAACAGAAATAAGTTTCGGGCAATAAGGGTCAGATAAAGGGTCATCCTTTATTTGGCCCTT -TTTTCAGGGAAAAAATAATGATAAGGGGTGTACTTTTGGTTACTATCAGGGATAAAGAGCGTATAGATGA -TTTGCAGCTCCATGGCTTAAAGTTGATACAAAATACAGAAAAGTTCTGCTTCGGAGTGGACGCAGTACTG -CTGTCTGATTTCGCCGATGTTAAGAGAAACAGCAAAGTTCTTGATATAGGAACGGGATCTGGGATAATAC -CGGTACTTCTGGCAGGAAAGACAAAGGCTGCTAAGATTGTGGGTATTGAGATTCAGGAAGAAATGGCTGA -GATGGCGTCCAGAAGTGTATTGATGAACAGACTTTCAGACAGGCTTGAGATAGTACAAGGTGACATAAAA -CTTTATCGAGAATACTTTAGAAAATCCAGTTTTGATGTTGTAGTTTCCAATCCTCCTTACACTAACAAGG -GCTGCGGACTTGTAAATCCCATGGACAGCAAGGCTATTTCCCGGCATGAGATTTTATGCAGTCTGGAGGA -TGTTGTAAGTGCAGCTGCTGCACTTCTGGTTCCGGGAGGCCAGCTTGCGATGGTACACAGGCCCGAAAGA -CTGGCTGATATCATATGCAGTATGAGGAATAATGGGATTGAGCCAAAACATTTGAGGCTGGTACACCCAA -AACCCGGCAAGAAACCAAACTTGCTCCTTATTAAGGGAAACAGAGGGGGCAACCCTGAACTTAAAGTAAT -GGAACCGTTGTATGTATATAACTCGAATGGAACATACTCGGATGAGATAAATAAAATATATGGAAGAGCA -GAGGAAGAAAAAATTGAGCGAAAAGGGTAAACTATATCTGGTAGCAACACCTATTGGTAACCTGCAAGAT -ATAACTTTCAGAGCAATAAATACTTTGAAGGATGTTGACTTTATTGCGGCGGAGGATACCAGACAGACAA -TCAAGCTTTTAAACCACTTTGAGATAAAAAAACCTCTTGTCAGCTATTATGAGCATAACAAGTTAGTAAA -GGGTAATTATCTGATAGAGCAGCTGCTTTCAGGAAAAAACATAGCTCTGGTATCTGATGCGGGAAGCCCG -GGAATATCAGACCCCGGAGAGGATTTAGTGAGACTTGCCATAGAAAACGGCATTGAGGTAACTATGATTC -CCGGGCCTGTTGCAGCGGTTACAGGACTTGTAATATCAGGTCTGCCTGCCGGAAGATTTGTATTTGAAGG -CTTTCTTCCTATGAATAAGAGATCTCGACAGGAAAGGCTTCAACAGTTGAAAAACGAAACAAGAACAATT -ATATTCTATGAAGCTCCTCATAAACTGTCATATACCTTGAAGGATATATACAATGCATGGGGGGACAGAA -GAATAGCCCTTGCAAGAGAGCTTACAAAAAGATTTGAAGAGGTCATAAGATGCAGCCTGTTTGAAGCAAT -GGAAAGATTTCAGACTGAAGCTCCAAAAGGTGAGTTTGTTGTAATCATTGAGGGACAGGATGAAGCTTTG -CTTGTGGAACAGGAAAGGGAAAAATACTCTGAAATCAGTATAGAAGACCATGTAAATAGGTACGTTGAAG -AGGGGCTTACAAAAAAGGAGGCTATAAAAAAAGCCGCTGAGGACAGGGGATTGAACAAAAGAGACATATA -TAATGCTGTAATGAAAAAATAAAAAGAACCTGTGATTTATATCACGGGTTCCTTCTATTTTGTTTTTTAA -ATGTAAGAATAGTTGGTTGATTACTTCTTTAGTTCTTTCATACACTCAGGGCAGATATTCTTCCCTTTGT -ATACAATGACATCTTTGGCATTACCACAGAAGATACATGCAGGCTCATATTTCTTCAATATAATGGTTGC -CTCATCAACATAGATTTCCAAAGCATCCTTTTCTGCAATATCCAATGTTCTGCGAAGCTCGATTGGAAGA -ACAACTCTTCCCAGCTCATCAACTTTCCTTACAATACCAGTAGATTTCATCAAAATTGACCTCCTCATAT -GCACTACATATTTCGACAAACTTCGAATTTATAATACCATAAATTCCAATAAACGTCAACTCATAAATTT -CCTAGTATTTTCTTATTTTTGTTATTTAAATACTTTATAAGCCAGTAATTTCAAGGCTTATAACAAAAAT -AAATAAAAAATCTAAAATGTTACGAATTTGTTAAAATTTTTGATTAATTTAATTTTGACAGAGTTTCAAA -AATAATACTGGAAAACCTTTCATATGTTTTGAAGATATTCGACAAAAAAATCTATTATTCTGTCTCATAA -AAAAATGTGTCCAGGCATATATAACTAGGAGTAACTTTTCCATATAACGGCCAGAAAAGGGGTATTTATG -CTTAACTATATTTGGATTGGGCTGTTAATGATAGGGTTTGCTTTCGGAATCGTCAACGGCAGACTGGATG -CTGTAACAAAGGCTGCAATGGATTCAGCCCAGACAGCAGTTAACGTATGTATAGGCTTGTTGGGAGTAAT -GTGCCTTTGGACAGGGTTAATGAAAATAGCGGAGAAAAGTGGACTTATAAGGATAATAGGACGTGCAGTA -AGACCAGTCCTAGGGTTTCTTTTCCCGGAGATACCGAAAGATCATCCTGCTCTAGGTGCTATAGTAATGA -ACCTTGTAGCAAATTTCCTTGGTCTTGGTAATGCCGCTACTCCGTTAGGTCTGAAAGCAATGAAAGAATT -ACAAAGTATTAACAGGGATAAAAGAACAGCTACCAATGCAATGTGTATGTTTCTGGTTTTAAATACTGCG -GCAATTCAACTTGTACCTGCAAGTATTATTGCACTTAGAACCTCGGAGGGTTCAAAAAAGCCTGCTGAGA -TAATAGTATGCATATGGATTGCATCAGTGTGTGCAACTATCATGGGTATTATAGCCTCAAAGCTTCTTTC -GTTAGTGTGGAAAAAAGACAATTAAGAAAAGTGGTGGGATATGATTTTTATTAGACATTTGTCTGACTTT -GCTGTTCCAGCCATATTTATAGTAATAATAGGTGTGGCAGTTCTGAAAAAAGTAAAAGCCTATGATGTAT -TTGTAGAGGGTGCAAAGGACGGAATAGACACGATTATAAAAATAATTCCTTCACTGGTTGGTCTTCTGGT -TGCCGTAGGTGTTTTTAAGGCATCCGGTGCCATGGATAGTCTTATACTTCTGCTGAGGCCTTTGACTGAT -CTGCTTGGAATGCCTCCTCAGGTTGCCCCTCTTGCATTACTGCGTCCTATATCGGGAAGTGCCTCCTTTG -CTTTTGTAACAGAGATTATAAAGTCCTTTGGGCCGGACTCCTATGCCGGCAGGGTTGCAGCAACTATGAT -GGGTTCCACTGAAACAATTTTTTATACTCTTGCGGTTTATTACGGTTCGGTAGGAATAAAAAATATCAGA -TATACGCTTATTGCTGCAATAATGGCTGACATTATAAGTGTTATCGCATCGCTATGGGCATGCCAGTTTA -TATTCGGCTAGAATTTATTTAATGCTCTAAGGATTTTAGCAGATAGGGAATATAGCCACATACCTTTTCC -TCCTGTCTTATACAAACTCTTGCTAGTAATACTGTTCATTCCCTCATTGGCTTTGGGGTCGGTAGTAAAC -AAGCTCAACAGAATTTTAAGCACAGATTTTACATTACCTCTATACTTTGTCTTGACAGAAAGAGACTTAT -TTGTAAAAAACTCAATTCTATCCTCGTATTCCTTGAGGCTGCCGTAATAAAAAATATAGTTAAGGCTTCC -GGTGGAAAGATCATCATTATATTTAAGGTAACACTCCAAAATTTTATGTATGCAGCTTACCCATGGGAAG -AACGCTGTGTGTATGCTATCAACATCCTCCTCGGTTAAATCAGGATTTGTCGCAAGAGCCAGAAGAAGCT -GTATATCCAGGCCGGAATCTATACACATACAGAACTCCCAGTTCGACAGTTCGGGATATTTCTGACCGTG -TGCCGAACTCCACCTTATCAGATTTACTTCTTTCTCATTGTCGTTGGAGGAGTATTTTGTTACCTGCAAG -TCTATGTATAATGCCAGAAAAGCAGATATATTGTCCCTGACAATATTAAAGGAAGGTAAAAGCTGAATTT -TTTGACGGCACTTTTCAACAAGGATACTAAGATAGCCGTTGTCATCCTTTGAAGGGAAAAACGTAAAATA -TTTCTCAAAGGATTCATTACGTATATTTGCAGCATCTTTTAATGAGGAAAATATTACTCTGATAAAAGCC -TCTGTGACAACGGCTGAATTTTCACACATTTTATTAAGATAGCTTACAATAGCCAGAAATGAAAAAATAA -CCTCAGAGGCAAGCTTGACATTAACTCCCGGCCACAATGTGCATACTGACGAAACCGCCATGTCAAATTG -GCTTTCTTTCAGGGCTTCCTTAGCATTTCTTTTAAGCTTGTATTTTACTATGCGTCCTGTATAGTTGTAA -TACTCCTGGGACCTTTTTTGAACAACGGGATGTATTTTTTTAGCGTATCTGTTTGTAAAACGTATACAGT -CAATGATATTTTTCATAATAAATCCCCTAAATAAATATTCTAACGCTTATCTGGTTGCTTTTTATGACTA -GATTTTTACCATATAACATACCGTTTAAACGCTAGCATTTATCCTTGAAATATTTTATATAAATATGTAT -AGTAGTATCAGTAGCCATTTACAATTTTCTACTTAAAACGATAAGTATAGGGTAAATTATACCATGTTAG -CTGTTAAATATCCAAATTGACAGAAATGTAAATAAAAAATAGAACCAGGTGAAAGTTTTGATATTTGATA -CTCATGCACATTATGATGATGAAAAATTTGATGAGGACAGGGACGGTTTGCTGCAAGAGCTTTATAGTAA -TGGAATAGGCTATATTGTAAATGCATCTGCTGATATAAATTCACTGGATGCCTCAATTGAGCTTTCAGGT -AAATATGACTTTGTGTATGCTGCTTTGGGTATACATCCTCACTATGCCGATCAGATAAATGATGAGGTAA -TTGAAAGGATAAAAAAGCTATGCAAAAACAGTAAGGTTGTAGCTATTGGAGAGATAGGACTTGATTATTA -TTATGACAATTCCCCCAGAGATATCCAGAAGCATTGGTTTGAAAGGCAGATTGAGCTGGCAAAGGAGCTT -GAGCTCCCCATAATAATCCATGACAGGGATGCCCATGAGGATACTCTAAATATAATCAAAAAAACCAATG -CACAGCAGGTGGGCGGCATATTCCACTGTTTTACAGGAAGCAGGGAAATGGCGTTGGATGTACTAAAACA -CAATTTATATATTGCAGTTGGCGGGGCGGTAACCTTTAAGAACTCCAGAAGAATAAAAGAGGTTGTTGAA -GCTGTTCCACTGGACAGGCTAGTCATTGAAACAGACTGTCCGTACCTTACACCTGAACCTTACAGGGGCA -AACGCAATAATTCCGGGTATTTGATTCACATTATAGAAAAAATCGCTGAAATTAAAGGTGTAAGCTCTGA -AGAAATAGAAGAGGCAACACTCATTAATGCTAAAAAAGTTTTTAAATTAGTTTAGAAAAATAAAATAAGC -CCTTAATGTTAAATTTAATATTTAAGGAGAAAAAATATGAAAAGATTTATTATTATTATAGTATTTCTAT -TTCTCATTGCATTACTTATTTCATTCAACTATTTACTATGGGATAGGGAAAAGCAGCTTGAAAATTTTCA -GGATTTAAGAGATGCTAAAAACTTCACAATAGATACTCTTGGTGAAAAAAATAACGCTCTTGATAAAAAG -AACAGAGAATTAACAGAAAAGATTGATTCTCTTAATTTGGCTATTTCAGATCTTAAGGATGAGTTTAACC -GTCTTTCGGTTGAAAATACAGATCTTAAGAATCAGGTGAGTGATTATGCAGACTTGATTAATCAATTCAA -AAAAAACATGAATACTATGCCCATAAATGGACTTATAAAAAATTGGTTTGAGGCAATTAACACAAAGAAC -TACAAAGTCGCCAGTGCATTAATAAGCAAGAATTCACATGATGAGATTTTAAATAATCCTGCGAATTTCA -GCAAAACATACCAGGAGGAAATTAAATCCATTAACCTAAAATCGTTACATATTTTTACCGATCTGTCGGA -TCAGGAGCATTTGGGAAAAATTCAATTTAGGATCATTACAGAAGTGGAAAAACCTGAATCACAGCAGACA -GATAAGTTGTACAAAAGCGGTGATAATGAAAAGTATATAACGGTAGAATTTAATACACAATCCAAAGAGT -GGCTTATACTGGAGGTTTCGGATAAGCCATAGTCCTATAAAAAATTTCCCTTTTTAAATCCCCATATATA -AGCGGGCTTCAGCGAATTGGTTGTTAAAAGATAACATAAATCTCCTTATTGAATAGTATATTAACATCTA -GTTAATAATTTATTACAAGGGATGAATTGTCAAACGTATTTCCATAAACAGGCAATAAATTTGACAAAAA -AATGGGTATAGAATAAAATATTCACGGTCCCTTTGAATATTTCTAACAGGAGGTTGGAGTTGTGACACCG -ATTGCGAAGAATATTAAAAGGTATTTTTCTGAATTAAAAATCAGGTCATTGGATGTTGCAATAGTATGTA -TTGTCGTTGTTATATCCGTTACAGCGGGGTTCCTTGTTTTTAATGGACTCAATAGGCACGTTGTAATCAA -TGATAATGGGCATACCATTGCGGTAAAGACAATGAGAACAACAGTGAAAGAGGTATTGGAGCAGACGGGC -ATCAAAGTTGACAAAGCAGACTATATTAGTATGCCGTTTGACGCGAAGCTCACAAAGATTCATCAGAATG -TCATAAATATAAAAAGAGCGGTACCTGTTTCAATTAAGGTTGATGGAAAAGAGCTGGATGTAAAAACATG -TAAAGATACGGTTAGTGAAGTTTTGAAGGATAATAATATAAGTGTGGATTCGGATGACAAGTTTGTAGGG -TCTCAATTAGGAGACAAAATCGTATCAAATATGAAAATTTCAATTGTTCGTGTAGAGGAGAAAACAATCA -CCGAGACATTGCCTATTCCATTTAAAACCATTACAAAAGAAAACAAACGATTAGATAAAGGAGTACGGAA -TACAGTCAGACAAGGAAAAGAAGGCGTCAGAGAAAAATTATACAAGGTAGTTTTTGAGGATGGAAAGCAG -ACCACTAAGCAGCTTATAAAGGATTTTGTAGCTACGAATCCTTTAAATTGCATCGTTGAAGTCGGTACGG -TTTTAAACTACAATACAGCAAGAGGCGAAACAATAAGATTCTCAAAGGTGCTGGATATGAGGGCAACCTC -GTATACCGCTTCTTTTAAAGACACAGGTAAAAGACCCGGAGAGCCCGGGTTTGGGATTACAGCCACAGGA -GCAAAAGTAAGAAGGGGTATAATAGCAGTAGACCCCAGAGTAATACCCTTGGGAACAAGAGTATATGTAG -AGGTTCCCGGGAAGGCAGCCGATTATGGATATGCGGTTGCATCAGATACAGGAGGAGCAATAAAAGGCAA -CAAAATTGATGTTTACCTTGAATCAGGCAGTCAAGTTGATGCCTGGGGTGTAAAAAAAGTAAAAGTTTAT -ATACTTAAATAAGATATGTGTTTTAAAGTGTGTAAACAAATAAAAAAGTATTAAAGGGACTGTTAGAGCT -AATCCAGGTTTTGGGATTGGCTTTTTTTCTTGAAGCAATCATAATTTTTCATTAAAAAGTCGAATATATT -ATTTAATACTATTGTGTTATAATATTTGACAATGTGTTAATTTAAAGGTTAAGGAGTACCTATGATTAAA -AACAATACGTCTGAAATAATAAAAAAACATAGATTAAAGCTAACTAAGGCCTTGGGGCAGAACTTTCTGA -CTGATTTCAGTGTGGTAAAAAGGATAGTTGACGCTTCAGATATTGATAAAGATACTCTTGCAATAGAAAT -AGGGCCGGGCGTGGGAAGCATGACACGTGAGCTGGCAGCAAGGTCTGCCGGAGTAGCAGCTATAGAAATT -GATAAAAGGCTTATTCCTGCTTTGAATGACAATTTGAGCGATTATTCCAACGTGAGCATAATCAACGAAG -ATATAATGAAAGCGGACATTGATACAATCATAAATAAGTACAGGGAAGTATATAACGCAAAAAGCGTAAA -GGTTGTTGCAAACCTGCCATATTATATTACTACGCCTATAATTATGCGTTTTCTGGAGGAAGTCAAAGGT -GTTGACAAGATGGTATTCATGGTGCAAAGGGAGGTTGCGGAAAGAATGGTTTCAGGCCCGGGTACCAAGG -ACTACGGGGCACTTTCAGTGGCAGTCCAGTTTTACTCAAAACCTGAAATTATTTTTGACGTTCCTCCCCA -CTGTTTTATACCCCAGCCGGAAGTACATTCAACCATAATAGGGCTTGATATTCTGAGTGAACCGCCAGTG -GAAGTTATTGACCGCAACCTATATTTTAAAATAGTAAAAGCGTCATTTGGGCAGAGAAGAAAAACTCTTG -TAAATGCATTATCAAATTCAGGATTTTTTAATAAAACCAAAGAGCAAATAAAGCAAATACTTAAAGAAAT -GGGAAAAAGTGAGAACATTAGAGGTGAAGTTTTAACAGTTGCACAGTTTGCACAGCTTTCAAACCTTATG -ATAAACGAGCATCAGAAAGATTAAATAAGACTATCAAAAAAGATAGTCTTATTTTTTTATTTTTATCATA -TATTTTTACTGTTAGGAGTAATATGCTTAAAAAAAGGAGAAATCTGCAATGGGAAATGCATATGAGCGAC -AGTATCATATATTTAAGACAATGGATAATAATTGGGAAAACCCCAGCGGATTTATAAAAGTGGAAATCAA -CGACGATAATACTCGTTTTCAGCTTTCTTTGAATAATTTATCCGACAATAAGGATTCAACCTATAGCTTG -TACGGTATACAAAAAGATAATAGTACATTGGAATATACAGACATATGCCGTATACTGCCTGTTAACGGCA -GGGTTGATATAAAAACAAATTTTTCTTCTGATGAGATAGGCTCAAACAAGCTTAACGTGCATGATATAAA -TATTTTTGCAGTAATATACCGCAGTACGGATAAGTCTTCGGGTACGGTAAAGTGCCCCTTGGTAGCATAC -GCAAAAGGTGAACAGGTGTGGAAAGGAGAATTTGAAAGAGTTCTTGAGCAGCCCTCTTTGAAAATTGAAG -CTTCTGCTGCTGCAATAGACGCCGATGACACTGCGGAAATTCCTGTAGCAATACAAAATGAAAAAAACGA -CGAACCTGAAACAGAGGATATTAACATACAGTCTTGGACTGTTCTTGATGATGAATATAGCAAAAATCCG -ATTGAACTGCTCGAATCCGAAGGTACAGAGCGGGAACAGGAGAACATAGAAACATATGTTTCAGAAGAGG -TGTCAGGACAGGAGAACATAGAATCATATGTTTCTGAAGAGGTGTCAGGACAGGAAACAGACATCTCAGA -CCTGTCAAGTAAATTTCAGGGTGACTTATCAAGTGTGTATCAAGATTCGTTTGAGGGAGAAATGGAGGAA -AACGATGAAAGCGGAGATAATTCACAGGAAACGGGAGAAGTACAGGATGTTTGGAAAAAGATTCAGGATG -ATTTTAATGATATATCTTCAATAAGAATAGATGAATCTGCAAATATGGATAAGTCCGAAACAGACATAGA -ACATCCTTTAAACATACAGCTTTTAAAACAGGAGCTTGACAATAGCTTCGAGGAGTTTAACCCGTTCAAG -ACCAGAAACAGAAGCTATAAATGGTGGAAGATAAACAGTCCCGGATTTCTAAACAACATTCTTTTCAGGA -ATAATATTAAGACATATCTTTTGTTTAATCCAAAGGTAATGCTTGCCCATTATAAATACAGGTATATTAT -CCTTGGGCTAAGAAACAACAGGCAGCCACAAAGAGAAAGGCTCATTTGCGGTATCCCCGGAGTTTACAAC -ATAGATGATAATCCCTTTGGCAGTGAGGGCAGCTGGGTACAAATGGAGGGATACAGACCCAAATACGGAG -CGTTCGGATATTGGATTGTAACGCTTGATCCAAGAACAGGCAAAATATCAAAAATGAAATAAAAATCATT -GTTTTGGACCGATTCAGGCCGGGTATATATTGAACATACAAATTTTGATATATTGGAGGCGGGAAAATGG -CTATAAAATGGAGAGACAGCCTGGCTATAGGTATAACAGAAATAGATGATCAGCACAAAAAACTTTTTGA -AGCTATAGATAAGCTGTTTACAGCATGTGTACAGGGAAAAGGAAAAGAGGAAGTGGTTAACACTATTAAA -TTTTTGGAGGACTATACCATAGTGCACTTCAATGATGAACAGGAAATGCATAAAAAGTACAACTACCCTG -AACGGGATGCTCATAGAAAAATACATGATAATTTTCTTAATAGCTTCAGTAAACTCAAGGAGCAGTTTGA -ACAGGAAGGTGCCGGGCCGCTTTTTATTTCTACAATAAACAAACAGGTTGTTGATTGGCTAATACAGCAT -ATAGGTAAAGCAGATAAGGCTTTTGCGGCGTATGTTAAGGGTTAAAAATGGTAAATATACCTAGTAATTC -AACAAATTCTCAAATTTGCATAAGAATTTATTTGCCGAATTATGGTGCTATATAGTATAATTAAGGGTGA -GGTTAACAATTTTAAGGAGCTGATATCCCTTGACTGCAAAAAATAAGGTTGTTATACGTATAGCCGGCAA -GGATTATACTCTGGTTGGAAGTGAACCTGACGAATACATACACAAAGTTGGCCTTTATATTGATAAGAAG -ATGAATGAGATAATGCTCCGCAACAGCAGACTTAGCACGTCTTTTGCTGCTGTACTTACCGCAATCAATG -TAGCGGACGATTATTTTAAATCAAAAGCTGAGGAGATTTCACTTGGAAAAGAAAAAGACGAGCTTGTCAA -TGAAACGGAAAAGCTAAAGTGTGAAATTGAACAGCTGAGGGAGCAAAATGAAGAGTTGGTTGCAAAAAAT -ACATCTTTGCAGGTTGAATTGGCAAAGAGAGAGGCCGAACTTGGTGAAGTAAGAAATTCCATAAGCAAGG -ATAACCGGGTGATAGCTCAGAAAAGCCTTGCCGGATATGACATCTAAAAATATTCTGACTAATTACAAGC -TGGAGGAAATATTAATTTCTCTGGCTTTTTTAATGAGAAAAATCCTTTTTTGCAGGAAGGGTAAAGTGGG -GTAAAGTATTATATAATATATATAATGAAAAATCTTTAAGGAGAAGGCCATGAAAGTTATTTTTACATTT -TTAGACGGAGTGGGAATAGGTGAAAAAGATAGGATGGCAAATCCTGTGTATGCTACTGAACAACAGATAC -TTGCCCAACTTATTGATAATGCCAAATTTCAGGCCGATGCGTCAATGGGTGTGGACGGTCTTCCGCAAAG -TGCAACGGGACAGACCACAATATTCACTGGGGTAAATGCTCCCAAGATATTGAACAGGCATTTGAGTGGA -CAACCCACCATTTCTCTTAAAAAGGTAATATATAAATCAAATATGTTCAGTGAACTTATAAAAAGAGGTT -TTAATGTTACAAGTTCAAATGTTTACAAGGATGAGTACCTGAAAAATATGCTTAACTCAAAGGACAGAAA -GAATCGGCCTTCTGTAACCTCTGTCATGTGTATGGCATCCGGGATTGATTTCAGGACATTGAGTGAATTC -ATTAATGGCGACGGCGTATACCATGATATTACAGGAGATATACTAAAGGAGTCGGGTTGCCGGATTGAAA -CCGTTACACCACAGAAGGCGGCACAAAACCTTTACAAACTTAGCCGAAACTATGATTTTACATTGTACGA -GCACTTTCTAACGGATATACAGGGCCATAAAGCGGATTTTTATGAAGCGGCAAAATTAATAGACAGACTG -GACAGCTTCCTTGATGAATTAATAAAGCAGATGGATTTTGAAGAAGATGTACTTATTATTACCAGCGATC -ATGGGAATATAGAGGATATAAGTATTCATACACATACAATGAACAAGGTACCTGTTATAGTATTGGGTAA -AAAAGCGGAAAAAGTAAAGACAGAGATACATTCATTGATAGACATAATGCCGTTTGTGCTTGAATTATTT -TCAGGGAATAGACGCGGAAGTGAAGTAACTTAAAGGATATTTGGAGGTAGCAGGTTGGCAAAAAAAATAG -AATTATTGGCACCGGCGGGGACATATGATGCCTTTTTGGCTGCAATAGAAAATGGGGCGGATGCGGTATA -TCTTGGAGGAAAACTGCTTAATGCCAGACAGTTTGCAGGAAATTTTGATGATGACCAGCTGGAACGGGCA -TTGGATTACGCTCACACCAGAGATGCCAGTGTGTTTCTTACTATGAACACTCTGGTTTTGGATTCCGAAA -TGCAGGAGGCGGTAGAATATGTCGCTAAGGCATATGAAAATGGAGTAGATGCCTTTATAGTACAGGATTT -AGGTTTAGCTGCCAATTTAAAAAAACTCATTCCGGGAATTACACTACATGCCAGTACACAAATGACAGTA -TACAGTACCGAAGGTATAAATGCTTTAGATTCACTGGGATTTGGAAGAACAGTACTGGCCAGGGAGCTGA -ATCTCGAGGAAATAAAGAAAATTTGCAGACAAACTCCTCTTGAAATAGAAGTTTTTGTACATGGTGCTTT -GTGTATATGTGTTTCGGGACAATGCTATATGAGCAGTATGATTGGAGGAAGGAGCGGAAACCGCGGGAAA -TGTGCTCAGCCATGCAGACTGCCATATTCCATAAAGAGAGACAGCAGTGAATTTGACAGCGGATATCTTA -TTAGTCCTAAAGATATATGCTATATAGACCATTTGTCTGACCTTATTGATGCGGGGGTAACCTCTCTAAA -GATAGAAGGACGAATGAAAAGTCCTGAATATGTGGCCACGGTAGTTGGCACGTACAGGAAATATCTTGAC -TTAATTTATGAGAAAAGAGACTTGTCCCCCAGCATATCAAGTAGACATAAAGTAGAACAGGAGGATAGGC -ACAAACTGCTTCAAAGTTTTAATAGAGGCGGATTTTCTAAGGGTTACCTTTTAGGAAAAACTGGCCCGGA -GATGATGGCTTATGAAAAACCTAAAAACTGGGGAACACCTTTGGGAAATGTGGTTTCGCAGGACAGAAAC -ACTAATTCCGTTCTGATAAAGCTTGAAAATACACTGGGAATGGGTGACGGAATTGAAATATGGTCCGGCA -GTAAGTTTCAGGAAAGTCCGGGCGGTATAATTACAAAAATTGTAAAAGATAAGAAATTAGTAAGGAAGGC -ACATAAAGGTGATACTGTATGGGTTTCAGTTATAAAGGGAAAGGTTCAGAAGGGAAGCAGGGTCTATAAG -ACCTCTGATAAAGAAATGCTGGAACAGGCGGCTGCAACCTATTCAAAGGCAGGTAGAAAATCACCAATAA -AAGCAAGCTTCACCATGAAATACGGACAAGTACCGGCATTAACTTTACAAGATGCATATGGAAACATTGT -TTCAGCAGTAGGAGAGCAATTTCCTCAAAAGGCTATAAATAAGCCTTTAACAAAGGATCGAATTCTTGAA -CAATTGAAAAAGATGGGTTCAACACCTTTTAATATAGCGGAGATTACCCTTGACCTTGATGAGGGTGCAG -TGATTCCAATAAGTGAGCTTAATAATATAAGAAGAAGTGCAGGTGAACAACTGGAACAAAAAAGAATATT -GTCCCTTAAAAAAGAATCAGTGAACTTTGATAAAAGAACATTTAAATCAATTTCATATTTCCCGGGAAAT -GTTCAAAAAATAAATATAGATACAAAAATAGCTGCAATGTTTTATGATTATCCTGACGGAATGGACTTTG -GGGACTTGGACGTTGACAGAGTGTATCTACCGTTTACGGAAATAATGGGAAATGAAGGACTTCTGCGGGC -AAAACACATTCATGAGACAGGCAGGGAATTATATGCCTATATCCCGGCTGTTATAAGGGGACATTACACA -GACATACTGAAAAAAAATCTAAAAAATGTTTCCCAGACCGTAGACGGGTTTCTGGCGGGGAGTCCTGCTG -TTTTTGAAATAATACGGGAAAAGTTGGGTAACAGTGTGCCAGTAGTCGGTGACTATACTATAAATATAAT -TAACAGTTATTCTTTGAATAAGTTAAAAGAGCTGGGATTCACCGGAGGAACTCTCTCTTGTGAATTGAAT -CTGTCTCAGATAACTGAACTGAAATATCCTGCGGATTTTGATACTGAACTTGTGATCTACGGTAAAATCC -CGGTTATGACCAGCGAATACTGTCCTATAGGCGGAAGTGTGGGAAAATGTGAACCCAGAAAGTGCGGCAA -GCTTTGTAAAAAAGGGGTTTACAGGCTAAGTGACAGAAAGGGTGTTGAATTTATTGTAAAAAGTGATTGC -ATTGACTGCCGCAGCACAATATTCAATTCCAATGTACTATTTGCTCCTGAGCTTTCAGAACAGATAAGCA -GGACTGGTGTTAACTATTTCAGGTTGAGTTTTGTAGACGAAGGTAAAAAAGATATTCATAATATATGTGC -TTTATATAGAAGTTTGCTTGAGCATAAAAAAACAGAACCTGATATGGAAAAGCTGATTGAAAGGGTTAAA -GCATCAGGGTTTACAAAAGGGCATTTGCAAAAGGGAATATAAATTGTTTGATTTAGTTTACATAATAGGA -GGAGTTTGAATGTCTGTAGAGATATTTTTAGAGATATGTAGGAAGGATACTGTCTTACCAAAGTATGCTA -ATCCGGGAGATGCAGGAATGGACGTTTATGCAGCGGAAAGTGTAATGATTGCACCCGGTGAAACAGTTGT -TGTACCGACTGGATTAAAGGTGGCAATACCTGAAGGTTATGAAATACAGGTAAGGCCCCGAAGCGGGATA -TCCTTCAAAACACCATTAAGAGTTCCCAATTCACCGGGTACTATTGACAGCGGCTACAGGGACGAGTTAG -GCATAATTATTTCAAACAGCTCGGATATAGATGTTCCCGACAACAGGGAAACACCTTATACACTGGAGGA -AAAAGAAAATCGTAAGGGAACATATATCATAAGAAAAGGTGATAGGATTGCTCAGATAGTTTTGCAGGTT -GTACCTAAGATGAAATTTACCGTTGTTGATTCCGTCAGGGAAATAGGCAGTGACAGGGGCGGAGGATTCG -GTTCTACAGGTGTTGCAAGGTAGGCTTTATATAATGAAAGGAGGCTGATTTTATTAAAGTAAATGGTAAT -ATTCAATCAATAAAGGATAAGGTTCTTCAAGAATTGGAAGACTTATACGATAAAAAATACGGTTCGCGGG -ATTTGGTCCCCGAGGAACTTGCCCTAACTATTACAAGAATATCAGCAGAGATAAACCGAGAAATATCTGT -GCTTCTTAATAGAAGAGGTGTTGTGGTTGACATAAGTATAGGTGACAGCGGAACTGTCACTCTTCCTCAA -GTAGACGGAAGGCGTGGAACAGCAAGGCTTTCGGCAATAAGGTGTATTCATACGCACCCTAATGGAAGCG -GGATGTTGTCACAGGTAGACGCAAGCACACTCCAAAAGCTCAGATTGGACGCCATGATAGCTGTAGGTAT -TACAGACGGACAGCCATCGGATATTTATGCGGGCTGCCTTAATCATGAGGAGGGCGTTGACATTTATGGC -CCATTTGAGATAAGAGATACCCGTCTCAACTATATCTACAGAATAATAGAAGAATTGGATGCCTCGGCAA -AGAACGAAATTTATGAAAATGAAGAAGAAGCAGAGACTGCAATACTTGTGAGTTTGGAAACTTCTCAAAG -CAGATTGGAGAATATAACCTCAAGAGATGCCCAAGAATCACTTGAGGAGCTTGAGGAACTGGCAAAGACC -GCAGGAGCCGTGGTTGTGGACAAGGTATTACAGAAAAAGCAAACTGAGGATTCTGCGTACTACATCGGAA -AGGGAAAAATAGAGGAACTTTCTTTGATGTGTCAGGCAAGAGATGTTCAGCTTCTTATTTTTGATGATGA -ACTTTCTGGGGCTCAGATAAGGAATATTGAGGAGATGACAAAGGTAAGGGTAATTGACAGAACAACCCTT -ATACTTGATATATTCGCACAAAGAGCTGTTTCGAAGGAAGGAAAGCTTCAGGTAGAGCTGGCACAGCTTA -AATACAAGCTTCCAAGACTTGTAGGGATGGGAACGGAGCTTTCGAGACTTGGTGGAGGTATAGGAACCCG -GGGACCCGGAGAAAAAAAGCTAGAGGTAGACAGAAGGCATATACGTAGGAGAATAACAGGTCTTGAGCAG -GAATTGAAACACCTGGAGAAGAGAAGGCAGTTTCTGCGCAGCAACAGAACCAGCAATAATACTCCGGTGG -TAGCAATTGTGGGTTATACAAATGCCGGGAAATCAACACTATTAAACAGGTTTTGTGGTTCCTCGGTGTT -TGTTGAAGATAAGCTTTTTGCAACTCTTGACCCGTCTGCCAGACAGCTTACACTGTCCGACGGAAGGGAG -GCAGTTCTCATTGATACGGTTGGTTTTATAAGGAAGCTGCCTCATGATTTGATTGAGGCTTTTAAATCCA -CACTGGAAGAGGCAGTTCATGCAGATATGCTTTTGCACGTAGTAGATGCCTCAAATGAGAATGTTTCAAT -GCAAATATCCGTAGTGGAAAAATTGCTTGAAGAGCTGGGTGCTTCCACGAAAAGAACCATATTGGTGCTA -AACAAGCAGGATTTAGTTCAGGAAGACAGGAGAATAAGCTCTGTAGGTTATTCTGCGGTTTGTGAGATAT -CAGCTGTTACAGGATATGGTATAGAACAGCTGTTGGAAAAGATAACGGAAGGTTTTATGCATCAGCTAAA -GGAGGTACAGCTTCTTGTACCTTACAATGATGGGTGGGTTATGCCGTATATCTACAAAAATGGCCGGATA -ATTGACCAAGAATATGAGGAAGGAGGGATTAAGGTAAAGGCACTGGTTAAGGTGGAAAAAGTTAGCAGAC -TTACTGATTTTATGGTTGTATAAATCCACCAGTTAGAGTATTATAATATTAACAGACAACTAAATAAAAC -TAAATTCTATCAGAAAGGGGTTTTGATTATGCTTGTTAGAAACTGTGCAGGTGGAGTGGTCTTTTCTGGA -GATAAAGTGTTTCTATTAAAAAATGAGAAGGATGAATGGGTACTTCCAAAGGGGGTAATAAGGAGTGGTG -ATTATCCCGATGAGGTAGCCAAAAGGAGAGTAAAGGAAGAAACGGGAATTGATGCCGAAATTGTTTTAGC -AGCAGGCAATACCAATTATGAATTTTTCTCTGTAACACGTCAACGTCCAGTTTGTAATAAGATTACCTGG -TATGTAATGAAATCCCTTAATGATAATTTTGAAATAAATAAAGGTGAGAATTTTAGTGAAGGCAGATATT -TTTCCATTGATGAGGCTTTGGAGAAGATTACTTACAGCCAAGACAGGGCACTTATAAATTTGTCTTACGC -GAAATATAAACAGCTGGCTTAACAATAAGTTTTAAGTAGTATAATGCAATAAGTATCAGCACTCCCGGTG -TTTGGGAGTGCTGTTTTTAGATATGGGATAAATATAAAGGAAATAGTTGAAGAAATAATTGTAGCCGGGA -GGTTAACTTGTTAACTGAATATAAAACAATATTGAATACCGCAGAAGCGGAGTTTGAAGAAAAGAAGTCC -AGATTTATAGCCAATGTCCGTCCTATAACATGTGAGGAAGAAGCATTGGAATTTATCGAAGAAATGAGAT -CAAAGTACTGGAACGCAACACATAATGTGTATGCTTACAGTATAAACAATGGTACATTGGTTCAACGATA -CAGCGATGACGGGGAGCCTTCAGGAACAGCAGGAATGCCGACCCTCGAAGTAATAAAGCGTATGGGCCTG -CAGGATGTTGTTGTAGTGGTGACACGCTATTTTGGCGGAACCTTGCTGGGTGCTTCCGGCCTTATACGTG -CCTACAGCAAGGGTGCCTCCCTTGGACTTGAGGCTGCTGAAATAGTTACCCGTAAGCTATGCTATAACCT -GAATATTATAATTGAATACACTATCTTTGGGCGCCTGCAGAACATGCTCATTTCAAACAATAATATAATA -AAGGACATCAGATATGAACAGGATGTTGAACTTTGCGTTCTTATAGAGGTTGGAAATGAGGAAGAACTTA -TGAAGGATATTGTAGAGGTCTCCAATGGAAGGGCCGTCATTGACCTTGGAGAAAAAACTTACATTACATT -GGGCAGTGACGGAAGGTTGATTATTTAACAAATAACTATTATAATTTATAATGGATTTTAGTATTGTAAA -CTAAAGCTTTAGCTTTTGAAAGAATATAAATAGGTTTTATTAGGAGGTAAATATGTCAGGGCATTCAAAA -TGGGCAAATATAAAACGCCAAAAAGGTGCAGCAGATGCAGTCAGAGGCAAAATTTTTACTAAGCTGGGAA -GAGAAATCCAGATAGCTGTAAGGATGGGAGGAGCTGACCCAAGTTCAAATTCAAAATTAAAGGATGTTAT -AGCTAAGTGTAAAGCAAATAACATGCCTAATGACAATATTCAAAGAAGTATTAAAAGGGCTTCCGGTGAA -ACTGATGGTTCAAACTACGAAGAAATAACATATGAAGGCTACGGCCCGGGCGGAGTTGCGGTTATATGTG -AATGTACAACAGATAACAGGAACAGAACAGCCGGTGACCTCAGACATTATTTTGATAAATTTGGCGGAAA -TCTGGGACAAAGCGGCTGTGTTTCTTACATGTTTAATAAAAAAGGTGTTATAGTCATTGAAAAAAATGAT -AAGGTTAATGAAGAAACATTAATGATGGAAGCGTTGGATGCCGGAGCAGAAGACTTTGATTCAGACGACA -ACTGCTACGAAATAATAACTGATCCTGCTGATTTTTCAACTGTTCGTGAGGCACTTGAGGCAAAGGGCTA -TGAATTCATTGAAGCAGAGGTTTCAATGATTCCGACCACTACTACCAAACTTACAGACCCGGAACAAATA -AAGTTCATGGACAAGCTGATAGAAGCCTTGGAAGACCTTGATGATGTGTCAAATGTTTACCACAGCTGGG -AGCAGGATGAGGAAAACGAGGAAGAATAAGATATTAGTGTTATTGCCAATTTTTTAGGGCAACTTTGAGC -CGAGAGTATTCTGAAAGTACTGAACTTCTCTTTATGAAGTTAGTCTTACAACAGTGTACAGTAAACTTGA -ACACGAACAGTTGAACAAGTTTACTGTACATGATAATGAACAAGGTACTTTTGTCAATTAGTATTTATAT -TTTTTATTTAGCATATCTAAATAATCACTTAGGGGTTTTAGTTTCGTTGAATCTGATGGAGCGTAAAGAA -TATCTTTTAACATATAAAATATTTTCTTAGAATCTTTCATAATTTGAACGGAAGTATCGTCATCCTGCAT -TGCTCTCAAAAGGCTGTACAAAGTGACATCTATACTACTGTTAGTATTATCGTAGGTAGTATATTCTGCT -AGAGAAAATGCGGAAGATAAATCGATTAAGCATTGAGAATATAATTTTTTACGAACATCTATCTGTTGAA -TTTTAAAAAAATCAGCTCCAAAATCAGATTGAGTTTGAGATAAATAATTAATAAAATTTTTATCTATCAA -TTGCTGTTTTGCGTAATTTTCTTCAATTAAATGTGATTTATTATTGTTTAGTATCACTAGATATAGTGAT -ACTAACAAAAGAAGTATTATTATTGAATTAACAAAATATTTTTTATGAATTAATTTGTTAACTTGGTTTA -ACATAGGATATCTCCTTAAAGTTCGTATAGCCAACATTTAAAAAGACAAAGACTATATTAAAAATAAATC -GTAAGTAGGCTTTGTTAGAAATGTTGGCTATATATTCTCTGAATTTAGAATTTAGTTAACATCAAAATTA -GTATAAACAGTAGATGTTGTTATCTTTGAAGAAGCCGAAGGCCATGATGAAAAACTTATTCCCGCTGGGA -AAGATACTCCAACACTATTACTCCAAGTTAATGATTGTGTTTCATGTCCATAACTTCCTAAAACTCCATA -GCTTTGTTTAGTTGTTGGTACTGAAATTTTATAAGTTAAATAGCCTCTTAAATCTTGTCTTTCATACCAT -TCTCTACTAGAGATAGGTGGACCATACGTTTCTGTTGGGACTTCATATTTGTATCCAACTCCAGTAACTT -CTTCTTTAAATGGAGAAGTTGTTGTAGAAACTACGTTCTCTGTAGTATAAAAAGTGCTATTACCATAGAT -ATCTTTTTTATATATGTCCGATTTTACAAAAAAACTACTTGTATTTTGTTGCTTGGTACTTTTCCCATCA -TTAGACAATGCTAACATATCATAATAACACTGTGAAGGATGTGTTAGCCAATCAAACTGAGTTGCTATTT -TATATGTTGTTCCACTGATATATGTAGCCCATACTTGAAGTTTTAGCGTTGAGATAGTATTTGAATTATA -TGAATTATTAAACCCAAATGTCGTTATTGCGTCTGGATCGTTAACTTTTGTTAAGATATCAACCTTTGAT -TGTAAATTTTCCCCATTTTCTTTCTCTGCTATTTTATAAGCATCTTCCTTTGAAACTTTTTGTCTTTTTA -CAAGTTTCACATCATTTTTTTTAGTAACAGAATTAAATGTACTACTATATTCATAAGTGTAGTATTCTTC -AGTTTTTGAAACAAGCTTTGCATTTAGGTATTCCATAATTTCATTATCCGACAAATCATTTATAATCTTT -TCTGAAAAACCCAAAGTTCTCATATTATCTTTTGCCTGTTCCAAAGAATTTGTTTCTGTCTGTGCAAACA -CTATTGTAGATGTAAGAATAATTGAAATTACTACCAAAACTAAGTTTCTGATTAAAAGATTAGCTCTTTC -TTTCATAAAATTTACCTCCTTATAATATCTTTCATTTACTCGTATTATCTCGCTTAATCTTAGAATTTCA -TATCAACCCGAGAGCGTTATTTGGACAAATATTCTGTATTAGTATAATACTGGATTATACTGGTTAGCCT -TCGGCTAGACTGCGCTTGTTTTTTGCTATCACGCCAATGGCTTCCACATGTCTCTGGCGACAAACCTCCT -ATGTCTCACTGGGTCATGCCCTAAATTCCTTCGTCCTGTCTTGTCCAGAGGTGGAATGTCAGTCATGCTC -CTAAACTGGGTCGTGCCCTAATGGAAAATATTCAACCTGACTATCCCGGCTCTCAATTGTCAATGCTCTT -CTAAAACTAATCGATACACTTTAAACATCACTTTTTCTTACCATATATCCGTTACTCGCAGTCATTGGTT -TCAGATTCTTTATGGCATAGTCCTCAAATCAGTAGGCTATGCTGCCTTCATCATTGGTCTTTTAATATCG -TTCATCATCTTTTCAGCATCATAGTGGCTACCTGTTTTTAGTATTGCATAAAATACTCTTATCAACTTGC -CGCATAAGGCTACTATTGACTGCATTTTCTTAAGTGGCTTGTTATCTCTATTAATGTAGTATAGGTGCAA -CTGCCTAAATTCAGGGTTTCTAGCTACTAATGGCAATACTGCTTGAAATATGGCATATCTGCCGTCAGAG -CGTCCCCTTCTGGTTATTGTTGTTTTGCCTTGATGCTTGCCAGAGCTGTTTTCTCTTAGGTTTAACCCAA -ATAGTTTTACTATTTGCTCTGGAGCATCAAATCTACTAATATCTCCTACAGCACCTAAGAACCCTGCCAC -AGCTACAATTCCTATTCCTTTTATACCTAAAAGCATACTTGCACTCGGAATTTCTTTTACTTGTGCTTCT -ACTTTTTGCATTATCAGCTCAAGCCTGTGACCATGAATCATATATTCGTCTAGAAGAGTTTCAATCTCCA -GAACTGCTGATTCCAGACCATGCTTTAGTCCAATGGATTCTTCTGCTGCTTTTATGAGCTTCTGGGCATG -TTTATGTCCAACCGCTCTTTTGACTTCCTCTTTCCATGTTGCTACTATTTTTTCCTCACCTGTTTTAATT -ACTGCCTGTGGAGTAGGAAAATGCTTCAGTGTAAGCAACGCCGCCTTTCCAGTCCATTTCTTGAAAACAG -TACTAAACTCAGGAAAGTATATTGCTAACCATCGTTTTACTCTATTTTGTATGCTAATCAACTGCACAAC -ATTTTGCCTGCGTAATTCCATCAGATTTCTTATTTCTCGATATACACCTTCAGGCATGTACGGTATTAGA -TATCTTCCGTCCTTGACTAGCATTGCAATCGTTTTTGGATCTTTACGGTCATGCTTGCTTGGGGTGTTAT -CATCTAGTTCCTTTGAGCGTTTTACATGGTAAGGATTAACCATACCAAACTCTACACCCATGTTCTGCAA -GTGACTTCCAAACCCCTACCAGTAATGCCCGGTGGGCTCCATTCCTACGAATGTTTTTGTCTTTTGATTT -CTCTTCATCAGGTCTGTAACCCAAATATCAAAGGCATTGAAACCCTCTCTTGTATTCTCAAACCTAAATG -CTCTTTTAGAAAATTCAAATCCTCTGAAATCAAAAGCCCTGGCGAAGTGGACCTCGCTACCGATATCTAC -TCCAACCACCATTGTTTCAGGTGTGATTTGCATTAACTTATTGTTTTGTGTACAATTCATATTAGTTACC -CTCCGTTTATTTGATTTGTGCCTTCATTTGTGGTGTTCAGCACATTTCATATTTTACGTGAGGGTATTAA -TTTTTTCAAAGACCATTTTTCTTACTTACAGGAATGCTCCTAAAAAATTTTTTAACTTGTATTCTACTAA -TTGGGATATCGTCAACGAAACCGATAGGTATCACTTTAAGGCTGTAAGGCATTAAATGCCTGCCTTTTTG -TAATATTTAATTGTGGCAGATAAGTACTGGTTTACGGATTTTGATCGTCAATGGCTTAGCTTGTCACCTT -AGTAAAGCTAGTTTGTTCCCAATGCTTCCCTAAACCGAGGTATTATTGGTAATGTTATATCTATCCCATT -TATGTAAAATTTACAAGCAAAATCTATTATTACATAATAATGGGTTTTTTGTCAATTAATTAACTTAAAA -AAACCTGAAGAAAATTGGCAATATTAATTTTCAAACCTCATCAGCTGGCTTTTGTCAAAATCCCATTCGG -GTGTCTTCAACGTATTGCCAAAATTGGTTGAGTACCACGGACTTAGATTTTCATTTTCGGGGTTTTTAAG -AATATGAATGCTTTGTGCAGGCATATAGCTCTGTGCTGTCAAAAATATCTTTTCGCCTGTCACTTTGTTT -TCTGCCATGTCCAGTATTATAACAGTGTGCCCGGGAGTAGCACCCTTTAGAAATACATCTCCTATTTGCA -TGTTTTCTATAGATTCTTTTTTCATTTCTTTCGAAAGAGATAAGGTTCCTGCGTATGCAAAAACTATGTC -CAGATACTTTCTGAAACTGCTATACTCATTTGAAGACTTTGTATTTTTAACCCAATAGGTCTTATTACCC -TTAACTACAATCCTGTTTCCATTCATCCATTTCCAGTAGTCGGCGTTAAAGCCATTTGTAAAATTAAAGT -GTATTCTTTTATAAAGTCCCTGACTGTACAAATATTCTGCTCTTAATCTGATAACTGCATCAGCACATTG -CTGTAAATCTCTATTGCCTACATCAATATCAAGAACTGCAACATGAACATCTTTTTCCGTTACGTTACCG -TTGTAAAGCTTTATTTTTGTACCATCAGGCTTTACCGGCAAATCTCTAAGGTATTGACAAAATGAGGTTT -TATCTACCTTTATTCTTTCAAAGTCTGTGGGAACTCTAATTCTTTCCGAGACAGTTTTTCCATTGACATT -AATAAGATTCTCACGTTTTTCGATTGTATCAGAAGTTTTGGCAGATGCCTGCATTGGTTCACTGACCATA -CTTTTAGTAGTTTGAGCAGGTTCTGTATTTGCACATGCAGTAAGTAATAGTAATAATATAATAATTGGGA -ATTTTTTCATTGTACCAACCTCCTGTATTTATTATACTAAAATTACTAATTTATGGGTGTTAATATTTTT -ATCGAACTTGCCGGGTAATTTTTTGGAAAAAAAATCGGGTAGCTAAAATTTTAGTATGATAATATATTCT -CATCTTAAGAGACTAAAGGAGTACTTCTTTAAATGAACTACTATGAAAGAATCCAAAAATCTATTGATTA -CATTGAAAGCAATGTCGAAAACAAAATTAACATAGATTTTGCAGCTCAAACAGCATTTATGTCTTTGTCA -AACTTTTACAGAATGTTTTTTGCACTGACAGGGTACTCGGTAAAAGAATATATCAGATTACGCAGAATTA -GCCTTGCGGCTATTGATATACAAGGCACCGACACTTGTTTAATTGATATTGCAATAAAGTTTGATTTTGA -GAGTGGAGACAGCTTTTCAAGGGCTTTCAAGCGAATAACAGGATTTCTGCCAAGTGATTATAGGAAAAAG -AAAAGTTTGTACAAATTTGAAAGGATTGATATTATGGAAAAGTATTTTGATATTCAGGACAAAGAACTTA -TCGAGAATTATCCTGACATAAAGGTTTTGAAAGAAATGGAGCCAACTCGTGTAGCATATTTTTGCTATTA -TGGGAAACAACCTGAGCACCATGCTTTTACTGTAATGGCACAATGGCTTAATAAGAATGGTCTCAATGTG -AATGAACAGAATTTACGTATTTTCGGATACAATAACCCGAGTCCGGCATCTCCTGATGAAGAAGAATACG -GGTATGAAGTTTGTGCCACTGTTGCAGATAACATAGTTGTAAATGATGACCTTGTAAAGGAAAAAGTACT -GGGCGGAGGACTTTACGCTGTTACGAACGTTAGACGCGGACAGGATGGCGATATAGGAGGCGAAATTATC -AAGGCATGGAGCCGTTTTAATAACTGGCTTTCAGATAGCAAGTACGTTTATGGCGGACACCAGTGGCTAG -AAGAGCACTTGGGCTTTGATGATAATGCCAACCATATCGGCGGAATAGACTTATATATGCCTATAGCTTT -AAAATCCAAAGATTATGACATAACTAAAATTTTCGATAATGTAGAGCCTATGTTGACGGCAACATATACT -GCAACCGGAAAAGATGCAGATGTAAAGGCACGTGATTTCTTTTTCAAATGGGCAGATTCCCAAGGCTTCT -TTAATGACACCAAGCCACACAGATTTTTTGCTTACTATGACCATGAAAGAATAGGCCATAATGATTTTTT -CTATAAAATTCATGTTACAGTTGATAGGGAATTTAGTACTGACAATCCTTATATTAAGCTGGAAGAGTTT -AAAGGCGGTTACTATGCCATAACGAAAGCAAAATATAGTTATAATGGCTGGGCATGGGGTGAGTTTCTTA -AATGGTTATCTAAAAATAAGGAATTTGACTTGGGAAACTACTGGTTTTTTGAAGAATATAAGCTTAATAA -ACCTGAACTCGACATGGATACTGAGGTAGTTTTACATATGCCTATAAAACAAAAAGAGTAAGGAAGAGCT -AAAATGTGTATAAGAATCACTCTGATATTTGAGAATATATATGATGAAGTTAGTATTAACTCTGTTGCAA -AGAGTTATGATCGGAGATTTAAAATAGTAAACAATCCAATAATCTTAAGCCAATTACCTGACGGTGAAAG -GTGGTTTGAATCTGCATATAGTAGTTGTGAGTGTAGTACTGGAATAGGTTCTTTCGAATTATTTACACGT -AACGTAGAAAATGTAATTGAACAATTAAAAGATAAGAGTATTGCTGAAGAGGTCAGAACTGAAGAAGTAA -AACGTAAATCTATGTACAAAAAAGATGTCGATAACTGGGGAGAATTTATTAAATCCCTTATACGCAAATA -TAATTTTAAAAGGGTAGGTTTACTAATGCATTTTACCGATGATGATTTGGCTAGAGCTGATTTTCTAATA -TTGGACAAATACGTAGTTAAATATAGTGATATTAATCCTGAAGTACTAATGAAGATAAAAAATGAGTTAT -ATATTATTTTGTGGATAATAAAACTGGTTAAAGCTAAACAAATAAAGGTAAGAAATATAAGAGAGGGTTA -ATACACAATGAGTGCAATCAGATTAATTGAAACAGAAATTAAAGGAATTAAAATGAAATTTAAGACATCC -GGTAAAGTTTTTTCACCACAGAATATAGATAGAGGCACTTTGGCAATGCTATCACTTGCAGATTTTAAAG -AAGGGGACAAAGTATTAGATTTGGGTTGCGGCTATGGAGTAGTAGGTATTCTTGCTTCAAAAATAGTAGG -GCCGGAAAACGTAATTATGACGGATGTAGATGAAAATGCAATTAAATTAGCTATTGAAAATGCCCTTATT -AATAGTGTTGACAGTATTAAAATTTTAAAGAGTGATGGGTTTAAAGAATTGAAAGAAAGCGGATTTTCAA -TAATTCTCTCAAATCCACCATACCATACAGACTTCTCAGTTGCAAAAGAATTTGTTGAAAAGGGCTTCAA -CCGCTTAATTGTGGGTGGGAGAATGATAATGGTAACTAAAAGAAAAGATTGGTATAAAAATAAATTAACC -TCAATTTTTGGTGGATGCAAAGCCTGTGAAATTGACGGATATTTCGTTTTTGTTACGGAAAAAAGAGAAA -CAACATATGCGAAGGTTAAGTCTAAAAAAGTGAAATAGATAAGAGACTCTTTAAAGTTTGATACTGCCAT -AAATATCCTTTATACTATATTTAAAGGAAGGAAAATATTATGAACAAAAAAATAGTAGTTATTGTCACAA -TAACTATTCTTATAGCTATTGCAGGCATTAAATATTTTAAACTTTTGGATATGCCAGTACATAAAAACAT -TAACAAAGAGGATGTTCTCAGTATCGAGAGTTGGAGTGATACCCACGGTATTACTGAAATAAAAGATCCA -GTTTTATTCGATAATATAGTAACATGGTTTAATAACTCGTCTGATATAAGAGAAAATCCAGAGTTTGCAG -GAACGACTCCAGCGGTTGGCATTAATATAAAATTAAAATCTGGTAAAGGCATAAGTATTTTAGAGGGAGC -AATAGATTTCGAGGTACAGAGAAATGATGTAAGAGATAAAAATGTATCTTATTTTGCAAAACAAAAAGAT -ATTGCCAAGTATCTGGATAATTTATTTACAGGGGTGAAATAGATGACTGAAAAAAGACCGATAATAATAA -CAATAATTGGTGATTTATCAATTTTAGCTGCAATGCTTTCAATAGGAGTAACTATTTTTCCTGATTATTT -TTCGAAATTAGGGTTTCACCATAACACTTTACCAATATATTCAAACAGTGTAATGAATATATTACTCTCA -TTTGTCCTTATAACTGCGGCAGCTGGTTATTTGAACCTTAAAAAGTGGGGCTATTGGCTAATGATTATTT -ACAATATTTTCCTTATGTTAGTAAATGTTATTTGGCGTTTACAAAATAAACAAATACCTTTTACAACAGG -TATTATTGTTTTATCGATAGTGCTTATGAATACTATTCGGTACAGAAAATACTTTATTTTGGGTGCTGAG -GCATGAAAAATGAATTTGGCTATTTGAGAAATACAAAGACGGAGGAATACAGATATGCCCTTTATTATCG -TCCGTCAGGACATAACGAAACTGAAGGTTGACGCTATCGTTAACGCCGCAAATACCGACCTGCGAATGGG -AGGCGGGGTTTGCGGTGCCATATTCAAAGCTGCCGGTGCGGCACAGCTTCAGGCCGTCTGTGACAAACTT -GCACCGATTAAGACGGGCGAAGTGGTTATTACGCCGGGGTTCAACCTTTCGGCCAAGTTTGTTATTCACG -CTGCGGGTCCTGTATATCGCCACTGGAACAGAGAGCAGGGCGAGCAATATCTCCGTGCCGCCTATACGAA -CTCACTTAAATGTGCCGTTGAAAACAAGTGTGAGAGCATAGCCTTTCCGCTGATTTCAAGCGGCATTTAC -GGTTACCCGAAAGACGAGGCACTGCGAGTGGCGACTTCGGAAATTCATAACTTTATCACCGACCACGACA -TAGACGTAACACTTGTAGTGTTTGACAAGTCGGCGTTCACCGTCAGCCGTAAATTGCTTGGTGCAGTCGA -AAGCTATATTGACGAACACTATGCCAATACCCACCAATTCAAGCGGCGGCAACTTCTTGATGTAGAGCGG -GAAGCCTTATATGAAGCTGATGAAAGTGTTGGTATATACAGCGAGCCTGTTTTTCAAAAGACACTGTCTC -CGTCCGTCGGTGCACCTTTGGATAATCTGGTTTCCAACCTTGACGAATCGTTTTCCAAAGTGCTCCTACG -GCTGATTGACGCCAAGGGAAAAACAGATGTTGAAGTTTATAAACGTGCCAACCTCGACCGCAAGCTGTTC -TCCAAGATTCGAAGTAATAAAGGATATATGCCAAGCAAGCGTACTGCGATTGCTCTTGCCGTGGCATTAG -AGCTGTCCCTAGACGAAGCTGACGACCTATTGAAGTGTGCGGGCTATGCACTTTCCCACGCCGTTAAGTT -TGATGTGATAGTGGAATACTTTATCGTCAACGGCAAATATGATATATTTGAGATAAACGAAGTTTTGTTT -AAGTATGACCAGCCGTTGCTGGGAGGGTGAGAATAAATAAATGAAAGTAGTCGTTTTGCACGGAAGCCCA -CGAAAGGGGAATACATATTTGGCAACATCACTTTTCTTAGACGAACTAAGAAAATGCGGTGGTGTAGATG -TTGTTGAGTTTTTCCTGCAGAGAGCTATGCCTGAGTTCTGTACAGGCTGCCAACTTTGCTTAGGTAATCC -TAATGAAAAATGCCCTCACGCCCGGTACGTTACTCCTATCTTGGACGCAATACTGAAGGCGGATGCCTTG -ATTTTCACAACTCCGCATTTTGGGGCTTGCAGTATGTCAGGCATTATGAAAAATCTGCTTGACCATCTGG -ACTTCCTGACTATGAATGTCTCCCCAAGGAAAGAAATCTTTCGTAAGAAGGCTTTTGTTATCTCAACAGG -AGCAGGTTCAACCGCAGCAATAAAGCCAATTAAGAGTTATCTCAAGAACTGGGGAATCAACCGTGTCTAT -ACGTGTGGGATCAGAATGTTCACAAACAAGTGGTCTGCTATGCCAGTTGCCAAACAACGGAAATTTGAAA -GAATGCTCTGCAAAGCAGCACAGCACTTTTACGCTGTTCCTAAAAGACATCCTTACTTATCGACTGTGTT -TATGTACTATATGAGCAAGTTTATATTGAAGAAGTTTGTCGGAGTCGGGAACTACCCTTATGAATATTGG -AATAAGAATGGATACTTCACTAAGTGCCCTTTTTAAAAATAACATTTGTCGCTTCCGAGGCGACCATTTA -CCCATTTGAAACCGTTATCCTTAAGACATAACAAATCTTAAGGAGGATATTTTACAATGAGAAAAGGATT -GACAGAACTGGTATTTATACTCGACAAGAGCGGCTCGATGAGCGGCCTGGAAACCGACACCATCGGTGGA -TATAACTCCATGCTCGTCAAGCAGCAGGAGGTTGAGGGTGAATGCCACATTACTACAGTATTGTTTGACA -ACAACTACGAACTGCTCCACGATCGCATTGACATCAGGGCGGTAAGCCCAATTACGGAGAAGGAATACCA -AGTCGGCGGCTCCACCGCACTTCTCGATGCAATCGGCAGAACGATACATAAAATTGGAAACGCCCAAAGA -CAAACCGCCGAAGATTATCGAGCCGAAAATGTGATGTTCGTAATTATCACAGACGGTGAGGAAAACTCAA -GTCGCGAATACTCCGCCGAAAAGGTTAAGGTGCAGATTGAGCGGCAAAAAACGAAATATGGGTGGGAGTT -CATCTTCCTCGGTGCGAACATCGACGCAGTTCAGACCGCAGGGCGTTTCGGGATTGCCCCTGAAAGAGCC -GTTGACTATCTCGCGGACAGTAAGGGTACAGAACTGAACTTCAAGGTAATGAGTGCCGCTGTGGCGACTT -TCCGTGAGGCGGGTATGGTTGACGAAGCTTGCTTTGAGGAAATACGCCAAGATGTAAAGCAGAGGGGATT -ACGGAAATAATTGGTATTTAAAAATACTCTATAAGCCAACAACGGAGCTGGGGCTTAGTATCCTTGCGTA -CAACATAAGGAGAGCAATAAATATGGTAGGAGTCAAGAGGTGTAGGGAAAATTTTCATAGTTTTTCTTTA -AAAAATAAAAGGATACCGTTTTAAGTTTTCACTTAATAAAACGGTGTCCTTTTTCACTCATAAACGCAAA -AAAGTCCGATGAAATCAGACTTTTAAGACAATTTTGGCGGAGAGAGAGGGATTCGAACCCTCGAACGGGT -ATTAGCCGTTACACGATTTCCAGTCGTGCGCCTTCGACCAGCTCAGCCATCTCTCCATTAAAATATTATA -TTCAGCTTTTTAAGCTGCTTTTTTATTTTACATTAGGTTTTGCTTATTGTCAACAAAAAACGATATAAAA -AAAGAGACTTGTCTAAACAAGTCCGAAGGAGTATGTATAAATATATAAATAACTTTCAAATATAAATTAC -AATGCATGCAGATTAAGCTCTTCATCAAAGTCAGGAAAGATTTCATTACAGCTTTGGAAAACAATCTCCT -GAGAGGTACGTCTAATCTCGTTTATTTCTTCAATATTTTGGTTGAGACAATACTTTACATCATAATCAAG -AGTCTTAATTCCATTAATAAGCTTAACCGTGTCTTTAAGAGACATGGCATGTCTATAAGGTCTTTCTTCC -GCCATTGCTGTAAACATATCACTTACAGACAGAATTCTTGAACCTAAATCAAGACTTCTATAATCTAAAC -CAAAAGGATATCCGGTACCATCAAGCTTTTCATGATGAAATGCGGCCCAGTCCCGTACTTTTTCCAAACC -TGGGATTGAATCTATTATTCTGTAAGTATGGTATGTATGGGCTTTCATCAGGTTAAATTCATACTGATCC -AAGGGCCCCCGTTTTTCTAAAATACTCTCGGGGATACACAGCTTTCCCAAATCATGCATTAGTCCCGCCG -AATGCATCAGTCTTGTGTCGCAAGAAGAAAAACCCAGCTTGGAGGCTAAGGCACTTGCACTTGCAGCTAC -ACCTATTGAATGTGTGGCTGTAAATTTACTTCTGAAGTCTATGATTCTGTGTGCAATGTTTGCGTATTGA -ATTAAGAGCTCACTATTAATAAAAACCTTGTAAGGTGACATTATTTTGCGTATATGATTTTCGAGATAAA -CGCTGGTAATATCAAACCAGAAATAAGGCTTTGAGATAAGATTCTCAAATGCATCCACTGCTTGGGGCAT -GAACATTTTATCTTTACCGTTATGGATCTTTTTGCTTATGTATTTTCTCTGCCCCAAGATTTCCTGATTT -GGATTTATGAGTACATCAATTCTGTCCGCCAAATGAAGAATATGACTAAACTTTGGTACCTTGCTTGATA -CATAACGTTTGTGGGATATTTCATTCCAAAAAACATGGTGATACTTTATAATTTCAGCAGCCTTACTTAA -TTCGGCAGCGTCTCTAAGGATATACCATCCTTTGTACCCATGGGAATGTCTGTCGGAATAGGAGTTCCCA -AATTCGAATTCAAATATGGAACTCCTTTCAAACAAATTAACAGCTCCGCAATCATGGAGCAAGCCAGCCA -GCACCAGATCCTTTATCTCATTTTCTGGAAAACCCATCTCTTTAGCTATGCTATAAGAGATATATGCCAC -TCTCTTGTGATGATTTGAAATATTAGGGTTTATCAAATCTATAGCACTGGAAAGGGCAATAACAATATCT -ATTATCGGTATATATTGATCCATTTTATTCCTCAAATTATGTAGAAAAATGATACATTTTGCCGTTCTAT -GTATTATTTTACTACATAAAATGACATAAGAAAACAAAAAAATCAAATATTTGCAAAATTATTTCTTTAG -GAATATATTTTATAGTATATAGTTAATAATCTAAAGAAAATATAGTATAATTTTTATAACATTAAATATT -TATATGAAAGGCAAAAATATGCTTACAATAAGTAATTTATCCAAAACTTATAAAGGCGGTAAAAGGGCAG -TAGACAATCTGACACTCGAAATTCAAAAGGGAGATATATACGGATTCATAGGACACAATGGTGCCGGAAA -GACAACTACCATAAAGTGTGTTGCGGGGATTCTGGAATTTTCCGAAGGAGATATTCTTATAGAAGGAAAG -TCTGTAAAAACAAACCCGTTGGAATGTAAGAGAATGATTGCATATATACCAGACAACCCCGACCTTTATG -AAAATATGACAGGGATTCAGTACCTCAATTTTATTGCTGATGTTTTCTCAATTTCAGCAAACGAGAGAGA -AAAATCTATTAAAGAGTACGCAGATATGATGGAGCTTACAGAGAGCCTTGGAGACTTGATTTCATCTTAC -TCTCACGGAATGAAACAAAAGCTTGCCATTATATCCGCACTTGTTCATAACCCAAGCCTCTATATAATGG -ATGAACCCTTTGTAGGACTTGACCCTAAGGCTGCACATACACTTAAAGAAGTAATGAAGGAAAAGTGCAG -GCAGGGAAGTGCTATCTTCTTTTCAACCCATGTTCTGGAGGTTGCTGAAAAGCTGTGCAACAAGATAGCC -ATTATAAAGGACGGCAAGCTGATTACAAGCGGTGAAACTGATAGTGTAAGGGGAAATAGCTCACTTGAGC -AATTATTTTTGGAGTTGATAGATAATGAATAGCATTTTTCTTTTAATTAAGGCTAATATAATTAATTCTT -GGGGAATAAACAAGGCATTGAAGTCAAAATCCATGTCGGAAAAAATAAAGACCGTACTTTTGGGTTTACT -TATAGTATACGCTTTTTGTATGCTAGCTTTCTCAATGTTTATGTTAAACTACTCTCTGGGAAATATACTT -GAAGAGTTGAATTCATTGGAGTTGCTTATAGCAAGCTCTATTTTGTCAACTACTCTGTTCTCACTTTTTA -TAAGTATCTACAAAATACCTGGACACCTCTTTTCCTTCAAGGATTTTGATTTGCTTATGTCGTTGCCTGT -AAAACCGTCGGCAGTTCTGGCAAGTAAGATGATCTTTGTTTATCTTTCAAACCTTGCTATCAGTGTCCTT -GTTGGAGGTCCTTCACTGGTTACTTATGGGATAAAAACCCATAGTGGGTTCATGTACTATATATTTGCTT -TTCTGGCTACATTGTTTGTACCGCTTATTCCAATTACGATAGGTGCTGTTTTCGCTTATATACTTGGACG -TATATCCTCAAAGTTCAGATCGACAAATACTCTGATGCTTATAGGCTCCTTTATCCTTATTGCTGTATTT -ATGGTTCTGCCTAACATGCTTGCCGGAGTTAATCAAGATCAGGTTCAGAATGCTATTCCGTCAATATCCG -GTGTTACAAAGGTTCTTTTCTGGACGAACTTGTATATTAAAGCTTTAAGTAACACAAACATTTTGTATCT -TGCCGCGTTTTTACTGGTGAGTGCGGCAGTTTTCGGTATATTTATTACAATATTCTCAAGAGGCTTTAAA -ACTATTAATTCAAAAATGTCCGAAAAATACAAAGCATCAGACTATAAGATTACAAGGCTCAAGGCATCAA -GTGTTATGAAGGCCTTGTATTTCAAGCAACTAAGATTCTATCTTTCTTCATATATATATGTAACCAATAC -GGCAGTTGGGGTAATAATGATGCTGATTTTTTCCTTGGCAGTTGCTGTTTTTGGTAAGGAGGAGGTTGCA -AAGGTATTGGAACTCCCGATGGCCGATGCATATCTTGCACCTTTAGTCGCTCTGATATTTGGATTCTGTA -TTAGTTTTACGTTTGTAACAGCAGCATCAATATCTCTTGAAGGAAAAAGTCTTTGGATTATCAAATCGCT -TCCCTTAAAAATAGAAAGCATACTTTGGAGTAAAATACTTCTCAACCTTACACTGACTATCCCCGCACTG -GTTATTAATACTGTAATTGTGGCGGTTTCCTTTAAATTAGGTGCTGAAACGGTTTCGGTTCTGTTTTTGG -TTTCACTGTTGTTCAGTATAGTTTGTCCGATTATTGGCATTTTGGTAAACTTGTTTTTTCCAAAACTGGA -GTGGACTTCACAGGTTTCGGTAGTAAAGCAAAGTGCGAGTGTTTTTGTAACTATGATTATTAACGTTATA -CTGTTAGGGGTTCCTTTGGTTGTGTTTATTCTTATAAAGCCTTCTAACACTAATTTGTTTATGGAACTGG -TTTCGGTTGTTTTGGCAATATTGGTGTTTATTCTTATAAAAGTATTAAATACAGTAGGGGTTAAAAAATT -CAAGGAGTTGTAAAATAAGATGGTTTAGGTAAATAGTCCTGTAAAATGGAATGGAGGAGCCAGAATGGAT -GTTTTTTATGAATTCATTATCTTTCTCACCATTTACAGCTTTATAGGATGGGTCTGCGAGGTCATATACT -GCTCTATATTATCAAGGAAAATAGTAAACAGAGGCTTTCTAGCAGGCCCTGTTTGCCCGGTATATGGCTT -TGGTGCAATGTTTGTAGTCTTTTTATTGAAACCTGCGGACTCCGGCATAATTGTAATTTTTCTGACAGGG -CTTGCACTTACCAGTATACTTGAGTACATAACAGGCTGGCTGCTGGAGGCTTTTTTCAGTACAAAATGGT -GGGACTATTCAAATAACAGGTTTAATCTGAACGGCAGGGTATGTTTAAAAAACTCGGTTTTATTCGGAAT -AATGTGCGTTGTTCTGGTAAAGGTACTGCATCCTGCAATAACTCATGTTGTAGCACTTATTCCTGAAATA -TGGGTAAGGGTATCGGGGATAGTACTTATTGCAGCGTTTGCCATCGATATACTACTTACTGTTAATACCC -TGTTGAATCTTCATGATCGGCTTAAAAAGCTGCACGAGTTTACAGAAGACTTAAAAAAGAATGGAGAAAT -ACTGGAATGGTTTAATGAACGGGAGCTGTTTAAAAGTTTTGAAAAACTCCGGCTTTTAGCTGAGGAAAGC -AAAAATGAGCTTAACCTCAGATTGAGAGAGAAGTTTGAGACTCTTAGCCAGAAAAGAGGCAGCGGTCAGC -GTTTGATTAAGGCATTCCCAAATATGAAAAGCATAAAGTACCAGGTTCAGCTTGATCATCTAAAATATAT -CCTCAAGCAACTAAGGGAAAGGGCCGGCGGAAAGCATTGATTGAATGCTTCCTAGGCCTTTTGCAGCTTA -TATTCGGCAAAGGATATTCCTGCAACCTTTTTAAAGCACTTTACAAAGTAGTTAGGGTCTGGGATTCCAA -TCATCTCTGCAAGCTGATAAGCCTTGTAATCCTGAGATTTCAGTATTGATTTGGCATTATCTATCCGCAC -TTTTGTCAGGTACTCTGAGAATGTTATGCCGGTACCTTTTTTAAATATACGGCTTAAATAGCTTGAATTA -ATATAAAATTTATCAGCGACTACCTTTAAAGTAAGGCTATTGTCACTATAGTTTCGATCTATATAATTTT -TAACTTCGTCTACAATTGACTTGCTTTTATTATTCAGTGCTTCTGTTATAAGATCCGTAGCTTTTTCTAC -AATACCAAGAATAGTAACTTCTATATCTACATACTTTTCAAGCTTGAATATGTCCAGTAAAAAGTCACCC -GATAACGAAAGAGTTCCAGTAAAGGGAATCTTCATTTCAGAAAGAAGCTCCTTTATATAATTGCACATAT -TAATTGAAAATATTTTAACTGCGTCCAGATCGTTTATGTTTTCCCTAGTATAGTTATATAAAACCTTTCT -GGTTATCTCCAAAGCTTGTGATGTTGCCCCCGATTTAATTGCAAGTTTCATATTATCAGTCAGAAAACTT -CTGTCGAAGGCTGTATCATTCTCGGCTTCGCTCGCTTGGGAATCCGCATAAGTAATTTCTTCTCCTGTAA -TATAGCACATGTTCAACGCATTCAAGGCTTGATGGTAACTTTTGTAAACATTATCTAGAGCATGTACCTC -AAGGCCTATACCGCAGGAAACGGAAACTGAAAATTGTTCTCTAAAGTAAAGTGAGGCATGTTCGGAAATA -TCACTTAATGAAATTGAACTATCATTATTCAGCAATACTATGTTGCTTTGAATATCTGTAAAAACATAGG -CAAGGCCTTTTTTAAAATAAAAGTCCCTGATGTAATTGCAGCAGTTTTCCAGAAGCATTTGTCTTTCCAG -ATTTGTATATCTGTTCTTTTCAATTCCTACATTAATTAATGAAACCTGATACAAGTTATAGTCGGTATCA -AACCTTATTTCCATCATTTTCAGTTCATGAGGCTGAAAGGTAAAATTACGGTTTAAAACAAGATCATTCA -GAACCTTGTTCTGGAAGACCATGATATTACTCTGCATATACTGGTGGGACAGCTCCAGCCTTCCGAGACG -TTCCCGGGTTGATCTTATACTGTTGCCCACCTTCGAAAGAGTTTCAAAAATAGTATCCTTGTTAACAGGC -TTAAGGATAAAGTCGGATGCTCCTAGGGAAACGGCATTCTGGGCATAGGCAAACTCATCGTGTGCAGTGA -GAATAATTATTGAAATATCCGGGTGTCGTTCCTTTATATTTTTACTAAGTGTCAGTCCGTCCATATACGG -CATCTGAATATCCGTAATTACAATATCGGGGTTCAGTTCATCCAGCATGTCAAGAGCTTCAAGCCCGCTG -GTGGCATCTCCTGCCGCTTCCATGCCGAGACCGTCCCAGTCAATTAATAATTTTAAAAGGTCTCTTGTGT -TGCTTTCGTCATCAACTATCATAACTTTCAAAGGATTGTCAGTCATCTTTATCCTCCTTTAAAGGAATTT -TCAGTGTTATTTTTGTGCCGGAATACTTACTGCTTTCCACCGTATATATATCATTGGTGCCGTAATACAA -CTTTAGACGCTGTATAGTTCCTCTAAGCCCAAAACTGGCTTGATTCCCTGCAAGGTTTTCATCTGAAATA -CTGTTAATTTCTTTTTCATCCATTCCAATACCGTTATCCTCTACCGACAAAATGAGGAGGTCGTCATTAA -TATGTGCTGATGTTTTTATAAAACCTGGTTCACCGCTAGGCCTGATACCGTGATATATACTGTTCTCCAC -CAAGGGCTGAAGTATATTCTTGAGTATTTTTATTTGGCTGGTTGCCGGAGCTATATCGTATTCATCGCTA -ATCATCTCACCGTAACGAAGCTTTTGAAGCAGAAGATAGTTTTGTATCTGGCATATTTCATTTTCAAGAC -TGATAACTTCTGAACCCTTGCTGAGGCTTATCCGACAAAAGCTCCCTAGGGCATTGACCGCTTCATAAAC -GGCTTGATTGTTTCCTGATAACGCCAAATATGAAATATTATCCAAGGTATTATATAAAAAGTGAGGCTTA -ATCTGTTCATTGAGAACATCGAGCTCAAATTTGCGTTTTTTCTTTTCTTCATCCAAAAGCTTTATTATAA -GCTGATCTATTTCCATAATCATCAGATTGTAATTGTTTTTAAGCTCACCTATTTCATCATTCCCAGTTCT -GTAGCTTACCCGTTTAAATACACCATTAGATACGCCTTGCATAGAGTTGATGAGATTCTTTATGGGAGAA -GTTATCAGGCTCGCGGTAAAAAGTGACGCTACTATAAATAAAAACACCGTGATTCCAATAAACAGAATAT -ATATAACGTTCAGTGTGCGTATGCCGGGTGACTTAAAGGAAAGGCTGGTACAATTTATTATTTTCCAGCC -TGTACCCGGCAAAACAGATTCGAATACCAGTAGCTTTTTATTATCAATGGTTATAATCTCTTCATGGTCT -GCAATCCCTGTAAAATAGGGTTTATAAAGTTCGTAGGAACTGTCATTTTCAATGACGGGATTATTATCGG -CATCCAGAAGTATAAAGGAGGAGCCTCCGTTTTCGCTGGTTTCATTAATAACCTCCGCAATACTATCCTG -TGAAATGTTCAAAATGAGAACACCTATGGGCCTGAGACTGTCAAGATCATTCAAAACTCTCATTACAGAT -ACCAGGTTTTTGCCAGAATATGTTTTAAGGGTGTTTTCTGCATTTATAGATATCTTATATCCACCGTTAA -GCCTTATAAGTTCATCAAACCACGGAGCCTTTTTCACATCCTCTACACTTGAAATGGTAAGGACTTTATT -AGTTCGTAGCCCTGAACCATGCAAGTCATAAAGGTAAATTGAATCTATATTCGGAAAGGTTATGTGGATG -TTGAACATAACGTCATTGGCAGTTTTAGACAAACTCCGTGACGGCCTATCCGACTTAAGGTATGACCTTA -TGAGAGAGTTGGTGGTTAGCATCTTGGAAACATTATTTGTATTGTCAATCATTGTGTTAATATTTGTCCG -TATAAGCTCCGTTGTTTCATAGGAACGCTGCCGAACCTGGCTTAAAGTTTCGTTTGTTATGACATTGTCA -TAAATCACCAGACTTATAATCACATAAAAAAGCATGAATGCCATGAAGATAATGAGCATTTTGCTTCTGA -TGGGGATATTTAAAAAAATGTTTTTTAGTGTTTCCATAAAATGCTTGAAAAAATTCATATATAACTCCGT -AAAAATGCAGATAATAGTTTTTAAATGAGCGTATTAAATTATTATACCATACGCTAATTAAAGGTTGACA -TAACGATATCGTGCTAATTATATGAAGTATTTGGAAAACAGGGTTAAAGGCAATTTGAGCCAATTCTGTG -AGTAAAAATAATGCACAATTATAGGTAACCATTTTACGTTTACTTTATGCAACATTACCTATATTATTAC -CCTATCACATTATTTCAAGGAGGAATAACGATGAACAAAGTGTCAGTGACAAAAAGAGGAGTAGCACTTA -TACTGGCTGGTGCATTAACCGTTGGAATGGCGGCTTGTGGCAAGAATACAACCAATAATAATGCTGCGGG -CACAACTAATAATGCAGGTGGAAACAAGGCTAAAAATGTTGAAATTAAATTCAGTCATATTTGGGGATCA -GCAGCAGACCCCTTTACACCAGCTGCTAAGAAAGTTATTGAGGACTACCAGACTGCAAATCCAAATGTTA -AGATCGCTGTCGATACAAACGAAAATGAAGCATATAAGACAAAAATCAAAGCAATGGCAGCAGCTAATGA -ACTGCCTGATATTTTTTCCACATGGGGCGGCGGATTCTCACAGCCATTCATTCAGTCAAAATCAGTAGTA -CAACTTGATCAATATCTGACGGATGATATAAAGAACAAGCTTGTTAACGGTGCATTGACCAATGTGACTT -ATGACGGGAAGGTGTATGGATTACCCTTCTTCTTGTCAGTAGGAGCAATGTTTGTCAATACAGAGCTTTT -TGATAAAAATGGAGTCAAGGTTCCTACTACATGGGAAGAGCTTCTTACCGCAGTAAAAACCTTTAAAGCT -AAAGGAATAACACCTATGGCTGTATCAGGTAAGGACAAATGGACAATAGCAATGTACTTTGACGTAATGG -CACTAAGAGCTGCAGGCCCTGAAAAGGTAACCAAAACTCTTACAAAGCAAGGTTCATTCAAGGACCCAGA -ATTCCTCAATGCTGCTAACAGATTTAAAGAGTTAGTTGATGCAGGAGCATTCTCAAAGGGTGCTGCAGGT -GTTTCAAATGATGAAGCTGAAGTACCATTTTTTGAAGGAAAAATTCCAATGATGTTCAAAGGTAGCTGGA -CAGCAGGAAAAGCAGGTTCAAAGGATTCCAAGGTTGCAGGAAAGGTCAAGGCAATATCCTTCCCATCAAT -ACCTGGCGGTCTGGGAAATCCAAAGCAGTTTACAGGCGGAGCTGTTGATGCTGTAATGGTAAGCGAAAAT -TCTAAGAACAAGGAAGAAGCAATTAAATTCCAGATATATTTCGCTGAAAATATGGCTAAAGAATCATACT -TGTCCGGTGCATCAATGCCTGCATGGAAAACAGATGTTGACGAAAGCAAGGTTAATCCTTCGCTTGTTGA -CGTTGTTAATCTGACTAAGGACGCTGAATCATATACAATCTGGTGGGATACACTTCTTGCCGGCAAAGAT -ACAGAAACTTATCTCAATGCTTTGCAGGAATTATTTATGGGTACAAAAACACCTCAACAGTTTGTTAACA -GTTTGCAGACAATTTATGGTAAGTAATAAAGAATAATAAAAGGCGTCCATTTGTTTGCTTTAAGCAAATA -ATATTTGGCAAAGAAATGGACGCCAAACCATATGAACATATTTATAGAAGGAAGTGAGTTTGGTGGATAA -AGTTTTGGGCAATAAGAAAGCTATAGTATTTTTCCTGTTTCCGGCTTTAGTTATATTTATTGGGTTAATA -ATTGTACCTATCATAATGTCAACGTACTACAGCTTGCAGGAATGGTCGGGATTTGGCAAAGGTACTTTTA -TAGGTCTGCAAAACTATAAAGGACTTCTTTCTGATCCGATATTTATAAAAGCTGCAGTAAATTCACTGAT -TTTGGCATTTGCATCAGTATTTATACAGCTTCCGATTTCGCTACTTTTGGCTCTGACACTTGCGAAGGGT -GTTAAGTTTGAAAAGAGCTTTGTGACTATTTATTTTATACCGGTTATTATTTCCACAGTTGTTATCGGAC -AGCTTTGGATGAAAATATATAATCCTGATTATGGAATTCTAAATTTATTTTTAAAAAATATTGGACTGGG -CTCCCTAGCATCAGAGTGGCTTGGTGACCCCAAAAGAGCATTGACTGCTACATTTATTCCGATAATATGG -CAGTACATCGGATATCATATGCTTTTAATGTATGCAGGTATTAAATCAATTTCCACTGATGTTTTCGAAG -CTGCTGTAATTGATGGATCTTCATGGTGGAATACATCTATGAAAATAACAATACCAATGTTGAAGCCTGT -GTTGAATGTTTCGGTAATATTCGCTGTTACAGGTGCACTGAAGGTATTTGATCTTGTATATGTTTTAACA -GGTGGGGGACCTGCACACGCTAGTGAAGTAATAGGCACATATATGGTTAGTACAATATTTAAAGGTAACC -AGTACGGATATGGTAGTGCGATGGCCATATTTGTAATTCTTGAATGTTTTGTATTATCAATTCTTGTAGG -TTTATTATTCAGAGAAAAGGGGGAAGCAAAATGAGTGACATGGTTCGGGGAAAAATAACCAATTTTTCCA -TATCAAAGATTCTTATGTATATAGCACTTTTAATAGTAGCAGTCATTCAGCTGTTTCCTCTTTATTGGAT -GTTTTCATTCTCTTTAAAGGATAATTCCGAAATTTTTGGAGGCAATCCCATAGGACTTCCGGGAAAGTGG -CTGTGGTCTAACTACAGCAATGCTTTGACGCAGGGGAATGTCGGAAGGTATTTCACAAACAGCGTCATTG -TAACAACAGTTACTATTCTATTGACATCTATTATAGCAGTTATGGCTTCATATGCATTGACCAGAATGGT -ATTTAGAATCAGAAAGCCGTTAAATTCGTTCTTTATACTTGGATTAACTGTACCTCTGCATTCTGCTCTC -CTGCCGATATTTATTATGCTTAGAAGTCTTAAAATGGTTAATTCCTACTGGGCTTTGATAGCTCCCTATA -CCGCATTTGCAATACCAATGGCAATACTGATTTTTTCCGGATTTATGGGCTCCATTCCGAGGGAAATGGA -AGAGGCGGCATGTATAGATGGCTGCAGCATCTATAAGATATTTTTTACTATCATACTTCCGTTAATGAGA -CCGGCAATTGCTACAGTTACAATTTTCACATTCCTTCAAGCGTGGAATGAGCTGATGTTTGCAGTAGTAT -TTATTAGTGATGCAAAATATAAGACACTGACAGTTGGTATTCAGTCTCTTGCAGGTCAGTATACGACAGA -GTGGGGACCTATAGGTGCAGGCTTGATGGTCGCTACCATACCGACACTTATAATTTATGCAATAATGAGT -AAAAAAGTTCAGGATAGTCTTGTGGTTGGAGCCGTAAAAGGTTAAAAAAAAAAAAAGACTATATAACATT -CCCTAATATCCTGTATAATGGATAGGTGTGATATATTATTACTCGCATTAATGCGGATGGTGGAGGTTGG -AATATGAATAAGCCGAAATATTTGGACAAAAGCCTTTCGTTCAAGGAAAGAGCTGTCGATCTTGTATCAA -GAATGACATTAGAAGAAAAAGCTTCACAATTGAGGTACGATGCACAGCCTGTCGAAAGACTGGGAATTCC -CAGATATAACTGGTGGAACGAAGCTCTGCACGGAGTTGCAAGAGCGGGAGTTGCAACGGTATTTCCACAA -GCAATAGGGCTGGCTGCTATATTTGATGATGAATTTCTTGAGAAAATTGCAGATGTAATTGCAACAGAAG -GACGAGCTAAATACAATGAGAGTTCAAAAAAAGGTGACAGGGATATATACAAAGGTATAACTTTCTGGTC -TCCCAATGTTAATATTTTTAGAGATCCAAGATGGGGTCGTGGACATGAAACATACGGAGAAGATCCGTAC -TTGACGTCAAGGCTTGGAGTTGCATTTGTAAAGGGTTTGCAGGGCGATGGTAAATATCTGAAATCTGCTG -CCTGTGCAAAACACTTTGCGGTTCACAGCGGCCCTGAGGACGATAGACACCACTTTAATGCTGTAGCTTC -GCAGAAGGACATGTATGAAACATACCTGCCTGCTTTTGAAGCACTTGTCAAGGAAGCAAAGGTAGAATCC -GTTATGGGAGCTTATAACAGAACTAACGGAGAACCATGTAATGGTAGCAAAACCCTTTTGAAGGATATTT -TAAGAGACGATTGGGGCTTCGACGGACATGTAGTTTCAGATTGCTGGGCAATAAAGGATTTTCATGAAGG -ACACGGAGTTACCAAAACACCTACCGAATCTGTAGCTCTTGCATTGAAAAATGGATGTGACCTTAACTGC -GGGAATATGTACCTTCTTATTCTCTTGGCATTAAAAGAAGGAAAAATAACTGAAGAGGATATTGACCGTG -CAGCGATCAGACTAATGACAACCAGAATGAAGCTGGGTATGTTTGATGACGACTGTGAATTTGATAAGAT -TCCTTATGAAGTAAATGATTCTATAGAACATAATAAGCTTTCATTGGAAGCTGCAAGAAAATCCATGGTA -TTACTTAAAAATAACGGGTTATTGCCATTGGACAGCAAAAAAATTAAAAATATAGCTGTTATCGGACCAA -ACGCGGACAGCAGTTTAGCACTCCGGGCCAATTACAGCGGAACGCCATCTCACAATATTACTATCCTTGA -CGGTGTACGTAGCAGGGTTTCAGAGGATACAAGGGTGTGGTATTCACTGGGAAGTCACCTATTCATGAAT -AGAGAAGAGGATCTCGCACAGCCTGATGACAGACTGAAAGAGGCTGTATCTATGGCAGAGAGAAGTGATG -TAGTCGTCCTATGTCTCGGGCTTGACGCATCAGTAGAAGGGGAACAGAACGATCAGGGCACTGTTATACT -GGATGCAGGAGGCGACAAGGCCGATCTCAATCTGCCGGAATCCCAGAGAAATCTGCTTAATGCAGTACTT -GCAACAGGTAAGCCTACAATCGTAGCCTTGCTTTCAGGAAGTGCATTATCAATTGGAGATGCAGCAGATA -AGGCGGCAGCCATAGTTCAGTGCTGGTATCCTGGTTCAAAGGGTGGACTTGCATTTGCAGAAATGATATT -CGGAGATTATTCTCCAGCAGGAAGACTTCCTGTTACCTTCTACAAATCCACTGAAGAGCTTCCTCCGTTT -GAAGACTACTCAATGGAAAACAGAACCTATAAGTTCATGAAGGGCGAAGCCCTGTATCCTTTCGGATTCG -GCTTATCCTATACTAACTTTGAATATTCCAATATTGTGTGCCCGCAGGCTGTAAATAATGGAGAGAGCCT -GTCTGTATCAGTGGACGTACAGAATGCAGGAAGTGTTGATTCAGACGAGGTTGTACAGGTATATATAAAG -GATATGGAAGCCTCGGTAAGAGTTCCTAATCATAGTCTTTGCGGCTTTAAGCGTATATTCTTGAAGAGCG -GTGAAAAGAAGACCGTGACTTTTGAAATAGATTCAAGGGCAATGACTATAGTTGATGAAGAAGGAAAACG -TTATATTGAAAATGGTGATTTTACATTGTATGTAGGCGGTGCACAACCCGATAATGTCAGCGAAAGATTA -TTAGGTAAAAAGCCGTTGGTAGCATCATTTAACGTTAAGTAAAATATAAAATTAATATTAACAGCCGGGA -AATTTGTTTTTCCCGGCTGTTGTTATGTCAAATTATTTATTAAAATATTGGTATAATTTCCTTTAATTTA -GATAATTTATTTGTGTGGGAAAAAGTATATAATTCCAATAAGGCTTTTACATAATGAAAGTGACTTCAGA -TTGTGTAAAAAAGGCGGTGATTGGGGTGCACTGGTATGTACTTTTTGTCAAGTCAGGTCGGGAACATCGG -GTTGAGCAATATTTAAAGAAAATAGTCGGTATTGATATGATTAACCCATTTATCCCATTGCATGAGTTTC -TTTTTAAAATTTCAGGAACGGTAAAGAGAGAGCTAAAGCCACTGTTTCCCGGATATGTGTTTATAGAATC -CGATATGGCTGGCCAAGAGTTTATAAGAAAGCTGTATAATAAAATTTATCTTTTAAGCGACATAGTGAGA -ATATTAAAATACTCCGATACGGAAATAGCAGTAAGGGATTCGGAAAAGCAAATGTTGCTTGATTTATGCA -ATAACGAACATTGTATTGAATCATCGAGGGGGGTTATAAAAGGAGACAGAATATATATAACAAACGGGCC -TCTCAGGGGCAGGGAAAGCATAATAAAAAAAGTAAACAGGCATAAAAGGCAAGCCTTGGTAGAAATGGAA -TTCATGGGTGATAAGAGACTCGTTAGCGTAGCTTTGGAAATAGTAGAAAAGGTAGTATAGATATTAAAAA -AAGTATATCATTATACGTGACAGAATTATGGAAATAATAATTAGAATAATGTTTATAAACTCTGTATATA -CCTATAATCATGAGTTTGACGACGTTATTAGTTTACATGAAAGATAAATAATGATACAATTAGCTAAAAA -TAAACAGATTAATGTAATCTGTCACAAATAATGGTATTAAGGAGATATCTATACTATGAATAATCAGAAA -GGAAAAAGTAATAGTCCAATTGAGGAGTTTAATGTATCAGATTCAAGACCTAAGTTCCCTAAACGTGCTG -TCGTAACTGCTGGTATGCCATATGGAAATAAGGAGCTCCACCTTGGACATATTGGTGGGGTTTTTATACA -TGCAGATACTTATGCTCGTTTTCTTAAAGATCGTATTGGTAAAGAAAATGTAATCTTTGTGTCGGGTACT -GACTGCTATGGCTCTCCTATATTGGAATATTACCGCAAATTAGTTAGTAGTGGATCTTTTGATGGTACTA -TAGATGAATTTGTTACGTATAATCATAAAAAACAAAAAGAAGTACTTGATTCATATCAAATTGACATAAG -TATTTTTGCTGCTTCAGCTCTGGGGCGTGCGGCCGAGATTCATGAAAAAGTTTCTTCTGATTTTATTAAT -AAGCTGTACTCGAACGGACATCTTAAAAAGATTACTACATCCCAGTTCTATGATACAGAGCTTGATGTTT -TTCTTAACGGCCGACAGGTTGTGGGCCAATGTCCGATAGCAGGATGTTCATCAGAAAGGGGTTACGCTGA -TGAATGTTCACTGGGTCATCAGTATATGCCCGTAGATTTAATTAATCCTAAGAGTACCCTTTCTGGGAAA -AAACCAGAAATGAGGGATGTTACTAATTGGTATTTTGAACTTGATGAATTTCATGATTTGCTGGCTCAAT -GGGTAAGTCAGCTGGAGCAGGACCCAAGTTCCAGAAAGTTTGTAATCAAGAGCATAGGGGAGTTTTTGGA -GCCGCCTGCCATTTATGTAAAAAGAGACCATATTGAAGTGCTAGATTCTATAAAGGATAAGCTCCCTGAA -TATGAATTGAGCGACGAAAAAAACAAGTCATCAGTACTTATGGTTTTCAAAAATCTGGAGGAGAGAGAAG -CGGCCTGCCTTGTACTTGCTGAAAACGGTATTCGTTTCCGTACGGGAAAAACACTTGTACCTTTCAGATT -GACAGGTAATGTCTCATGGGGAGTTCCTTCTCCTGTGCTTGAGGATATGAAGGATTTAACCATATGGGTT -TGGCCTGAATCCCTTTGGGCTCCTATATCATTTACAATGACATATCTGGAGAACCAAAAAGTCGCCACCG -ATACATGGAAAGACTGGTGGTGTTCTAAGGAGTCACAGGTATATCAGTTTATAGGTGAAGATAATATTTA -CTTCTACGGGCCTGTAGAAATGGCAATGTTTATGGGGAGCCAGGGTAAAGAGGTATCGGCTAATCCGCCG -GAAGGAGACCTGCAGCTTCCGAAGCTTATTTGTAATAACCATGTATTGTTTTTAAGTAAAAAAGCCAGCA -GCAGCAGCGAAATTAAGCCACCTAAAGCTGATGAATTACTTAACCACTATACATTTGAGCAATTAAGAGC -TCATTTTCTAAGTCTCGGCTTAGGAATTAAAAGTGTTGGTTTCCAGCCTAAGCCTTTTAATCCTAAAGCC -AATGAAAAGGACAGCGACCCTGTGCTAAAAGAGGGAAATTTGTTGTCAAATGTATTCAACCGTGCTGTAA -GATCATGTTTCTATACCACACAGAAGTATTATGATGGTAAAGTGCCGTTTGCAGAGGTAAGTAGTGAGAT -TCTTGAGGAATCAAAAAAGACTATTCTTGAGTACGAACGGTTAATGTTCAAGACAGAATTCCATTTGGTT -ATGAGCCTCATGGACAGCTATATCAGAAATATTAATAAATACTGGTCAAAATATATTAAACAAGCGGAAC -AGGATAATGATGACGAACTCAGAACAAAGGTATTAGTTGATTCTTTTCATATGGTTAGAACCGCAACTGT -TCTTATGCATCCCATTGCTCCTAGTGGAACAGAGATGATACTTGAGTATCTTAACCTTAATGAAGAATTT -TGGAATTGGGATCGTATATTTGATACTATATATGATTTTATGGAGAACCCTGAAAAGCATAAACTCAAGT -TCCTTGAGCCAAGAGTTGATTTTTTTGAGAAGCATCCAAGTCAAATACAAGCTAAAAATTAGCTAAACGT -ATAAATTTCTTGGAAACCTGCCAAAATAGATTTGAAATGTAATATATCTTTTGGAGGGAAGAAGCTAATG -TCAAAAAAACAACAGCCCGATCAAAGGAAAGCAAGAGTTAAGACAAGTGCCGGACAGGTTCCTAATCCCG -GACAAAAGGCGAATACTGAAGTTAATTATCCAAAGTAAGCTTATCTAAAAAAGCAAAACCATGTACCGAC -CCCCAAAAGTTAGACCATAATCTAACGATTGGAGGTCGGTATTTTTATGGCTAAATATTCTTTTGAATTT -AAGAAACAAATTGTAAAAGCCTATCTAAATGGAGAAGGAGGATACGAGTATCTTGCAAAGCAGTATGATA -TCCCCTCGTTTAACAACATTAAGAAATGGGTCCTTAATTATAATGCTTTTGGCGACGAAGGTTTGGTGCG -TTCTCGCAAACAAAAAAAATACTCTTTCGAATATAAACTTCATGTTGTAGAATTATATTTAACAAGTGAG -GTTTCATATCAAGAGTTAGCTATTCAAGAAGGAATTCGTAATCCTGCACTGATTGTTAAGTGGGTGAACG -ATTTTCGGATTGCTGGTCCGGATGCTTTGAGACCTAAGAAGAAAGGTCGGAAGAAACCATTGAGCCTAAA -AAGAAAAGTAACAGATACCAATGCAACTGAATCAATTATTGTTGATACTAGTGCTGAATATGTTAAACAG -CTTGAAGATGAACTTTTAAAGTTACGTATAGAGAATGCCTATTTAAAAGAACTGAGGAGGCTGCGTTTAG -AGGAGGAAACTCTTCTGAAAAAGCAGCGAGAATCGTCTACAGCCTCCGAGGAGATTTCAAACTAAAAGAC -ATTCTCGCAGTAGTAGGCTTTCCTAAAGCAACATATATGTATTGGCAGAAAAGATTTGATAGAGAGAATC -CAGACAAAGAACTGGAAGATAAGATATTGGAGATTCATGAGAATAATAAGAATTATGGATATCGTCGTAT -GTATGGTGAACTCAGGAATCAAGAATTTATAGTAAACAAGAAGAAAGTACAGCGAATTATGCAAAAGCTT -AGTCTTCAAGTTACTTCTTTTACCAGAAAAAGTCGCAAGTACAGTTCTTATAAGGGAAAAGTTGGAACAG -TTGCACCTAACAGAATCCGTAGACGTTTCAATACTCATATTCCACACCAGAAGATTACAACTGATACAAC -AGAGTTTAAATACTACGAAGTTGATTCCAAGGGACATATGACAATGCATAAGCTTTACCTGGATCCTTTT -ATGGATATGTACAATAGTGAAATAGTAAGTTTCGGTATTGATAAACATCCATCTGCAGTAAATATTATGA -GTGCACTTAATAAAGCTATTGAAATCACATCTGATTGTCCTTATAGAAGAACATTCCATTCAGATCAAGG -TTGGGCTTATCAGATGAAAGTATACTCACATCGTCTCAAAGAAGAACGGATTTTTCAAAGTATGTCTAGA -AAAGGTAACTGCCATGATAATTCAGTAATGGAAAACTTCTTTGGTCTGCTAAAACAAGAGATATACTATG -GAGTTGTGTACTACAGCTACGAGGACTTAAAAAATGCAATAGAACGATACATAAAGTATTATAACGAGCA -AAGAATTAAAGAGAAACTAGGATGGCTGAGTCCTGCTCAATACAGACTTAGGCTCTTGGCTGCATAAAAA -ATGCGTAACAAATATCAAAATCTGTTACGCAATAAAGTCTAACTTTTTGGGGTCACATCACCAGCCAATG -GCTGGTTTTGCTTTTTTAGTTTGTGCATCCAGCAAACCTGCATACGCATAAGGAATAACTAAATCCCATA -TTTCACCAAATACATTTAAAATTTAAAATCAAAATTGAGACATAAAAAAGTTTATTTTAAAGAATACTGT -AAATAAGCTTGATAATCGAATAAAATGTGATACAATATTCCTGTATTTTTGACAATATTACTCAAAATCC -GCCATAAATCTACCTTATTTTTCAAACTAAGGTAATAAGTTTATGACGACATGATTCAGGAGGGAAACTA -ATGAGTTTTTTTGAAAGGCAATTCAAACTAAAGGAAAGTGGGACAAACGTTGCAACTGAAGCAATCGCAG -GATTCACTACCTTTTTTACAATGGCCTATGTCATTTTTGTAAATCCTGCTATTTTAGGACAGACAGGTAT -TCCTAAGGGCGGAGTTTATGTTGCAACAATACTTGCAGCAGTTGTAGGAACTCTTATTATGGGGCTATTC -GCCAATGTTCCATATGCACAGGCTCCGGGTATGGGATTAAACGCTTTTTTTACATTTACCGTTGTATTCG -GATTGGGATACACTTGGCAGCAGGCCTTGGCGATGGTGTTTATCTGCGGTGTGATAAATATAATTATTAC -GGTAACTAAGATAAGAAAAATGATTATCAAAGCGATACCTGAATCGCTTCAGTTAGCCATAGGCGGCGGT -ATAGGACTATTTATAGCCTATATTGGTTTTAAAAGTGCAGGATTTTTAAAATTTACATCTGAAGGAAAGG -CTTATGCTCCGCTTAAAATCCTGGGAGATGACCCCACATCTGCTACGGTGGTAGCTGAGGGAGCAAATGT -AGTTCCGGCTTTTGTAAATTTCACTAGCCCGGTTGCCCAGGTGGCACTAATAGGTCTTGTAATAACAGCT -GTTTTAATGATACTCAAAGTAAAAGGTGCCATACTTGTCGGAATACTCGCATCTACAGTAATAGGTATTC -CGTTAAATGTAACTGACATTTCAATGTCTTCTTCATACAAGATAGCTGATGTTGCTCAGACAGCATTTAA -GATGGACTTTGTTGGTTTATTCAGTGATCCGGGGAAATTGGCTCTTGTTTTGGTAACAATTCTTGCATTC -AGCTTATCGGACACCTTTGATACAATAGGAACTTTTATCGGAACAGGCCGTAAGAGCGGTATATTCGATG -ATAAGGATGAAGCAGAGCTGTTTGCCGGAAAAGGCTTTAAGTCTAAAATGGATAAGGCACTATTTGCAGA -TGCTACTGCAACATCCATTGGTGCATTATTCGGTACGTCAAATACCACAACCTATGTTGAGAGTGCAGCC -GGTATAGGTGCGGGAGGAAGAACTGGTCTTACATCGGTATTTACCGCCCTACTGTTTGCTTTGTGTCTGC -TGTTTGCACCTATTGCGGGAGTAATTCCGGCAGCTGCCACAGCACCGGCATTAATTATTGTTGGTGTGCT -GATGATGGGAAGCTTTGCAAAGATAAAATGGGATGACTTTGAAGAGGCACTACCTGCATTTTTTACAGCA -GCATTAATGCCTTTTGCATATAGTATTACAAGTGGTATTGCTTCAGGATTTATAATGTATATTATTGTAA -AGGTTTTCAGAGGAAAGGCAAAGGCTGTGCATCCTGTCATGTACATTGTAACAGGGCTCTTTTTACTGAA -TTTCTTATTATCTGCATTGCTTAAACTTTAAAATACTATTCCCCCACTATAACTCCCTTTGTAATGAATA -GCCGTATTATAAGGCTGTTTATGAAAGGGAGTGTTTTTTTGTTTTTTAGGGAATGTTTAATATTTGACGC -AGAAAAGACATTAATATAAAATGATAAAAGTAAAGTACATGTATGAAAATGGAAAGGAAACTTAATATAT -GCCTTTAATTGACATGCCATTGGCAGAATTAAAAAAATATAATGGGATTAACCCGTGTCCTGCGGATTTC -AATGAATATTGGGATAAATCAAAAGAAGAAATGGAATCAACTGAATCAAATGTTGAGCTAATACCCTCTG -ATTTTCAGGTACCCTTTGCTGAATGCTTCGACCTATATTTTACGGGAGTAAGAGGTGCCAGAATACACGC -TAAATATCTACGTCCAAAGGGAATGAATGAACCTCATCCTGCTGTACTCCAATTCCATGGTTATACAAGT -AACAGCGGTGACTGGAATGACAAACTGAATTTCGTTGCCATGGGGTACTCCGTTGCAGCACTCGATGCCC -GCGGTCAAGGGGGTTATTCCCAAGATTTGGGAAGCGTAAAGGGTGATACTGTCCACGGTCATATAATGAG -GGGGTTGGATGATAAGCCAGAAAATATGCTGTTCAGACACATTTTTCTAGATACTGCTCAACTGGCTAAA -ATCGTAATGGCAATGCCTGAGATTGACGAGAGCAGGGTAGGTGCTATGGGATTTTCACAGGGGGGAGCTT -TGACTCTTGCTTGTGCAGCTTTGGAGCCCCGAATCAAGAAGCTTGCACCGGTCTATCCTTTTCTATGTGA -CTACAAAAGAGTTTGGGAGATGGATCTGGCAAAGGATGCATACAATGATATAAGGGATTACTTCAGATTA -TTTGACCCCCTTCACGAAAGGGAAGACGAAGTTTTCGAAAAGCTGGGGTATATAGATTTGCAGTATCTTG -TCAAACATATAAAAGGGGAGGTTCTGATGGGTGTGGGATTGATGGATAATATATGCCCGCCTTCAACCCA -GTTCTCCGCTTATAATAAAATAGCTTCTAAAAAACAAATGCTGATTTATCCTGACTATGGGCATGAAAAT -ATCCCAACAATTATGGATAAAATCTATCAGTTTATGATGGGCCTGTAAAACAAAAGCTCCCGGCTGGTTA -ATGTAACCGAAATAATATCAGCCGGAAGCCTTTTAAAATAATATATTTTATACCATACTAAAAAAATAAT -CGTCTATTTTAAGTCTTATATCCTGATGTATTTTATCTACTATGTCATAGTCTATTGCATCTATATATAT -GTTTTCAAGGTCATCATTAAAATCCTTAGCTTTTGAAAGATATTGTATACCTTCACGAATTATCCCCTTG -TAGCGGGAGATAATATCCTCTAGTTGGGTCTTGAACTCCTCATCAGTACCCGGTTTTATAGCGTAGGAGT -ATACATCTATAATTCTATCGGTATCCTTAGAAGGAAAATACTCGTGGGGAGCGGTGCTGTCAAATACAGC -TACTGACAGTTCCCTTATAATAACCATGTCAAGACTGTCAGGATCAAAGCCGCAATGGTATATTTCTACA -TCGAATCCCTTGTCCTGTGCGGACTGGGCTATCTTTTTCAGCATTGTGGATTTTCCCGAGCCGGGCCTGC -CTTTAATGAAATACCTATTTGACATATCAGAGGTAAGGTCCATAACGAAATCAACTGATCCTTTAGGAGT -GGCACCTCCGAAGAATCTGTTCTTGACATTAGCCTGATTATTTTTAACATTATTACCTATTATTGTATTA -ATAGTCTCTTGGGTAAGTTCATTTATTTTGCTAAAGTTAATATTTGAAATGTATATCTTTTCCCATTCGT -CATGAATTTTGAGTGCTTGTGAGAAAAGATTATAGGTATTTTTGTAACAGGAAGATATCTGTTTACTAAT -AGCAAGAATCTCGTCTTTTTGAGGAATAAGCTTTTTGCTGTTCCACGCAGTTCCGAGGTTTATGTACTCT -TCAATTGCTCCTGGAGCTCTGGGCTCAACGACGTGAGGAAAGGTCCCGTCTACAACGCCTATTCCCAGAG -AAGGAAAAATAATACCATCTACAGAGCTATTGTCACATGGGGAATGGATGTACTCCACGTCGAAACCTCT -GTTGTACCATTCCTTGCCAAGCCTTTTCATAAGGGTAGATTTGCCGGTAGCAGGACCTCCTTTCAGAATA -AAAAGTCTGTCCAGAAAATTGATGTTGTCATCCAAATAGTTTACAAACCCCTTTGCCGAGTTTGCACAGG -CATAATAATTAATAATTTTTGCACACAAAAAGACTCCACCTTTCAATATCTTGGGTATTATATTTCAGAA -TATGCAGATAATAGTAATATTGCTAAACCTATTAACTAAAAATAACCACTTTAGCCAAGTGTGTCATGCA -TCATCAATAATAAGAACATTTCGTTTTAGAATTAATAAAAATACATTGTATGTAATTGAAAACATACAGT -ATTTGGACGAAAGGCCTTGATTTGACTGGTGTACACTAAGAAAAAACTTTAAAAATTGATATGTATTAAT -ATAAACACATGAATAATTTAATTTTAAAAGTTGCATAATTGATTAAAAAATTAAAAAAATGACAAAAACA -TATGTTGAAATTTATAGTACTGTATGATAAGATTGTTAGTGAAAAAATTATCAAAATAGTTAGCTTGCCT -GGAATACTGAATAGTACCGTGTTAATCACAAATACTACTCATTGATAGCAGTATATTTTTATAAATTGAA -GGGAGAATTATAATGACTACAAACAAGAAATTAGAAGCTTGGGTTAAAGAAATTGCCGACATGTGTCAAC -CAGACCAGATTTACTGGTGTGATGGCTCTCAGGAAGAAAACGATCGTCTCTTAAAAGAGATGGTGGATTC -TGGAATGGCTAAACCTTTAAATCCTGAAAAGCGTCCTGGATGCTACTCTTTCAATAGTGATCCTTCTGAC -GTTGCACGTGTTGAGAACAGAACATATATCGCTTCAAAAACAAAGGAAGAAGCCGGACCAACTAACAACT -GGGTTGATCCAAACGAGTTGAAAGATACTATGAAAAATTTGTACAAAGGTTGCATGAAGGGAAGAACAAT -GTACGTAATTCCTTTCTCAATGGGACCTATCGGCTCACCAATATCAAAAATAGGTGTTGAACTTACTGAC -AGTGCATACGTTGTTGTTAACATGAGAATAATGACACGTATAGGTAAAAAAGTATTGGAAACACTTGGTG -ACGGCGAATTCGTACCATGCTTGCACTCAGTAGGAGCTCCTTTGGCAGAAGGCGAAAAGGATGCAAAATG -GCCTTGTGCTCCAATTGAAAAGAAATACATCAGTCATTTCCCAGAAGAAAAGACTATTTGGTCATATGGT -TCTGGTTACGGTGGAAACGCTTTGCTTGGTAAGAAATGTTTCGCTCTTCGTATAGCATCAGTTATTGCAC -GTGAGGAAGGTTGGCTGGCTGAGCATATGCTTATCCTCAAGCTTACTGATCCTAAGGGTAATGTAAAATA -TATCTGTGGTGCTTTCCCAAGTGCTTGCGGTAAGACAAATCTCGCTATGCTTGTTCCTACAATTCCAGGA -TGGAAAGTTGAAACAATCGGTGATGATATAGCTTGGATGAAGTTCGGAAAAGACGGAAGATTGTATGCTA -TCAATCCTGAAGCAGGTTTCTTCGGTGTTGCTCCTGGTACATCATTGGATTCAAATCCAAATGCTATGCA -CAGCATTGAAAAGAACACTATCTTCACTAACGTTGGTGTAACCGACGACGGAGATGTTTGGTGGGAAGGT -ATGGGAGTAGATGCTCCTGCTCACTTAATTGATTGGCACGGAAAGGATTGGACTCCAGGTTCAGAATCTC -CTGCTGCTCATCCAAATGCTCGTTTTACAGCACCTGCAAGTCAGTGTCCTGTTATAGCTCCTGAATGGGA -AGATCCTGCAGGAGTACCAATATCAGCTATATTAATAGGTGGACGTCGTCCAAGCACTATTCCATTGGTA -CACCAGAGCTTTGACTGGAACCATGGTGTATTCCTTGGTTCAATAATGGGTTCAGAAATCACTGCAGCAG -CTATCTCCGACAAGATCGGACAGGTTCGTCGTGATCCATTCGCAATGCTTCCATTCATTGGTTACAATGT -AAATGACTATTTACAGCACTGGTTGGATGTTGGTGCAGCTAGCACAGAAGATAAGCTTCCAAAGATATTC -TACGTTAACTGGTTCCGTAAAGATGAGAACGGAAAATGGTTGTGGCCTGGATATGGCGAAAACAGCCGTG -TTCTTAAGTGGATCTGCGAAAGAGTATCAGGTGAAGGCAAGGCTGTTAAGACTGAAATCGGTTATATGCC -TACTGAAGATGCTATCGATGTTGAAGGTTTAAACATTTCAGCTGAAGACATGGAAGAACTTCTTAAGGTT -AAGAAGGACGAATGGCTCAAAGAGGTTGAGTCAATCAAAGCTCACTATGAGACTTATGATATAAATAAGG -TTCCTGCTGAATTAAAGAAGCAGCTTGCTGATCTCGAAGCTAGACTCAAGGCTTAATTGCTTGAATTAAA -ATTGACAAAACAGATAAAAACCCGGAGGCATTTTAGCCGCCGGGTTTAGTTTTGCCTAAAAAAATTAATT -TACTTAATAAATCCGGAAATTTTAGCATTGTGTTCCCCTTCCCTTTGAAGCTCTAGTCCAGGGAATTACA -GCAGCTAGGTGAAAGGAACGAAAATTGAATATTCATTTTTGCATAATTAACTTCTGTATGCTATATTTTT -GATGGGGTGATTACATTGAACAAAAAAATTCTTGGTATTCTTGGGGATTATTATCATGACCACGATATGG -CTCTTGGAGCACTTAAAAAAGCAGTTGATATATTGAATAGATCAGGTTCAGATACATTTGAGCTTATTGA -TTCTAATTTTGAAGGCCTTGATAGTGCACTGTCCCAAAAGGTTGACCTTGTTATTTTAGGCAGTGAGAAC -AGAATTAATCCGACTGATGAAGTTGTTAACAATTGGATGACCTATGATATTGAGAAAAAGATTGTAGATT -ATGTAAATAACGGTGGGAGCTGGATGGCGTGGCACGCAGGCTTAGCATCTTATGATGAAACTGGAGAATA -CACACAGATGATAGGTGGATATTTTTTAAATCATCCAAGTGAACATAATATTGTCAGGTATATACCCAGA -AAAAACAGCAGTGGAATCAGTCTGAAAGAAACCTTTGAGGTTATTGATGAACATTATTTTGTAAAATATA -ATCTTGATAGCAGCCTTATTTTCCTTCAAAGTGAATCCCCGTACGGTAAATCAAAGGCGGGATGGGCCCG -TGAATGGGGAAATGGGAGAGTATGTTGTCTTACACCGACACATAGGGAGGAAGGACTTACAAATAAAGTA -ATGCTGGAAGTTTTAGCTGATTGTATAGCTTGGTGCTGCAAGATTTGAATATTTGTATCTTTAAAACGAC -TAAATTCGGAGGTGTAAGCTTTGTTAAGCAATAATTTTATTTTAAGTGGTAAAACAGCAGTATCTTTGTA -TGAGCGTTATGCTAAAGATGCACCCGTTTATGATTATCACTGCCACCTTTGTGCAAAAGAAATTTACGAA -GACGAAGCTTTTAATGATATATCCTCTATCTGGTTGGGGTATGACCACTATAAATGGAGAACAATGCGTT -TTGCCGGAGTACCGGAAGAATATATAACGGGAAACGGTGACGGACGTACCAAATTCCGGGTGTGGGCAAA -AACCTGTGAAAGGCTTATAGGAAGCCCACTTTATCATTGGGCAAACATGGAGCTTAAGACCTACTTTGGA -GTTGACGAAATATTAAAGGAAAGCAATGCGGATAGAATATATGACCACTGCAATGCAAAAATCAAGGAGG -AAAAGCTATCCCCTGTGAAGATGATAAAGGCCTCCAATGTAAGGTTGGTATGTACTACGGATGATCCTGT -TGATTCACTTGAATACCATTTACTGCTGGGAAAGAATAGCGAAAAAGGATTTGATGTTTTCCCTACTTTC -AGGCCGGATAATGTTTTAAAGATACTCAACGATAATTTTATTGAATATATAAGGAAACTCGAAGCCACTA -CAAAGTTAAAGATTATAACTTATCAGGATATGTTAAATGTTCTGAAAAACAGAATCGAGTTTTTCAGACA -GGCAGGCTGTCTTCTGTCGGATCATTCTCTTGAAAGTCTTGTTTACTTGCCGACGGATATTGTAGAAGCA -GGTAGTATTTTCTTAAAGAGGCTTAATGGAGAGGTTATAACCACCCATGAGGCAGAAAAGTACAAGCTGT -ATACCCTTTCTTTTTTAGCCAGAGCATACAAGGAGGCCGGATGGGCTATGCAGCTGCATATAGGTGCTAT -TAGAAGCACGAATGATAATATGTTGAAGAAGGCCGGCGTTGATTCCGGTTTTGACATTATGAATGATTTC -CAGATTGCTGAACCTTTAGCAAAGCTTCTTAACGACATGGACAAAATGAATTGTCTGCCTAAGACAATAT -TGTATACACTTAATTCAAAGGATAATCTGGTATTGTCATCACTTCCGCACTGTTTTACGGAAGATGGTGT -TCCGGGAAAAGTTCAGTTTGGAGCCGCATGGTGGTTCAATGACCACAAGGAAGGCATAACAGCTCATCTT -AAAGCTATTGCAGATCAGGGTATGCTAGCCTACTTTGTAGGGATGCTTACTGATTCCAGAAGTTTTCTTT -CTTATGTAAGACATGATTATTTCAGAAGGATTTTGTGTTCATTTGTAGGAGACCTGGTTGAAAAGGGTGA -ATTTGCTGATGATGATGCAATTTTGGGAGAAATTGTTGAAGGAATATGTTTTAAGAATATAGTAAGATAT -CTGGGTTTGTAAGTTTTAAAGCAGAAGGATTATTTTACCAGAATTTCACAGTAAAATAATCCTTTTAATA -TTTGGTTAAATTATTTCAAGATAATACCTCACCTAACTTTTTTGGCTCTGTAATAGGCTCCATACAGGAA -AAGTTACGGCATACATAAGCCATAGTTTTACCGTTCTGAGCCTTGTAGTCTCCAATGAAGGGTGCAATTT -CAGTAAGCTCTGGAGATATATTTGAGATAGCCACAGCAAAGGGTAAATATTTGTTGTTAAAGGTGTCAAT -CAAGCCCTTACCGTCTACTCCTGCAATAACCACTTCCGATGATATATCCGAAACGGAATACATATAGCTG -CAAAGCATATAGCTATGCCCGGTGGGGGCTGCATTAATCTGAGTACCAAAGAAATCCATTATTGCTTTTG -CCCTGTTTTCATATTCGTGGCGACCTGTTATTCTTGCTAAACGGAGCAGGTTCATTGCTGCAACAGAGTT -TCCTGATGGAATAGCACCGTCATAGCTCTCCCTTGGACGTGCTATGAGCTGCTCAGAATCATGTCCGTAT -AAAAACAATCCCGTAGAATTGTTTTCTCCAAAGAGATTTAACATTGCATCTGTTAGTTTTAAGGCTCTTT -TAAGGTATAGAGTTGTAAAGGTAGCCTCGTAAAGTTCTAGCAATCCCCAGACAAGAAATGCGTAGTCTTC -AAGGTATGCGGGGAAAACTGCCTCACCTTCACGGTAGCGTGCAAGCAAACGTCCGTCAGTTCGGACAAGT -TTTTTAGATATGAAATCAATGCACCTTTTGGCCGATTCAATGTATTTGTCTTCGCCCAAAACCCTGCCAC -AGTAAGCCATAGCGGCTGTCATAAGCCCGTTCCATGCTGTAAGAATCTTATCATCCTTGTACGGGTGGAT -TCTTTTTTCTCTGTGGGTAAAGAGTTTTTTACGACAGTCCTCTGCAAAGCTTTTTTGTTGTTCAGGTAAA -GTGCCTGTTTCAATAAGGTTTGGTATATTCAGGCCCTCAAAGTTGCCGGATGGGGAAATGTCGAATATTC -TACAATACTCTTCACCGTCTTTCGAGCCGAGAACGTTAATCACTTCCTCTTTTGACCAAATATAAAACTT -GCCTTCAACACCCTCTGAATCCGCATCTTCGGCAGAATAAAAAGCTCCTAATTGAGAGGACATGTCCCTT -TGTACATAGTCAAGTATCTGTCGTGCAGTTTCCTCGTAATTTTTGTTTCCGGTTGCAGAATAAGCCTCTC -CGTATGCAATAGCTAAAAGTGCATTGTCATAAAGCATTTTTTCAAAGTGGGGAACAAGCCATTTTTTGTC -GGTAGAATACCTACTGAACCCAAATCCTATATGGTCAAATATTCCGCCGTTTTTCATTGATTCAAGTGTT -TTCTCAACCATTTCAAGTGCATAAGGCTCTTTTTTGGTGTACCAGTACCTAAGCAAAAAAAGTAATGTGT -GCGGTGACGGGAATTTAGGTGAGGTTCCAAAACCTCCGTATTTGCTGTCAAAATTGTATTTAAAATGTGC -AAATGCCTCTTGTATGATATCGCTTGATATTTTAGAATCCTTAGAGATGCTTTCCTTACTCACATGATTA -ATTATATTTTCAGCTGATACCAAAAGATGCTCGCGTTTGTTGTCCCATGCTTCTTTTACTGACCCAAGCA -GAGAAATAAGGCCCATAAGACCTTTGCTGTCTTCCTTTGGAAAGTACGTACCCGCATAAAACGGCTGTTT -GTCAGGAGTCAGAAACACTGTAAGAGGCCATCCGCCATGCCCGGTTAATGCCTGGCATACAGACATGTAA -ATGCTGTCTATATCAGGCCTTTCTTCACGATCAACTTTTATACATATGAAATCCCGATTCAATATATGTG -CGACTTCCTCATCTTCAAAAGATTCACGTTCCATTACATGACACCAATGGCACGTGCTGTAGCCTATGCT -TAGAAAAATAGGCTTGTCCTCGCTTACTGCCCTTGAAAAGGCCTCGGGACCCCATGGATACCAATCTACG -GGATTGTGAGCATGTTGCAGAAGGTAGGGGGATTTTTCGTTAATTAACTTATTGGGCATTCTATTATTTG -TTGTCATAGGGCATCACCACCTTATTTTATTAATTAAAAAATACAATTTTAATATTATCTTTTTTTATCC -ATTATATTCTACATAACTATATTAAATATTGTTGTTGTTGATTTTTCTTTACTGGAACAGTTGAAAAGGA -TAAACAATAAAAGTCTATTTTAGCTTTTTCTTTGGTTATAGTGAGAGAGTGCCACCAATAACATGTACTA -TAGCCAATACTCAAAAATAAACTCAGGTATTATTGACAGCCCTAGTACCTTGCGGTACAATATAGCTATG -GTATATTGTACCGCAAGGTACTAGGGAGGAGGAGTAAAACTTGGCTGATAGGTCACAGTTTCTTCGTGGA -ACATTGGAAGGCTGTATACTAAAGATTATAGAACACAATGAAACATATGGTTATGAGATTGCAGAGAAAC -TGCAGAAGTATGGCTTTTCTGAAATTAGTGAAGGAACCATCTATCCATTACTTTTAAGGCTTGAAAAAAA -CGGAATGATAAATTCGGTAAAAAAAGTATCGGCATACGGACCAAAGAGAAAATATTATAGCCTGACAGAA -ACGGGGAAAAAAGAAATCTTGGAGTTTTATACCATATGGTGTGAAATCCAAAACGCTATCAATCAAATAT -TTAAAGAGGGAGTAGAGTGAATATGTTAAGCTTAGAATCTTTAAGAAATGAAAATAATCGGTTTAGTGAA -AAGCTGAACAAAGAAAATAGAGACATTTATACTGATATTGTATGCTATCTAAGAGTAAGTTATTTGACGG -ATGTACAACAGGAAGAAATTATTAGCGATATTTTAAGCATGTTTTTTGATTGGGAAAAGCAGGGCAAAAA -GGTAAAGGACATGATTGGAGAAGATTATAAAAAATTTGCCGATGATATCATTAATGCTGTAAATCCACAT -AAATCTATACTCGAAAAAAGTAAGGAGTATCTTTTTATTATTCTGGAAGCATTTTGTTATATGTTTACAA -TAGACTTTCTATTTTTATTGCCTAAAATCATAAAAGGGAACTTACATTTAATGTACGATTACAGTTTAGA -TATGGCTTTGCGAAGCTTACTTATCCTTATTGTGGCAGTTTCTGTAATCAATTATATTGGAAGGAACAGT -TTTAGTCTAAGAAAAAAAGCAATTTCTAAACCTACCCGTTTTTTAATTGGCTGTTGTGTTGGAGGGTTTT -TTATTATTTCAGCATTTCTTCCAAAAGCTTTAAGCCATATAATTTTTTTGTCAATTAATATACGTTATGT -CATAGCTATTACTGTAGTATTTTGGATATATAAAGCTATTCGAAGGATTTTATTAAATTACTGTACCTAG -TTATGCAAACAATATAGACCAATGATCCCATTAGTATTATAGTTTTATTTATGAAAGACTTATTTGGCAT -AGGAACTGTTTTCTTAGGTGTATTAGTTGCAAGAAAAGAAGGGATATTATGAATATACATGAGCATATTG -AAAAGTGGCAAGTAGAAGATGGGGTACACTTGTTTGATAAAATTAAATTACCTGATAACTCTGTACTTAT -TGATTTTGGATGTGGTTATGGTGAGTATACTATTTCATTGGCACTTTCTAAAAAACATAGCACTGTATTC -TCTGTTGACAAGGATGAAAGGATGTTAAAAATTGTACAGGATAAAATAGAGAGCCATTCTATAACAAACG -TACGTCTTATAAAGGCAGATGGGACTCTTTCAATAGCTTTCCCTGATTGCTATTCTGATATGATATTAAT -GTATGACTTTATTCACGGCAACACACAGGAGAAATTACCGATAAGATTTAAGTTTTTTGAGGAAGCCAGA -AGGGTATTAAAACCAAATGGGATTCTTTCTATAGCACCATTTGAATGTGAATATCTTAGGGATTCAAGTG -GAAAAAGAAGACGGTATTCTCTCGGAATGCTGATTTCTGAAATTGAAAGTTATGGATTCCGTTATTCCGA -AAGTATTGACGGAGCAGTTCACTTTGACTATTATCACAGCCCATATCATTGGAAAAAATTAAATGGAGAG -ATGTCATTTGATTATCTGGAAATTGGACCGGTTATGAATTTTTATAAGCAAAAGTAGTTGTATATTGTAT -TCATATATTATTTAATCCTCGAATTGTCATGGAATCACTACATTTCTAATCTTATAGTCTTTCTACTATT -TATACCATCCCCAATAAACCGAGTAATTGACAGAAGCGTACCAGGGGGAATTCTAAATCTCCCTAAACCC -TATAATAAAATCTGGAAATGTGGAATAAATAAGCAGGAATTCTCACACAGATGTCGAATTGTCAAAATAT -AATACATATTGTTGAAATTAGTCGAATGCTGTCTTTTGTGTCTTATGCTTTTCTTAAAAAAATATATTTA -GACATCTAAAATGGAGGAAAACTCATGCAACAAAATTTATTATTAATTCATGTAAAAAAGGTTAATAAGA -TTCTAAACTGGGTATTTTTTGCACTTGGATTTGTTATGTTAATTGCAGGCATCGCTACACGGACTATAGC -TTCAAGTAGTATACCTCTTGCGATAACAATCGCGTCAGCCTTTCTGGCTTTGTTTTTAAGGTATAAAAAG -AAGGACATGGCGGCCAGTTATGTTCTAGTTGTATCCGCTCTAGCACAGGTACTCCCTTTACTACCAATGA -TGGGCGGTAATGCTTTTATTTTGGCTATGCTACCAATTACTGTTACTGCATTGTATTTAAATAAATGGAT -TTTTATTTTCGTTGGAAGCATTATTAATGCCGTTGTGATTATATTACAAATAGTAATGCCAGGTTCTAAC -ATAGAGGCTCACATATTTTCTGATGTTTTCCAATTACTTATAACACTTGTACTATTCTTATTAGTAAAAG -ATGGTGGAAAGCTGATACAGGGTTCGAGTGAAAATGCTGAACAAGCAAATAAATTATTAGATGAGCTGCA -AAATACTATGAATGTAGTTAAAACAAGCACATCTGGTTTAAATGTTGATATCTCTAAAGCTACTGAGAAT -CTTGAGGTGGTTCATGAGATCAGCAGTTCAATTACAACATCTACTCAAGAAATTACTACAGGTATTGTAG -GGCAAAGTTCAAGTGTTACTGAGATTAGCCAGATGATAAAAGAGGCAGATAATAAAATTTCGGAACTAAC -AGAATTTTCGAACCAATTAGAGAACGTTTCAGCCAACGCAAGTAATGTTGTAACGGAAGGTTCGGAAAAG -ATAAATACTATGGACAAGCAAATGGAAATAATCAATCAGGCCGTTGCTAAATCTTTTGAGACAGTTCAGG -AATTGAATGAAAATATGGATGAAATAAATAATTTCCTTTCAGGAATAACACACATTGCAGAACAAACGAA -TTTACTTGCTTTAAATGCAGCCATTGAAGCAGCCAGAGCGGGAGAATCGGGAAAAGGCTTTGCTGTTGTG -GCTGAAGAAGTTAGAAATTTGGCTGAACAAAGTGCAAATACAGTAGGACATATTTATCAGATTATTAATA -AAATAAAGGAAAAGACTAAAAATGTTATTGACGAAGTTAGTATAGGTCAGACAGCGACTCAGGACGGTGA -GAAGGCTGTCAAGATTGTTAATAAAAACTTTGAAATGATTCAAGTATCTTTTAAGGATATTGACAGGTAC -ATATCTGATGAAATTAGTAGAATCGAGAATATTGCTGATTTATTCTCGCGAATTAATACGGAGGTAGAAA -GCATTGCTAGCATTTCAAAGGAACAAGCTGCTTCAACAGAGGAATTATTATCAACTTTAGAAGAACAAAA -TTTAAACATTGAAAATATGTACGGACTAATTCAGGGTATTAAAACTTCCAGCGATAATTTGCAGGGTTTA -ATTAAATGAATGTAGAACAGTTTGCCAAAAGTAGGATTACTTGTAAATAGCGTCTGCTCCTGAAATGAGA -GAACGGATAGGCAACACTTGGCCTATCCGTTCTACGTAAAATTCATGTGTCCTGAACGGTACTTGGGTTG -ACACTCCTCTGGGAAATATTAAGTTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAA -ACCGGCGCCTGGTCTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCA -GGATCATTCAGGAGCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTT -TACACCTTTTCCCCTGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTGCAT -TTGTTCAACTGATTTATACATTGTCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTA -AAACGCTCGCATATACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCT -GCAGAAATAACTCATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCT -CATTATCGGTATCATATGATTCTCAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTTACT -GGTACCTTGGCTGTATATAATTTTGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGATATA -TACGTCCAACACCTTTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGT -ATCTATCTCGTCTATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTG -TAAAGTATGCCTTCCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTAT -ATCTCTGCCAGATTGATCTTACCCCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGC -CCTGAGCTGCCCGTATGCCGGCTTTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACC -CTGTTTTTCATACAAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTT -TCTTAATATCATAGAAGTGCTGTCTGCTGACTCCATGAATTTTACATGCTTCACTTACGTTTTGAAGATA -TTCGGCCAACTCAATCAGGCTCATTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATTGAAATCTCC -TCCTACAATTTAATTATTGTCCAGAGGAGATATTGCCCAACATTATTCAGATACTGTCAAGTGAAGTCAA -TTCTCTAGCAATTCATGGTTTAGTTTTCAATCCGCCCTTGCCTTATTCAAATTTTAAAAATTGATACAGA -TGATTGCAGCTCATTAGCAAGTTCAGCTAATGCTTGTGCTGAAGATGTTATTTCTTCCATTGTTGCAACT -TGTTCCTCGTTTGCAGCAGAATTCTCCTGACTTAGTATTGCCCCTTCTTCTGCGGCTTTTTTAATAGTTT -CAGAAGTTGAGACAATTGCCTGGCTCTGTGATGAAACAATTTCTATAGATGCCATTACATCCTTTACTTT -TCTATTCACATTTGTTACATCATCTTTAATAGCCTTAAATGTTTCTGCAACCTGCTGGGTTTTTGCAAAC -CCGTCTTTAACCTTTTCATTTCCTTTATTAATTGATGTGACAGCATTTTCTGTTTCGCTTTGAATTTCCT -TGACAAATTCATCTATTTGCGATGCGGATGCTTTAGATTGTTCAGCAAGCTTGCGGATTTCATCTGCGAC -AACAGCAAACCCATTCCCCTGTTCGCCGGCCCGAGCCGCCTCGATTGCTGCATTTAAAGCGAGAAGATTT -GTCTGTTCTGTTATACTTGTGATAATTGCAACCATGTTTCCAATTTCTTTTGAGTGTTCTCCCAATTTTC -TTATTACATTTTCAGAATCACTAATAGTTGTTGTTATATCATTCATTTGTTCCACAACGTCGTTCACTGT -GATAATTCCATCCTCGGAAGCTGAAAAAGCTTTATCTGACAAAGTGTACATCTCTTTACTATTTATAGCA -ATTTGGTATATGTTTGACGACATTTCCTTTATTGTATCTGTAGAATGCTCGACACTTCCCAACTGTTCTT -CCGCTCCAGAAGCACTTTTTAGGGTTGCTTCGGCAATCTGTTCATTTGCTTTTGTACATTGTTCAGCACT -GGCAGTTAGTTCTTCTGATGAAGCAGCAACTTGTGCCGACACGTCACTTACTTTCGATAATATTTCTTTC -ATACTTGAAACCATTTTATTTAATGAGGTTACCAATACTCCGATTTCATCCTTACTTTTAATATTTAAAG -AATCAACTGTCAAATCTCCGCCTGATATTTTGTGCAGCGTGTCGGTGACTTTCTTTACAGGTGTTGATAT -GATTCTGGTCAAAATGAATGATAATATTATAGTAATAAGCACCGCTATTATACTTATAACTATAATCAGG -ATGTTACTCCTGTTATGTACATCTAAAACCTCATTCCAAGCATCATTAGTCAGCTTGTATACATCATCTT -TTATTTTATCATGAGATTTACGAAAGTCGTCAAACAACTGTTTGCCGTCCCCGGCTTTTGAACGTGCCTC -TTCCAGATCCCCCTGCTTGACTAGAGAAATCTGTGAATCAAAATAATTCTCTATTGCGTCAATCTTTGGT -TTAGCTTCTGTTATTAATTGTGCCATTATAGGATGCTTATCGAGCCTGGACTCAATTTCTTTTAATCTTG -TTCTTACATCACTTTTCCCTGAGTTGTATGGTTCAAGGAACGTTTCATCCCCTGAAACAAGATACCCTCG -TACTCCGGTTTCCTCGTTGACTAAAGCCGTTAATAATCCATCTGCTGCATAACCAATTGGAATAGCATCT -GTTATAAGGTTTTCAGCTTGTGTTTTCAATGATTGAGTTGCATAAATACTTATTCCTACAATTCCAGCCA -TAATTACTAAAACTAATAAATAACCTGTTATGAGTTTTTTTGCTACTGACATTATAGACCCTCCATAATA -ATATTTTAAGTATCATTGAGCAAACAACACTTCATTACTTCATTGGCAGTTCACTAGGTATCTGTTTTAT -CTACATTTGGAACCTCCTTTCAGACCCATGACTTTATAATGCTTGCTGGTAACGCAAACAACAAAGTCGT -AATTTGTAGATATTTGTCAGAAAAGTGATGTTATCTACTATTATAAGCTATTATCACTGAATTAGTAAAC -ATAAAGTGGTTAAATAGCTTTTTCAACCTAATGAAGGAATGTGAACGTCTAGGAATACACAGAAATACCT -TATATATTATATTATGGAAACTTATAAATAAATCGAAATAAAATGGTTAGATATCATAGATGTAAACATT -AGGAATATTTCCGCTTGACATGTAATACAGGTGTGTATATACTGTATATGTAACATTAATAACAGTAGGT -ACAATTAAAACACTAATAGTATCAAAAGTAATAAGCAGGAGGTAAAATTGAAAATTATAATTTCCAATAC -GTCTGGAGTACCTATATACGAACAGATAAAAGAACAGATAAAAAGTGCAATCCTGTCGGGGGAAGTTGAG -GAAAACCAGTTACTGCCCTCATTAAGACAGCTTGCACGGGAACTAAAAATAAGTGTACTAACAACAACCA -GGGCGTACACTGAGCTGGAACAGGAAGGCTATGTCACGAACGTACAGGGCAAAGGGTGCTATGTGCTGGG -GAGAGGTTCCGAATTGATAAGGGAACAACTCTTGAGGGATATAGAGGAAAATCTGTCTGCTGCAATAAAA -TCTGCCAGGAGGGCGGATGTTTCAAAAGATGATCTTGTTAAAATGCTGAGAATTCTTATGGAGGATGAGG -GATATGAATAATGATATAGAAATAAGGAATCTATGTAAGAACTTTGATAGCTTTAAACTAAACGACATCA -GTTTTTCTTTACCTCAGGGATATATAATGGGTCTTGTTGGGCCTAATGGTGCCGGGAAAACCACTACTAT -CAAGCTTATGCTTAACATGATACAAAAGACATCAGGCGATATAAAGATTCTGGGATTGGATAGTGTTACC -GATCAGAACAGGATTAAGGAAAGTATTGGTGCTGTATTTGATACAAACTATTTTGTGCAGGATTGGACGG -TTAATGAAGTTGAACGATATATAGGTATGTTTTACGATACTTGGGACTCTGCCAAGTATAAATCTCTTAC -AAATAAATTCGGACTAAACTCTGACAAAAAGGTAAAAGACCTGTCAAGAGGAATGCAGATGAAACTTATG -GTGTCATGTGCATTATCCCATGATGCAAGGCTTTTGATACTGGATGAGCCAACTAGCGGGTTGGATCCGG -TTGCAAGGGAGGAGCTTCTTGATATTATGACAGAATTCATAGGGGATGGGAAAAGCAGCGTCCTATTTTC -AACACATATAACATCAGACCTTGATAAAATTGCGGACTACATTACCTTTATAAATCAGGGAAGCCTGTTC -TATACAGGAACAAAAGATGATTTCATAGATGGCTTCAGAATTGTAAAGGGCGGCAAAAATGATATTACAA -GGGAGCAGGAGGGCAAGATGATTGGTATAAGAAAATATTCCACAGGGTTTGAGGGACTTATTAAAACAGA -GGACTTGCGGTATTTTGTAACCCTAGCCTGTGAACCTGTTTCCATTGACGATATTATTGTTTTTACAAAC -AGAGGGGGTAAATGTAATGACTAACATTCTAAAGCTTGTAAAACTAGATTTTGCGTTAATAAAACCATAT -ATAAAAATTATTTTTATTGCACTACTGTCGCCTCTAATCGTAATGTACACCATGAGAGATATAATTTCGG -GTACCATATTCTGTATGTGTATAATGGCAATAACGTCCGGATACACCTTCTCGGTTGTAGAAAAGAATGA -TCTTAATAGACTTTACGGCCTTCTTCCAGTCGGACGAAAAGATATTGTATCTGCCAGATACTTATTTATA -GCTTTGGAAGGTTTAATTCTAAATTTTATAGGAGTATCTGCAAACGCTATAATATTGACTATATTAAAGG -TGAATTTTACATTCAGCGATATTTTAATCGGGTTTAGCGTAGGTCATGTTGTATACTATTTCTTTACTGC -GATACAGCTGCCATTGTTCTTTAAATTTGGAGGTATAAAGGGAAGATTCTTTTCGTTCCTTCCTTTTCTG -GGGATTTTCTCGATAAGTGAAGTAGCAAAAAGAATGAGTACTGATAAACTGGCAGAACTGTCCTCTATAG -CAATAATAAATAATCCGTATGGAATACTTATTCTCAGTATCTTATTCGGAATACTTTCATACAGTATATC -TGTAGGAATATCACAAAAAATATTTAGTAGGCTGGAATAAAATAAAACGGCCGGGCTGCGGAGTTTAAGG -AATTACAGCCCGGTCAAAAGGATGTATATCGAAGTAAGAAGCACAGGCTTTGTCCAAAATGGAGATCAGC -CGGAAACCACTCCTTAAATAAGAATAGCTTAAAAATATGACTATTTTATGGTGTTTTTGTGAAGAAATTA -TGTCGGGAAAAAGGGTTGAAACCATTTGAGTTTACGTGTACAATATTAAATGTGTTCTGTGGATAATATC -CAAACAGTTCAAGGGTTTGTACTCGATATTATGTTACTTATCCTAAAAACTATTATTATTAAATGGAGAG -GTATCGAAGAGGTCATAACGGGGCTGACTCGAAATCAGTTTGTCGGAAACGGCACGCGGGTTCGAATCCC -GCCCTCTCCGCCATAATGAAAGCCGAGTAATATTACTCGGCTTTCATTATTTCCTGCAGAGATCCATCTG -AAAATGTCTCCTGTAATGTTCTTTTATTGAGGTATATACATTATTGACCTTGCCTCAATAAAATGACAGC -AGGGATTCCTTAATTTTTTATGTAGGAATTCTTTATGTCCAAATGGAGTAGGGTCAGATTATTTAGTATT -ATGGATTATACACTTGGGCAGAAGGATAATTTACATCGAAGTACCCTTCCGGCAAATCTCCTTTTAAGCT -GGTATATAGCTCATCGTTAAAATATATGGCAACTTTATCTACTCCGAGATTATAACCATAAGTAGCTAGT -AAACAGGTTAAGAGACCAGCTTCGGTATTAGTTCCTAAGTTCATATGGTCTACATAAGAGTCAGAGAATA -CTACTTTAAGAACACCAGTTGTTTCATCTAGCTTTGCTGATTTTATCTTTATTTTATCTGTTAATGACAA -AAAATCTTTGTTATAAGAAGTACTTTGTAGCTCTTTTGTTAAAGCAGTAATCAATGCATTATCTTCTACA -GGTATCATTTTATCAATGTAATAATACTTTAGTTCAGTCGTAGCTAAAAAATATAATCTACACTTGACAT -CTTTAGTTGAAGGTTTTTCATTTTTAGTGATAGTAGATTCCATTTCAGTCTGTTTGTTAGTATCTGATAT -ATTCTCGCTGGAAGAATTATTGCTATGAGTTACGGGGGATGTGATATTTGAAGCATCGACCGTCTCATTA -CTGCTACAACTGGTTAGAAGGAAAATACATATTACGAGTAAGGATATTACACAAAATCTAATTTTCATTT -TATACCTCCAAAAAATAATAAGGAAGTGTCAAGTTTGACACACCTTTTCCATTCTTTGCTTGACGAATTC -TATTATATTACAGAATATTTTAATTGCAAATCAATACATTTGTAATTATGGGTTTAAATGGACATGCAAG -GTACTATATACAAACAATAAATCGAAGAATTGTTACGGGGAGCAAAAAAAATATGTCATACAGGTTATTA -AACTTGTATGTCATATTCTTTTTGAAGTTTGCGTATATAACGCATATGAAATTAAGACCTTCCTATCTGG -ACTATTCTGGGTGGTAAGCCAGAAAACTATAGTGCACCTGACGAAATATTTTTTAAATTATTACAATGAT -TAGTGCATATACAAGTTTATACTAAAGTAGAATGGTGTGCTTAAAATGAATTTACGTCGACCAAGTGAAA -TCTAATCGGGATATAAAAAACTGAGGTATAAATTTTTTTATTTCTGACTTGATTCTTTTTTGCCCAGCCT -TCCTTTAATGTCACAACCGGGGATGCCTCAGCTGGGCTCATGGCGGTAGCAAAATACTTCGCATCCTGAC -CACACGACGATAATGCACTCTTCATTATTATGGGGTTCTAATGATCACCTTATCCTTCTTTATTATTTTG -CTACAAATAATTTGTGCCTATCCTATTGGGAAAAATGATAAAATAGATTATATATAAAATATGATTAATT -CTTACCACCCAAAATAACCCAGATAAGGAAAATCATATATCATAGCTGATTCATAGTCTTACAATACGGA -CTTACAAATACAGTCCATAGTTGTAAGTCTTGGTTATAGTTTCTACAGACAAACCGTTTACCACAGCCTG -ATAAGTAGTAACCAACCTGTATGAGTAACCGTGCTCTACTGCACATGTTTTACTCAAAGCACCGTAGTAT -GTATAAGAGGTTTCTGTAAATGTCTCCTGAGTAATCCAGCTGCCATTTTGATATTTTTGAAGCTTTGCGA -CTATTATTACTTCGGTTACGTTTGTAGTTGATCTTATAGATGAAGAACAAGTAGCTATACCATTGGATAT -ACTAACACTTTCCGAGGTAGAACTTATATACAGATTAAAAGGCTGAACTCCGATTTTCTGATTGTCTGCT -GCGTCCACTGGATAAGATGACCAAGGTATAACCAAACAAAATGCACAGAATAACACAATAATGTACTTGT -GAAAAACAGATTTCATAAAAACCCCCCTCTCTTATTTATATATATAACGAATAAAAGAAGAATTTTGTGA -CACATATTTGCTGTTTTTTTGAAAAATTATTTTATTTTGACATTTTCCACAATTTTTAAAGCAATATCAC -AGTCTATATTTCCTGTTAAGTTCCAAATTTGATGTCTTTTATTATCAAAAACAGCAATATTGATACCCGT -ATTTTTTTCTGAGATTATAGTACTCAGACCTCGTATTTTAGTTTTTGTGATATCTGCATTTTCGGTATCC -ATTGAAAAATTTATACCCTCTTTGTAATATTCTAGTGTAAATGAGAACCCATTCCCTGCGTTATCCTTAT -ATACCTCTGTTTTAAGGTTTGAGGTTACTTGCGTATTTTGCCGGGTAAAATTTTCAGGTATATATTCTAA -TGTAAAATCATTTATTATTACCACAGATTCTTCGTTATCCGATCTGATAATATAGTCCGTCATATCGTTA -TAAACATTAACAATAAAGGTGATAACCGGCTCGCGGATTGCAGGAACACTCATTGCACATGTTATAATAG -TTATTATAATGACCAAAGGAATGAGAATCCGTTTTCTAAAACAACTTATTGTTAAAAATTCATCCTGTGA -CCTAAGTATAAGCTTTTTGCGTTTGGTATAGCTGCGTGAGAACTTATGCGAAGGAGACATATAGCGTTCC -AGTTCCGCTGATAAATTTATCTGAGTATCTTTTGCTACAGATATCAAAACGTCCTGCAACGTCTTTGTAG -AAATCATTTATTTTCCTCCTCGATTACTTTTTTAATAGCTTTTTTAGCCCGGCTAAGACGTTGTCGTACA -GCATCACAGGAAATGCACAGTACATCTGCAATTTCATTGTTTGACAAATCATATAAATGCTTAAGCATAA -TAATCTCCATATACTCTTTATTCAACTTACAGAGTTTCATTTTTAGTTCGTTAAAGCTTTCGTCATCAAT -AATATGATCAAGCGGTAATTTGCCTGTATCTGCCTCCACGGGTAGCTCGGGTTTTTCATTTGTATACTGC -TTGTCCCGTTTTCGGTAAATATCTATGGCTGCACTTTTGATAATAATAACGATTAAAGCTCTTGTTTTGT -GACATTGAATATCTGAAATATCGGGAATATAATTTATAATTTTTAATAGTGCTTCATGTACCGCGTCTTC -TGCAAGATAGCGATCCCTCAGAATACTGAACGCAACATTGTACATGGCACTTTCATAATATGTATACAGA -TTGGTAAATTTACCTCTGTCTTCTTCTGTTTCCAGAACAGATAAAAAGAATTCCAACAAAATAATCCCCC -CATGATGATTAAAATAAAATGAAAATAAACATACTAAATTTACATTATTTTAGTAATTTTTACAATGTTA -AAAGTGCACACAACTTTTATTGACATATTACATTTTATAGTGTAATATGTAACGAGCTTAAAAATATGGA -TAAAAATAACATTTAAGCTTTATAAAGAGGACAAATTATGAAAAGGGGTTTATTATTATTTTTTGCTGCC -ACTATCATTTCAACACTGTGTGCTTGTCAGTCATTATCGAATTCTAAAGAAAATTCATTAGTATCATCAT -CTGTAACAACAACACATGACAGTTCAGTAACCAATGAAAAAATAACAAGCGAGGAAAGGGAAGACTGGAT -AATAGTCGATAAAAGCGTAACCGTAAAAGAGTTGGAGTATACAATAAATGCATATAAAAGAAGTGCGAAG -TCAGAACTTTTTGAAGCGGACAAAGGAAAAACTTTTTTGCTTATAGATATTACTGTAAAAAATAAATCAA -ATATTGCAGCAACCGTAAATTCAAATTTGATGTTTGATCTTACGGACAGGTTTGGAACTTCATACAATGA -TACATCATTAGGAGCACTGTCTTGTCTGGATGACGAAAATCTGGAACAACTGGACGGTCATATAGCTGCA -GCCTCTGAATTCAGGGGAGGTATTGCTTTTGAAATACCAAAAGTTACAAAGGGTTTAAGACTGATTATTC -AAGGTCCTGCGGGAGACGGACGTTCGCCGGTAGTACTCTATTAGATTTCGAGCATATTACCTTTTAAAGA -TATTTTAAATAGATGCTGGTATATAATTATAATATAATGTATTAGGGATTCAAAAGGCATCTATATAGCA -ATCTAGGAGAGGTTCTTTGTGCGAGTTTGTTTTAGAACTATGTTTCTTTTACCAATTCACATAATGCGGC -AATATATGATATCCTGTTAGGGATAAATTAATATTATCCGGAGGAACTGTACATTGGACAAAATAAAGGA -TGAAAATACTAACTGGTGTCAATCCGTAGGAGGAATTGTATTAAAAGGAAATGAAGTGCTCCTGGTTCGT -CACACATACGGAGCAGGTAAGGGGAAGCTTATTATTCCCGGCGGATATGTTAGAGTCAATGAAACACCAC -AGGATGCACTATCCAGAGAGGTTTTTGAGGAAACTACCGTTGTCGCAAAACCAACTGGGTTGGTAGGGGT -ACGTTTTAATTTAAAAGACTGGTATGCTGTTTTTATGATGGATTATGTTGAAGGAACGCCGAATTCAGAT -AATAAAGAAAACAGCGAGGCTTTGTTTATGGATATAAACGAGGCTGTAAAATCACCTGATGTACCTGATT -TGACAAAAGTAATCCTGAAAGGTGTTATAGAAAACAAGGATAATGCATTTGAAAATAAACCTTTTGTTTC -TCGTGAAAAACATGGAGAATATTCATTTTATGGAATTTAATTATGCTAATCAAAAGATTGGAACGGTGCA -GAGAAGCACTGTTCTTTTTTCATCTAATATTTTATGCTTAAATCTGTACAAACTACAGGGTTAAATTGTA -TAATTAAGAAAGTAAAGCAATATTTGTATTGATTCGTATTAATAGTAAATCATTTCAACGTCCTACTCTT -AAACACATTTCGTATATCGATATAATTCCTGCCGGAAGCGAAACATTTTGTAGAAAAATTAAATTTGTAA -TGGAGGTATTATCATGAGGAAAAAATTCCTTAAAACAACCAGTTTCATGCTAATCATGTCACTGCTGGTG -TCATTGTTTGTCTATGCTCCGACAACTGTAAGAGCAGAAACTTCGCCGCGTGTGGGAGGCTCATTTTACA -ATTATGGCGAAGCCATGCAAAAGTCAATTCTTTTTTATAAGGCAAACCGTCTTGGGGATTTACCAGACAA -CTACGTTTTGCCCTATAGAGGTGATGCTGCAATGACTGACGGAAAGGATGTAGGTCTTGATCTAACCGGA -GGATGGGCAGATGCCGGAGACGGAATAAAATTTACGCACCCTATGTCATACGCCGCAGGACAACTGGGAT -GGGCTGTTTACGAATATCGTGATGCCTTTGAAAAGTCTGGGCAACTGGACGATATACTTGACGAAATAAA -GTGGGCTACAGACTTCTTTATAAAGGCACACCCAAGTCCGGATGTATTGTACTATATGTGCGGCTACGAA -GAATCAGACCATTCTGTATGGATACCACATGAGTTATTGGATTATAAAACTGACAGAAAGTCTTTCAAAG -TTGATTCTACAACACCGGGTTCAGATGTAGCAGGCCAAACTGCGGCAGCATTGGCTATTGCATCAATTAT -ATTTGAGCCAACAGACCCCGAGTATGCAGAAACCTGTCTTACACATGCAAAGCAGCTGTTTAAGTTTGGT -GATACATACAGGGGAAAAAATCCTCTAAAAACCCTGTATCCGTCAGGAGGCTATCTGGATGATCTGGCAT -GGGGTGCAATATGGCTGTATATTAAAACACAGGATGCAACATATCTTGAAAAGGCAAAGTCAATTCTCCC -TGTGACTGTTTTAGGCGGACAGCACACGCACTGCTGGGATGATGTAAGCTATGGTGCAGCCCTAAAAATA -GCTCAGGCAGGTCGTGATGAAAGTTACGCTGCAATGGTTGAAAAGAACCTTGATTATTGGATGCCGGGGA -CAGGAATAAAATACACTCCCGGAGGACTTGCATGGCTTTCACAATGGGGTTCCCTCCGTTATGCAACAAC -TGCGGCATTTTTAGCATTTGTATGGTCGGATGACAAAACAATAGGAACAGCTTCCAAAAAGCAGACTTAC -CATGACTTTGCAGAAAGACAGATAAACTATGCACTTGGAGATAACCCGCGTGGAGGTAGCTATGAAGTAG -GTTTCGGAGTAGATGCACCTGAACATCCTCATCATCGAACTGCTCACGGTTCATGGACAAGTATGCTTAA -CGTCCCGACCTTCCACAGACATATTCTCTATGGAGCATTAGTGGGAGGACCTTCTTCAGACGACAGTTGG -AAAGATGATATCAAAGATTATACGCTGAATGAAGTAGCTACCGACTATAATGCGGGTTTTGTAGGCTGTC -TGGCTAAGATGTACAGTATGTATGGAGGGAATCCACTGGAAAACTGGCCAAAGGCTGAGGATTTCAGATC -ACCTCAGGATAATCTGACGGAGTATTTCACAAGAGGCTGGATAATTTATGAGGGCTACGGCAAGCTGAAA -GTTATGTTCCAGATTAATAACCGCTCAGCTTGGCCTGCAACAATGAAGGATAAAATGTCTACCCGATACT -ATATGGATTTATCAGAAATATTTGAAGCAGGGGGAACGGTAGATGACGTGCAATTAACCCTTGAGGATAG -TCAGGGGGCAAAGCTTATAGGACTCAAGCAGTACAAGGATAATATATATTACTTTACAGTTGATTTTACG -GGTACACAGATAATGCCGGCAGAGTGGGAAATGTGTGAAAAGGATGCAACTGTACAGATTGAATACAAAA -ATGGCGTAGGTTCCAATGAAAATGACTGGTCATACCAGAACATAAGCGGCCCGCCGGACTTTGATGCAGT -ATCCTTTGCAGGAATGTCCAAATACATACCTGTATACGACAACGGTAAGCTTCTTTGGGGAGAGGAACCA -GCTGGGAAGGAACCGGAAGTCATGTATGGCGATATAAATAATGACGGAAATATTGATGCGATAGATTTTG -CACTGCTCAAAAAAATACTTATGGGCGACACATCAGGCAATGTCAATTTGACTGCCGCCGATTTTAACAA -GGACGGAGATATAAATGCTATTGACTATGCGGCGTTAAAGAGCTATTTGCAACGTGGATAATTATGAATT -AAATAAGGGGTTGTTGCAAAACAGAAAGTTTTTCTGTTTTTACACTGGTACTCCCGTATAAAATTATATC -AATGATTGCTTCCAAGATATTTGCAAGAGTTTCTAGCGGCTCATCTTAGGATATTTTACCGTCGCTCACA -TTCATCGTCCATGATTCATGGTTTCGCTAAAACCTACATCGTGTAGGTTTTTCGGTAAAATATCCGTATT -CGCCGATAAACAACTTCAAATATCTTTAACCAAGCTTCCATTGATACAATTTGTACTCGCGTACATTGTT -AAAAAAGATTAAAATTAATTTTGCGACAACCCCTTATTATGAACCAGAACTGTTTTCCTTTAAAAAATCG -TCAATCAAAGCAAAAGTTTTTTGTGCAGAACTCTTATTATACTCACTTGAATAGGAATCGGCAAAGCCGT -GATTACCTTCCAACGTATGAACTTCAACGCCGGGCTTTTTAAAACTGCTGACAAAACCCCTTACATTAAA -GGATTTTTCATGGCTTGGAAAAAGAAGTAAAGCAGGACAAGAAGGAGAAATATCGGTATAATCTCTTATT -CTTGAACCATAACAGAAGATAACGCCGTACAAAGCAAATCTGTTGGCAGTATCTAGTATAAAGGGGTTGA -TACCGTAAATTTCATGTATAAGAATTATTAAATCTTCCGAATTATTATATATACTTAACATAATTCCTCA -TCCAGTTTTCTTTTTATACTAAAATAATATTACTATAAAACATGTTGACACTCAAAAGTACAGAAAGTAA -ACTTAAAAGAAAATACATAATCTGGGAGTGTATACATGGGTGCAAGTTCAGAAAAGGCTTTGGAGCTGTT -TAAAGAGGGGTATAATTGTTCGCAGGCTGTCTTCGGGGCTTTTAGCAATGACATTGGTATGGAGCTGAAA -AGTGCTTTGAGGATAGCGTCATCCTTTGGTGGTGGAATGGGAAGGCTAAGGGAGGTATGCGGTGCTGTTA -GCGGTATGTTCATGGTGGCGGGTATTCTTTACGGTTATGATAACCCGGAGGAAATGGAAGCAAAAAAAGA -ACACTACAAGCTTATACAGGAACTTGCCCAAAGGTTCAAAGACATCAATGGAACAATTGTGTGCAGGGAA -CTGCTTGGACTGGGCAAAGGGCCTGACAACCCTACCCCCGAATCAAGAACGGAGAGCTATTATACAAGGC -GTCCCTGTGCGGAATATGTAAAGTGTGCCGCAGATATAATGGAACAATACATATGTCAGAAAAAAGCAGA -GGCTGTATCAGACTAATGTACCGACCTCCAATCGTTAGATTATGGTCTAACTTTTGGGGGTCGGTACATA -AAGCCTCTGCTTATTAACTTTACTATTTAAATGCTTTATCGACTCTTAGTGCTCTTGCAGAGTTGAGAAT -TGCTATTACAGATACACCAACGTCTGCAAATACTGCCTCCCAGAGGTTTGATAAACCAAAGGCACCCATT -GCCAAAACAATTGCCTTAACCCCAAGAGCTAGAACAATATTCTGGTTAACTATACGGAGAGTTTTTTTGG -AAATAGCTATAGCAGTGGCTATTTTAGAAGGTTCATCATTCATAATGACCACATCAGCTGCTTCTATAGC -GGCATCAGAACCAAGTCCTCCCATGGCAATACCTACATCAGCTCTTGAAAGCACAGGAGCATCATTGATT -CCGTCACCTGCAAAGATGAGATTGCCTTTTGGGGATTTTTCAGCAATAAGCTTTTCAACCTTATTTACCT -TGTCTGCGGGAAGAAGCTCTGTGTATACCTCATCAAGCCCCAGGGTTTCTCCGACTGATTCACCTACGTC -CTTTGCATCTCCTGTCAGCAATACGGTTTTATTTATTCCGAATGCTTTAAGCCTTGTTATTGCAGAAGCA -GAGTCTTCCTTTATTTCGTCTGATATAACTATATAACCGGAATAAATACCACTTATCGTTACATGAACAA -CGGTTCCAACTGTTTTATTTTGGGAATACACAGCACCTATTTTGTCCATAAGCTTTGAATTGCCCGCATA -AATGGTTTTTTCGTCTACTACTGCTTTAACACCATACCCGGGTATTTCTTCAACACCTTTAATCCTGGAA -TTATCAATTTCAGATTTAAAAGCATTTTTCAGAGACTGAGAAATCGGGTGGTTGGAATAGCTTTCGGCAT -GAGCAGTAAGCTCAAACAAATCAGAATCTGAAATACCTACAGGATGAATTTCAGTAACTTTAAAGGTTCC -TTTTGTTAGAGTTCCTGTTTTATCAAAAACAACCACTTCAGCAGCAGCAAGAGCTTCAAGATAGTTTCCG -CCCTTTATGAGGATTCCCAACCTTGAAGCTCCACCAATCCCGCCGAAGAAACCCAAAGGTATTGAGATTA -CGAGAGCACAGGGACAGGAAACAACAAGAAAAATCAATGCCCTGTATATCCAATCACTAAAGGTTGCTCC -CGGAACAAGCAGAGGCGGCACAACAGCAAGGGTAACTGCCACTATAACTACAATAGGAGTGTAATACCTC -GCAAAGCGGGTAATGAAATTTTCACGTTTTGCTTTTTTGCTGCTTGCATTTTCCACCAGATCAAGAATTT -TGGAAACAGTAGACTCCCCAAACTCTTTGGTAACTTGGATTGTGAGAAGACCAATAAGATTTATACATCC -ACTGAGTACCTCACTGCCAGTATTAATTTCCCTTGGGACAGACTCACCCGTTAAGGCAGAAGTATCTACC -AAGGAATAACCTTCCAAAACCTTACCGTCAAGAGGTATTTTTTCACCGGCTTTAACAACTATAACCTCAT -TTATTACAACTTCTTCCGGATCTACTGTAACAAGCTCGCCGTTACGCTTAACATTAGCATAGTCGGGACG -TATATCCATCAGTGCTGATATGGATTTCCTGGAACGGTTAACAGCAAAATCCTGAAACATTTCTCCGACC -TGATAAAAGAGCATTACAGAAACAGCTTCCGGGTACTCACCTACAAAAAATGCCCCCACTGTTGCAATAC -TCATTAAAAAGTTTTCATCAAATACCTGGCCATGTGAAATATTTCTAAGAGCCCTCCATAATACATCTCC -GCCTATAATAAGGTAGGCTGAAACAAAAAATGCAAGATTCAGATAGGATGGAAACGAAGCAACCACCGCT -ATTATCAGTAACAAAGTTCCTGCACCTATACGGATAATTACTTTTTTTGCTTTATTCATAAAAATCTCCT -CTTAAATACCTTAGTCCCTATATTACAATTTTACAGTACAGTCAGGCTCGATTTTCTTTATAATTTTCTG -AACTGATGTCATAATATCTTCAAAACTTTCGTCAACTACATCTATAATAAGCTTCTGGCTGATAAAGTTA -ACAGTGGCACTGTTAACACCCTCCAATTTATTAATTTCTCTTTCCATTTTAGAAGCACAGTTTGCACAAC -CCAAATCGTTAAGTCTGTAAATTTTTTTCATACGTAATTACCCCCTGATAAATTATTCTACAATATGTTC -AAAACCCTGGTCGATTATTGATCTTACATGAGAGTCGGACAAAGAATAAAAGATAGTCTTTCCATCACGT -CTTGATTTAGCCAGCTTTGCCTGTTTTAGTATACGGAGCTGGTGAGAAATAGCCGATTGACTCATGTTCA -GCAGTTGTGCAATGTCGCACACACACATTTCTGCCTGAAAAAGAACATACAAAATTTTGATTCTGGTTGT -ATCACCGAAAACTTTAAAAAGCTCTGCAAGATCATATAACTGGGTTTCTTCGGGTAAATGAGACAGAACC -TGGTCTATTAAATCCTTATGAAGGCATATATAATCACATTTTTCAAGCTCTTTTTCCTTAGCCATAAAAA -CCGTCCTTTCTTAAAAATCCCAAAATCTTCACACATTTATTCATATGAATAAATGTTCATATATAATATT -AGACCTTAATTCGTGGAAAGTCAACTAAAAATAATGAAAAATAAACCAATTTGTTTTACATAAAGTTATT -AGCATATAAGGTGTACAAGCCCCAAAAGGAATTTGGTTGCATATTATGCAATAAAAGGTTAATTTGGAGT -GATTTTTTTGACTAAATTTCATATAGGGGATGTTGTAACGAGAAGGTCTTATGGAGGAGACATACTGTTT -AAAGTAGTAAACATAAAAACAAACTTTAACGGGTCGGAATCATATGTTTTAAGAGGCCTGTCTTACAGGA -TAGAAGCTGATTCGCAAGCAGATGACCTTGTTAAACAGGATGCGAGGACAGCATATACGAGGGCTATAAA -TGAACTTGATCGGGTTAAAAAAAGCATTGACTGTTCTGTACCTGTTTTCAAAACATTTCTTTCCAGAATC -AAGCACAAACCGGGTAGAATATTACACATAGATTCGGCAGAGGATTTTATGAACGAGTGTCTTGATTTTT -ATAAGAAAAGCAAAATAAACTGTTATGGTAAATGGGTAAGTGAAAATAGGCAGCCATCAGTTGTAAAGCA -GTATCTAAAATCATACAGGCCAGATATTCTGGTGTTGACGGGACATGATGGTTTGAAAAAGGGTGCCAGT -AATTTCCAATCACTGGACAGCTATGCCAACTCAGCATACTTTATTGAAGCTGTGAGAATAGCAAGATCCT -ATGAGTCGGACCCGGATAAGTTATGTATATTTGCAGGAGCATGTCAGTCGTACTTTGAGGCAATTATGCA -GGCGGGAGCCAATTTTGCCAGCTCACCCAGACGAATTCTGATAAATGCACTTGACCCTGCCATAGTTGCA -CAAAAGGTATCTGTTACAGACAGTTCTGTTATTCTTTCGCCTAATTCCGTAATAGAATTAACAATAACAG -GGAGTGCCGGAATAGGCGGAAAAGATACAAGAGGGCAGATGAGATAAAATTGACAAGCGTACTTTTTATT -CATACAAAAAAGGGTTTGCTTAATTGATGGCAGACTCTTTTTTCTGTACATAAAAAAATGCCCGGCATAT -AGCCGGAGCATTTTTAGGGGGTTAAAATGTATTTTGTGGGGTCAGTTATAGTTATTGCCTTTTTTACTTT -TTCTTATACATTTTTCTTTAAAATAAAAAAATATATATATTCTAAAAAGTGTTCATGGTATAATACTAAA -AATAATACTAATTTTACATGTAAATACATTTTAAAAATGTGAGGGATAGGGTGTGAAAAAAAGAATATTA -GCCATACTGCTTATATTTGCGTTTGTTTCGGTATCATTTATTGAAGCTGATGCAAAAGGTTTGCGTTCTT -TTAGCAGGAGCAGCAAATCGTTTTCCAAATCATACAGCGGTTATAAGAGTTCTTCAAGGAACTCCAGTAT -TTTTGGCTCATCAAGGTCAAAAAGCAGTACTTCGAAAAGCAAATCAAAAAGCTCCGGCTTATTCAGCTCG -TCAAAATCAAAAAGCAGTGGTTCGACCAAAAACAGCAATTCCAGAAGTATACCAGGGTCGAAGTCGTATA -CCGAATCATCAAGTAAAAAAACCAATACTTCGGGATTTACTGCAAAGGCATCTTCCAAAAAGAAATCCTA -TATGCAGGATACCTACAAGAGCCAGATTTCAAACAAAAATTATAAGACCTACAAGCAAAAACTTAATAAC -CAGCAGCAGAAGGTTTATAATGATTCCATGAAAAGAAGCTATGGCTCCAATTCAAGAAAAATGAACTTTG -AAGATGCTATGAGAACACGGACATCCAGAATGAATGTATTCAACAACCGACCTATATTTATAAATGTAAA -CAGATCCATATTCGGCAGTCCTTTTTCTTATGGATATGCATATGTAGGCCCGTGGGATCTATGGTTCCTG -ATGAGAGCCTCAGATATGTTCTGGTATCATCATTGGAATGAAATTTCACCTTATAGGAACTATTTTGATC -AGAACCAGTACCGGCAATTGGAAAACAGGGTAGAGAAGCTGGAGAAGCAGGGGGTACAGAGAGACCCAAA -TTACATGGAGGAAGGTGTAGACCCGGATTTACAGCTGTCACAGCAATATCAGGAACAGAACCCTGAAAAT -GTATATTATACAGACAAATATCCTACAAATTCATCAAGAAATACCGGGGCGGTAGTAGTAGTAATCATCA -TAACTTCGGTAGGATTGATAATAGTAATAAGGAAGCTTTCAAAGCCAAAGCCTAAAAAACCGCGTCACAG -CAGAGTATATTAAAACTTTCAAAATTAAATGGAATAGGACGTGATGTCGATGTTCGGTTTCAAAAAAAAG -GGTGGGCAGGATATACTAAATCCTTTAAATATCAATAGTAATTCAATGGTTGAATTTAAACTCAAGGAGC -TTGAGGAACAAGGTTTTTTTACCTTCGGGAAAATCATACACATGGGTATGGGACAAAGACCGTTTACGAG -ATACCTTGTTTACTCAAGAGCAGAAGAGACAGAATATATCTTTGAAGTATATAAGGGGGAAGAAGAAGGT -CAGCTTGAAACATACCTTTACTTTCTGGACGATACGGTACCGTTCTCAGAGGAATTTCTGGAAGTGGTAG -GTCAAAGGTGTATCACCACTCCTGACGGGACAGAGTATGAAAGATGTACAATGCCCCAACATGACTATAG -GATAGACGGGGTACAGGGTTCAATAAAGGTTTATGACCTGAACTCGGAAAAGGTAGAATACGAATCTGAA -ATTGAGGTATGGGACTATCAGCGTGATGCAGAAGGTATTACAGAGTACCTTAATATAGAAATGCTGAAAA -CTAATGGGATGTTCAGAGTTTTCATAGGTCAGAGGCTTGAAGGGTCACTATACAAGGTTTATCAGGGTTT -GGACGAAAAATAGCATTTAGGGGGATAATGAGATGTTGGATTATTTTATTTTTTTCTTGAAAGACTTATC -ATTTAGTTTTGTTATATTGATGGTAGGCTTTATATTGGGGTGGGTTATTTATAATAATCTGGTTCTGAGA -GATGTTTCACTTAAAGATGCACTGTTTACTAAGGATAATTTTGCGACATGGATAGAGTTTATAGGGGCTT -TTGTATTTCCAGTACTTTATCTTTCATCACATGCCATAAAGGGAGCTGCCAGTGATAATGTTTTTGTTGA -TTTGGCGGTTTGTACCGGATATACAGTTTTTTACGTAGTAATACTGACGGTATTAAGGCTGATGTCAAAA -ACCATAGTGAGCCTCATTAATGCAGAGGATGGACATGGCAAGGTGTGCCTGAATAAAGAAATATGTGAGC -AGAAGAACATTGGTGCTGCCCTGTTTTCCGTTACTCTTTCGGTAATTTTTGTGTCACTGATAAAGTACAT -AGATTTCATAGCTATTATTGTTGATGGGGTAGGAGCGGCCATACTGATAAAGCTTCTGCTATTTTTAGTT -TTTGTCCTGATTGCAATAGTGTGTTACAGTGTGGTTTTAAGAAGAAAGACCACTTTGTTCAAGGAACTAT -TCATAGACAATAATGCGGCTGCCGGTATTGGGCTTCTGGGTTTTGTTTTTGCTGTACAGACTATTATCAC -AGGAATAATTGACGCATATGCATCTGATTTTAATCTGATTACGGTAGCCTTGGTAATAGCTGTCTGTCTT -GTGATATACGGTATATTATCCGTATTGTTTAAAAAGATTTTTACTGCCATAGTAAAGGTGGATGTATGGA -ATGAAATATACGAGCAGAATAATGTAGGAGCAGCAGTGGGACAGGCTGCACTTTACGTTGGAATTGCAAT -GATAATAGTAAATTTCATAATGTAAAAAATGCATATGGTAAAGGGAAACAAAGTAATAGAGGTACATTCA -CACATTGTTAATATTTGTTATACAATTTTAATAATCTTCTCTAGAAATTAGTGGTATAATACAAAGTGTA -AAGCCATTATAAGCTTTTTCATTTTGTTCCTCCTTTAAACATATTGATTTTATTTTTTATTACATAGGGC -ACCTATTTATCAGGAATTATTATAAATTATATACTGAGGTGCTTTTTTTCTGTCTCAAAAAAAGTGAAAT -TGGGTTGGATGCTTAAGGATTAAGTTACATAAATTACAAAATAATATCTCTTGATATAGAACAATATTTA -AGTTATAATGTGTAAGGTGCACTGAGCCGTTTGCGTTATAAGGTTCAGTTCATTTAAAAAGTCAGTTTTG -GTCGTACTAGACGGGGAGGCAGCGGTGCCCTGTACCTGCAATCCGCTATAGCAGGGTTGAATTCCCGTTC -GAGGTTTTAGTATGTGGTGTCTGCCCTTTACAAGTGGCAATGACAATTGGGTCTTGCGCAATAGAATTCT -GTGAATCTCGTCAGGTCCGGAAGGAAGCAGCGATAAGCAGTAAATTCTGTGTGCCGCTAGGTTACCTGAT -TTGAGCTAACTGTAAAGGTAACGGCTATATACTTCTATCGACAATGGGTGTACGGCCATTCAATTTATAA -AAATCAAGCCTGTTCAAATGAACAGGCTTGTATTATATTTTAGTAGAACACCGTGACCCTTGAATTGCAG -TTTACATAAAAGGAGGAGGTAGAAAATGTCCTATACGGCACTCTATAGAAAGTGGAGGCCTCTTGTATTT -GAAGATGTCGTTGAGCAGGAGCATGTTGTCAGAACAATTAAAAATACAGTGAAATCCGGGAGGATTGCCC -ATGCATACCTTTTTTGCGGTACAAGGGGTACAGGCAAGACTACAATGGCGAAAATATTTGCCAGAGCAAT -CAACTGTATTAATCCCAAAGATGGAAATCCGTGTAATGAATGTGAGGTATGCAGAGGAATTCTGGACGAA -TCAATTTTGGATGTTGTTGAAATAGATGCCGCCTCGAACAATAGTGTTGATAACGTAAGGGAAATAAGGG -ACGAAGTTGTCTATGCTCCGTCGCAGGCAAGGTACAAGGTTTATATAATAGACGAGGTTCATATGCTTTC -ATCTGGAGCATTTAATGCACTGCTGAAAACACTTGAAGAGCCTCCCGGACATGTTGTATTCATATTGGCA -ACAACAGACCCTCATAAACTGCCTGCAACAATTTTATCAAGGTGTCAACGGTTTGATTTTAAGAAAATAA -CACCCGCAGGTATCGCTGAACGAGTGAAGCTTATTGCACAGGCGAGCGGTATAAATATAGATGATGACGG -TGCATTATTGATTGCAAGGCTGGCGGACGGTGCGTTAAGAGATGCATTGAGTATTCTGGATCAATGTATT -GCGGAGGGCAGCACTACTATAACCTATCAGAATGTTCTTGATGCAATAGGGATAGTAAGTGATGATTTTA -TATCGGAAATAGTGGACAATATAGAGAGTAAGAATGTTGAGGGGCTTGTAGCTAGCGTTGAGATGCTTTC -AGCCGAAGGAAGAGATATTCTTAGGTTTGCATCGGATCTTGTACTGTATTTCAGAAATCTTTTGATTTGC -AAGCTGAGCAAAAATCCCGAAAACATTTTGGATGTGGGAAAACAATATCTTGATAAAATGATTGCACAGT -CAGAGGCATTTACAAAGGAACGGCTGATTGGGATAATAAAGGAGCTGTCTTCCTTTGAAACACAGCTTAA -GTATGCATTAAACCAAAGGGTTTTCCTTGAAGTAATGCTTATTTCAATAAGTGTAGGCAGCTACGGACAG -AGTGGAAGTGACAATAATCTTTTAGACAGAATAACTAATCTGGAAAGTGCTGTCAGAACAGGAGCAACGG -CTTTAGGACCGTCTGTCAAAGACAGAAGTAGTGTGTCGGTTCAAGTTAACGTAGCGAATACTAGCCCCGT -TCCATCTGGAAAAAAGCTGGACAACCTGCCCCCGATTCCGGGCAGTTCAGTTCCAAAGTCTTCAGCCAAA -GGTAATTCCTTTAATGAACTGGAGGAATGGGCCAATATTTTGTCAGATCTGAAAGCGAACAGGAGGATGA -TGTTACTGTCATATCTTACATCTACCAAGGCGGTAGCAGCTGATGAGTCAACAGTTCTTGTAGTATTTCC -GCCTGATGTTGTTTCTCTGAAAAATATTGTATCAAAGGCGGAGCATATTGATGTACTTGAAAATGCTTTG -GAAAGAAGGCTTGGTAGACATGTCCGTGTAAAAGTGGTAGATGAGGAATCTCTTGAAAGCATGGTTCAAA -AGGAGCCTTCTCCTTTGAAGAATTCCGAAGAAAGCCAGTTGGTAAAGCTGACAAGGGAAATTTCAGATAG -ATTGAACGTTCCGCTTGATATAATAGACGAATAGGATATAATATAAATTGATAAATTTGTAAACTACTAA -ATTTAAAATAATAGGAGGAAGTACAGATGGCAAGAGGTGGATTCCCGGGAGGCGGTTTCGGCGGAAATAT -GAATAACCTGATGAAACAGGCCCAGAAAATGCAGAAGGATATGGAAAAGGCACAGCAGGATTTAGAAAAC -AAGACTATTGAAGTTTCTGTTGGCGGAGGAGCAATAAATATAGTTGCTACAGGTAAAAAGGAGATCAAGG -AAATTACTATAAAGCCTGAGGTTGTTGACCCTGATGACGTTGAAATGCTTCAGGATTTGATATTGAGTGC -TGTTAATGAGGCCCTGAGAAAGGCTGACGAGCTGGCTAACTCCGAAATGAGCAAAATAACTGGTGGGTTA -GGTGGTTTACCAGGAATGTTTTAACAAATGGGTCTTTAGGCATACCCCTTGGAGGTTAATAAATGGAATA -TTATGCAGTTCCCATTGCTAAGCTGGTAGAGGAATTTCAGAAACTTCCGGGCATTGGACATAAGTCGGCA -CAGCGTCTGGCTTTTCATGTAATAAACTTGCCAATGGAAAAGGTTCAAAAGTTGTCCGAATCAATATTGG -AAGCAAAGCAGAAAACCAGATACTGCTCTGTGTGCAGTAACCTTACTGATATTGATCCTTGCCCGCTGTG -CAGCGGAACTTCTAGAGATAAAACGGTAATATGCGTAGTTCAGGATCCCCGTGATGTTGTAGCAATGGAG -AGAACACGTGAATTCAAAGGTCTGTATCATGTTTTGCATGGTGCAATTTCTCCCATGCAGGGAATAGGGC -CCGAGGAAATTCGTATAAAGGAATTGATAACAAGATTGGGAAGCGGAGATGTAAAAGAAGTAATTCTTGC -AACCAATCCCAATGTTGAAGGCGAAGCAACTGCGATGTATATATCAAAACTCATAAAGCCTTTAGGAGTA -AAAGCAACAAGAATAGCGCACGGCATACCTGTAGGCGGTGACCTGGAATATGCCGATGAGGTTACCCTTG -CAAAAGCTCTAGAGGGCCGGCGTGAGATATAGGATTTAATATGGAAGTATGTATAATAAAACATGGTCAG -AGGGATAAAAAATTCCTTCTGGCTATTATTTTTCTAGAAAATAAAAATATCCGTTATCATTCAAAACCTT -TGGATATCATTTCCTTAATAGAATAATGTATAATTAGTATATTCTATTGACTTGGGTTTTTATGGAGGAT -GTATGTATAAAATTCTGATTGTCGATGATGAGGCGGGAATAAGGAATATAATAAAAAAATATGCAGTTTT -TGAGGGACATGAGGTTGAAGAAGCCGCAGACGGTATGGAAGCAATCCAAGTATGCAGGGAAAAGGAATTT -GATATTATTGTTATGGATGTAATGATGCCTGAGCTGGATGGTTTCTCCGCCTGCAAGGAAATCAAAAAGT -TCAGTAAAGCACCTGTTCTTATGCTTTCTGCCCGTGGGGAAGAGTACGACAAAATTCACGGTTTTGAGCT -TGGCATAGATGATTATGTAGTCAAGCCTTTTTCTCCAAAAGAGCTTATGATGAGAATTAATGTCATTGTT -AAAAGAAGCAGGGGTACATCCGATACAGAAAACAAAAAAGAGATTTTTACTTTTAAAGGTTTGACTGTAG -ATTTTACTGGACGGCTTGTTTACATTGATAACGAGAAAATTGACATGTCTCCCAAGGAATATGATTTGTT -TTTCTATTTGGTCAAAAACAGGGGAATCGCTCTTACAAGAGAGAGACTTATAACAGATGTTTGGGGGTAT -GATTTCTTTGGAGATGACCGTACACTGGACACTCACATAAAGCTGCTAAGAAAAAGTCTGGGTGATTACA -GCAAAAATATAGTTACCCTGAGAGGGGTGGGCTACAGATTTGAAACATGACAAAATAAGTATAAGATACA -ATATGTTTTTTTATCTTACGGCCTTTGTTGCAGTATTGCTGATATTACTATGGTTATTTCAAATAGTTTT -TCTTGATGATTTTTACAAGCAGATTAAAATTCATAGTATTAAGTCAATGGCAGAGACGATCGAGAATAAC -GTAGACGCCGAGAATTTTCAGGAATTTCTTACTTCATTATCCCAAGAGGAAGACGCCTGCATAAAAATAT -TGGACGACAGCGGAAAAACCAAGTATTCGGTGGAATCGCGGCCTGACTGTATTATACACAAGGTACCGCC -TTCGGAATTATTTAGGCTTTACAACCGTGCGGAACAAAACGGAGGGACATACCTTGAAATGTTTCCAATG -GATAAGGGAAAGGAAAGGCGTGACCCGGCAGCATATCCTTTTGCGAATAACTTTGCACCTCCGGGAAATA -TCCCTGGAAATATAATCTTCGTTAAAATAGTAGACATAGGTGATGGGTCACACGCAATCGTGATGTTAAA -TTCAACTATAACTCCCGTAAATGCCACCGTAAATACACTAAGAATCCAACTAATTTGGGTTACAGGGATA -ACTCTGCTGATGGCTCTATTAATGGGACTTTTCATATCGCGAAAGGTTTCTGACCCAATAATCAAAATTA -ACAGCTCAGCAAAGGAACTTGCAAAGGGCAACTATGATACTATCTTTCACGGACGAGGCTACCTTGAAAT -TGCCGAGCTGAACAGTACTCTCAATTACGCTGCAAAAGAGCTGTCAAAGGTGGAAGGCTTACGCAAAGAG -TTGATAGCAAATATTTCCCATGATCTTAGAACGCCTCTTACGATGATAACGGGGTATGGAGAAGTTATGC -GTGACCTTCCGGGAGAAAATACACCTGAAAACGTTCAGATAATAATTGATGAAGCAAAAAGGCTTACCAC -ACTAGTAAATGATATTCTGGATATATCCCAATTGGAGTCAGGTACCCTCAAACTTAATCTTGATACATTT -AATATTACAGAAAGTATCAGAAACATACTTCAGAGGTATAATAAGCTTACTGAACAGGATGGGTACAGGC -TTGAATTTAAAAGTGATAAGGATATTTGGGTGAATGCAGATACGGTAAAAATGTCTCAGGTTATATATAA -TTTGATTAATAATGCAATAACATATACAGGCCCTGATAGGACTGTTACTATAATTCAAAGCAGCAGCTCC -GATAGTGTAAAGGTTGAAATTACAGACACTGGAGAAGGTATATCAGAAGAAATGCTTCCTCTTATATGGG -ACAGGTATTACAAGATTGACAAGGCACATAAGAGAGCAGCAATTGGAACGGGTCTGGGGCTTTCTATAGT -AAAGACAATACTGGATATGCACGGAGCAAGGTACGGAGTGGGCAGCAAACCGGGTAAGGGTAGTACATTC -TGGTTTGAATTAAATTTTGAACAAAAATTAAATTGAGGATAAAATAAGTCTGTTGCAGTCAAAATTGTAT -TAGTGTACAATAAAACTGCAAATAATGGTAATTTTGGAGGATTGCTATAATTGAAGGATATAATATATAT -TACCGGACATAAAAATCCGGATACTGACTCAATATGTTCAGCTATTGCCTATGCGGAGCTGAAAAAAAGA -CATGCTGCCCTCGCTGTTCCCATAAGGATAGGAGATATAAATAAGGAAACCGAGTTTGTACTTAAATATT -TCGGAGTAGAGGTTCCGGAGTACCGGGAAACAGTCAGAACACAGATTTCGGATCTTGATATTGACATAAT -AAGTCCTGTTTCGGAAGATATATCTATTAAGGCAGCCTGGAGCATAATGCTCAAGAACAATGTAAAAGTT -CTCCCCGTTGCAGATGTTAAAGGGAAGCTCATAGGTATTATTACGCTGTCTGATATTACTGGAAGCTATC -TGGACGCATTGGAAAATAATATTATTTGTGCCAGTGGGACACCTTGCAGGAATATAATGGATACACTTGC -TGCAAAGTTAGTTTGCGGAGATGAAGAAAATTTTAAATCAGCCGGGAAGGTTGTAATAGCAGCAATGGCA -CCTGAGGATATGGAGCCTTTCATTGATAGGGGAGACATTGTTCTGGTAGGAAGCAGAAAGGACAGCCAGC -TAAAGGCAATAGAGATAGGTGCAAGCAGTATGATAATTACATGCGGTGCAAAGGCTGATGAGGAAGTAAT -CAAGTTTGCAGAGGAAAAGGGCTGTATAGTAATGGATACATATTACGATACCTTTACAACTGCAAGGCTT -ATCAACCAAAGTATTCCTGTCAGTCATATCATGACCAAGGAGCAGCTAATCAGTTTTAATATCAATGACT -ATATAGACAATATCAAGGATAAGATGCTTAAAACCAGATACCGAAGTTATCCTGTTGTGGATGATGAGGG -TATCATAAAAGGTTTTATTTCAAGGTACCATCTTATTACACAACGCAGGAAAAAGGTAATTTTGCTTGAT -CATAATGAAAGAGCACAGACGATTGACGGAATAGATCAGGCGGACATACTTGAAATAATAGATCACCACA -GAATAGGTGATATCCAGACAGGGTACCCTATTTTCTTTAAAAATGATGCAGTAGGCAGTACATCCACATT -AATTGCAAATATGTATTTTGAAAACGGTATGAATCCATCTAAAAGTGTGGCAGGTCTTTTGTGTGCAGCC -ATTATATCCGACACTATGAAGTTTAAGTCCCCCACAAGCACATATGCAGACGAACTGGCTGCAAGCAGAC -TGGCTAAAATAGCGGACATCAACATAGACGAATTTGCAACATCTTTGTTTAAAGCCAACGCATCTCTTCA -GGGTATGACTCCTCAAACAATTCTAGATTACGATTTTAAGGACTTTGTATTTAATAAATATAAAATAGGA -ATTGGTCAGATAAATTCAAGCGACACAGAGGGTTTGAATAAGATAAAAGACAATTTGCTCAAACACATGA -GAACTGTTTTGGAAAACAGGGAATACAGCCTTATACTATTGTTAGTGACTGACATAATAAAAGAAGGCTC -GGAGCTGCTGTTTGTAGGGGATGACCACGCTGCCCTTATGGAAAAAGCCTTTAATATCAAGACGGGTGAA -AACGGTGCTTTCCTGAAAGGTTTAGTTTCCAGGAAAAAACAAGTTGTTCCACAGCTTTCAAGTACGATTC -AAAGAGAATCAATATAAACAGCCATTATAAATGGGTATCGGTGTAAATAACTGATACCTATTTTTTTATT -ACTTTTTCGACCAAATTTAGGCATTATTTACAAGCATTTATATATTAAGGACACAATTTGTTAACAATTC -TACTCCCAGAATTCAGGTAACGTTCAGAAAATCATCACATTTCAAAGCTATTATTTGTATGTAATTGTAT -GGTGGGTTTGAATAAATTCGGGAGGTGAAATATGGAAAGATTAAAGTTAAGGCATGAAATAAAGCACGAG -ATTTCGACTTCGGACTATATTGCTGTTCAACATCGGCTTAAATATATAGCCGGGAAAGACCCAAATGCAG -ATCAAAGCGGCCGGTATAAAATCAGGAGTTTGTATTTTGATAACGTTGATAATAAAGCTCTGAAAGAAAA -AATTATAGGCCTGAATAACAGAGAAAAATTCAGAATCCGCTATTACAACGGTGATACTCGGCATATAAAG -CTTGAAAAGAAAGGCAAAATAAATGGACTTTGCTACAAAAAATCCACTCGCCTGACGGTAGAACAATGTG -AACAAATAATAAGTGGTGACATTAAATGGATGAGGTTTTCGGACGACCTGCTGCTCCTGGAACTATATAC -TAAAATGAACTTTCAGCAGTTAAGGCCGAGGATTCTGGTGGATTATGTCAGGGAGCCTTATATCTACAAA -CCGGGGAACGTACGAATAACTTTTGACAGCGGCATAAAGACGGGTCTCAATTCAAAAGAGCTTTTTAATC -AACAAACTGTTTCCATGAATACTCATGCGGTTAACAAAATTATAATGGAAGTAAAATTTGACGAGTTTCT -GCCGGAAATAATAAGCGACATCATTCAGCTTGGACAGAGGCAAAGCTCGGCGTTTTCAAAATATGCGGCC -AGCAGGATATTTGGCTGAATTTAAAATCAGGAGGATAAATTACATGAATTTTAATGATATTTTTAAATCC -AACTTTGTAGAAAAGGTTTCTTCATTTTCACCGCTGGATATGGTGATTGCACTGGCAGTTTCCTTTGCAC -TGGGACTATTTATATTTTACGTTTATAAGAAAACCTTTAATGGTGTAATGTACTCTGCAAGCTTTGGAGT -ATCACTTCTGGCAATGACACTTATAACCACACTGATAATACTTGCAGTAACATCTAATGTTATTCTCTCT -CTTGGTATGGTTGGTGCATTGTCAATTGTACGTTTCAGATCGGCTATAAAGGAACCCATGGACATAGCAT -TTTTGTTCTGGTCCATTTCGGCAGGTATTGTAACAGGTGCGGGACTTATACCTCTAGGCGTATTTGGCTC -ATTGTTCATAGGTGTTGTTATGGTAATATTTGTAAATAAGAAAACTAATGATAATCCATACATCTTGGTA -GTGAATTGTATGGATGATAAAGCGGAGAAGCTAGTCAACAGTGCGATAATTGATAATGTAAAAAAACATG -TAGTTAAATCTAAGGCTGTTACCACAAGTGGAGTAGAGCTTACTGTAGAAGTCAGACTGAAAGGCAGTAG -TACTGAATTTGTAAACCAGATTTCTGAAATAAGAGGAGTAACAAATACTGTACTTGTTAGCTATAACGGA -GAGTATATGTCATAAATTTGGAGGCAGCTTATGATAACCAGCAAATATATAAATATAATTATTGCTGTTG -TTCTGATTGTGGTGGTGGTCTTTACCGGAATCTTTATGACTGTTCCCGGCTCAATAGGAATAGCCACTGA -AAATTCCCAACCTGAATATGTCACAAAGTTGTTTGATAAGAATAAGATCATTTCTATTGATATAAAGGCA -GATAAAAAGGAATGGGAAGAAATGTTGAAAAATGCGACAAGTGAAGAGTATATTCAATGTGATGCAACTA -TCAACGGAACAACCTATAAATCAGTGGGTATAAGGCCTAAAGGTAATTCAAGCTTATCCATGGTAGCAAA -CAGTGATTCAGACAGATACAGTTTTAAATTGGAGTTCGACCACTATATAAAAGGACAAACCTGTATGGGG -GTGGACAAAATGGTTATAAACAATATACAGGCGGATTCCACATATATGAAGGAATACCTTTCTTTTGACA -TGATGTCCTATATGGGGGTTACTACTCCTTTATATGCCTACACTGATGTAACCGTAAACGGGGAAAAGTG -GGGTTTCTATCTTGCGGTTGAGGCTATGGAGGAATCCTTTGCCAAGAGAAATTACGGAGTTGATTTTGGA -AAGCTGTACAAGCCGGAAACTATGGGTGGCCAACGGGATGAAAATATGAAGGACATTCCCAGAAATCAGG -AGGACGAACAGAAGAAAAACAGAGTTCAGCAACAACAGCCGGGGATAGTTTCAGGTACCACTGCCGAAGC -GAATGGTATAAATGGTAATTCAAAGACAACTGATGCACAAAATACTAACCAGGCAGGCCCCGGAGGTTTC -CCGGGAGGACCGGGTTTTGGCGGATTTGGAAATAACCAAGGCGGAGGGGCTGACCTGAAATATATTGATG -ATAAAATAAGCAGTTATTCAAATATATTTGAAGGTGAAATATTTAAGGGTACTGATGCAGATTATAAGAG -AGTTATAAAAGCGATTAAGAATCTAAACAATGGCACGGAACTTGAAAAATATATAAGTGTTGATGAATGT -CTAAGATATTTTGCGGTAAATACAGTGGTAGTTAACCTTGATAGTTATTTCAGCAATATGAAGCATAACT -ATTATCTTTATGAGGAAAATGGTAAGCTTTCAATGTTGCCATGGGATTATAACCTTGCTTTTGCAGGCTT -TCAGTCAGGAACGGCATCTTCAGCCGTAAATTTCCCAATAGACACACCTGTATCGGGTATTGAAATGTCT -GAAAGGCCGATTTTAAACAAACTTCTGGAAGTCGATGAATATAAGGAGAAATATCATAAATACCTAAAAG -ATATATTGAACGGTTATATTGATAATGAAAAATTCGGAAGCACAGTAGATAAACTGAATTCATTAATTGC -AGGATATGTAAAAAATGATGCAACGGCCTTTTTTACATATGACAAGTATACGGCAGGGGTAGCAATGCTA -AAGGAATTCGGCAAACTAAGAGCAAAGAGTATTGAGGGACAGCTTAACGGAAGTATTCCGTCAACTAAAG -AAGGACAGTCTAAGGCCTCTGACAAATTAATCGACGCATCAGCAATAAATCTTTCGGTTATGGGTACGCA -AGGCGGCGGAGGCGGAGGCGGAAGAGTGGGCGGAGACAGAGCTAGCCAACTTGAGAAAAGTCAACAGCAG -GGCGATGATCAAAAGCCCCAGGAAAATCAGCAGGGTAATAGTAGGATGCTGCCGGGGGACATGCCTGATC -GCGATATAATGATGCAGGCAATGAGGATAGTACAATCAGCTGACGAAGAGGATTTGACCGAAGAACAGCT -CAAGCAGTTAAAAGAGCTTGGAATGACAGAGGAACAGATCGCTTTTGTTAAAAATATGCCCTTCGGAAAA -GGAGGCATGGGGGGAGACGGGATTTCATCCCAAAAGGGCGATAACAGTATAAAATCCAACAACAGGCAAG -AGACTACACGAATGTCGGATCAGGATATTCTTGTGACGGGCATATATTTAGTATTTATGGCAGCGGGATT -GCTATTTGTAATCAAATTTAAACGAAGAAAAAGCAGTTGATAAATATATCTGGCCAAAATGAGAAAAACT -ACATAAACAAGGTTTTGGGACTGTTTCCATGAGTTGACACTAAAATTGCTTTTTAGTAATATTAAGGTTA -TACGAGACGGTTGCGTAAATAACTTTGTATATTTGGTGTGGAGGTTGGACTATTTGTTAACTAAAGTTTT -ACTGCTTGTGGTTCTTGTGCTGTTAAATGCGTTCTTTTCGGGGTCTGAGATCGCCCTCATTTCTTTAAAT -GACAAATTGATTAAGAAACAGGCGGAAGAGGGAGATAAAAAGGCAAAACAGCTTTATAGTTTTCTTAGCG -AGCCAAGCAGGTTTTTGGCCACCATCCAAATAGGTATAACATTAGCGGGGTTCCTTGCAAGTGCATTTGC -AACAGAGAGTTTTGTAGACGATTTGACAGGGTTATTGGTAAAGACAGGTTTTCCTGTTGCTGAATCCGTT -ATCAGAAGTGTTTCACTTGTAGTAATTACAATAATTCTTTCATACTTTACATTGGTTTTTGGTGAATTGA -TACCTAAGAGACTGGCTATGCAAAAGTCTGAGTTCTTAGCCAATATTGCTGTAGGTCCGTTGATGTTCTT -ATCCCGTATAACAAATCCTTTTGTAAGGTTTCTGACGTTTTCTACAAACTTTTTTATTAAGGTTTTTGGA -GGAAATCCGGCTGGCGGGGACGATGAAAAAGTAACCGAGGAAGAAATCAGAATGATGATGGAGGTTGGAG -AAGAGAGAGGTGTTATTCAGGATACAGAGAAGGAAATGATTGACAACATTTTTGAATTTGATAACAAGAG -TGTATCTGAAATAATGACTCATCGAACCAACATTGTTGGAATACCTGTGGATTCGGATATAAATTATGTG -CTATACATCATGAACAGAGACAAGTATACAAGAGTTCCTATTTATAATGATAACATTGATAATATAGTTG -GTATCCTGCATGTAAAGGACTTATTGGAGTACACTCAGAGCCATAATAAGGATTTTAGTCTAAAAAAAAT -AATAAGAAGTGCTTACTTTGTTCCTGAATCAAAGAGAACAGACGAGTTATTTAAGGAAATGCAGAAGAAC -AAAGTCCATCTGGCGGTTGTAATCGACGAATATGGTGGTACAGCCGGAATAGTTACCATAGAAGACTTGT -TGGAAGAGATTGTCGGAAACATTTTCGACGAATATGATATAGAACAAAAAGATATAGAATATCTTGAAAA -TAATACTTATATTTTTGACGGTGCAATCGACCTTGACAAGGTTGAAGAAGTACTGGACGAGGATCTTCCT -GTTGACGATTTCGATACCTTGGGAGGTTTTATTCTAAAGCTACTTGGCAGAATACCAAAGGTAGATGAGA -AACCTACAGTCCCGTATGAGAATATTGTTTTTAAAGTAGTCAAAATGGAAGGCAAGAGAATAGTAAAGGT -ACAGGCTAGTAAACAGGAAAATAATTAAATAAGTGAGCTTATAAACTGCCTCAAACTGATCAATAAATCT -TGTTGAGGCAGTTTTTATACTCTTTTTATTAAATATTTTAATCCCGAATTAATAAAAATTAATAAAATAA -TTAAAAAAATTAAAAAATAATATTGACATTATATGCAAATGCGAATAATATATTAGTATAAGATTAATAA -TATTAATTGACGCATTAAAAAAATTAATTGAGTGTCAGGAAAAATTAACATTTTCGATTGTGAAAAAGTA -ACTTAATTATAATTCAAGAGGTGATTTTATGGCAAGAGAAGCTATCGGCAAATGCCCCGTTTGCGGAAAC -GAGACTGAAGTAACAAGGATAACCTGTAACAGCTGCGATACTGTTATAGAAGGGCATTTTAAACTATGCA -AGTTCTGCAAACTTACAAATGACCAAAGAGCATTTTTGGATGTATTTATAAAATGCAGAGGGAATATAAA -GGAAGTGGAAAAAGAACTGGGTGTATCTTATCCGACAGTGAAAAACAAGTTGGAAGATGTGGCGGCAGCA -CTTGGACACAAAGGTGAACCACAGCCAGAAGTTCCGGGTAGAAAGAAGGAAATACTCGATAAGCTTAACA -GTGGGGAAATTAGTGTTGAAGAGGCAGTGGAACTGATGAAGGAATAAGTTTTTCTATATGAGATTTGGGA -GGGAATTAAATAATGTCTATAAGCGAAGAAAAATTATTAATACTAAAGATGCTTGAAGAAAAGAAAATTT -CTAGCGAAGAAGCTGCAAAGTTATTGGCAGCCCTTGATGAAAAGAAGGAAGAGGAACCTGCGGACAGATA -TAAAACCAATCAGAAGACCAACGGTTTTACCGAAGAGGCAGCAAAGGTTAGAGAAAAGGTAAATGAGTGG -AGAAAAGGCTTTAAGAACAATTATAATCAGGCTGATTTTGATAATATGATTGATGATTTTGCCAATAAAG -CCGAAAAAATTGGTAAAAATGTTGCAACAACAACATTTGGGATTGTTGACAAGGTAATAGATTATGTAGG -AAGTTTTGTAGATACAAATTCCTTTAACGTTTTCGGAAACTGCAAAACTGTACAGAAAAACTTTGAGGTA -TATCCCGCTGAAAATGCAATTTTTGAGATAGCAGGAGTAAATGGATCAATTAGTATTAAAAAGCATTTAG -ACCCAAAGGTTATTATTATATCAAGAATTAAAAGTTCAGTGCCTGACGGCGAGGGAGTAGTAGTATTTTC -AGATGACCCTAACAATATATCAGTAAAGGTTAACAGTACTGCTTTAAATGTTAGTGTATCTCACGAAATA -TTTATTCCTGACATTAAGTTTAAGCAAATCACCATAGAGAACTCAAACGGAAAAATTTATATAGAAGATT -CAAATTCCCAAGAGATTACAGCTGTTACAAAAAATGCACACATTGAGTTGATGGGCGTAAACAGTGATAA -AATTTCTCTAAACACTAAAAATGGAAGAATTCAGTTAAACTATATTATCGGAGACAAGATTGATATAAAT -ACATCAAATGCAGTAATAGACATTAAACACATCAAGGCGAAGTATATTAATGCAATTACCAAAAACGGCC -GGGTAAACATTGAGAATGCTCAAAATGTTGATACGGAAAATGATATGGATATGTATTTGAAAACATCAAA -TGGGGGCATCAAGGTAAATATGAATGATATGGACAGCAGGGTTTACAAGGTAAAGGCCCATGCAACCAAC -GGAACAATTAATCTGCTGATTCCCGAAATTCTATATCATAATGTTAACCGTAAGGCTACAGGCGGTAGCT -TTATAGAAGCCGAAAGCAAAAATTACGAATCCGGACTTAGCAAGGTTAATATAACCGCAGAAACCATGAA -CGGTCATGTAGAAATTGTAAAGTAGTACAGATAACCACCGAAACTTACCCATTACTATAAATGTAAATAT -TATTTACCACCAAATAGACAGTCTGAGAGGCCTATGCTTTTCAGACTGTTTATTTATTGTAGATTAAATT -AATTGTTCATGATATAATATTTAATTGCGTATAGGATATTACTGTACATTCCGGCGTTTATGCAAAGCGA -TGTATATTTGCCAATTTATATACAAAACTATTACTAATTATCCAAAAATTAGAAACTGTTGTTTTACGGA -GGAATTTATGTTTGACAAACTTCAGGCTGCAGAAGATAGATATGAGGAAATAAGCCACAAGCTTAGTGAT -CCCGATGTCATTAATAACCAGGATGAGTATAAAAAATATATGAAAGAGTGTTCCGATCTGGAAGAAATCG -TTCAGAAATACAGGGAATACACGAAAGTAACAAAAGAAATTGAAGAGGCAAGAGAACTTCTGGAACAGAC -TCTGGACAAGGATTTCAGAGAAATGGTTCAGCAGGAGTTCCAAGAGGCTCAGGAAAAACTTGAGGTAATA -AAAAGACAGCTGAAAATATTGATTGTCCCAAAGGATCCCAACGATGATAAAAACGTTATCGTTGAAATCC -GTGGGGGAGCCGGCGGTGAAGAAGCTGCATTATTTGCGGGAGTGCTTTTCAGAGCCATGGCAAAGTATGC -AGAAAAGAAACGCTGGAAGTATGAAATATTGGACTCCAATCCTACCGAATTGGGAGGTTTTAAGGAAGTT -GTATTTACCATAGAAGGAAAAGGTGCATACAGCAGGCTTAAATTTGAAAGCGGAGTACACAGGGTTCAAA -GAGTTCCTTCCACAGAATCAAGCGGCCGTATTCATACATCAACCATAACTGTTGCCGTTTTGCCGGAAGT -TGAGGAAGTTGATGTAGATATCAATCCAAGCGATTTGAGAATTGACACCTATAGAGCCAGCGGTGCAGGA -GGGCAGCACATAAACAAAACAGACTCTGCAATAAGAATAACTCATATGCCCACAGGAATTGTTGTAAGCT -GTCAGGACGAACGTTCACAGCATAAAAATAAGGATAAGGCTATGAAAATACTCCGCTCAAAGCTGTATGA -AATAGCACAGGAACAGCAGATAAACGAGGTTGCTCAGGACAGGAAGAATCAGGTTGGAACAGGAGACAGA -AGTGAAAGAATCAGAACCTATAACTACCCGCAGGGACGTGTAACCGACCACCGTATCAATCTTACACTGT -ACAAGCTAGAACAGGTGCTTGATGGAGATCTTGACGAACTGATTGATGCCCTCATAACAACTGATCAGTC -CGAAAAGCTGGGAAGCGGTTCTGATGATGAGGGTTAAAAGACCAGGAATATAAAAGTTGGACAATTTAAT -AATATTTCACAGTAAACAGGAATAGTATTTAGTAGACATATAATTAAAAAGAAGGATTATACTGTGGAAC -ATATTTTAAAAATAACTATTGTAGGCTTGATATCAGGCATTACCGGAACAGGTATTGGCGGGTTGATAGC -TTTTTTTGTGGATAGAAAGATAAGTAACAGGCTGCTTAGCTCGATATTGGAGTTTTCAGCAGGACTAATG -ACGTCTGTAGTATGCTTCGAACTTGTTCCCGAAGCTGTCAAGATTTCCGGGCTGAATCTGACTGTTATAG -GAATAGGTTTAGGAATACTAGTTGTGATACTCCTTGACGATATGGTAAAAAGGCTTGATAGTGTGAAAAA -TACAAAAGGCAACTCAGGTTTGCTGCGAACGGGAATACTGGTGTCGATAGGACTTGCACTTCATAACCTG -CCCGAAGGATTTGCTGTTGGTTCAGGGTTTGAAGCGTCTGTCAAGCTTGGGATTACCCTTACAATTATAA -TTGTCATCCACGATGTACCGGAAGGTATTGCAATGGCACTTCCCATGAAAATAGGAGGCTTTTCTGCAAA -AAAGGCTTTTCTGTTGACTGTATTGTCAGGGGTACCAATGGGTTTGGGTGCTTTTGTAGGAGCAGTTCTT -GGTCATGTCTCCCAGCAATTTATTGCACTATGCCTTGGATTTGCCGGAGGAGCCATGCTTTATGTAGTGT -TCGGTGAGCTTATTCCTGAATCTAAGAGGATTTATGTGGGAAGAATGTCGTCGGTAGGTAATATATTGGG -AATAGTATGTGGTATAATAATAACGATGCTCAATTAGCAATAGTACCATATTAGAGGTGAAATGTTTGAA -AACACAGGTTATTAAAATAGATGCTGAAAATATCAACGAAAATGCGTTAAAGCCGGCAGCAGAGGCGTTA -AAACAGGGTATGACCGTAGCTTTCCCGACTGAAACGGTGTACGGTTTGGGAGCCAATGCCTTGGATGGGA -TAGCTGTAAGCAAAATATTCAAAGCTAAGGGAAGACCTTCCGATAATCCTCTTATAGTACATATAGCGGA -CAGAGAGAAGGTTTCAGAGTTGACTTCCTTTATCCCTGATAAGGCGGTTGCATTAATGGACAAGCTTTGG -CCGGGGCCGCTTACCCTTGTAATGAAAAAAAGCTCTGTTATTCCCAAGGAGATAACAGCGGGTCTGGATA -CAGTTGGCATAAGAATGCCGGAGCATCCTGTGGCTCTTGAGCTTATAAAACTTGCTGGAATTCCGGTCGC -TGCTCCCAGTGCAAATGTTTCAGGTAAACCAAGTCCTACTGCGGCACAGCATGTACTGGATGACCTTGAT -GGGAAAATAGAAATGATAGTAGATGCAGGGAGCTCCAGAGTAGGACTTGAGTCTACAGTCCTTGATGTTT -CGTCAGATCCCCCGGTACTTTTAAGGCCGGGAGGAGTAACACCTTGTCAGATAGAAGAGATTATAGGGCA -CATTGAAATTGATAAAACTATTATGAATAAGGTAACTGCTGACAACGTACCTAAATCTCCGGGGATGAAG -TATAAACACTATTCACCAAAGGCTCATGTTATTATTGTTGAAAGTAGCGACATAAATAAACAGGCTGAAG -TAATGTGTTATTTAGCTGAAAAGTACAAAAAGGAAGGCAAAAAAGTTGGAGTCTGTGCCACAGATCAGAC -TTTTGACAAGTATTGCCTTTATGACACAATTTCTATGGGAGACAGAAATCACCCCGAAACTATTGCATCA -AGCCTGTTTTCAATTTTTAGGGAGTTTGACGGTAGAAGAGCTGATATTATTTTGGCAGAAGCTGTTGATC -AGAACGGTGTAGGATTGGCAATAATGAATAGGATGGTAAAAGCAGCCGGATATGACATTGTGAAGGCAGA -CCTTGTTAATTCTATTGGAGGTTGAAATGAAGGAGAATAACCCATTTTCTGATTCTATAAAAATATTGTT -CGTTTGTACGGGTAATACATGCCGCAGTTGTATGGCGGAAGGGCTGATGAAGGAGGCTCTTAAAAACTCA -CAGCATTCCAAGAGAATAATAGCGGCATCAAGAGGAATAAGTGCATTTGACGGTGACTCTGCTTCGGGAC -ATTCAGTAAAAGCACTGAAAACCCTCTGGGATATAGACATATCATCGCACAAGGCCAAGATACTCACTAA -CACAGAAACTGAACAGGCAGATTTGATTTTGACAATGACAAGACAGCACAGAGATATTATTAAAAATGTA -TACCCACAGAAAAAAACTCAGATTTTTACATTAAAAGAGTATGTATATCCTGATTTAAACCCTGACAGCG -TAGGGGCAGATATACGTGATCCCTACGGAATGCCGTACGACGTCTACGAGGCCTGTGCCAGGGAACTACA -GAAATGTATAAAACTACTTTTAAACAAATTGAGTTTTTTTTGACATGTAATAATTTATACTATAAAATAA -TTAAAGATGTGATTATAGCTGTAGTAAACTTTGTAAATCTTTGGAGGAATTATGATTGCAATAGGAAGCG -ACCATGCGGGATATCTGCTAAAAGCTGATATTATAAAGTTTTTGGAAAGCAAGGGGCTTGAGGTAAAGGA -CTTTGGTACAAACTGTCCGGACTCAGTTGATTACCCTGATTATGGACGGGCTGTAGCGGAGGCTGTGGCA -AGTAAGGAATGTGAAAAGGGTATTTTAATATGCGGTACCGGGATTGGAATATCAATAGCTGCCAACAAGG -TTCCCGGTGTAAGAGCAGCGTTGTGTACCGATAGCTATATGGCAAAAATGTGCAGACAGCATAACGATGC -CAACATAATCGCTATAGGCGAAAGAGTTGTAGGACCGGGACTTGCTTTCGATATAATTGAAACGTGGCTG -GAAACAGAGTTTCTTGGTGGAAGGCACCAAAACAGGCTGGACAAAATTTCAGACATTGAAAAAAAATATT -TGACAAAGTGAGGAGTTATAGAAATGGAGAATGTATTTGTTTTTGACCATCCACTTATACAACATAAGAT -ATCACTGCTTAGAGACAAGAACACAAATACAAAGGAATTCAGAGAACTAGTTTCAGAGATAGCAATGCTT -ATGGGTTATGAAGTAACCCGGAATATGCCGTTAAAAGAAGTGGAAATTGAAACTCCTATAGGAATGGCTA -AGACCAAGGTTATTTCAGGAAAGAAACTTGGAATAGTTCCTATATTGAGAGCTGGTCTAGGAATGGTTGA -TGGTATGTTGAGACTTATCCCAATGGCAAAAGTAGGGCATATCGGTTTATACAGGGATCCCGAATCATTA -CAGCCTGTTGAATACTACTGCAAGCTTCCTGTTGATGTTGAAGAGAGAGAGATAGTTGTTCTTGATCCGA -TGCTTGCTACGGGTGGTTCTGCTTCAGCAGCTATTCAGTTTATTAAAAACAGAGGCGTAAAGAATATAAA -GCTTATGTGCCTTATTGCTGCAAAAGCAGGAATTGAAAGAATGCAGAAGGATCATCCTGATGTTGGAATT -TACTGTGCATCAGTCGATGAAATTCTTAACGATCATGCATATATTGTACCGGGACTTGGCGATGCAGGTG -ACAGATTATTTGGGACCAAGTAAATAAATGTAAGTTAAATTTACAGGACAGTTTAGCTTTGGGGGGGTGC -TTTATGAGGCCGTCTTGGGATGAGTATTTTATGCAGATTGTAGAACTGATAAAGACCAGATCTACCTGCC -TTAGAAGACAAATAGGTGCCGTTATCGTAAAAGAGAAAAGAATTCTTGCTTCCGGGTATAATGGTGCTCC -GGTGGGCTGTAAGCACTGCTCAGAAGTCGGATGCTTGAGAGAAAAGTTGAATATCCCGTCGGGGCAGAGA -CATGAATTATGCAGAGCAATTCACGCAGAGCAGAATGCGATTGTTCAGGCTGCATATAGCGGAACCAGTG -TAAGCGGAGCTACTTTATATGTTACAAATCAACCTTGCGTCCTATGTGCCAAACTAGCAATCAATGCGGG -CATTGTCAGAATTGTATTTAACGGTGATTATCCGGATGAATTGTCAATGACGCTACTTAGTGAAGCCGGT -ATAGAGGTTGTAAGATTATAGAACTATGACCTGGACATTGACACTTAAAACTTGATATTAAAACAGAGGG -GGACTGCCTCCCTCTATTTTGATGTTTGGATAGTATGTTTTTGTGCGGTGTTTTGTCTATGGTTATAATA -CAAGAAGGTGTTTAAATGTCGAGTGTATATGAGTATTTTATTTCTTTCACCCTTGCGTTTATAGTTGCTT -TTTCGGCTACTCCGGCAGTAAAAAGCCTTGCTTTTAAATTAGGAGTTGTTGATGTCCCTAAGGACAGTCG -AAGGATGCACAAGAATCCTATTGCATTGTTGGGCGGTTTGGCCATAATTGCAGGTTTTTTTGTGTCGATA -CTATTTAGTGTAGTCAGCTCCAAGTTGCTAAATGTGGAAACGGCTTTGGTTTTTGATACAAGGTTTCTAG -GATTGATAGCAGGTAGTTTAATTATTGCAGTACTTGGCTTTATAGATGATAAAGTGGCATTAAGTGCAAA -ACTTAAATTTCCTATTCAGATAGTAGCGGCCCTTATAGTTGCATTAACCGGTACCAGAATAGAATTTGTA -ACCAATCCCTTTTCTGTTATAGGAATATCAACCTTCGGACCATGGATTTCTTATCCGTTGACCGTAATAT -GGATAGTAGGTATTACAAATGCTATCAATTTTATCGATGGCTTGGATGGATTGGCGGCAGGTGTATCATC -AATTGCATCTATGTCTTTATTCTTTGTTTCTGTAATGAGGGGTAATCCCGATATCCGTACAGCTGTACTG -GCTGCAATACTTGCGGGGTCTATTCTGGGCTTCTTACCTTATAACTTCAATCCTGCAAAGATTTTCATGG -GAGATACTGGAGCAACATTTTTAGGGTTTGTACTGGGTACAATCTCTATTCAAGGTACATACAAATCGTA -TACTGCCATAGCTATAGCAGTACCGCTGCTGGTTCTGGCACTTCCTCTGTTTGATACGCTTTTTGCCATT -CTTAGAAGAGTTGCGAGCGGAAAATCACCAATGACCGCAGACAGAGGACACTTGCACCACAGGCTGGTCG -ATATGGGGCTTACCCAGAAACAATCGGTCTCAGTTATATATGTCGCAAGTGCGGCACTGGGGTTGTGTGC -AGTAGTACTTGACTATAAAGGGCCCGTTAGTGCCATTATATTGGTAATAGCGGTAGCTATATTCATAGTA -GGCGGATCAATGTATATGAGCGAAGTGAACAGTGCCAGTAAGGCAAAAGAGGTTCACTACCTGTACAACC -CGTCAAGAATGTCTATAATAGGAGGTAGAAAGTTGGACAGACTAAAGGTAATGACAATATTCGGTACAAG -ACCCGATGCCGTTAAGATGGCACCTCTTGTCAAAGAACTGGAAAGGTGCGATAAAATTGATTCTGTTGTG -TGTGTAACGGCTCAGCACAGAGAGATGCTTGACCAGGTACTCAAAATGTTTGAGATTACACCTCAGCATG -ATCTGAATATAATGCAGAGCAGACAAACCCTAACGGGTATTACCACAAGAGCTCTTGAAGGCCTTGAAAA -AGTAATGGAACAGGAAAAACCTGATATCGTACTAGTACATGGAGATACTACAACGTGTTTTGTGGGCAGT -CTTGCAGCTTTTTACAAACAGATTGCTGTGGGACACGTAGAAGCAGGCTTAAGGACATTTGACAAGTTCT -CACCGTATCCGGAAGAAATGAATAGAAAGCTTACCGGGTCCATGGCTGATATTCACCTTGCACCAACCCA -AACAAACAAAGAAAATCTTTTAAGAGAAGGTGTAAGCCGGGATTCAATTTATATCACGGGTAACACGGTA -AATGATGCATTAAAAACAACTGTAAAGGAAGATTACACCTTCCAGTGTGAGGAACTTAAGGGTATCGATT -TCAAAAATAAACGAATTATTGCTGTTACTGCCCACAGAAGAGAAAACCTCGGAGAACCCCTCCACAATAT -TTGCCGTGCACTTGCTGCTATTGTGGACAAGTATGACGATGTTGAACTGGTTTATACAGTACATTTAAAC -CCGGTTGTACAGGATACAGCCAAGGAGATACTTGGAGGAAAAGAAAGAGTTCACTTGATCCCTCCTTTAG -ATGTTCAGGATATGCATAACCTTATGGCAAGGTCATACATGATAATGACAGATTCCGGCGGAATTCAGGA -AGAGGCACCAACTTTGGGCAAGCCGGTACTTGTATTAAGAAAGGAAACTGAAAGACCTGAGGCTGTTAAG -GCAGGTACCGTAAGGCTGGCTGGAACAGTTGAAAGTGAAATTATTGAGCATGCGTCAAAGCTCCTTGATG -ACAAGGAAGACTACGATAAGATGGCAAAGGCAGTCAATCCATATGGTGATGGACATGCTTCCGAAAGAAT -CGTCAATGTGCTTCTGTATCACTTTGGTTTAACAGATGAAATACCTGAAGAGTTTAGTGTTTAATTTCCT -ATGTTAATTGCTACATAGACTTATTTTAAAAAGGACTGCTGCCCAATGAATTCATTGGGCAGCAGTCCTT -TTATTTTTAATGATATTTATTAGCTTATAAATTATATTACGTCCTATTTAGCTATCGAGCTTTCATTATT -ATCCGTATTTGCTTCACCCTTGCTTGAAGAATCTCTCAGTATTACTATGTCGACTCTTCTGTTCTTTGCT -CTGTTAGCGTCCGTAGTATTTGGAACTAACGGTGAATATTCACCGTATGGCACAGGATGAATCATTTTTG -GATTAATACCGCCTTTTTCAACCAGAAGCTTCAAAACATTTATTGCTCTTCCCGCGGACAATTCCCAGTT -TGATGCATATAAGGTACTTTTCATTGGGACATTGTCAGTATGACCCTCAACACGGATATGTTTGTTTGGA -ATTTTACTCAAGATGTCTTTTCCTATTTTTATTACCGTATCCTGATCTTTTGGCTCTATTATAGCACTTC -CGCTTTTAAACAGTATTTTCTCATTTATAGTAACAACTATACCGCGTTCCTGCATGGTTACTGCTACATT -TCCCTTTAAACCTTCAGAGTCTACAAGACTATTTATCTCCTTCTCCAAGGCCTCCATCTGTTGGTCTTCA -ATCTTTGATGGTATTACCGGAGACGGCATGGTAGCCGGAAAATCAATTAAAGAATTTCCTGAACTGCCTC -CTTGAATTACATAAGCTGTTTCTCCGTTACCAAAGGCAGAACTAAGTGATTGTGAGAGCTGTTGGAACTT -TTCGGTGTTAACCTGGCTCATGGAGTACAATACTATAAAAAGAATTAACAAAAGGTTCATCAGGTCGGCG -TATGTCAGAAGATAACGCTCACTAGTATCCTTAACAACTTTTTCCTTGGCCATCCTTATGCCTCAGCTCC -TTCTTCCGCAGCTACTGCTGATTTGTTTTTAGCACCACTAAGCTTCTCCATAAGGTTAAGATTAAGTTTT -TCCTTGATAATACGTGGATTTTCTCCCGCCTGTATGGATAACAAACCCTCAATAATTATCTCATTAATCA -TTGTTTCACGAGCAGCCTTAGATTTTATTTTTGTTCCAAATGGCAACCATATAAGGTTTGCGGTACCAAC -ACCAAGCATTGTTGCAATAAAGGCACCTGATATTTTGGGTCCAAGTGCATCAGAGTCCGACAGATCTTTA -AGTATACTGATCATACCCATAACTGTTCCGCAAACTCCCATGGCAGGCCAGGTACCACCCATAGCCTCAA -ATATTTTTACACCTGACTCATATATTTCTTCCTGAAGTTCAGTTTCTCTTGCAAGTATATCCTTTATTAC -TTCTGTTTCTATACCGTCAACAACTAGAGCCAAACCTTTTCTAATCAGTTCGTTCTTATTGGTCTGGGCA -TCCTGCTCAAGACTAAGCAAACCATCTTTTCTGGCTTTTTCGGAAAGGTCTGCTAATTCATTTATAATAT -CTATTTCGTTATACTTCTTTTGAATAAATAGCATATTTATTGTGGAAAGCATTTTCTTTATTTCAGATAA -AGGAAATGCAACCAGTGTTGCACCAAAACCTCCGCCAAAAACAATTAGAAACGGACCTATTTTAAGAAGG -GCACCTAAATTACCTCCCTCTTCTATATAGCCTCCAAGAACCCCACCAATACCTAGAATCAAACCTATTA -TGGTTGTAATATCCATAGACTGACCACTCCTGAATTTATTGAATTTCTTTAGTGCATTTTTACCAAATTT -ACTAACCTAATAATGGTACATTTCGTCATAGTACCATTGATTTACCTTTTTTACTATGCTATGATATAAA -CTAATTTCTAGCCAACTATTTAGTAATTATCATTGCATAATGATTAAGTAACCTAAATAGATATCGTAAC -TTTTGGCGGAAAACTTAACAACTTTTTATGGAGATTGGTACAATAATATAATAACATATGAGTAATATTA -TAAAGTTTTTTTGTAAAAGGGTCTTAGCTCTATATTTAGTGGCACTTATTGTATGTTTTTTTGGAAAAAA -TCAAAAACTACCAATGATAATCATGCTCACCATCAGTGTGACCTTTTCGTTGCTCAAATTTGCTATACAC -GAATACTTGCTGAAACACTTAAGTGGTAGTACAAATAAAAAAGTTGGGGTAATACATACTTTATTGCTAT -ATTTATTTAACCTTGGAATTATTACTATCACATTTATCCTTGCATTGAGTTTTGGTGTAAACACTTTGCT -GGCTGCATTGGCTGGTACTTTATCGGTTATGATAGTTATCGTGATAAATACTATAACAGAAACGTTAGGC -ATTACAAAAAATCGGTTTGGAGAGAAGGTGATATAATGGGAGAAAAACTAACTCATGCAATGGAATCACA -CACTGCATTTTATTTGAAACTATTTGGATTAAAAATTCCAGTTTCTGATCTTGTAGTTACTATGTGGATT -ATAATGGCTATAATGATTGTCCTTGCTATTGTTTTAACGCGTAAGCTTTCTTTAATTCCAAATAAGAGAC -AGAATGTTGCAGAAATAATCGTAGAGTTTATTAATAATTTGGTTAAGGATGCAATTCCTCATCACTGGAA -AGCATTTGCACCATATCTAGGTACTGTTATGTTATTCTTGATTTTAGCAAATACAGTTTCAATATTTAAT -ATTATTCCCGGAGGAGAAGAAGGCTTCAAATTAAGACCTCCTACAAGAAATATAAATGTTACTGTATGTT -TGGCGGTAATGTCAATCTGTGTAGTGATTTATGCAGGAATAAGATATAATGGAGTAGGTGGCTGGATTAA -GAGCTTTGCCAAGCCAACACCAGTAATGCTTCCTTTTAATATTCTTGACTACTTAATAAAACCGACATCA -CTGGCATTACGTCTCTTTGGAAATATATTAGGTGCATTTATAGTAATGGAGCTTATTTATATGGCATTTC -CGATATTTGCACCAGCAGTATTAAGCTGTTATTTTGATTTATTTGATGGCATTCTTCAAGCATATGTGTT -TATGTTTTTGACTTCTATATATATTTCAGAGGCATTAGAATAAGGGGGTGAAATTATGGCAGGAACAGGT -ATAATAGCAATAGCAGCTGCTATTGCAGCATTTACAGGTATTGGTGCAGGAATAGGTATTAGCTTGGCAA -CAGGTAAAGCTGTTGAAGGAATCGCTAGACAACCAGAGGCAGCAGGTTCAATTAGAACATCGCTACTTCT -AGGTGCGGCTCTTGCAGAAGCAACCGCTATCTATGGCTTGGTAGTAGCTTTGGTACTGGTTTTCTTAAAA -ATGTAATAACAATTTTTTAAGAAAGAACAGTATATTGTTTTGTACTTAGGCATATCTGTGAGAGATTTAA -TAATATCTTTCACAGATATGCAGTAGTAAGTAAATTTAATAATAAAGCTTAGTATTATTATATATAAATG -AGTGTTTATTTAAATTGGAATAGTAAAATACGGGCAGTAATAAGGGGATGTGAGTACATGTTAAAGCCTG -ATGGGTATACATTTATATTTGTTGCTTTAAACCTAATAATCTTGTTTTTGTTTATGAGAAAATTCCTTTT -TAAACCTGTTACAAATCTCATGGAAGAGAGAAAAAGTTCCATAGAACAGGGGTTAAAGGATGCTGATAAT -GCAAAATTAGAAGCAACTGAAGCACGCAAGAAATATGATGAACAAATAAAAAACATAAAACTAGATGGTG -ACAAATTACTGAATGAAGCAAGGGCCAGAGCCGCACGTGAGTATGATGAAATACTCGCATCTGCTAAAAG -AGATGCTTTAGCAATAGTAGAAAAAGGCCGCGAAGAGGTTGAACGTGAAAGAGCTGAAATGCTAAAGCAG -GTAAAACAGCAGATAGCTGTCCTTGCTATTTCAGCGGCTACAAAAGTTGTTCAGCAGAATATGGATTCTG -AAACGAATAAGAGTCTGGTGGACAAATTTATTGATGAGGCAGGTGTTGCTTAATGCCACTTGTAGAAAAA -AGGTATGCACAGGCACTGCTGGAATTGTCCGGTTCAGATATTAATTCTATAAAAGAGGAATTTGGAGATT -TCACCAACTTATATAATTCCGACAAGGACTTCAGAGACTTTTTGAATAACCCTGTTGTAAAAACGGATAA -AAAGCAGGCTCTTATCAGAAGTGTATTTACTGACCGGTTAAGCAAAAACATGTTGAATATGATATTGCTT -CTGGTTTCCAAACATCGTACGGCTGAGATTCCCGGGATATTTAATCAGTTTATTCAGATGGCAAACGAAA -CAGCGAATGTACTGGATATGAAGATAATAATGGCTGCACCGATGGATGAAGTTCAATTGGAAACTTTAAG -GGAAAAGTTCAAAAAGAAATATAATGCAGTAGCAGTAAATTCCACTGAAATTGTAGACGAATCACTTATT -GGCGGATTAAAGGTAATAATCGGTGACAAGGTTTATGATGGAAGTGTAAAAGGCAGGATTGAATCATTAA -CTGAGATAGTCAGTGTTTAACTGATGGTATCGGAACATATGGGGTGAGAAACATGAGTCTTAGACCAGAA -GAAATAAGCTCGATTATAAAACAGCAGATAGAGAATTATGATACTGCTGTAAAGACTGATGATGTTGGAT -ATGTCCTTCAGTCAGGAGATAATATTGCGAGAATATACGGACTTAAATCATGTATGTCCGGCGAGCTTTT -ACAGTTTGAAAATAATGTATTCGGCATGGCTCTCAATCTCGAAGAAGATAACGTGGGATGTGTTGTGCTG -GGAGATGACAGAGGAATAAAGGAAGGTTCAACTGTTAAAAGGACAGGTAAGACTGTCCAGGTGCCGGTTG -GACAAAGCCTCGTCGGAAGGGTTGTCAGTCCCCTTGGAAAGCCACTGGATGGAAAAGGTGATATTGCAGT -AGAAGAATATCGTCCTGTTGATTTTACGGCTCCCGGTGTTGTCGACAGAAAGAGCGTTAACAAGCCGCTT -CAGACAGGTATTATGGCACTTGATGCATTGATTCCAATAGGAAGAGGCCAAAGAGAGCTTATAATCGGAG -ACAGGCAGACAGGTAAAACAGCTATAGCTGTAGATACTATTATCAATCAAAAAGGCAAGGATGTCATTTG -TGTTTATGTAGCAATTGGACAAAAGGCATCTACTATTACTGGTATTGTAAATACTCTAGAGAAATTTGGA -GCTATGGAATACTCTATCGTTGTATCATCAACGGCAAGCGACCCTTCATCGGTTCAGTATCTTGCACCTT -ATGCAGGCTGTGCTATGGCAGAGGATTTTATGTACAGATATCATAAGGATGTTCTGATTATTTATGATGA -TTTGTCTAAACATGCTGTTGCTTACAGAGCAATGTCGCTTCTGCTGAAAAGGCCGCCGGGAAGAGAAGCT -TATCCCGGAGATGTTTTCTATCTACACTCAAGACTACTTGAGAGAGCGGCAAAACTTAGCGACGAGCTGG -GTGGGGGTTCAATTACCGCATTGCCTATTATAGAAACACTTGCAGGAGACGTTTCTGCATATATCCCAAC -TAATGTAATTTCAATAACAGACGGTCAGATATATCTTGAGTCCGAATTATTTCATTCAGGACAAAGGCCT -GCCGTAAACGTAGGGTTGTCAGTTTCAAGAGTTGGTGGTTCTGCACAGATAAAGGCAATGAGAAAAATTG -CAGGTCCTTTAAGAATAAATCTTGCACAGTACAGAGAACTCGAAGCATTTGCACAGTTCGGTTCTGACCT -CGATAAATCAACAAGGGATAAGCTGACTCAGGGAGAACGTCTTGTTGAGACCCTAAAACAGCCCCTGAAT -GCAACATTGCCGGTTGAAGAACAGGTCCTCATATTGTATGGAGCTACAAACAATTATCTCATGGATTTAC -CAGTAAACAAGGTTGGAAAGTTCAACCGGGAGCTTGTGGCCTATGTTAAGCAGAGGTATCCTAAAATACT -TACTAGTATTGCGGAAACAGGTGATATAAGCGATGAGGTATCAAAGCTTATGAAGACCGCAGCAGATGAG -TTCAAGACTCAATTTGTTTAACAATAATAAAAGCTTATCTTATAATAACAATAACACAGCAGATAAGCGT -TATACTTATAATTTTGTCGTGCTGTGGGACAGAAACGGCGGGTTATCATATGGCAAACAATATGCGTGAA -ATTAAATCACGTATCAAAAGTATAAACCAGATGAGACAAATTACTAAGGCCATGAAGTTGATATCGGCGT -CAAAACTTAAAAAAGCAAGGGCTCAGCTGGAGGAGACACTCCCATACTATAACAAGGTCAAAGAAACCAT -AGCCGATATTCTTGCACATAGTGCGGAGGTTGAAAGCAGGTTTTTTGATATAAGAGAAGAGAAGGAAGGC -AAAAAGAAAGCATATATTGTTATGGCCGGTGACAAGGGGCTGGCCGGCGGTTACAATAGTAACATTTTCA -AGCTGACAGAACATGAAATCGGTGATAACAAGGAAAATGCCTTGCTTCTGGTGGCAGGTACCACAGGAAG -GTCTTACTTTAGCAGAAAGGAATACCATGTCCACACCGAATTTGATTATGCAGTTCAGAATCCAACGGTA -TTTAGGGCAAGGGAAATTACAGAGATTATACTTGATTTATACAATAAGCAGGAAGTTGATGAAGTTTATA -TAGTATATACTCAAATGATATCTGCTATATCTTTGGAGCCAAGGATATTAAAGCTTCTACCAATTGAAAT -CAGTGCTCTCCGTGAGGATGTAAAGGCTGATGAGATTGTATTGGATCAGAGGCTAAAATATGAGCCGTCA -GTAACAGAAGTTCTTAATGTTCTTATTCCCAAATATATAAAGGGTATTATGTACGGCACCTTTGTTGAAG -CTTTTACAAGTGAACAGAATGCACGTATGACTGCAATGGATAATGCAACTAAAAACGCAGATGAAATGCT -GCAAAAGTTGAATCTGTATTATAACAGAGCAAGACAGGCGACTATAACTCAGGAGATTTCTGAAATCGTT -GGCGGTGCCTCGGCTTTGGAATAGAAAAAGAGGACAATATTTACTTTGAAAGTTCTCCTAATTTTGAAAG -GAGTGTTATAAAATGGCTGGAAGTTCCGGGGTCATTGTACAGGTTATAGGTCCTGTACTTGACATAAGAT -TTGAAAATGGTATTTTACCAGACATATACAATGCTATTAAAATACCAGCAGATTCTGGCACTGTTACTGC -TGAAGTGATGCAGCATCTGGGAAATGATACTGTCAGGTGTGTTGCAATGTCTTCCACAGACGGATTGGTC -AGAGGCATGAAAGCTGAAGATACAGGAGATGCAATTACTGTACCTGTCGGTAAGGAAGTTTTGGGCAGAA -TTTTTAATGTTTTAGGTGAGCCCGTTGATAAGGCCGGACCAGTTGAACCAACTGCCTACCTTCCCATACA -TAGGGAAGCACCTTCGTTGGAAGAACAAAGACCCTCTACAGAAATTCTGGAGACAGGCATAAAGGTAGTT -GACTTGCTGGCCCCATATGCAAAGGGCGGTAAGATTGGACTTTTCGGCGGTGCAGGAGTTGGTAAGACAG -TTCTCATAATGGAATTGATAAGAAATATAGCAACAGAGCACGGCGGATATTCTATATTTACCGGTGTCGG -AGAAAGAACCAGAGAAGGTAATGACTTGTGGCACGATATGAATGACTCAGGAGTTATTGAAAAGACTGCC -ATGGTTTTCGGGCAGATGAACGAACCACCTGGAGCAAGAATGAGAGTTGGCCTCACAGGACTTACAATGG -CTGAGTACTTCAGAGATCAAATGGGACAGGACGTTCTTCTGTTTATAGATAATATATTCAGGTTTGTCCA -GGCAGGTTCGGAAGTTTCAGCGTTGTTGGGAAGAATTCCGTCGGCGGTTGGTTATCAGCCTACTCTGGCA -ACAGATGTTGGTGCACTTCAGGAGAGAATTGCTTCAACTAATAAGGGCTCAATAACTTCCGTTCAGGCAG -TATATGTTCCTGCAGATGATCTGACTGACCCTGCTCCTGCAACTACATTTGCTCATCTTGATGCAACTAC -GGTTTTAAGCAGAGATATTGTTGCAATGGGAATTTATCCTGCTGTTGACCCTCTTGAATCGACATCCAGA -ATACTTGACCCCAAGGTTGTAGGTGAAGAACATTACACTATTGCGAGAAAAGTACAGGAGATTCTCCAAA -GGAATAAGGAACTTCAGGATATTATTGCTATCCTTGGTATGGATGAATTGCCGGAAGAAGATAAGCTAAC -GGTTTTCAGAGCAAGAAAGATTCAGAGATACTTGTCACAGCCTTTCTTTGTTGGAGAACAGTTTACAGGA -TACAAGGGCAAGTATGTTCCTATAAAGGAGACTATTAGAGGATTTAAAGAAATTATTGATGGTAAAATGG -ATAATATTTCGGAAGCAGCTTTTTACATGAAGGGTACTATTGAAGAAGTTTATGAAGCAGCTAAGGAAAT -GGAGGGATAATCCCTGATTTAATCTATTTTGAGCCGTTGTCCGGCTTATGGAGGTTAAAATAGACATGGC -CACATTTTTTTTAGAGGTATTAACACCTGACAGAAAGTTTTTTTCAGGAGAGGCAGAGTGTGTAATATTT -AAATCCAGTGATGGTGAGATGGGTGTTTTGGCAAAGCATGCACCTACAGTTTCCGCTGTAAGTGTTGGAC -CTCTTAGGATCAATGCACAGGGTAAATGGATAGAGGCGGTTGTCACTGAAGGGTTCGCAAAAATTATGCC -TGATAAGGTTGTTATATTAACAGATACGGCTGAATACCCGGAAGAAATTGATATAAACAGAGCTAAGGCC -GCAAAGCAGCGTGCCGAAGAAAGGCTTCAAAAGAAGCTGAGCCAACTGGAATATATGAGGTCTAAAACTG -CTCTTGCAAGAGCAATGGCCCGTTTAAGTGCAACAAATAGGAGAAGATAAGCAAACAAAAAAACCTACCT -GTAGGGTAGGTTTTTTTATGCGGTCAATGTGACATTAACATTACAAAATATACAACCTTATAAAATCCAT -TCTCAAATTTGCCGATAAAGTATAATAAACAAAATTTTTGGGGGTATATGTTTTGATTTCTAAAAAAGGT -AAAAAAATTAAACATATTTCTAAGTTAGCAATAATGCTGGTAATAGCAATCCTGACGCAGAGCCTTGTCA -CATTTAGTACTGCTGCGGGTACTGTCAAGTCGAATATTACTGCATTAATACATAATACATATCTGGTAAC -CCTCAATTGGAATGATTATTTAACTAATGAAATAAATTATTACCTTGAGCGCAGTGTGGACGGTGGGATA -TTTTCCATGGTCTCATTCTCCGCAGCAAACCTTACAACTTTTACAGACAGCTCTGTCCAACCCGGACATA -TTTATACTTACAGGGTAAAAGTATTGGACTCGTCATACACAACATATGTGTACACTGATGAAATTTCAAT -CCGTACTGATGAGCTGATAAAGCTGGATTCCTTGACAGCCACTGCGGTTTCATCAAATCAGATTGACTTA -AAATGGACTTATCCTGAGGGAAAGATAGGCAACACTATAATAGAGAGAAAAATGGAGGGTTCTACCTCTT -GGTCGGAAGTAGCCAGAATTACAGCAGGTCAGAATACCTACAGTGATAAATCAATTGTATCGGGTACAAA -ATATTACTATAAAGTCAGGTCGTATTCATCGGAAAATATAAAATCTGCGGCATATCCTGATGAGTATGTT -GGAAGCAGTGCAGTTTCATTGCTGCTTAAACCTTCAAACCTGTCGGGATTTGCTCTGTCAGGTTATAAAA -TACAGTTAAAATGGCAGGATGTAGCTTTTGAAACGGCTTATATTATTGAACGAAGAGCATCAAATGAAGG -TGCTTTTACTGAAGTTGCAGTGGTACCTCAGAATACAACCAGATATATTGACAACGTCGCACACGAAAAT -TCTGTATACAGCTACCGTATCAAGGCATTAACAGGTGTTACCGACTCTGAGTATTCAGATATTCTAAATG -TAGCAAGTACATATCTGAAACCTCCGTCATGGCTAACGGCTGTCAGTGTAGACGGGGAAAAAATTAATCT -GTCTTGGCAGGATTTAACTACAAATGAAACGGGTTTTGAGATATGGAGAAAGACTGTTTCTGAAACAGAT -TATACGCTGTACGATACAATGGGAAGAAATGCAAACAGTTATACTGATTTGAACGTTTCTCCCCAAACAA -ACTACTACTATAAGGTAAGAGCAAAAATTAATGATAATGAAGTGTATTCTGATTTCTCCAATGAGACCAG -TGCTTTAACCACCTCATTGAGTGCTCCTGCAAATCTGTCATTTAACGTTATAAACAAAACAGAGGTTGAA -CTGACGTGGGATGACACTAGCAGTATGGAGGCCGGATTTATAGTAGAAAAAAAGATTGGATTACTGTCAC -AGTGGTATCAGATTTCACAGCTTGAACCTAATACAACCAAATTTAATGATAAATGGATTAGCAGCACAGA -GACGACTTTTTACAGGATTAAGGCTTTTGACAGATCAACTGCTGTCAGCTACAGTAATGAGGTACAGTTG -TCATTGGATGCTCCTGAGGCACCAAGCAATCTACAAGTATCTGTTATGTCAACTAATGATGCAAAACTTA -CATGGAAGGACAATGCATCTACTGAAGAAGGGTTTATCATTGAGGCAAAACAGCTGTATTTCTACAGAGA -AATAGGCAGAGTTGATTCAAATGTAACTACTTTCATATATCATGATGCAATACCCGGCAAAACCATGAGA -TACAGAGTCAGAGCCGTAAAGGGCTTAGTTCAGAGTAACCCGTCAAATGAGGTTGCTGCAGCAACCTTTA -CTAATACCTCTTATACTGATTTGAGTTCTGTTAGTTGGGCTGTGGAAGCAATTAATAACTTGGCAAGCAG -AAATGTATTTAATTCAAACAGCGGTAAATTTGGCCCGAAACAGACAATTTCCAAGGGAGAGTATTGTGCT -ATACTTGTAAAAAGTCTTGGACTTGAAAAGACAGTAGCTGGACGGTTTAATGATGTTACTGCAAAACATA -AATATTATAAAGAAATCATGGCGTCAGAGTACTTTGGTATAATCAGCAAGGATAAAAATAACAAGATTTA -CCCAGATAAGCTAATTACAAGGGAACAGGCGGCCGTAATGCTGGCTTTGGCTTTAAAAATAAAGGGAACT -CCTTTGCCTGAAAAAGACAGTAGCAGTTTGAAACAATTTTCTGACTTTAAGTCAATTTCGGACTCTTCAT -TGAGAAATATATCAGCTGTATGTGGAGCAGGTATTATTTCAGGCAGAAAAATAAACGATAAGGTGTATTT -GCAGCCGTCCAATAATGTAACAAGAGCAGAGGCCGTACTAATGGCCTATAAAGGGTTGATATACAATCAG -GGTAATCAATAATAAGCGAAGGAGAAAGTGGATGAAACGATATGCAAAAAAAATATCTCTGATGCTTGCA -GTGGTGTGTTTTTTAGTTATTCCTCTATCTGCATTTGCAGCTACGGGAACATCGTATTCCAACTATACAG -CTTCATTACTTAGCAAGTGGAAAGGCTACGGCGTAGTTGATAAAAGCTATTCGAGTCTTGACCTAAACAA -GCCTATTGAGAAAATTGATTTTATTAAAATGCTTAACGCTATTTTAAAAACGTCAAAAAAGGCCGACATA -AATTTTACAGATGTACATAAGAATTCATGGTACGGACAGGAAATAGCAAAGGCTGCGGCATGCGGATATA -TTTCAAATAAGGAAAATACAAAATTTTATCCTTTCTCCAATATAACTAGAGTTGAGGCCGCGGAAATGGT -TTCATATGTTTTTGGCCTGGAACTCAAAAATGAAAAAATACTCAGCAAAATAGCTGACGGCAAGGCTCTT -GAGAAAAAACAGCTGAATGAATTGGCTGCCGTCATTGAAAAGGGAGGACTCACGGAGGTTGCTTCCGGAA -GGTATGCACCGACAGGAGTACTTAAACTAAAAGACGCTTTGATAATGCTCGACAAATGTGTTGGGCAGAT -TGCGCTTAAATCTGGAACAATAAAGACTAATGCTGCAGGAAATATGTTTATCAGTGTTGGAGCTGTTACT -TTGAGAGGTATTTCCATCTCCGGAGACTTGATTATCGGCGAGGGTGTAGGCGATGGAGTTGTTACACTGG -AGAGTGTTAAATTAGCAGGAAGGCTTATAATAAGAGGAGGAGGCCCTAACGGGGTAATTATAAAGAATTC -TCAGATAGGTGGTAACCTGATAGTTGAAAAAAGTGCAGGAAACGTATACATAAGGGTAGTAGGAAGTACC -ACTATTAAACAAGCATATTTAAAGTCAGGATGCACGATTGAGGAAGGTTACCTGACAAGCGGAGATGGAT -TTGTAAATATTACTGCCCTGAATGCAGCCTTCGACGGTCAAAATGCGATATTAAAAGGTGATTTCAAAAG -TTTAACTGCCGATAACAGTAATATAAATCTTAAACTAAGCGGCAATGCTGAAAATGTCAGCTTAAACAAG -GACAGTCAGGGGATTTTTTCTCTTTTATCAGGAACAGTTAAGACGGTGTCGGCAGGAGTAACAAAACAAC -AGCTTGAATTTCTGGGCGGCAAGGTTACGACAATGAATATTTCAAAAGATGCCAAGGGGAATAAGATAAC -TATAAATGGACCAGTTGAAATCAACACTGTAAACATAGAAAGTACTACTGAAATTTCCTTTAAAAAGGGA -ACAGTAAATTCTCTGATATTGGATACAAATTCTCAAGGCTCATATATTAGTATGCAGAGCGGCTCATTTA -TTAGAAGTTTTGTCATTATGGCAGATGCAGAAATAACGGGTTATGGTAAAATTGAGAGTGCATATTCCTA -TGCGAACAATGTTAAAATGGGTATTACACCTTCATTTTACTCATATAAGTATGTACCGGGCTGGGGAAAT -GACGATTACCTGCCAAGCATTGGTATTGGTGTTCCGGGTGCTACTAATGATGAAATAACAATACAAGAGG -GTAAATCGATAGATTTGTATAGAGATTTAAATTTGTCTGTATCACCTGATAAAAGTACAGTGGGCTTTGT -ATCGCTTAATGGTAATGTTGCCACTGTAAGTGATAAGGGTTTGATAACAGCCATAGAAGCAGGCTATACA -AAAATATATATTACTGGACAGTATTCCGGCTATTCCAATTGCATTAAAAGGATTGACGTAAATGTAACAC -CGGGCAATGTAACTTTGCCGGGAAGATTAGAAATAAGTCCTGTAACAGGTGAGGCAGCAACTGTAAAGGA -TTTTGAAATAACCTATACTTCTAAGGACGATTTTTCAAATGGTACGGTTACTTTTTGGCTGCCGGACGGA -TTCCCTGCTTTTGAAACTGATACAGTCAAGATAGGAAACGGTACGGAGGTAACATTAAATCCGTCCCAAA -GACTTAACGTCAGAACCCTGTCCTTTACAAATCTTAATTTGAGCAAGGGACAGAAAATAATTGTAAAGCT -CAGGAACAAAACTGTGCCGCAAGGAGGAGAATACGTATTCAGTGCTGTTACAGATGCTGATGGAACCGGG -CCAAAGGTGCCAACTTCAGGTCAGGACGAAAGAACTGTGTTTACTTCAGATAAGCTAAAAACACTCCTAG -AGGTTACAAACTATACTTTATCAGCATATGATGCCCAAAATGGAGCTGTAAGCTTCACAAAGTTGTCATT -TGCGGGCTTCACCGGGGCAACCAAATGGCTTATAGCAGTTCAGGATGGCGAATTTACACATCCCGGATAT -GATGACTTAGTTTCCGGGACTGAATATACTGTAGGAAGTGCAATAACCATTGCCCCAAACCAGCATTTGA -TGCTGGCGGCAGTTGACGGTGACAGTATGGCAGGATACAAGGTCAAGGCCTTTGTTGATATTACTGTTCA -CTGATAGCCGTAGGGAAGTAGCTTTTTTAATCAAAAAATTTAAAGACCAATATTTAAAGACCAATATAAA -ATAGAAGTGCACCCCAAGTGTTGGATAAAAAATCTAACTTTTGTGGGTGTACTTTTTTTACGTTTTCATT -ACAACTTTGTCCAATACATAAGTAAATAGTTCCAAAATGCCGATAAATAGGATGTATAATTAGTATTTAA -CTTGCGGGGGTATTTTTACGATGAAGACAAAACTAAGGTTTGTTTCGGTGATGCTTGTATTAAGCCTGAT -ATTATCAAATTTCTCAGGGATAATCCAACCTGTTTTTGCAGCACCGGATGTTCTTAACTTTTCTATAAAT -CAAAGCACATTCGACGAAAATGCAGGAACGGTAAGAGCGAGCTGGAACGGACAGTTGAATGTAACGGGAA -CAATAACATATGAAGCACCCACAGCTTTGGGTAACAAGACTGTAAGCATAAACGTAACTGCCGGAATAGG -TACTGTATTGCTTACAGATATTAAAAAGGATTATATATATGATATAAAAGTTTCGCTGACAAATCCATCA -TCGTCTTATGTAGCACAAAAGTTTTATCTTGCAGGTATATCGGTATATGCCGAGCAGATAAGGCAGCAGT -ATGTTGACCACCCGGGAGGAGGCAGGGAGACAGGAGTATATCCTGCTATGAAACTTTCATGGAAGCTTCC -TCTTATTCACGATGGGGTAAATGCATTTGTGCCTGCAAAAGGTTCCATACTCAGTAAAATAGCTCCCGCA -ATCGACCGAATAAACTATAAATTTCATATGGAGACAAGCAAGACAAAACCTAACCTCGCAGATGTTATAG -TAAATATGAAAGATGACGGCAGCGGATACACTGCCATGGTTTCCGGCGACACGACGAGAGTTTCCGAAGT -AAAATGGGATAATGCACAAAGTGAATACTCCTTATATTTATTCGGTGTAAAAGACGATGAAACCTCAATT -CCGACCATACAGCAGTTGAAGGACGGAACCGCAACAATTCCGACAGGAATCCCCGCTGCTGATGTAGCTT -ACGTTCTTCCTCACCAAGAGATACGTCCCGGCTGTATTTATGTTGTTACTATGGATGCACTTGTATGCGA -CCAGAACGGCCAATATGTTTCAAAAGCCTTGTCAGGGGCTACTACAAGTCCGTTGACCGGTATTGTAAAC -TATACTTATACTCCTGTCAGGTTCCAATTAACCAAGGACTCTATGGACAATATATTAATCAGGATAAATA -CAGTTAACCTTGGAGACGTTTCCATGCCTGAACTTAGTTACTTTGTTCAGACAAGTAATGTAGATTCCGA -TGATGACAGTGATTGGAAAAATATAAAGGAAATTACAAATATTTCAGGAGAATATACTATAACAAACCTT -CAGGGAATTAACCCCAAAAATACAGTATATTATAGGATTGTGGTAAAATCCGCATCGGTGGACGACACGA -TTATGTCCTTGTCGATGCCCTACAGGATGCTGGACGATACATCTAAAACACCCGTACCTAAAAATGTTTC -AGTTATAGGAGTAAACCTATCAGACACTATACCTAGTGAAACAGAAAGAACCTCAGACATTAAAATAGTG -TGGGACAAGCCCGCTAATTGGGATGACACAAAAGATGATGATGTATACTACCATTTCATGCTGAGTACGG -GTCAAAAAGACCTTGATCCTGCTGTAAAGTACCCTCTTACGGCAAATGGAAAGGATTATGGAAACGGGAA -CTATGCCGTTAAATACAGATTGGTACAGTATGTAAGCACCAAGTCCGGCTTGATAAAGGAAAATGCCAAT -GATAATACAAAACTTGAATATACAATAAAAGGGTTAGACCTTTTTAAGGGGTTTGAGGGAGACGGAACAG -TTACACCTATTAATAATCCGGATGCATATCCAGAATATTTACTTCCCAACAAAACCTATTATTTACAGGT -TTATACAACGTTGCCTGCGGACAAGGGTAATACAGATGACAGTTCAAGGATGTCTGAAAAATCTTTGACT -ACAAGTTTTACGACACTTTCACTTACCAGCAGGGATGTTCCTACTCCTAACAATTTCCAACTGGTAAATA -CAAAGGTAAATACCGCAACAGCAGCAACACCTGCAAATGCAGTTATAACTTTAAGATTTGAAGACCTCAA -GATAGATTGGAGCAAATATACAAGCAACCATAGTATTGCAGACGATGCTGTAATATATGATCTCTACATG -AGCAAGCAGCCCGATTTGAATACATTTAAACTTATAGGGTCCAGCAATCAGCCGGACAGTGATGTGGAGT -TCAGGCCGGTAATCTCCGGGGACACCACATGGATAAATACAATTATAAATGAATTCAGCGATATAAGTAA -TATAAACTCATTCGGATATTATTTGTCACCAAATACGATCTATTACTTTATGGTAAAGGTAAGATTAAAT -CTTGAAAATGAAGTACCAAAGATACGGGAATCCACCCAGACGAACTTACTTTCAGTCACAACCCCGAGGG -GAGAGCCTACAAAACCCAACGACAATGCAAAGAAACCGGTGGCTCCTTCTGATTTTGCAATAGCCTTGGA -TAAGAACGGAAACCCTATGGTTAGCGGGCATTCGGTTACATTTGAATGGACTGTCAAGGAGAATGAGGCA -TCATACAATCTTATTTCTACTGCCAAAAAGGTTGCACTGGACACCCCTGATACAGATCCCTCTATATTGG -AGGATTCAACATATATCAGTTATATAGCTGCATTTGGCGACAAAGATAGAAATATAGACGGTAACTCCAA -AAAACTTACCCTTGATCCAAAAGCTTCACCGCTTCCGCCTAATCTGGTATACGACAGTAAGACTAAGAAA -TGCAGATATACTATAAACACATGGCTTTATCCAAACAGGGTTTACTATTTTAGTTTAAGGTCGGAGGTAG -TTGAGGCAAATAAATCAAAGTCCAGCGTATGGATATCCATACCTGTAACTACATCATTGATTGAAAGCCC -CACAAGGCTACAGACGATAAGTGACTGTGAACTAAGCTTTTATTGGTTTGATACAAATCCTCAGACAACA -TCAGATAGTTACAGTATCAAGATAAAGGCAGCCGGAGATAAATACTATACCCAGCTTACAAAAGCACAGT -ACAACATAGTAAAAGACGGCAGTGTGTATTACGGACGACTTTACAAACTCAAGTCCAATACACAGTACAA -TATACAGGTTGTCAGGACAATTGATAACGCAGTATTAAGCAATACAACCCAGTCAACACGAAATGATCAT -TACCAGATAGAGGTAAAATGGCAGGGAATAGCAGTTGATGACTATTCAGGATATGAGATTGCAATTAAAA -CCGAGGACGACACGGATTATACAGTACTCAGTAATTCGGATCTTGAACAGTACATTGACGTAACAAGACA -TACATACCCATATTATATTGAAAAAACCTTTAGCAATATTGGTACTGAATACTATACCTACACTGCCAGA -ATAAAGTATGCAGAGGTTACTTTACCCAGCGGTGCAAAAGAACACAAGCCTTTGAAACCAAATACAAAAT -ACTATATAAAGGTAAGAGCTTACAAAAAGGACCCTTCGAACCTGGAGGCAATTACACGGTCTAAATATAT -CGGACCTGTAAATACAAGAACAGAGTTCAATCAAGGTGACTATGATGATGATGATAATAACACCAGCATA -ACATCAAAATTCTTGGATATGCTGAATAAGCTTGAGCAGGAACTATTCTGGAATGTAAACAAGGGTAGCA -GCAGTACCATGGAAAAGTTTTATGTAAAGGATGACAAGGTAGTAAACCTCCTTGAAGGCCCCGGGTACTA -CTCCTGTACTATTGACATATCCCAGACACCGGCATATATAAATACAAATGAGGTGTATATGGCCAAAAAC -ATATTATCGGCCATGAAGACATATAACAAGAGCGTTGTCATTAAGACAAAGGATGTTGAATACACAATAA -GACCTGACACCTTCGACATAAATAACATGGAGGAGTTCAAGAAGGCCAAGGCAGCAGCGGGGGCAAAGGA -TGTATATCTAAAACTTGATAACATTAAGACCGGGGAAGTACAGCCAAAGGCGCCTGCAAATACTACCACC -GTCTCGAAAGTAGACATAATTACGGCACAGGCGGTTGTGAGCAGAGAAACAAGTGAAAATATTCAAAAAA -TGATAAAAGATAAGCTATACAATGAAGATACAGGTATAATCAAGAAAAAGATTGATGTAATAAAGAACCC -TAACAATCCTAATACAAAGGGCAATGGGACCAATATTGACAAGTATTTAAATCAGCTGCTGGAGGAGATA -AAGAGTGAATTGTCATATTTCATTAATGATACCTTGAATGGTGCCAACTATTCGTACGGATTATTTACAG -AAAAATATGACATAGCAGAATATAATTCTCCAATGTCCGTTAAAATGTCATATAAGGGAAATACTATTGC -AAACCCATATGTGCTTTACGGAAATGCCGGAAACTGGCATAAGCTGACACAAAACTTAAAGTATGATACG -GGATATGTAACATTCTTTGTAGCAAGTCCGGGTAAATATACAGTATTTGCCGGAAAGGATGTAACCTCAA -CAATAGGTGATGAGAGTCCTGCGAAGCCTTATATTACAAAGCTTGCAGGAAAATATGACCTGACATTCGT -ATTCTCCGGGGCAGGCGAGTCCTATAACCCAAATCTGAGCGTGTCGGTCAAAGAGGCTATAATGCTGTAT -GAGCTTGTATCTGATTTACAGGTGGACAGTACTACTGACATAAAAATAAAGGCAAAGAACTACGGCCTTG -ATAAAATAATTAATGTAAGTAACGTAAACAGAAACATAACAAGACAGGAAACCGCCGCATTAATTGTAAT -GCTTTACTGTCAAAGAACGGGAGCAGATTATAGCAGGTTAAAGGCATCTTATAATAAGATAATCAGAGAT -GATGCAGCTATTGGAACAAAATATGCAGTACCTGTGTATGCATGTCTCAATATGAACATTATGACCCTTG -ACACAGGAGCAAAATTTAATCCGGGAATGTCGATAAACAGAAAAGACATTGCGGTTGCGTTTGAAAAGAT -GCTTGAAGCATAGATTAACTTGTAGGTATTTCTGCCGGTAATGGACTGGCAGGGTGGAGGTCAAAGATGA -AGACAAAAAGGATATTTGCAGCACTAATATTGCTGATATTTTTCATAACAACATATGGAACGGTATATGC -GGCACCCATTGATGTACCTATACCGGCTGCACCCACACAGCTGGTGATTCCGAAAATTATTCCAAGTACG -GAACCCAGCATAGGGTACGATTCAGCGGACGGAGGAAAGTCAGGCTATTATGCAGACATTCAGTGGCAGG -TTCCAAATCCAATGGGTAAGTTTGTAAACATATATTTACAGGAATCTCCAAAAGAATACAGAACTGCCAG -ACCGACATATTTAAAGGAAAAAGATCTTCCGGCAGGGACAACCCCTATCAGGATGAGAGACCTTACATCA -GGAACGGTTTATACTGCAAGCTCAAAGGCTTATGCTACTGATGTAGACCCTGTAACGGGACAGGTTTATA -AATCTGGCGAGTCAGACAGCTCTAACCTGGTAAAGTTCATGACAGATATCAACATACAATGTATTACATC -GGGAACCAATAAGATAAAAATAATTTGGGATGATGTATGGAATGATGGGAAAAGAATAAATTACCAACTA -TATGTATCAGAAAACAGGGATTTTGCCAATACCCTTCCCATAACAGTTACTCAGGAGCAGATTAGCAAAT -CCGGGCCTGTGTACGTTAATCAGTCTGATGGAACACTGGAATATGAGCATACTGTAAAAGATCCGGGTAG -AGTGTACTATGTCAAAATTGTTCCAGTTATTTCCGACCAGTCAATTATCAAAACGTCACAAACAAAAACC -ATTCTGGTCAGTACATATATACTGGTAAAAACATCAAGGGTCTCAACAACAGATGACGGTACAATATGGA -GACTTGATTGGAGTCCCGTTATAACAGGATTATCATCGTCCAATATAACTGTACAATATCAGATAAATAG -GTTTGAAGCGGATAACATGCCAAAGATTATAATGGTGGAAACAGGCACTACTACCTTTATTACAGTTCCC -GAAGGACAGGAAAACAGCTACATGATAAGGGCAATCGTAAAGAAGGATGGGCTGCCCTATTACCCCAGCA -ACATAGATATAGTTTCAGACAAGGTTACCCTGAAGGAGAGCGATGTTCCGGCAACACCTTCGGCACCGGA -ATTGGTATCTCAGTTCAAGGATTCAACCGATTCAGTTATAATAGCATATGAAGATGTCAAGGATATCAAC -GGGGTAGTCATAAAAAAAGGTGAACTTGGAAAGGATACGGCTACAATATTATGGCGTTTGCCTAAAAAGG -CTGATGGAACAATAGACTCGGATGTTATGTATGACTTATGGCTATTGGAGGATTCAAATTTAATTGATGA -TCCCCCAGTGGAAACAAAGATACAAACGAACTTAAAGCCGGGAACCCCTAACTTCGTAAAGGATGAATCA -AATAACGGAAAAGTAATAGGCTACAAATATAAAATTGAAAACCTTCAGCCAAACCATACATATTATTTCA -GAATAGCAGCGAAGAAAACCTTTGCAGAGGAAAAGGAAGGAATCATTCAGAATGTTGAGCATATTTCCAC -CCCTGCACTAAAGGTAATTGTTACACTGCCGGGAGGGTTCATAGACACCCCGTTGATACCGTCAAATCCG -CCGCTTCAGATAAGAAAGCAGGAGGACGGAATTAAGGACATGATTACCGATACAAGCGTAACAATCCAGT -TGAAGAACAGGTGGTTTGAGCGGTTTGATCCTAATACCGGGATATGGTCCTATATACAGGCAGATAAAAC -ATCTATGTCAGATACACCGCCATATAATCCGCAAACAACACCGCCGGATAATCAGAATTACAGAAAAGTT -GAATATGATCCGGGGGTAACTCTGTACGTGGGTTGTACTGAATATACTTCGGGAATTGATATATCGGCAA -TAAATACATACAAACTGGAAAAAGTGTCAACAACTCCAAATGATGATTTGGAGGACATGTACCTCAATGT -ACCTGAAAATGTACCTGTTCCAGCTTCGGGTACTCCTGTTTATGCAAAGCATAACGTTGTAGTACCTGTT -AAGAACTTAAAACCGAATACCACATACATACTGTGGGTGAGAGCATCCAGAGACGGTAATCCGCCATTGT -TTTCGGATATTTCCAACCCAATAATTTTTACCACACTCCCCACGCCGAGCGATACTATAGAAAAGCCTGT -GGTTCCTGACCTGCGGTCTACGAATGTTTCGGATACATTTGCCGATTTGGCATGGAATTACAAGGAGCAA -AACACTTATTACATTAAATATGGTACCGTAGACGATATTACAAAAGCACAAGGTTCTTTAACTGTTACGG -GAGCACAAATAAAAAATTCCGGCCTTGACTATGTAAGGATAACAGGACTTACAGCTGACACACAGTATTA -CTTCTGGATTCAGGCAGAAGCCTTTAATTCCAGCTTGTCAGCCAGTGAAAAGTCAGAGTGGAGCGATTCA -CTGCCTTTGAGGACATTAAAGCTAATGCCTCCCTCAACACCAAGAGGCTTTGGAGTTAAGAATACTGCGG -ATGCAGTGACCAAGAACAGTATAACCTTTGAATGGATTCAGGAACCGGGACTTACGTATATACTTGAAAT -TGCGGGGAAAATAGACTATTCCGATGCAAAGGTATACGAGTGCGGAAGTGTTACTGAATTCAAGGTTGAA -GGACTTACATCTAACTTCAGATATTATGCACGACTTTATGCATATGACCCCAATAAAAAGCTCCGCTCAT -TGCCTACACAGAGTATCAGTGTAAGAACGTTAAGGAGCAGTGACGACTATGATTCCGATCAGGATGTAGA -CCATCCGATTACAGGGGATGTCATAGAAAAGGCACCGACCATTGTAAACGGCACATGGGTGGTTAAAATA -ACCGGAGTAAACGCTGATAGACTGGTACAGATAATGATGACTGACAATATACTTGACTACACTGTTGATA -TATCCAAGCCACCGGCACCTGCAACCAATATTTCACTAATGATATCCAAAAAGGTGTTTGATAAGCTGGA -TCAGTTAAAAGAGAACATAGCCTTTAAAACAGCGGTTGTTACATATAATCTGAAAGCAGGAATACTTTCA -AACGTTAATACTGCGGATACTAAAAAGGAGCAGATATATACCTTTAATATTGCACTTGCACCTCAGAAAC -CTTCTGCCCGGGCAAATGAACTTATACTTAGGCAGCCCCTGGCACAGATGGGGGTTACACTTGATACCGG -TGCAAGCATCATGACTATATCCGGGTTTGACAGACCGTTGATAATCAGCTATCCTTATACAAACTCAAAG -GATTATGTTGAAGGACAGACGTTAGGATACCGTTATAACGGTGTAACAAGCAGCTGGGAGCAAAAAGCCA -CGTCAAACAGGTTTGACGTAGACAACAGAAAGGGTACAATAAGCTTCCAATCAGCAGTCCCCGGACTTTT -TGCACTAGCTGACAGAACCAATAATTTGTTTGATGACATATATGGGCATATATATGAAGACGCTATACTT -AATGTTGCGATGGCTCATAAGCTTAAAAGCATAACCAGCCGAATGTTCAATCCTGACAAGGCCGCAACAG -CAGGGGAAGCTGTCAAACTGGCATTTGACAGCCTTGAGTATAGCTACGGCAGTAACTACATGGATCTGGC -GGCAAAGACAGGCTTAGCTAAGGTAGGAAAAACAGCATCGGCAGTACTCACCAGACAGGATGCGGCATGT -TTGGCGGCTGTATTATATGAAATGAAAACAAATACAAGAGTTAACGGAAACAAGGACGTAATCTCTACAT -ATAAAGACTATAGCAAGATAGACAAGACACTCCTCAACAAAGTTGCTTTTGCTGCTGAAAATGGGTTCTT -GCCCTATCAATCATCCACACTATTTAACCCCACCCAAAGCGTTACAAGGGGTGAACTGATGTATATGCTG -GAAAAGGCATTAGTACTTGCCGGAGACATATAACGAGGTTAAGAGATTTAAAATGGATGAAAAATTTTCT -CTGAACGGATGAATTATAACAAAGGATGGAGAACTCAATGAAAAAAAGTATCACCAGACATATTTCTATA -CTGTTGGCGACGATAGTATTACTTACAATCGGAGTACAGGACGTTCAGGCACATGGTGTAACAGTGACTA -CGCAAAAGATTGAAGGCAAATACAGGATTACACTTGCAAGTCAGGAGTCAGGTTTAGGTGTGAACATACT -GGCATTCAGTATTTCCAATGGAAAAACAATAAACGTTGCCTACACTCTAAAGAAGGGGGCAGCGGCTTCT -GCTTCTACTGAAATTGATGAATCCATAGTTCTGGCACCTTTCAGAGTAATTACAACAAACTCTGATAATA -TTAACAAAAGGCCTTTTTCAGATATTGCTAATACTGAATTTGATGAATACATCAGGCACTTGCATGATGT -AGGAATAACCTCGGGCTTTTCAGACGGAACCTTCCGTCCCGGGAATACACTATCCCGGGCTGAGGCGGCA -GCAATGCTGTCTGTAGCATTAAATTTAAAGCCAGACGATTCTCCAAATACCAAACTAAAGGATGTAAACG -GACACTGGGGCAAAAAGTATATTAATGCCATTCTGAACAAAGGTATAATGACAGGGTACTCAGACAAGAC -CTTCAGGCCCAATAATAAAATAACTGTTGCCGAGGTATGTACGATAATAAGCAAATCCTTTAGCTTTAAA -ACAAAGTCTCAAGGAATATTTGGGAAATTAAAGAAAAATCAGTGGTATTCCGCTTATGTGCAAAATGTAT -TCAACTTAAAAATTTTAACTATTGAGGATAGTATATACAAAAACTTCACCGAAAATGGAAATATTTCCAG -AGGTAACTTCGCAATGATGCTCAGCAGAGCACTTTCGACGTTTTAAAAATAGAAATTTGCAAGAAAACTT -ATCATGTATACGACTTTTTTAAAAAGGTAATAATTTTATTATCTGAGACCGATTATCATTGAATTTTCAC -AAAATCGGCGAGGAAATTTAATTATTGCAAGGTGAGTATATATGAGAAAGTTTTCTTTTGTTTTATTATC -AATTTTATTAATTATAGCTATCCTTGGAACTGCATTCTACATATTAGGAAAAGATAATCCGGATGGCAGG -CAAATTTCCATAAAGGATGCATTTAACTACTCGGGAGCAAAAATGATTGTAAATGATTTGTACTTTTTTG -CCAGAGCATCTGATGATTACAATACCGTGAGTGAGCTTTCAAAGGTTTGTGAGGATGTATTCAAAACACT -GGAAATCTCCCAATATTCGAAGAATACAAACAGCTCTGATAATTTGGCAAAAAAAGAAATGCACGGTACA -ACAGCGGACGGCGTTAAAGTTTCTGCAATGGCAAGTATTGTTGGGAATAAGTCCGGAAATCGGGACAAAT -ATATAACTATAGACGCAACTGAGGCAGGAGATGGGAAAGCATTACTTCTTAGAGAAAAAATTGAAGGTGT -TTTTACAAAATACAGACTTAAGGCGGAAATAAATTCATGTATTACCGGAACATATGAAGGAGACCTGAGC -GATAATCAATTAGAAAGTATATGCAGAAAAATACTAAATGAAAGTTCGGCAAAAAAAATAGATAGTTTCA -GACAGCAAAATGAAATTAGTGTATCAGCTTTTTCACCCTTAATTAGTGATAAGTTGAGAGTTGGCGGGAA -GAATGTAAACCTTGGTATAGCTTTTAGGTACAACAAACTAGAAAACAGGACATATTTATGGGTGGCCACA -CCTGTAGTCAATGCAGAGTATTGAAACAAGACTTCATTCAGTGCTAAACAAATGAAAAAATATTAAAAAC -GAAAGGAAGAGCTCACTTGGCTAAATATGTGATCAGTGAAGGTGTGCCTTTAAGGGGCAGTGTAAGAGTA -GATGGTGCAAAAAATGCGGTTCTTCCAATAATAGCAGCATCCCTGCTAAGCGAGTCGAAGAGTATAATTG -AAGAAGTACCCGACCTAAACGATGTCAGGATAATGTGTGATTTATTAAGATGTCTGGGTACCGATGTTCA -GAAGCAATCTGACCCTACCACCATATCCTTCGAAACTAAAGAAATAACAAATTCAACAGCACCCTATGAG -CTGGTAAATAAGCTAAGAGCATCTTTTCTGGTCATGGGTCCTATGCTTGCCAGAACAGGGTATGTACGGG -TTGCTTTGCCGGGAGGATGCCCCATAGGTTCAAGGCCTGTTGATTTACACTTGAAAGGGTTTTCCGCTCT -AGGTGCTGAAATAACTCAAGGGCATGGTTATATCGAAGCCAGAAAAAATAAAAAGCTTGTGGGAAACAAG -ATTTATCTTGATTTTCCCAGTGTAGGTGCAACTGAAAACATTATGATGGCTGCTGTAATGGCGGAAGGTC -AGACAATAATAGAGAATGCTGCCAATGAGCCGGAAATAGTGGATTTGGCCAGCTATCTCAACGAAATGGG -AGCAATTGTCGTAGGAGCAGGAACAGACACCATCAGGATAGAAGGAGTTACAAGTATGAAAGGCTGTACC -CACACAGTAATTCCAGACCGCATTGAGGCTGGTACATTTATGATAGCCGCTGCCATTACCAACGGTGAAG -TCAGAATTGAAAACGTTGTACCAGATCACCTTAAACCCGTAGTTGCAAAGCTAAAAGAAACGGGTTTGGA -GATTTCAGAAGAATTGTCTGCAATAACAGTAAAAAGTATAGGCGGACTAAAACCCATAGATGTGAAGACA -CTGCCCTATCCGGGCTTTCCCACTGATATGCAGGCTCAAGTAACGTCGATGCTTTCCTGTATTCCGGGTA -CAAGTATGGTTATAGAAACTATATTTGAGAACAGGTTTATGCACATAAGTGAATTGAAGCGAATGGGTGC -AAACATAAAGATAGATGGAAGAACAGCTGTAATTGAAGGGAAACCATGTCTTACAGGAGCATGTGTCAAA -GCAACAGACCTGAGGGCAGGTGCGGCACTGGTACTAGCGGGCCTTGCGGCAGAGGGAGCAACTGAAATAA -GTGAAATACAGCATATAGACAGGGGATATTCGGGGTTTGCAGAAAAGCTGAAATCTCTTGGGGCAAAAAT -AACAAGGGTTGAAGATTAAAGTGTAATTATTAATACATCTAAATATTTAAGAAAAAACGGGTTTGATAGG -TATGGTCAAGCCTGTTTTTTGCGGTTATATTATTAGAGGAAGGCTCATAAAAAAACCTTTTATGAATATA -TATAATCAATAGAACTGTAAAGAGTTGGGGTATTGATAGGCACATTAGGACGTGGGTGGGTTAAAATGAA -AAAAGTTATTACTTATATATTATTAATGGCTTTTATTGTTGTACTGGTACCTTTTATGGTTGTCCAGTTT -AACGGTAAAGAGGTAGGCCCGGTACAGATTCAGGATAAAGAAAAATCAAACGTTACTCCAAAGCAGGAGA -CTGCAATCACCATAAATGTTTATATGCACACTCAAAAAAAAACCGTTAAAATGTATCTGGAGGACTATAT -TAAAGGAGTTTTAGCTGCCGAAATGCCCGCAGAGTTTGAAATAGAGGCATTAAAGGCACAGGCGGTCGCT -GCCAGGACATATGCACTGGGAAGAGCGGTCAAGCTGTATGGGTCGGTGGGTGTGCATGACGATGCGGATG -TCTGTACCGATTCAAGGCATTGTCAAGCGTGGAAAAGCAAAGAGCAAGCTATGGAAAACTGGGGACTGCT -TTCTTCCTTTAAATATTGGAATAAAATAACCAGAGCTGTTAATGAAACTCAAGGCCAGGTCATCGAATAT -AACAAAGTCCTTATAAATCCATTATTCCATTCCAACAGCGGGGGATACACTGAAAATGTGGAGGATGTCT -GGGACGGCACAAGTGAGCCGTATCTTAGGGGAGTTAAAAGCGTAGGTGAGGATGAGTTCAGGGAGTATAA -AAGCGTTATTGAACTACTGGAATCAGATATGATAAAGATCTTGAAGAAGAACAACCCAAAAATTCAAATA -AAGGGTAACAATTTATTTGCAAATATTAAAATTAACGGCTATTCCTCAGGAAACAGAGTTTTAAGTATGG -ATATAGGTAACGTCAAGGTAAAAGGAACCGATTTCCGAAAGATGTTTAATTTAAAATCAACTAATTTTAA -ATTGAAAAAACTTGCCGGAGGAAAAATATCTATAACAACTTATGGTTATGGCCACGGAGTAGGTATGAGT -CAGTGCGGTGCCAATTATTTGGCTCAGCAGGGTAGCCATTACAAGGAGATACTAAAATATTACTATAAAG -GTGTTGAGATAACAAGGCTGGACTCATCCCAGAAAAAATAGTTTCGTATAGTCAAATTACGTTTCACTTA -CATGTATATTGTTGCCAATAAAGGAAACAATATTTAATGGAGGTGGAATATCAAATATGAAGAAACTTAT -TCCAGACGAAAATAATTGGAAAAACAAACTGTCTAAATTCTTTAGCAGTAAGGGATTCTATGTAGTTTTA -GCAGTTTGTATAATAGTTGTGGCGGCAACGGCAATATTATTAACAACTCAAAACATGAAGGATACAGGAA -AAATAATTCCCGGTGAAGCTGCCAATGCTAGTCAGGATGAAGCAACAAAAGCAGTATCCGGCAAACTGGA -CAAGACCAAAGCAGCGAATAACAATACACAATCGGCTGCAAGCGAGACTGCAAAGTCGACACCAACACCA -CCAAAATCAGGTGAAAGTAAAAGCAGCAAAAGTGCATCTGCAAATGCTGTCATAAAATTCAGTTGCAGGC -CAGTAGACGGTCCTATAATGAAGGATTTTACACGTGATATCAATACTTTCTCTGAATCAAAGACATTAGG -AGACATAAGGGCACATGACGGTATTGATTTCAAGGTAGAAAAGCTTACCAAGGTCAGAGCTGTTGCATCC -GGAACAATATCAAAGGTTGAGGATAATACCAATGGCATAACTGTTGAAATTACCCATTCTAATAACCTTA -AAACCAGGTATGCAGGGTTGTCCAAGCAGAATCTGGAGGATATAAGTTGTGGGTTAAAGGTTAAGGCCAA -TGATATAATCGGTCTTGTTGGAGATCCTATTCAGATAGAATGTGAGGATGGGCCTCACCTTCATTTTCAG -GTTCTCAAGAATGGTAAATCCGTTGACCCGTCACCATATTTAAGTGTACCGTCAACAGCCGATAAACAGG -GAAAATAGGAATAAAAAACACTCATATTATAATAATTGGGGAAGTACCGCAGATCTTAGTTTTTAGATTG -TGGTACTTTTCTTTATACATGGGTTTATGGAATGGGCTTTACTATAGGAATTATTGTAATATTGGTACTT -AAATAGTAAAATAATAAATATAATTAAATAAATTAATTAGAATATTTGGGGGTAACCAGATGTCAAAGAA -ACGTGTAGCTATTATTTTTGGCGGGCAGTCATCCGAGCATGAAGTTTCAAGAGTATCGGCCCAGTCAGTA -ATAGAAAATATAGACAAGCAGAAATATGATGTTGAAATTATAGGAATTACTAAAAGCGGACAATGGCTAA -AATATGACGGACCGGTTGAAAAAATAGGGAACGGTGACTGGGAAGCCATTGCACAAAAAAAGCCAGTGGA -AAGCCTATCTCAGGCAGGTATATCTTCTTCCGGAATAACTACGGTAAATTCCGTGAGACAGATAATGCCA -GGGAATGTAAAAGCTCCCATAGATGTTATATTCCCTGTATTACATGGTTGCAATGGTGAGGATGGGACTA -TTCAGGGACTTTTTGAACTTGCAGGAATTCCCTATGTAGGGTGCGGTGTACTTGGTTCAGCAGTTGGGAT -GGATAAGGCCTATACAAAGATAATATTTGAAAAGGAAGGCCTTCCCCAGGGAGACTATCTTGTATTTAAC -AGGAAACAGGTATACAACCGGATAGAAGATGTTGTTGCTCAGATAGAAGGCAGACTTACATATCCGTGTT -TTGTAAAACCATCCAATGCCGGTTCATCTGTTGGCGTAAACAAGGCATCTGACAGGGAAAGCCTTGTAAA -GGCTCTAAACATAGCTGCAAAAAACGACAGAAGGATTCTTGTTGAGGAATTTATTAATGGAAGGGAAATC -GAGTGTGCTGTTCTGGGGAATGATAATCCGGTTGCATCAACTGTGGGGGAAGTAGTTCCTTGTAATGATT -TCTATGATTATGAGGCAAAATACCAAGTAGGAGACAGCTCAAAAGTAGTTATTCCTGCCCCAAACCTGTC -CAAAGAGACCGTAGAAAAAATTAGGGAGTATGCTGTAAGAGCGTTCAAATGCCTTGATTGTGCAGGATTG -TCCAGAGTAGACTTCTTTGTTCATAAAGAAACAGGAGAAATTTACATAAATGAAATAAACACTCTCCCGG -GGTTTACACAAATAAGTATGTATCCTAAGTTGTGGGCTGCAAGCGGGATCCCCTATTCAGAGCTGATTAA -TAAACTTATCGAACTGGCTTTTGAAAGGTATGAGGACACCAGAAGAGAGTATACAAACACGCTGGACTAA -ATAAATGTTGAAAAATTTACCGCGAATGTATATTATATTGAAAGTACAAAAGGTTTCGAGGAGGAGACTG -AATGAATAAAGATGTGATAATTAACGTAAAGGGTGTTCAGACAGGTGACGAGAACGACCCCAATACCACT -GAACTTATCACAGAAGGGAAGTACTATCAGAAAGGCGGTAATTATTACATTACCTATAAGGAAAGTGAAG -TAACCGGGATGGAAGGGACTACCACCACATTGAAGGTAGGAGAAGGTATTGTTACCTTGATAAGGTTTGG -AAAGGTTAATTCACAGTTCGTTTTCCAGAAGGGTCAGAAGCATGTTTCGAGCTATAATACAGAGTACGGA -AGCTTTACCGTAGGGGTTTACGCAAATAATGTAGATATAAATATAAATGAAACAGGCGGAGAAATAAGAA -TAGGTTATCAGATTGAAATAGACAACCAAGGTTCAGGAAGAAATGATTTTTATATGTTAATCAGGGAGGC -AGGAACAGCAAATGAAAAATATAAACTCGGAAATACGTCAGCAAATTAGGAATGCTGTCATCAATTCAAT -AAACAAGTCTGTTGAAACAGGAGAGCTTCCTTCGTTGGAAGTAACAGATATTACAATTGAAATACCAAGA -GAAAAAGGTCATGGTGATTTCTCTACAAATGTGGCTATGCAAATTACCAAGGCTGCAAAGAAAGCACCGA -GACAGATAGCTGATATTATAATTAAAAACATAGTTACAGATGGAACATATATCGATAAGGTTACTTGTGC -AGGTCCGGGCTTTATCAACTTTACACTGGATAACAGCTATCTTTATGAGACAGTCAATATAATACAGCAG -GAAAAAGAAAATTATGGCCGTATAAATATCGGAAACGGTAAAAAGGTTATGGTTGAGTTTGTAAGTGCAA -ACCCAACAGGACCACTCCATATGGGAAATGCAAGGGGAGGAGCACTTGGAGATTGTATAGCAAGTGTTCT -GGATGCTGCGGGTTATAATGTTACAAGAGAATTTTTAATAAATGATGCCGGAAACCAGATAGAGAAGTTC -GGTACTTCACTGGAAGCCAGATATATTCAGCTGATAAAGGGTGAGGATGCCATAGAATTTCCCGAGGACG -GATACCAAGGCGAAGACATAACAGAACATATGAAGGATTTTATCGCAATACATGGAGATAAATACATCAA -TACAGACTCCGAGGAAAGGAAAAAAGTATTTGTTGATTTTGCACTTCCAAGGAATATTGCTAGAATCAAA -GAAGGACTGGAAAGCTACGGTATACATTTTGATATATGGTTTTCAGAGCAGTCACTTCACAAAAGCGGTG -AAGTAGCGGAAACGATACAGCTTCTCAAGGACAGGGGCTGTACCGTTGAAAAAGAGGGAGCTCTCTGGCT -GAAAGGTTCTGTAATAGGCAGTGAAAAAGACGAGGTTCTTGTAAGAAATAACGGTATTCCTACTTATTTT -GCGGCAGATATTGCATATCACAGAAACAAGTTTGAAAAAAGAGGTTTTGAGTGGGTTATTAATCTCTGGG -GTGCCGACCATCACGGGCATGTGGCAAGGATGAAGGCAGCTATGGCTGCACTGGGAATTAACCCGGATAA -ACTGGATGTAGTACTGTTCCAGTTGGTAAGACTCTACAGAAACGGTGAAATTGCAAGAATGTCCAAAAGA -ACAGGCAAATCAATATCTCTTATGGATTTGGTTGAAGAAGTAGGAAGAGACGGAGTAAGATACTTTTTCA -ACACTAAAGCTTCCGGCAGCCATTTGGATTTTGATCTTGATCTGGCCGTAAAGCAGTCAAACGAAAACCC -TGTTTTCTACGTGCAATATGCACACGCCAGGATATGCAGCATGTTCAAGCTTCTTGAAAGCGAGGGTATC -AAGGTTCCTTCAGCAAATGCAATAAAGGCTGAACTACTTGATAAGCCTGAGGAACTTGAGCTTATCAGGA -AGCTTTCAGAATATCCTGATGAAGTAAGAATATCCGCTGAAACGCTGGAACCAAGCAGACTTACCCGATA -TGTTCATGATGTTGCTTCAACCTTCCACAGCTTCTACAACGCGTGCAGAGTCAGGGGAGAGGAAGAGGAG -CTTATGCAAGCAAGACTTGTACTTGTAGACTGTACAAGAATTGTAGTAAAAAATGTTCTTGATTTGCTGA -GCATAACAGCTCCCGAGAGAATGTGACATTAACGTATAAAAAAGCCGGCCCAGTGAGCCGGCTTTTTATC -GTTACGGAACATACGTATAAATTTTACTGTCTGTAGGACTTAACGTAACACCTTTAATTTTGAACAAATC -ACTCAAAGTTACAAAGGTATAGCCCTGGCTCTGAAGCTTAGGGATTATAATATCTAGAGCTTCAGGAGTT -GGGTGAGGTAAAGGCTGAACATCATGCATAAGGAGTATTGCACCGTCTCTTGTACCTGCTATTATAGCAT -CTGCTCTTTGCTGGGCAGTAGTTGACTGAACCCAGTCATTACAGGTCACGCCTCCTGCGAATGTCAAGTC -AATCGCGTCAAACATGGAACCGCCTGTTGCCAGGTTTGGTGCACGGAAGAATTTTGGCGTGGTTCCTGAA -TATTTTACTATTGCAGCAGTTGTATCATCCACAGACTTCTTGATGGCAGAGTAAGACATCCCACTCATAC -TGTCATATGCCCATGAGTGGTTTCCTATTTCACTGCCCGAGCTTATGATTCTCTTGATTACAGGTGCTGT -AGAATCATTGATTTTCTGTCCTATCATCATAAATGTAGCAGGTACTCGATATTTATCGAGCTTATCCAAT -ACTTTTGGAGTAAGTGTTACGTCAGGCCCATCATCAAAAGTTAGAGCGACAACTTTACCGGTAATTGGTG -GAGTTCCCACAGGCAGAGTAATAGTTCCTAACAGGAACTTTTTAAGATTAGCAAAATCAATAGCGTCCAC -TGCCTTATCAAAGTTTGTGTCAGCAGCTGTAAGATTAGCGATTGTACCCTTACCTAAAAGGTATGATTTT -ACCGTTGCGTAATCAATGGAATCTACAACTCCATCGTTATTTACATCTCCGTATTTTACGGTGTCAGCAG -CTTTACTGACAGGGCTCATTACAAGAACAGAAGCTGCAATCAGGGACACAGCAAGAAGTCCCTTAAGAGC -CTTTCTTAAATTAAACATAATTTTTGCCTCCTTCAAAATTAAAAATGGGTTTGAAATAAAACAGAACCTT -TTTATCAATCCTCCTTTACAGGCAGATATTACAGTAGTTTTGACGGATTAAACGAATGGTATTAGCTTGG -AATTATAATAATTATAATCTTGATAATATAACGATTATACTGTTGTACATATTATATAACAGTAGTATTG -AAATTTCTAGGTGAATAACTATAATTTGTAAAACATATTTATAAAAGAATATGACAAAAAAATACTCCTC -AGATTTAAAAACTCTGAAGGAGTATTTTATATAAATGGTATGTTTAATTAAACTTTAAATCCTGCAACGT -ATTTTCTGAGGTTTTCGGATGACTTCTTTGATGCCTCCGACAGCTCAACCACTTGTGAACCTTTTATATG -GATATCGGATGAACGGGATGCAATATTTGTTGTACCAGTTGCACTCTCATTAACGGAAACGGTTACTTCG -TTTATGGCTTTAAGCATATTACCAATTGAAACCATAAGCTCCTGAGAAGTAGAACTGAAATCCATTACCA -GGTTATCAATACGTGAAGCATCGTCGCTGTACTGCTCGCTTGAGGCAGTTTGATTTGTATAGTCTGAGAT -TACTGTACTCTCGATAAAAGATAATATGTTTTTTGAGCTTGTTACAAGGTTCTCCACAGCTGTAAATACC -TCTTTGGTGACACCTTGTATTTCGCTGACAGCATTTTTTGAATCTTCGGCAAGCTTTCTGATTTCATCTG -CAACTACAGCAAACCCTTTTCCTGCTTCACCCGCTCTTGATGCTTCAATAGCAGCATTTAATGATAGCAG -GTTGGTTTGAGTGGTTATCTGCATTATTGAATCAGACAGAACTCCGATTTTTTCTATGGACTTTGCATGT -TCAATGGCTGTTGTAAGTTCACTGTTTGCCGATTCATATATACTATAAGCATAATCTTTAGACTCTTTGG -AGGAAATTTTCAGCATATCTGCCCGCTTACTGATATCTTGAGCGGCAAAGGATGTTTCCTGAGCTTTTCT -TGCTATATTTTCCACAGCAGTCTCAATATCTGACGAGGTTGCACTCATTTCCTGCATAGCAGCGGCCGTT -TGCTCCATACCTGCCGACAGTTCTTCGGTTGTTGCAGAAATTTCTTCTATAGATGAGTTTAAATCGCTTA -TACTGACAACGGACATTCCCAAGGATTCGTCTATATTGTTCGATTCATTGTAAATAGTTCTAATAATCCC -TTTTACCGAATCTTGTAATGTATTTGCACACCTTGCCATATGTCCTATTTCACTTGAAATCTTGAGAACA -CTGTCTGGTAATGAAACACTGAAATCTCCTTCTGAAAATTTAATAAGGCAATCATTGATTTTCTTGATAG -CTTTGGACATTTTGTTTCCAATATAATATGATATAGTGGCTCCAATGAGTAAAATAATTAATACAACAAC -CCCTATTTTGGTAAGATTATCTTTGATTTGATTGTCCACCACGGATTTGTCTATACCTGTAAACCACATA -CCTACAATCTTATTGTTGCCGTCCCTTAAGGGAGTATAGTATGTAAATGAATTTTTCCCTGCAACCAAGG -TGACGCCTTGATAGTCATTGCCCTTCTTTAAAACGGTGTCTATAACCTCTTTTGATGCCTTACTGCCAAC -TGCCCTTTGTCCGTTTTCCTGCAATACGTTTGTTGATACTCTTGTATCATTCATGAATATTGTTGCCAGA -TTACCCGTGCTTTTTTTTATATTATCCACAAACTGCGTATCTTCATTAACAACATGGTCTCCTTTTAAAA -GAGAGCCACCAACAACTTTCCATTCTCCGGGATATCTCTCGTCAAGAAATGCCAGGGATAAACTAGCACT -AGATTTTATATTGTACTGGTATTGGTTTTTTACCATACTTGAAACCATAAAATATATAAGCAGGGAAATA -GACAGAGTAAATAACAGAAGTACTGAAGTAAAAGATAAAACAAGCTTTGTTTTGATTTTCATTTATCAAT -CTCCTTTGTTATAGTTGCTGTATTATGAATGGAGTACAGCTAAATTCTACCATAAAATCAGTATACCAGA -AATAGTTTTCATATTCATATCATACCAAAAAAATAGTACTATAGTGCTATTTTTTTGGTTATTGTGCAGA -GTTATAGTTGTAATAAAACTTTAATAATAAAATATGGTAAAAAACCGATATAATTATTATAAATATAACA -ACTTACTTGGAAAACGGGAGTTAGGATAATGAATCTAATTAAGCTGAAAAATGTTAAAGGGAAAAAACTC -ATTTCAAGGGCAGCTGCAGCAATACTTAGTATGACGCTGATCAGCCAGACATTAGCTGTCGGTGCTGCAA -ATGAGAAGATTATAAATTCTTTTAATGCAGTTCCAACGGGACAGGCAATTATAAATAATCTTAAATACAC -AGATATAGCTGGTCTTGACAATAATTCTAAAAATTCAATATTCCAAAACGGGTCCTTGGGAATTTACATA -TCGCCCGGTAGCAAGAAATTTAATCCAAAAGGGTATATTACTAAAGAGATGGCTCTTTATTTAATATATA -CCGCTGCAAACAGAGTCAGTGAAGTAGATGAACAGGGGCAGGCACTTAACACCGACCGTCCTGTAAAGAA -AACAAATCCGCAGGATGTCCTGTTTGATGGAAGCTTGCAGTTGGCAGCAAATGATGGACTTATATCCGAA -ACGGATTTAGCTGACGCGATGCAGGCAAATCAGAAAACACTTGGTGCCTCAGACTTTAAGAGAAATTCCC -CTGTACAAAGACAGGAATTTGCAACATGGATTGCAAAGGCACTGATGATACCACCTGAACCACAACAGCA -GGAGCTGCTGAATAACTTTTCTGATTGGAAAAGTTGTAAACCGGAAAACGTACCTTATCTTGAGGCCGTA -CTCCGGGCAAAAGTCATGAACGGAAACGGCTCGGGCAAATTCCTTCCTCAAGGTATGGTTACAAGACAGC -AAGCCGCAGCAATTCTTAAAAATGCAGAGAATATTATATTGCCTCTTAGAGACCTTGAACAAAGAAATGC -AACTGTAGAAGGTATTCAGTCAGGAAGGGACAGTTCCAACGGAAGCACGACTGACTACAATACAATAACA -ATAAGAAACTCCGACGGACTTCTGGACGAAATTACCGTAACTAAAAGCAGCAGAAAGCCTGTATCCAATA -CAAATGAATTAACAGGTTCTGCTACTGCTTCATACAGCTCGGAACTGCCCGTATTCAAAAATGGAAAGAT -AACAGGTTCGTCAGACTTAAAAGCAGGCGACCGTATACAGTACATATCAGGCACTGAGGACAAGATTGTC -AGGTACGTACGTGTTCTGGCAAAGAATGAAGTTGCTCCCGAAGAGGTAGAAAAAGGATTATATGCTGGAA -TAGTCGAGGAAAACAACCCACAGCTGGGTTATATTACTTTATATAACGAGGATGGAACAGGAAAAACTCC -TCTAGCACTTTCAAAGATTAGAACGTATAACTACGCAGATCCTAACGATATAAAGGCATATAAAAACCAT -GTAGAAGCCCGACTTGATGATATCGAAGCGGGAGATACTGTGTTCATAAGGGTTGATTCAAACAACTTGG -TTACTTCTGTAAGTGGTGTGGACAATTACACTGTGAGATACGGAAAAATTATTTCCAAAAAGCTAAGTTC -TATAATTGTAGAAGCTGATAAAAAGCAGCAGACCTATAATATAGACCGTGCAAATGTAATCAAGGATGGG -AAGCTTGTAAAATACAGTCAGCTTAAAGACGGGGATAGTGTAAAGCTTCTGATAAATGAAGCACCAAATA -TGACAGTATTAAAAGAAATCACCGTAGAAGGTGGCGATAAGCTTGTATCAAATGTATATAAGGGAACCTT -TGATTACTACAATAGCATATCAAATACAATATTTATGAATGATCCATGGACTCTTAGAAACGGACAGTGG -GTGAAAGAAACCAACGGTTCAAAGGTAATTGAGCTTGGAAATGGTTTTACTGCATATTTCGACGGACAAA -AAAGAGCATTAAAGGACCTTACACTGTTAAAGGATAACACCGTATATATTGCAAGTGAAAAGGACTATGG -AAACGACGAGCTTGCGGTTGTAGCTTCATTTACAGACAGTACGGACAAGGAAGTACCGTATGATGACAAG -GTTTATATAACCGCAACAAATAGATTTGTACTTGAGAAGAATTTTGTAAATATTACATATAATCCCGGAA -CAATTGTTATTAAGGATGGACGCCTTGTTCAGGGAAGCAGTGTTTCAACTGACGATTACGCTTATGTTAT -GGCAAACAGAGACAACTCCGGCAGCAACAGTACTATAGTTGCAGGAGTGGTTTCAATAGAACAGAGGCCG -GGAACAGAGGCCGTTCAGCTGTACAGAGGAAGAATCAGCAGTATAGACGAATACAAGACGGTGACACTGG -AATCCTATTCAAGGCTCAACGGTACAAACTGGGTTTATGCAAATACTCCAATGACCTTTAACCTGTCCTC -CAACACGCGTATTACTGATACGGATGGAATCGTAGGTCAGGGCGACTTTACCGATGAAAAAACGCAAGGT -ACCTTTAGTGGCAGGACTGTTTACATATTGGGTGACGGTACTGATGCTGTAGAAATAAGTACGGCACCAT -TTGGTAACTTTAATATTCAAGGTATAGTAAGCAATACTGTAGGGGGAACTGTAGCTGAAGATGGAACGGT -TATACAGGAGCCACAGTCAATTATTTTAAAAAACTGCAGGTACTACAATACTTCGGCACACCTGTGGGTA -AGCAAGGGGGACAGTAATTTTAACATTCTCACAAATTCACTGATCCTCAAAAACAACAAAAAGATTAATC -CTTCTGACCTGAAAAAAGGTGATTCAATACGGGTACTGAAAAAGGACAATGCAGTTATAGGGGATGCATA -TATAGTAATAGTTGAATAACAGATAAAATATGGAGGTACTTAAATTGCGGAACACATTTTACCAAAGAAA -TAAGAAATACAGTATATTAACAAAGACTGCAGGATTTGTCGTGTCGGCTGCCTTAATAATCGGAATGGCA -ACACCCGGCACTGCATATGCACTCCGGGGAGACAGTGGGTACGAAGGAGGTATTTCCTCTGGAGAAAATC -CCAATGTAACAGTAACATTAACAACAAGCAAAATCAGTTATCAGTATCAGGAGCCTTTTTTCCTTACAGG -GGTTCCTATAGTTCTTACAGGAACAATGACTGTAAATAAGAAACTTAATACCGATTCCAAAACAGGTGTT -CAGACACTTACTACAACATACGATTATAATGTACCTAATTCAAACAATAATTCCTTGGTAAGAAAGATAG -TAATGACGACCACAATTACCCCAAGAGACAATGGTCAGAAAACAGAGACAACTAAGCTGACAAGCGCCTC -TGAAACGTTAAAACTTAATGGAGTTAGCTATTATATTTCAAAAAGTAATCCCAACGATTATATGATATCC -AAAGCTATAACCAATGACTATCAGCCTGCTGTAAGCTATTTTGCAGGTACTCTCATAGGCAAGAAAACCT -ACCATGTAGGCAGTAGCACTAGTCCGAATACAATTGTAGTGGATTCCACATGTAATACAGTGGGCTACGA -TGAATACTGGAGTACTGCTGAAACCCAGATAATAAAACAGACTATTACCAGCCGCAAGGGAGGCCAGGCA -GCAATAGTCCTTGGAAACGCAAATATAGACATATCAACGACTACGACAAAACAACTGAAATACTATGAAA -ATCAGCCTGAGCAAATCAGCTTTGAAGGAGGCTATTATAAGACACAGTATAACGAAAATGTATTAAAATA -TACAGCAAACCTTAAAGAGCTTGATAAAAATGGGGTGCCTACAAGTAAAACCGTTACATATACCAGAAGC -CTCAAACTTGAGAGCTTTCCCTTTAATGACCCGTTGGTTGCACCCAATCTGAAAAAGATAAAAGGTCATC -CAGCAGAGGAGAGCATGGCTATAATGTTTGGTCTTGAGGCATACAAGAATATAGACAGCTTTAACCCACA -GGAATACATGAGTAGAGGCGAGTTTATCGACGCTTTCTCAAAGGTAGCACCTGCGGTACCTCTGGACCCG -GTTTTTAAGCCTAAGACAACCAAAAGCTCCAGCAGGAAGAAAGCTCCCGTGGTATTGCTTTTCAAGGATG -TTCCTGAGAAAAACAAGTATTTTTCAAGTATAAATGATGCTGCAAACAGAGGAATTGTGTCAACGGGAGG -TAATTTCAGGCCGGATGCAAAAATAACCTTGGCAGAAGCAGTTACCATGATGATAAATTCGCTGGGACTA -AAAGGACTTGCTCCCAACCCGTCACCTGTCACAAGATTCAAGGATAACGACAAGATACCGGGCTATGCAA -GGGCCCCAATGTATGTTGCCGAAAAAATAGGCTTAATTCAGGAGGACAGCAGGGGGTATATTTATCCGAC -AGCTAAAATAACAAAGGCAAATGCGGCCAGAATTATGAAAGTATATATTGAATATATGAACAGCGGAATA -CGTAAAGAGTATATGGAGCGTATTATCAGCTACAAATAAGAAACCTGCTTGGAGGACATTGAAAAATGAA -CAAGTTTAGAAGGATTACGGTATTATTCCTTGTAATATCCATATCTCTTATGGTATTTACTTCTACAGCC -TTTTCAGCTGACAGTAAAACTACCGATGGAGAATATCTGCAAAGCATTATTGACCTTATAAAGCAGAAAT -ATAACGGGAATATCACAGATGATGAGCTTTTACAGGGAGCCTTAAAGGGAATGTTTAATACTTTGGACCA -ATATTCCCAATACTATACTCCTGAGGAATTCGAAGAATTCTACGGTTCCCTTGAAGGAGCAGTCGAAGGA -GTAGGTATTTCGATTGAGAAAATTGATAACAATCTGATAGTTAACAAGGTATTTGCAAATTCTCCTGCCA -AGAAGGCCGGAGTTCTTTCTGGAGACAGGATAGTGCAGGTTAATGGAGAGTCTGTTCAGGGAAAAGAACT -AAATGAGGTTGTTTCAAAGATAAAAGGTATGTCTGGTACAAAAGTAAAGCTAGGCATAATGAGACAGGGT -ACAAAGAACCTGATTACACTTGAAATGTACAGGGCACAGGTTGACTTGCCAAGTGTACATTACGAGTTAA -GAGGAAACATAGGATATATTCATATAGATTCATTCAGCCAAAACTCTTCAAAAGGCGTTTCGGAAGCTTT -AAAATATTTTGACGGTAAAAAGGTTACCAGGATTGTTCTGGATTTACGGAATAATCCGGGAGGATATCTG -GATCAGGCTATAGCAATTGCCCGGTATTTTGTGCCCAAAGGAATAATTACAACTCTTGATTATAAAGACA -CATTATTAGAGGATAAAATATATTACTCTGATTTAGAGAAGGTAAAGTACAGCCTTGCCGTACTGGTTAA -TGAAAACACAGCCAGTGCTGCTGAAATACTTACAGGGGCTATAAAGGATACAAAAGCCGGAGTGGTAATC -GGAAGTAAAACCTTTGGAAAGGCGAAGGTTCAGGAATCCATACCAATTTTGACTGATGAGGCCTTTTCTA -AGTTTAATGAGGGCAGCGAGAAAAAGTCTGCAAACGCATATGACTTTAAATCATATATGACTGATTTATC -AGGGTGGGCAAAGATGACAATAGGCTTGTATTATACACCGAACGGCAATTGCATTGACTTGAAGGGTATT -GAGCCGGAGATAAAAATAAAGGAACCAACACCCTTCGGAATACATGTGAATCTGTTAGAGCCTATGTCCG -TTACGGTGAAGCCTTCACTTGGAACTCAGTATTATGATGTGTTAAGTGCAGAATGTGTATTAAAGCTTTT -GAACTACAATATAGGCACACCTGACTACATATTAGATGCAAATTCTGTAGAAGCTATAAAAAAGTTCCAG -AAGAGTAATAAGTTGAGCAGTTCGGGTATTCTTGATTTTACTACTCAAAAGCTTCTAAACAAAAAGATAG -CTGATATTAAACTAAAGCAGGATAAAGTATATTCCAGAGCTATATCCGAGTTAATGAAATAATTGGAATG -AAAAAAACAAGTAATTCAAATAAATATATTGACCTTTGTTTTGCCAAAATATAAAATATTAAAAGTATGA -GTAAGATGGATAAGTATTGTCTTATTCAAAAACAAAATAATTAAACAATACATTCCTATATATTGTAATT -ATGTGAACATATCGAGAGGAGCAAAACAATGTCAGTAAAGTATATCTTCGTAACTGGTGGTGTTGTTTCG -GGATTAGGGAAGGGAATAACAGCAGCATCATTAGGAAGGCTTCTAAAAGCAAGAGGAGTACATGTCACAA -TCCAAAAGTTCGATCCATATATAAATGTTGATCCAGGAACTATGAGCCCATATCAGCATGGAGAGGTTTT -TGTAACTGAAGATGGAGCAGAAACAGACCTTGATTTAGGTCACTATGAAAGATTTATCGACGAAAATCTT -AGTAAAAACAGTAATATTACAACAGGAAAAATTTACTGGTCGGTTATCAGCAAAGAGAGAAAAGGTGACT -ATCTCGGAGGTACAGTTCAAGTAATACCGCACATAACCAATGAAATTAAAGATAGAATTTACAGGGTTGG -AAAATCGGAAAGAACAGATGTTGTTATAACAGAAATCGGCGGAACAGTCGGTGATATTGAAAGTCTGCCT -TTCCTAGAATCAATAAGGCAGGTATCTAATGAAGTTGGCAGAGAAAATGTGATGTATATACATGTTACAT -TAGTTCCATATTTAGGTATATCTGGAGAGCTTAAAACAAAACCTACACAGCACAGTGTTAAGGAATTAAG -GAGTATTGGAATACAGCCTGACGTAATAGTATGTAGAACTGAAAAATACCTGTCCCAGGATATGAAGGAA -AAGCTAAGCCTTTTCTGTAACGTACCGGAAGGTGCAGTTGTACAGAACCTTGATGCAGAAGTACTGTATG -AAGTACCTCTAATGCTTGAAAAGGAAGGGCTTGCCAAGATTGTATGCAAGAGGCTTGGACTTGAGTGTAA -GGAACCGGACTTGGATGAATGGGAGGAAATGGTAAGAAGACAGAAGAATCCAAAGAGTTCTGTTACTATA -GGTTTGGTTGGTAAATACGTCGAATTGCATGATGCATATTTAAGTGTAGCTGAATCACTCCGTCATGGAG -GTATAGGTAATGATGTTGAGGTAGACATAAGATGGGTTAACTCTGAGGAGATTGAAAACGGAGAAGTTAA -CAGCTTTCTTCAGGGAGTAGATGGAATCCTTGTTCCTGGAGGCTTCGGAGATAGAGGAATAGAGGGAAAG -ATAAATGCAATAACTTTTGCAAGAGAAAACAAAATACCTTTCTTTGGTATTTGCCTTGGAATGCAGATGG -CAGTTGTAGAATTCGCAAGAAATGTAGCAGGTCTGCATGATGCAAACAGTTCGGAATTTGGGGAAACACC -GTATCCCGTAATCGACCTTATGCCTGAACAGCGTGAAGTAGATGAAATGGGGGGAACAATGAGGCTAGGT -GTTTATCCATGCAAGATTAATGAAAATACGTTAATTAAAGGTATTTTTGAGGATGAACTTATTTACGAAA -GACACAGACACAGATACGAGTTCAATAACGAATTCCGTGATACGTTTATTAAAAATGGGATGACATTATC -TGGTTTGTCACCAAGCGGAAAGCTTGTTGAGACTATTGAGCTCAAAGACCATCCGTGGTTTGTCGGAGTT -CAGTTCCACCCTGAATTCAAGTCAAGGCCAAACAAGCCTCATCCGTTGTTCAAAGACTTTGTAAGGGCGG -CATATGAATATAAAACTAAATAGATATATATAAAGAAGGGCTGTTGCACAATGAGAAAAATATTCACTGG -GCAGCAGTCCTTTTTTTATTTAAGAAATCAATATTTTCTTTTCTTGTATAATTAATCTTAAATTTGACAA -CAATTATTCATATAGAGTTATTTACTAATTATGAGTAGCGGACATAATTTTAGAAATTTAAAAACAATTT -ATGTTAATGCTAGTTAAAAAAAGGAACATTGGGGAATATGGAGGGGTATCATATGAATAAGAGTTTGTCA -CTAAAACCAACTAAAATTTTAAGCGTATGTATAACAATAGCAATTTTGATAGTGTTTTCTTTATGGATGC -TGTCTTACACTTATGCTGAAGACGTAAATGCAGGACTTTCACAGAATCTCGTAAGACTTCATGTAATAGC -GAATAGTGACTCTGCATCAGACCAGGCACTAAAGCTCAAGGTAAGAGATGAAATTATCGAGTATATGAAG -GAAAAGTTATCAGATTCGAGAAATATAGATCAGACAAAAGAAATAATAAATCAAAATTTACTTAATATTG -AAAATATATCAAAAGAAGTAATTAAGAAAAATAGTAGTAATTATTCGGTAAAGGCTTCGTTAGGGAACTA -TTCATTTCCTACAAAGACATATGGGGATATTGCTCTCCCTGCGGGAAAATATCAGGCATTAAGAATAGTT -ATCGGTCAGGGAAGCGGAGCAAACTGGTGGTGTGTACTTTTTCCGCCTCTATGTTTTATTGATGCAACAC -ATGGAACTATTCCCGATTCTGTAAAGCAAAATCTTAAAACCTCACTGTCGGATGAGGAATACAAGCTTAT -TACTACATCTGATGAAGAAATACCTGTAAAAATTAAATTCAAGCTGGTTGAATTTCTTGAAGGTTCAAAA -GTAAAATTGTCCGGAGTAATAAACAAAATGTTTAATTAAATCCTCCTGTTTTAAAAAGCTATGTAGTATT -GTTTTCTGCATAGCTTTTTCTGTTGTAAAGAATTAATTATTCTAATTTTGGTAAGTACTGATATAATTTA -ATTAATATAATAAATTTATATCATTGGAATGGTGGTACTTTATGTTAATTATAAATTGGTTTAGCAGTAA -CTCGGAGTTTTATTTGTCAATGATAATAAGGTTGGCATTGGCTTGCCTACTTGGCGGTTTCATAGGCTTT -GAAAGAGAACATGTACATAGGCCCGCCGGTTTTAGAACACACATACTTGTTTGTGTTGGTTCAGCTCTGG -TAATGATAACTTCTGAATATATCTATTACCATTTTTCTTCCCATGTAAATACCGATCCGGCACGACTGGG -AGCACAAGTCATCAGCGGAATCGGCTTTCTGGGGGCAGGAACAATAATAAAAGAAGGAATAAGTGTCAAG -GGACTGACTACAGCAGCAAGTCTGTGGGCAGTATCCTGTGTGGGGATAGCTATAGGAATAGGATTTTACA -GCGGAGCCTTTATTGCTACTGCATTTATTTTTCTTACACTTGTTGTAGCAAAAAAGACACAGAGCAGAAG -GACTGTTAAAAAAAGCCTACGTTTGTATGTGCATACCCAAATTAAAAAGGGCGAAGTAAACAAGCTTTCA -ATGATTATTCAGGAAATGGGAGCTGTAATCAAAAAGACGGACTTTATAAGCAGTGAGAGGGATGGGGAAA -TGGTTATCAGGTTCACTTTAGATTCCAGTATGGAGGTTTCGATTGCGGAGATTATAGAAGCTATTCTTTG -CAACGACGCAGTAAGGCGGGTTTACGAGGAAATCTAGTATATTTCTTATAAATAAACATAATATCTCAAT -GGACAACGGGTAAAATCTTGTACTATTTTTGTATTCCCTTGAATAGACATATTCGTAGAATACAAGAAAG -GTGATTTTCAAAGGTGACAAGATGAGTGTAACAGAATCCATGCTTGACTTTACTAACCCCGACAACCTTT -TATCAAAGGGCCTTACTGATAAGGAGGCCAGAAGAAAGCTAGAAAAGCACGGACCCAATCTGTTGTCGGA -AAGAAAAAGAATTTCCCCGATTAAAATCCTGTTTGAACAGTTTACTGATTTAATGGTTATAATCCTTATG -ATTTCAACTGTTATTTCTGGTTTTATGGGTGAAATGACAGAAGCAATTACAATAATAGCAATAATAGTAG -TAAATGCCATAATGGGATTTGTGCAGGAGTACAGGACCGAAAGAACCATGGAGGCGTTAAAATCTCTTGC -GGCACCCTATGCAAAGGTCATCAGAAATGAGCAGCAGGCAAGTATACCTGCGGAGGATATAGTTCCAGGA -GATGTTATTGTCCTTGAAACGGGGGACAGGATAGCAGCAGATGCGGCCATACTTGAATGTAACAGCCTTC -ACATTGACGAATCGCTTTTGACTGGTGAATCACTGCCGGTTGAAAAACACCAGTTAAAGAACAAAAATGT -CTTGATGGACCCATTTGATAAGAAATCCTCTGTATATATGGGAACAGTTGTAACTGGAGGAAGAGCTAAA -GCAGTAGTATATGCTACGGGTATGAAAACTGAAATGGGCAGCATAGCCGACATGATTCAGAATATAGAGG -ACGACGAAACTCCTCTGCAAAAGAGGTTGGGGCATCTCGGAAAATTTATAGCCGTAGGGTGTCTGATTAT -ATGTGCAATAGTATCGTTTACGGGAATAATAAGAGGCGAAAAGCTTTTCAACATGTTATTGTCAGGAATA -AGTCTGGCAGTTGCGGCCGTTCCAGAAGGATTGCCTGCAATTGTTACTATTTCTCTTGCATTGGGTGTCC -AGAGAATGCTAAAAAGAAATGCACTTATACGCAAGCTGCCAGCGGTAGAGACTCTTGGCTGTGCAAGCGT -TATTTGTTCTGACAAAACAGGAACCCTTACTGAAAATAAAATGACAGTGAGGAAAATGTATGCATCAGGC -TATCGGCTTGACATAACAGGTAATGGTTACAATCTGGAAGGGAATTTTCTTGTTGATAACAAGCCTACTG -ACCCGGTCAGGGTTGATGGAATAAGGCTGGCATTAGAAATAGGTGCATTATGTAATAACTCAGTAATTTC -GCATCCTGTGCCGGAGCATACGACGGTGGGAAAAATTAAATCAATTTTTTCAAAGCAGGAAAGCTTCAAG -ATTTCTGGTGACCCTACAGAAATTGCTTTGACCATAGCTGCGGCGAAGGCAGGAATAAACGAAACCTATC -TGAAAAGATCATATAAACGTATTGATGAGATACCCTTTGACTCAGAAAGAAAATGTATGTCCATTATATG -TAAAAATAATTGCGGAGAGCTGCTGGTATTCACAAAAGGAGCACCTGACGTGATTATTGATAAGTGCAGC -AGGATATTATCGTCACGAGGTGTTATCAAACTGGATGAGCTGACCAGAAGATCAATAATAAAGCTTAATG -ATACAATGGCTAATGACGCTTTGAGAGTTATAGGGGTAGCATACAGAAAACTTGAGACCGGTAAATATAA -TCCGGGTAAAACAAATATTGAAAATGAACTTATTTTTGTTGGCTTAATGGGAATGATTGATCCCCCAAGA -AAGGAAGCCGTTGAAGCAGTGCGTAAATGCAGACTGGCAGGAATAAAACCTGTTATGATAACAGGCGACC -ACAAGCTGACAGCTACTGCTATAGCAAAGGAATTAAACATATATTCAATGGGCGATCAGGTACTCACAGG -CCGGGAACTTGACGTGATGAACGAAGCCCAGCTTGAAAAAATAGCGGATTCCGTATCTGTCTATGCAAGA -GTATCTCCAAAGCATAAGCTTATGATTGTAAGGGCCTTGAAAAAGACAGGGCACATAGTTGCTATGACAG -GAGATGGAGTTAACGATGCACCTGCGGTAAAAGAGGCCGATATCGGTGTATCTATGGGCATAACGGGAAC -AGATGTAACCAAGGAAGCTTCCTCAATGATACTGCTTGATGATAATTTCGCTACAATAATTGCGGCAGTG -GAAGAGGGACGTGTAATTTACAATAATATTAGAAAATTTATAAGATATATGCTTGCGTGTAACCTTGGAG -AAGTATTAACCATGTTCTTGGGAATGTTGCTGTGGCTCCCGATACCACTCATGCCAATACAGATTTTGTG -GGTAAACCTTGTTACTGACGGGCTGCCTGCTATTGCCCTGGGCCTTGATCCGCCTGAAAATGATATAATG -TTCCGACGTCCAAGAGGTGCACATGATAGTATATTCTCCCATGGTTTGTTGAAATTGATAATAGCCAGAG -GGATATTTATAGGATTAAGTACTCTGGGTATATTTGTAACCGTCATGTATTTTGTAAATAATGTAGAGCT -TGCCCGTACGGCGGCGTTTATGACTCTGGTACTTACCCAGTTGGTCCATGTATTTGAATGTAAATCTGAA -ACAAGGAATATATTTGAAATCGATATATTTAATAATATGCCTTTGGTACTGGCTATTATTTGTTCTCTTG -CCATGATACTTGCTGTTGTATATATACCTTCGCTTCAAGGTATATTTGAAACGGTTCCTTTGGGATTAAA -CGAGTGGATGCTCATTGCCGGATTTTCACTTATGGGGCCTGTGCTGTCAAGTCTTATCGGAATAAACAGA -AAAAATAAATATTGCTAACTATAAATACAAAGGGGGCTGTTGCAAAACAGAAAGGTTTTCTGTTTTGCAA -CAGCCCCCTTTGTATACAGAGATATTTAGTAGCATTTTTTGTAAAAAGACCGTGAATAAAAGTAGTTTCA -ACCATTCCTAATATATAATATCTTGAAAAGAACTGAAAAAAACTATATAATTTAGCAGACACTAAATGTT -ACATTTAGTTCACAGTTTATTAAAAAAAATTGTGGATAATATAACATGTGTATACAAAACGCATGCCTAA -AAAGTGTTATAATGCACGGAAACAATTTAGGGGGGAAAAAAATGATTGAAATTCAGAATTTGACCAAAAG -TTATGGTCAGATAAAGGCTGTAGACGATATAAGTTTTACAGTTGAGAAAGGTGAAGTACTTGGTTTCCTA -GGACCTAACGGTGCCGGAAAATCAACTACCATGAATATCATTACAGGGTTTATACCTTCAACAGAGGGAA -CTGTAAAAGTTAACGGTTTTGATATTATGGAAAGTCCAGCGGAAGTAAAAAGAAGAATAGGTTATTTGCC -TGAACTGCCGCCATTGTATATGGATATGACAGTATCAGAGTATCTGGGCTTTGCAGCTGATTTAAAAAAT -GTAAGTAAAAAGCAGAAGAAAAGCCAGATGGCTGATATCATGGAATTAGTCAAATTGACAGATGTCAGAG -GCCGGCTGGTAAAAAATCTTTCAAAAGGATACAAGCAAAGAGTTGGCTTAGCTCAGGCACTTATGGGTAA -TCCCGAAGTACTGATTCTTGATGAACCTACAGTTGGCCTTGACCCAAAGCAGATAATAGAAATCAGAAAG -CTGATAAAGGCTCTTGGAAAGCAGCATACCATAATATTAAGCTCACATATTCTGCCTGAAGTTAGTGCTG -TTTGTGAAAGAGTTGTTATTATCAACAAGGGTAAAATAGCAGCAGTGGATACCCCTGAAAACCTTTCAAA -AGGAATGGGTACTGTTAGTAAGCTTTCTGCTACAATCGTCGGACCTAAGAGTTCAATCATTGGATTTATT -CAGGGAATTTACGGGATAAAATATGTAGAACCCCATGTAGAAAAGGATACGGATGTTGTGGAATACATCA -TCGAGTCCGACAAGGAAATTGACGTAAGACGTCCTCTTTTCTTTGCTATGGCAAAAGCAGGATACCCCAT -CATAGAGTTAAAATCTCTGGATCTTACTCTCGAAGATATATTCCTGCAGATTACCACACAGGAAAAGGAG -GTTATATAATTATGTTTTCTATATTTAAAAAAGAATTCAAATCATATTTTACTTCGGCAACGGCTTATGT -AATAATGGGTATGTTTGTTTTGGTTTCTTCTATATTATTTTATATAAACCTTGTATCACAAACTGCGGAC -TTTAATTTTAACCTTAGTTATATGTCCATAATACTTATAATTATAATTCCCATACTCACTATGAAAATAC -TGGCAGACGAAAGAAAAAGCGGCACAGAAGTAATGCTTATAACATCGCCCACCAGCTTGACAAACATTGT -AGTTGGTAAATATCTTGCAGCCTTTTGTGTGTTTTTAATAATGACAGCTATAACTTTTATATATCCTATA -ATTCTTGCTGTTCTTGGTGAACCTGCAATGTCTGAAATTATCGGAGGATATATCGGCTTTATACTTTTAG -GTGCTTCATTCCTTGCATTCGGTTTATTTGCTTCATCATTGACCGAAAGCCAGATAATAGCTGCAATAGT -AAGTGTAGTCGGCTTAGTACTCATGTGGCTGCTTCAAGGAATTGCTCCTGCACTTGGAGGAGTAACGGCT -AAAGTATTAAACTGGTTTTCTCTATTTTCAAGAACAGAAGATTTCTATGCCGGAATACTTTCTCTTTCAC -CAATTGTGTACTACTTGAGTTTTTCGGCTATATTTGTATTTATTACAATAAGAGTAATAGAAAAAAGACG -TTGGAGTAAGGGGTGATAAAAGTGGGCAAATTTAAATTTTTAAATAAAAGGTCTCTTAAATATGGGACAA -ATTCTATAGTTTTAATTGTTGTTGTCGTAGCAATAGCAATTGTCATAAACCTACTTGTTGGAATGGGTAA -TTTCAGATTTGATTTGACTGCTGATAAATTATACAGCTTGAGCGATCAAAGTAAAGATATTGTAAAGAAA -ATCAAGAAAGATGTAACAATATACGGCTTGTTTGACAATGCTACTATTCCCGGTGGTTCCGAATACAGGG -AGATCACAAATCTTATTAATGAATACAAGGGTTTGGGAGTAAAGGTTAAATATGTAGACCCTGATAAGGA -TCCGGGTACAATAACATCTCTTGACCCGCAAAAGACAATGGGACTTACAAAGGGTGATTTCGTTGTAAAA -TCAGGTAATAAGGTAAGAAAACTCGAAGCTCAGGAGCTTTATGGTCAAGCCAATCAACAGTACGGAAGAA -TGTATAGTGCAGAACCACTGATAACAGGAGCTATCAAGTTTGTAACTTCAGATGTCACTCCCGTTGCATA -TTTTGTTGAAGGGCATAATGAAATTCCTTTGACTGAAGATCTTAACCAGGTTTCAAAAATACTGCAAAGC -AATAACCTGGAAGTGAAGAGCCTTTCATTACTCACAGAGAAAAAGGTTCCCGACGACTGCCAACTGTTAG -TATTTGTTTCTCCTCAAAAGGATTTGACGGATGAAGAAAAAATAAAGCTTGATGCATACATTAAAAAGGG -CGGTAAAGCTGTATTCCTGTTTGATTCTCTTGAATCAAGTGAAAAGTTAGCTAATTTTGAAGATTCTTTA -AGCTACTTTAACATAGGAATCAACTATGATAAGGTTAAGGAAAATGATTCAAGCAAACATTTACCGAACG -ATAATTATGCACTTATAGCCAGCTTGGAAAACAATGATATAAACAAAGTATTTTCAGGTGCAAATTATGC -TGTATTTATGCCAGACTCAAGAAGTATCAATATCTTAAAAAATCAAAAAGACTGGCTGACTAATACTCCG -CTTATTACAACGACAGATAAGGCAGAGTCTAATGACATAGTTGGAGGAAAGATAAACAAGGGACCGTTTA -ACCTCGCCGTAGCAGCTGAGGTAAGCGGAGGCAGTAAAGTATTGGTATTTGGTAATAGTAAATTCCTTAG -TGACAGAGCTTTATCAAGTCAGTACGGTACTTACTTCCAATACGGCACAAATTATTTCCTCACAACAGTA -GTTAACTGGATGCAGGATAAAACCAACGAGGAGACTATTTCGGGCAAACTAGTTACCGCTAAGGCATTAA -CCGTAACAGAAAGCCAGACTAAAGTTCTTTCCATTGTTCTTATAGGTGTGATCCCTCTGGCAATCCTTGG -CTGCGGTTTGTTCGTTTGGTCAAGAAGGAGGCACTTGTAAAATATGAAGTTATATAGAAATGCAATTATA -TTGGTTGTAGTTCTGGGACTTCTGGTTGGAGCGTATTTTTTCATCAACAACAAGAAATCCGGAACTACTG -ACCCTGCAAGTCAAACCACGGAGACTGCCAAATCTATAAAGGTAAACGAAATGGATTCTGAGAAAATAAG -TTCAATCGAGTACTCGAGCTCTCAAGGCCAGTTTACGCTTAAAAAGAAGGGTGAAACCTGGGTAATGGAC -CCTGCATTCGAACTGCCACTGGATAAAAACACAATAGACAATACTGTAAGCAGTCTGGCTGATATGGAGG -CAAACAAAGTTGTTGCTGAGAATGCAGACCGTTTAGCTGATTTTGGTCTTGATAAACCGTCTATGGTGAA -AGTGGTATTATCTGATGGAAGCTCAAAAGAAATTGAAGTTGGATCAAAATCGCCTACCGGGGAAGACGTT -TACGTCAAGCTCAAAGGTCAGCCAAAGGTATATACTGTCGGTGGGTATTATGAAGATATGTTAAAACCAA -ACAGAGCACATTATGCCTCAAAGCAAATACTTCCCGTCGAAGCAACCACTATAAAGAAGTTTGAATATAA -AAAAGACGGAAAGATACAGTATTCAGTTGATATTGAATCTGAGTCCGAAATGAAATTAGTAGCTCCCATT -AAAGAGGAAGCAGATACAACAAAGTTCAGTCAGTTGATACAGACAGTTGTACAGTTATCAATTGCAGATA -TTGTTGAGGAAAACCCAACAGACCTTACTAAATACGGTCTTGACAAGCCTGCATTTGAAGTAACCTATGG -TGACGGCAAGACTACTAAAACAATATTATTCGGAGATAAGGCCGATAAAGGGGAAAGTAGTTCATCAAAA -GGTGGAAATATTTTCTACGCAAAGTATCCTGATACAAAGGTTGTATTCACTGTAGATGTTTCTCAGTTGA -CATTTCTTGATGTCAAACTGCAGGACGTAATCAGTCCTTTTGTTTATATACCTAATATCAATGAGGTTAA -TAAAGTTGAATTGAGTATTGACGGTAAAACAATAATATCTGATATAAAGACTGTTGAAGGCAAGAAGGAA -GAGGACAAGTTCAAGGTTGATGGTAAAGATGCAAATATGAAGGACAGCTCTGATCGATCACTTTTCAAGG -CCTTCTATCAGGCAATGATAGGAATAACCTTTAATAAGTATCAACCTGATTTAAAGCCTCAAGGAACACC -AGAGATTACTATCAAATACTACATGAAGCCAGATAATAAGGTAGTTACAGTTGATTATATTCCCAAGGAT -AATAACTACTATTATGCAGTAAAGGATGGTGTCTACACCAACAGGATTGTACTCAAGGACAAGTTTAACG -AAGAAGAAGGAGTAAGAGATACCTACAAAAAGCTTAAAGATGCTATAGATAAAGCAAAATAAAATGTAAT -TTGCCAGGCAACTCCCACATAGAATTATATTGAAAAGTCTATGATGGGGGTTGCTTTTTTGATAAAGGGA -GAATTTTCTAATATACTCAAAGTTGCATTTCTATATATGGCAACAATTATAGGTGCAGGTTTTGCATCAG -GGCAGGAGATTATACAGTTTTTTTCTATATATTATAAAGGGGGATTTCTTGGCATAATACTTGCGGGAGG -ACTCTTTTCCATAGTAGGCTACATAGTACTTAGCAAGGTATATACTGAAAGAATAAAAAGCTATGATGAA -TTTCTATTCCCTATGATGGGCTATTTTTTCGGCAAGATAATGGAATTTGTCGTAATGCTATTTATGGCTT -GCGTTATGAGCGTTATGACTGCCGGGCTAGGAAACATACTAATGGGTCTTACAGGTCTTCAATACAGATA -CTGTGTAATTATTGGAATTACTGTATGCTTACTTGCGATTTTAACAAATATTAAGGGAATAGTAGTACTA -AGCTCATTTATATCTCCAGTTCTTATTGCAGGGATAATTTTTGTAGGGTGCTATATTCTTGTATCAAAGG -ATACTTCCGTATTCAATATTTCTAATAAGTTAGGTGTTATAACAAATAACTGGGCATTCTCATCTATATT -GTATGTCAGCTATAATACAATACTTTCAACAGTACTCCTGACGGGCATGCTGCCTTACTTGAAGTCAAAA -AAAGTCAGTGCATGGGGAGGCTTGCTTGGAGGGGGAATGCTGGGAGCTACAGCATTAATATTAAACTCGG -CACTTTACTTTTTCTATCCTCACTCAATTACTTCGGAAATACCGGTATTGGGAATTATCCAAAACAACAG -TCAGATGTTATCAAAAATATACAGCGGAGTTTTGATACTGGCAATGTTCATATCAACAGTAACTTCAGGA -TATTGTCTTGCAGAAAGGATAAGTAAAAAAATGAAGGTTAATTATAAGCTGGTTGCCATTATAATATGTG -CAATAGCGGTACCTTTGACTTCATTGGGCTTTTCAAATCTGATATCCACCTTGTATCCTGTATTTGGATA -TTTGGGACTGTTTCTGCTATTTGTAATAATATTCCAGTATATAAGAGGTATAATTTCAAGTAGGTATTCA -AGAGGCTAATTATTTTTAAAACTAGGAAAACTGGAAAAAATCGTGTCGTTGTGCTAAAATTTTATTTATT -ACTAAAGATAAAGTAAGAGGTGAAATATATTTGAACACTAATCCAAAGCCTGAGTCCAACGTAATAAAAT -TTAAAAAGTCAGGAATAGTCAGTGTAATATCATTTCTATTACTTTTTATTGCCATATTTGCAACCGCTTT -TATTGTTTATTTAAGAAGTTCAGGCTATGACTTTTCGACCATGAGCGTTAAAGACGCAGTAGCTTTCCTA -AAAGATAAAGAAAATAAGAAAAGTACATCGTCAACAGAGATTACATTCTCTCAGGACGGAAGCATTGACT -GTAAATTGTATGCTAATTTTATAGTAATACTTTCACAGGACAGTATCAAGTGGTATGAACCAAACGGTAA -GCTTCTTCAGGAAAATGCACTGACTTTAGCCAGACCCGCACTTCGTATTTCAGAAAAATATATGGTCGTT -GCCGATATATCGGGAAGGGACATCTTTTTCTATAAAGGTAAAAAACAGCTTTGGACAAAAAAACTTGATA -GCCAGATAATCAACGTGGACATAAACGATGATGGTTATTGTACTGTTGTAACGCAGTCAAAGGAATTCAA -ATCTGCTGTTCAGGTTATAGACGTAAACGGTTTAGAAAAGTTTACAAAACTTTGTGCAGAAGATATTGTA -GTCACTGCGAAAACTATTAATAACGGTGACGATGTATTCATAAATAAGCTAACAACCGGCGGTGTCAAAA -CGGGAACAATGCTTGAATTCAACAACATATATGATGAAAAGCCCTTTGCTTCTATTGATGTTGCAGATAC -CATAATTCCCTTAGTGTTAACTCAAGGTGACAATGTAGTCGCCGTGGGACAAAATCTGATTCTATACATG -GACAAGCAGGGGAAGGAAGTATGGAGAAAAAATGCGGACTCGATTTTCTGTGTTGTGCCTGATATAGGAA -AATACATGGTTGTTGCAGGAAAATTTGCCGGTACGGGGGAAGCTGCCGGACAGAAGGTTCTTGTATTAGA -TAAAAAGGGTAACGAGGTATATAGCTTTGACCAGCCAGAGAATATAATAGGTATGGACATTTATGGAAAC -AGACTATTGCTCCGTACCCAGAGAAGTGTCTACCTGTATAGCTTAAAAGGCAAAAAACTTGGGCAGTATT -CTGCACGGAATGAATTGAAGGATGCTTACCTTGTTGGGGATAATGATGCAATTTTAGTTTCTGGAGGCTC -AATAGAAACCGTAAAGATAGACGATAGTACGACTTAATATACTAAGGAAGGAAACAGTATGAACTGGGCG -GATTTTACAGTCTTGATTATTATAGCCGTATTTACTTTTATAGGATTAAAAAATGGCTTTCTTTATTCGG -TATTCAGACTTTTGTCATACATTCTTTCAGTGGTTTTTGCGGTCAAGTTTTATCCTGTTCTCTCTGGGAT -ACTTCAAAAGACAGCTTTATTTGACAGTGTAAAAATGTCAGTAGTAAAGGGGCTGATGAAGCAGCAGGAA -AATACAATATCCAACCCCGGGGAGACTGCGGCACAGTCAGTAGTTGAAGGTTTGAAACTGCCTGACTTTT -TAAAAGACTCCATACTGGAACATATACAAAATAGCAATATACTTGACTTAACAGGAATAATAAATGCTGT -CGGTGCTGAAATAGCATCACTTGTAATAAATATATTAAGTTTAATCATAATTTATACTCTAATAAGATTC -GGACTCATATTTGCGAAGGTAGTGATAAAAACCATCGCCAGAGTACCGGTATTCCGTCAACTGGACAAAA -CAGGCGGAATTGTCCTCGGGGCGGTAGAGGGAATATTTGCTGTCTATATAATTTGTGCAGTTCTTGTACT -ATTCAGTGCATTTCCCAAATTTAGCTCATCTATAGAGGATATAGAAAAATCCTTGTTTGCCGGCCGCTTT -TACGAAAATAATTTCATTGTAAGCTGGATATCTCCAGATACATTTAGTCAGAATTAATGTTTTTTATTTA -ATACACTAGTTCTAGTTAATGTTTTTTATCCAATTCACGTCATCTTATAGACACATTTCAAACTAAATAG -TAGAATAATGTTACCTTTAAAACAGTTCCTAACAATTCTTAATGGAATTTTTATAATAGAGAATATAACG -CAGGCTTGGAATATTTCCGGCTGTTTTTGTATATTTGTGCATAAAAAATAATAATATTCGGGGACATGAT -AAAAATATCGTTTGCTATAGTGAAGAGGAGGCTTTTGTATGAGAAGTGATATAGTAAAAAAAGGTATAGA -AAAAGCACCCCATAGATCATTATTTAAGGCTATGGGTTATACCGATGAAGAATTAGAAAGGCCTTTAATC -GGAGTGGCAAACTCAAAAAGTGAAATAATACCCGGACACATACATCTTGATAAATTAACAGAAGCTGTAA -AAGCCGGAATCAGGATGGCAGGCGGTACACCGATAGAATTCGGTGCAATAGGTGTATGCGATGGGATAGC -AATGGGGCATACAGGGATGAAATACTCTCTGGCAACTAGAGAACTAATCGCCGATTCATGTGAAGCAATG -AGCAAGGCCCACAGCTTTGATGGAATGGTTTTCATTCCCAACTGTGACAAGATTGTACCAGGCATGCTGA -TGGCTGCAGCAAGAATAAATATTCCATCCATAGTTATCAGTGGCGGGCCAATGCTTTCCCTTAACAGGGA -TGGTAAACAGCTTGATCTCAACAGTCTGTTTGAAGCGGTTGGTTCATATAAAGCAGGAACGATGACAAAG -GAAGAAGTGGATGATATTGAAGACCACGCATGTCCTGGCTGCGGTTCATGCTCGGGGATGTTTACGGCAA -ATTCCATGAACTGCCTTACAGAAGTCCTCGGTATGGGGCTTACAGGAAACGGAACAATACCTGCCGTGTA -CGCAGAGCGTATAAGACTGGCAAAGTATGCAGGAATGAAAATAATGGAGCTGGTTGAAAAAGACATTAAA -CCTTCAGACATACTCACAAATGAAGCTTTTGAAAATGCATTAACTGTGGATATGGCACTTGGTTGTTCAA -CAAACTCAGTACTTCATCTTCCTGCTATTGCAAATGAATTAGGAATAGAGATAAACCTAGATATTATTAA -TGAAATCAGCTCAAGGACTCCGAATCTGTGTAAGTTGGCTCCGGCCGGAAAATATCATATACAGGATTTA -TACAGTGCAGGCGGGGTTCAGGCCGTTATGAGTGAGCTGGCAAAAAAAGATCTGCTTCACCTTGATTTAG -TTACGGCAACAGGTAAAACTATAAGAGAAAATATTCAGAATGCAAAAGTAAAGGACTATGAAATAGTTAA -AAGCATAGATACACCATACAGTGCTACCGGAGGGATAGCTGTATTAAGGGGTAATATTGCACCTGATGGA -GCAGTAGTCAAAAAGTCGGCTGTAGCTGAAAAGATGCTGATTCACACGGGGCCTGCAAGAGTATTTGACA -GTGAGGATGAAGCAATTACGGCTATCTATAGCGGGCAGATAAATAAAGGTGATGTAGTAATTATACGTTA -CGAAGGCCCCAAGGGGGGGCCGGGTATGAGAGAGATGCTTAGCCCTACATCCGCTATTGCGGGTATGGGA -CTGGACAGCGATGTTGCACTAATCACAGACGGTAGGTTTTCAGGTGCATCCAGAGGTGCATCAATTGGTC -ATGTATCACCTGAGGCAATGGAGGGCGGCCCAATAGCACTGGTTCAGGAAGGTGATATTGTAGATATCGA -CATACCTGCAGGACGCATAAATATTCAGGTAACCAATGAAGAAATGGTAAAGCGTAAAGAGTCATGGAAA -GCTCCAAAGCCCAAGATAACCACAGGATATCTTGGCAGATATGCCAGACTGGTTACCTCTGCAAGTACAG -GAGCAGTCCTAAAGTAACGAATTTAAATCAGTGTTATAAAAGAGTTAAAAAGGAGAGTGATGTGCGTATG -AAACTGTCAGGTGCTGACGTTATTATAGAGTGTTTAAAAGAGCAGGGTGTTGATACAGTTTTTGGATATC -CGGGAGGTCAGGCAATAATAATATATGATGCCTTGTACAGGGCAAGAAATGAAATACGGCACATACTTAC -CTCCCATGAACAAGGAGCATCACATGCGGCGGACGGTTATGCCAGAGCAACTGGAAAGGTTGGTGTATGT -ATAGCAACTTCCGGGCCGGGTGCCACAAACCTTGTAACAGGAATTGCAACAGCGTATATGGATTCTGTTC -CAATGGTTGCAATAACAGGGCAGGTTCCGACGGCACTTTTGGGAAAGGACTCCTTTCAGGAGGTAGATAT -TACTGGAATAACAATGCCGGTAACTAAGCATAACTTCATAGTAAAGGATGTTACAAAACTTGCACAAACC -ATAAGAAGGGCCTTTTCTATTGCAAAAGAGGGCAGACCAGGGCCTGTATTGGTTGATGTTTGCAAGGACG -TCACAGGAGCAGAAGTAGAATATATACCCCAAAAACCTGATAAGGACGAATATCGTTCAATAAAGCTGAC -GGAAATAACCACAGATGACTTCGAACTGGCAATACAGGCTATAAACGAAGCAAAAAGACCTTTGTTACTC -TCGGGAGCAGGTGTTGGTATAGCCGGTGCTGAAAGTGAAATATCTGAGCTGGCTGAAAATGCATCAATTC -CGGTATGTACATCACTTATGGGAATGGGGACATTTCCTGGTACACACCCGCTTTACACAGGTATGGTAGG -CATGCATGGAACAAAAGCATCCAATTATGCCGTACATAGCTGTGACTTGCTTATAGTTGTCGGGTCTCGA -TTCAGTGATAGAATTGTAAGCAATGTAAGCACATTTGCACCTGAAGCAAAGATAATGCACATTGATGTTG -ACCCGGCTGAAGTAGGGAAAAATGTGAGAGTAGATTATCCTCTCGTTGGTGACATAAAAAGAATACTAAA -AACGTTGCTAAAGGGTTTAGTATATAAAAAGGATACGGATTGGATTAAAAAAATACTGGAGTGGAAGGAA -AAGTATCCGCTAAAATACCAGAAGTCAGATACAATACTGAAACCACAGTATATTATCGAAAGAATACATG -AGCTTACCAAAGGTGATGCCATTATAACGACAGAGGTAGGACAGCACCAGATGTGGGCAGCACAGTATTT -TAAATATAGTCGGTTCAGACAGTTTATATCCTCTGGAGGACTCGGAACAATGGGCTATGGCCTTGGAGCT -TGTATTGGTGCACAGCTGGCCAGACCTGACAAGAAAATTATAAATATTGCCGGTGACGGCAGCTTTAGAA -TGAATTGCAGTGAACTTGCCACAGCAGTTGAGTACAAACTTCCAATAATAATTGCACTTTTTAACAACAA -GTCACTTGGAATGGTTCGTCAATGGCAGGAATTATTTTTCGGAGGCAGGTTCAGCCAGACATCAATTGAT -AGGGGAACAGATTTTGCAGCACTTGCAGAAGCCTTTGGTGCAAAGGGTATAAATGTAAATCACCCGGAAC -AGGTAGACAAAGCTATAAGCTCAGCTTTAAGCGAAACCTACCGTCCGGTACTTTTGAATTTTGAAATTGA -CAAGGACGACAAGGTATTTCCTATAGTTCCCGCTGGAGCAGGCCTGAATGAAGTCATTGATTGTTAAGCA -ACTATAACCAATATTAAAGGGGTGGCATATCAGCCACCCCTTTAATTACCGAAAATTTTATGTAAAATTC -TTTTAAGTAAAGGTTGTTTATTTGCCTTTGTGTTATTAGCTGCACTTTCAGTCTTAGAAGTATTCCGAGT -TTGAACCTTGCTAACGGATGGAGCAGCTGCGGAGTTACGTCTCATATCAGGTGAATTTAAACCTGTTGCA -TTAGGTGATACATGCCTTGAAACAGAACGAATAGGCGGCTTTGCAGTCCTGATAGGAGTAACGGGAGTTC -TGCCGGGCTGCTTATCTGAATGTACTGTGTTAACACTTTTAATCCTTTCGGATCGCTGCTCAGAAGAAGC -TGATTTCCCGGTATGTCTGCTTTGTCCATCCGGTCGCTTTGAATACTCCGGCCTTCCATTTGGTATTCTA -TTAGATTTACTGTTTTGTCCGGTTCTCTTCTGCTTAACAGATGAATCTGCGGAAGCTGAGCGAGGTGCTT -TTTCCTTCAAAGAATTAGCCTTTATCCATTGGGCTGCTTCCTCACGTGCTTTAGTAAAGGCCTCCTCGTC -AGGCAACTCCTCCTCAAGAATCAAAGTACCTATATGTTCTTCAATCTCATAGAGACTTATAATGTCATCA -CCTGTGACCAGTGAAAAAGCACGACCCTCATGGCCTGCCCTGCCTGTACGGCCGATTCTATGAACATAGT -TGTCCTTGTCATTGGGAACATCGTAGTTTATTACCAAAGAAAGATCTTCGATATGAATACCTCTTGCAGC -AACATCTGTTGCCACCAGTATGTGAAACTTTCCCTGCTTGAACTGCTGTATGGTGTTTAGGCGTTTACTC -TGGGGAATATCGCCGTGAAGGGCCCGCGAAGAATAACCTTTCTTGCCCAGGAAACTCTGAACCCTGTCAA -CAGCCGCTTTCGTATTACAGAAAATCATGCAGCTTTCCGGCTTTTCGACAATAAGAAGGCGGTTTAACTG -AGTATTCTTTTCATTATAATTAACTCTGTAGTATACCTGATGGATAGTATCTACAGTTTTAGTCTGGGAT -TCAATTTCAATGGTAACTGGATTGTTCATATACCGTTTGCATATATTATGTATTTCGGGAGGCATTGTAG -CGGAAAACAGGAGGGTTATCCTTTCTTTGGGCAAGGTCTTTACAATCCTTACTACCTGGTCGAGAAAACC -CATGTCAAGCATCCTGTCGGCTTCATCAAGCACAAGAAAACGAATATTCTTTGTGGACAGAGTACCATGA -CTGATATGATCAAACACACGTCCCGGCGTTCCAGTAACAATAGATACACCTTTATTAAGAATCTGAGTTT -CTAAATTAATATTATGTTGACCATATATCGCTGTCGTCTTATGTTTAAGATATTTGGCCATTTTACGGAT -ATCATTATCCACCTGAACTGCTAGCTCTCTTGCTGGAGTCAAAATAAGGCCTTGGGGCCCTGCCTCCTCG -GGATTAGTCAGTTGTAGAATGGAAACACCGAAGACGGCTGTTTTACCGCTGCCGGTCTTAGACATAACAA -TCAAATCTTCATTATTAAGGATATGAGGAATTGCTTTGCTTTGTACTTCTGTGGGGGTTTTAAAGCCCAT -GTCATCAATAGCCTTTAAAATAGGGGCTGAGATGCCCAATTCATTAAATGTGTTGTTCATTGTAATCTTC -TTTCGTTTAACATGATATTGTTAATTATAACATTTAGTTGATGGTTGTTCTATACTAAGGGAAAAACAGG -ATGAATATAAAAACACTGCTTGACTTTTTAATATATTTATGCTAAATTTAATAATGCTCCTATGTAAGTC -TTTTTTTTTATGTCAAAAATAAAGATAACCTACTATTCGCGGGGCAATACAATTTGAGCGGCTGGAGGTG -TTATTGATGAGAGTTAAGATTACGCTCGCATGTACTGATTGTAAACAGAGAAATTATTCTAACATAAAGA -ATAAGAAGAATGACCCTGATAGACTTGAACTTAAAAAATATTGCAAATTCTGTCACAAGCACACTGTTCA -TAAGGAAACAAAATAATTTTGTGTTAAAGGGTGGCAATGTTTAATTATACGTATTTTGTGTCAACAATTA -CCGTATAACTGCCAATTATAAAATATTATTATTGGGAAGTGATTAAAATGGCTGAAAACGAGGTTAAAAA -AGTATCTCGGTTAAAGAAGAGTGGCCAAGGAATTGTAAGGTTATATAAAGAAATCAGGGCTGAGCTAAAG -AAAGTTATTTGGCCGAATAGAACTCAGCTTATAAACAATACCGTGACAGTACTTATTTTCTGCCTGATTG -TTGGCACGATAATATGGGTCGCTGATTTCGGATTTACAAAGCTAGCTGAAGTTGTATTTACAAGGTGATC -GGTTTACAAGAATTAGAGGGAGGACATGGGGCTCTTGTTGGATGGGCCTGTTTTTGATATGTCTGAAGAA -ACTAAGTGGTACGTTGTTCATACCTATTCAGGGTATGAAAACAAAGTTAAAGCAAATCTTGAAAAGATAG -TTGAAAACAGAAGTATGCAGGACTACATCGTTGACATTGTTGTTCCGATGGAAGAGCAGATTGAGATCAA -GGATGGCAAGAAAAAAGCTACTCTGAAAAAAGTTTTTCCCGGGTACGTTCTTGTCAAAATGATTATGTCG -GACGAATCCTGGTATATTGTTAGAAATACCAGAGGAGTTACCGGCTTTGTAGGTCCTGGATCAAAACCGG -TGCCATTGTCTGATGAGGAAGTCAAGGCAATGGGCGTGGAAGAATTTGCTCCGGAAGTAGATTACGAAGT -TAATGATAATGTCAGAGTTACATCCGGACCTCTTGAAAACTTTATTGGGATTGTCGAAGAGATTAATCTT -GAGAAAAAGAAGGTTAGAGTTTCTGTATCAATGTTCGGCAGAGAGACTCCTGTTGAATTGGAATTGACAC -AGATTCAGAAAATTTAGGCCATAAGGCAGATAAGACTTGAAAGAGTTTTATCATTTTTATAAATCAAAAT -ATGCAATTGGTAAGAAATTTGGGAGGTGGAATTAATGGCAAAGAAAATTGCAGGTTACGTAAAACTTCAG -ATTCCTGCGGGGAAGGCAACTCCGGCTCCACCGGTTGGACCAGCATTAGGACAGCATGGCGTTAACATCA -TGGGTTTTTGTAAGGAATTTAACGAAAGAACAGCGAAAGATGCAGGACTTGTTATTCCTGTTGTAATAAC -AGTATACGCTGACAGATCGTTTTCCTTCATAACAAAGACTCCTCCGGCTGCTGTTCTTCTGAAAAAGGCG -TGCAAGATTGAGAGCGGCTCTGGTAAGCCAAACAAGGATAAAGTTGCGAAGATAACAATGGATGAAGTCC -GTAAAATAGCTGAGCAGAAAATGCCTGATTTAAATGCAGCAAGTGTTGATGCAGCAACCAAAATGATTGC -TGGTACAGCTCGCAGTATGGGTATCGTTGTAGTTGAATAATTTTCAGGCAATAATGTGCGAAAGTGCAAA -GACTGCTCATAATGCAGTTTTGACAATTCGTGGGAGGAAACATTAGTTTCCGACAATAATTAACCACTTA -AGGAGTGTGACAAATGTTTAGAGGAAAGAAGTATCAAGAAAGCTCAAAACTTATTGATAGATTAAAGCTT -TATGAACCTTCAGAGGCTCTTGAACTTGCTCAGAAAACTGCTAAAGCGAAGTTTGATGAGACCATCGAAG -TTCATATAAAGCTTGGTGTTGACTCCAGACATGCAGACCAACAGGTTAGAGGTGCGGTAGTACTTCCTCA -CGGAACTGGTAAAAAGGTTAGAGTGTTGGTATTTGCAAAAGGAGATAAGGCAAAGGAAGCTGAACAAGCC -GGAGCTGATTTTGTTGGTGGCGAGGAATTAATATCAAAAATTCAGAACGAAAACTGGTTTGATTATGATG -TAGTTGTAGCAACTCCTGACATGATGGGTGTTGTTGGTAGATTAGGTAAGGTGTTGGGTCCTAAGGGTCT -TATGCCTAACCCAAAAGCAGGTACTGTATCAATGGATGTAGCAAAAGCTATTGCCGATATTAAAGCCGGT -AAGATTGAATACAGACTTGATAAAACAAATATAATTCACTGCCCTATCGGAAAAGCATCATTTGGTAATG -AGAAGCTGATGGATAATTTCCGTACACTTCTTGGAGCAATTATAAAGGCTAAGCCAGCTGCTGCAAAGGG -TCAGTATTTGAAGAGTGTTGTTGTTACTTCAACAATGGGACCTGGTATAAAAATCAATCCATTGAGAGTT -GAATAATACTTAGAAAAAAAAGGTACTTTACAAATAACTTGTTTAGTATTAATATATTATATGGAAATTG -AATATTGTGCCATAGACAGTAGGTGATAAGGTATTCTATACTTTAGTCATAATTGATGAAAATCATCCTA -CCGAGGTTTTATTAATAACGATTAATTACCCTTTGTATGTCTATGCACAAACAAAGGGTTTTTTATTTAT -ATTTACTATAAATAGACTGCCATTAAACAAAAGGAGGTGGATGTTTTGCCTAGTAACAGGATTCTTGAAC -AGAAGAAACAAGTTGTATCAGATTTAACTGAGAAGATAAAGTCTGCACAATCAATTGTACTTGCTGATTA -TAGAGGATTAACCGTTGAACAGGATACAGAACTCAGAACAGCTCTAAGAAAAGCCGGAGTTGAGTACAAG -GTAGTTAAGAATAAATTAACAAGCCTTGCAATGAAGGAAAGTGGCTTAGAATTAGATGAGTTTTTAACAG -GCCCAACGGCAATGGCCATCAGTTCAGCTGATGCTGTAGCACCTGCAAAGGTACTTTCAGAGTTTTCAAA -GAAATTTGATAAACTTGAACTTAAAGTGGGTGTTGTTGAGGGTAAGGTTATAGACCTTGACGGTATTAAG -GCTCTTGCAGAATTGCCATCACGTGAGGTACTTATTGCAAAGGTTTTGGGTGGCTTCAATGCTCCTATAT -CCGGTTTTGTAAATGTATTGAACGGAAATATGAGAGGTTTGGTTGTAGCATTGAATGCTATTTCTGAACA -AAAAGCAAATGCTTAATTTTATTAAGAAGTTTAAAATATTAAAAAATTATTAAAAACAAAAATTATTTGG -AGGTATTATACAATGGCTAGCGAAAAAGTGGTAAAGTTAATTGAAGATGTAAAGAATTTGACAGTATTAG -AATTATCAGAACTCGTAAAGGCTCTTGAAGAAGAATTCGGAGTATCAGCAGCAGCTCCTGTAGCAGTTGC -AGCAGCACCTGCAGCAGGTGGAGCAGCTCCAGCAGCTGAAGAAAAAACTGAATTCGACGTAATATTGAAG -GAAGTTGGAGCAGACAAAATTAAGGTTATCAAGGTTGTTAGAGAAGCAACAGGTCTTGGCTTGAAGGAAG -CTAAGGATCTTGTTGACGGTGCACCTAAGACTATCAAAGAAAATGTTTCAAAGGACGAAGCAGCTTCAAT -CGAAGCTAAGTTCAAGGAAGTTGGAGCAACTGTTGAAATCAAGTAATTTCAGCAGAAAATAAAAGGAGGC -ACTCGGTGAGCGCCTCTTTTTTTTAAATCAAAGTTAAATTAATTTGTTTACAGTAAAAATATGCAATATG -CATCAAAAAAAAATAAAAAAACGCTTAATTTAATGCGTTTTTACGATTGACAAGCTATACATGTTATGTT -ATAATTATACACTGCATTAAAATCTTTTATTATTTCCAAGGTGATATATTCGTACTTGATGTACATAATT -ATAACATATACGAATAAACAAGACAATAATTGTTAATAATATTTTAATGTTTGCTATGGGTTTATTATAT -GTAGGTTTAAAAAATATATACAGATAAGAAGGACATGAAAAAATTACTAAACCAGCCCTAATAAATCTTT -ACTTAGTTGTAACTGCAGTTAGTTTGATTTATGATTTTACATAATATAATTCTAATTATGTGAAATTTTA -AAATATTCCTAATAAAGTCATAAGTTTATGAGGTGATATAAATATGGTACAACCCGTAAAATTGGGTAGA -AACACCAGGATGAGTTATTCCAAAATACGAGAAGTACTCGAAATGCCAAATTTGATTGAGGTTCAAAAGA -ACTCATATCAATGGTTTTTGGATGAAGGTCTTCGTGAAGTTTTCAGAGATATATCCCCGATAACTGATTA -TACTGGAAACTTGATATTGGATTTTGTGGATTATTCGCTTGATGATACGCCGAAGTATAGTGTCGAAGAA -TGTAAGGAAAGGGACACTACATACTCAGCACCCCTAAAGGCGAAGGTAAGATTAATTAACAAGGAATCCG -GAGAAGTAAAAGAGCAGGAAATTTTTATGGGTGATTTTCCTCTCATGACCGACACTGGAACCTTCATAAT -TAATGGTGCAGAGCGTGTAATTGTCAGCCAGTTGGTGAGATCCCCTGGTATATACTACTCAATGAAGTTT -GACCGTGTTGGTAAAAAGCTATACTCGAATACAGTTATTCCTAACAGAGGGGCATGGCTTGAGTACGAAA -CAGATTCAAACGATATACTTTCAGTCAGAATAGACAGGACAAGAAAGTTGCCTCTAACTGTACTGCTCAG -AGCATTAGGGTACGGTACTGACTTCGCTATTACGCAATTGTTGGGTGAAGATGAAAGAATTCTTGCGACA -ATACAAAAGGATAATGCAAAAACTACCGAAGAAGGATTACTTGAGATATACAAGAGGCTGAGACCTGGGG -AGCCGCCTACTGTAGATAGTGCAAGATCCCTACTCAATAGTTTGTTTTTTGACCCCAAGAGATATGATCT -TGCAAAATTTGGTAGGTTTAAATTTAATAAAAAGCTGTCCGTAGCAAATCTCATCACCGGGCAGGTTGCA -GCAGAAAATATAGTTTCGGCCGAGACCGGCGAAATATTGGTAACCGAAGGTGAATTAATTGAGAGAGAAA -AAGCAGTAGAAGTACAGAATTCAGGTGTTAATGTAGTACACCTGTCAGTTGAAGGAAAGTCTATAAAAGT -AGTCGGAAATAATACGGTTGATATACGTGCCTTTATTGATTTTGATGTATCTGATATAGGTATAACCGAA -AATGTACAGTATGCCGTACTAAAGGAAATTCTTGAAAGTACAAGTGGCGAAGTGCAGATTAAAAAGGCTC -TCGGAGAGAGAATTAATGACTTGATTCCTAAACATATCACAGTAGAGGATATAATTTCTTCCATAAATTA -TATTATTAACCTTGATTATGGAATTGGATCTATTGACGATATCGATCACTTGGGTAACAGAAGACTTCGT -TCAGTGGGAGAACTTCTTCAGAATCAGTTCAGAATAGGTCTCTCAAGAATGGAAAGAGTTGTAAGAGAGA -GAATGACTATACAGGATATAGATATAGTTACACCTCAGGCATTAATAAATATAAGACCCGTTGCAGCTGC -TATAAAGGAATTCTTTGGAAGCAGTCAGTTGTCACAGTTTATGGATCAGACAAATCCTCTTGCCGAGTTA -ACACACAAGAGAAGGCTCAGTGCCTTGGGGCCCGGTGGTTTGAGTAGAGAGAGGGCCGGCTTCGAAGTCC -GTGATGTTCATCACTCTCACTATGGCCGAATGTGTCCGATTGAGACACCTGAAGGTCCGAACATTGGTTT -GATAGGTTCATTAAGTACCTATGCAAGAGTAAATGAGTACGGGTTTATAGAAGCACCGTTTAGAAAAGTT -GATAAGAAAAACAGAAAAGTTACAAATGAAATAGTATACCTCACTGCTGACGTTGAAGACCCATTTGTTG -TTGCTCAGGCAACAGAACCTCTTGATGAAGAGGGCAAGTTTATTTCAAATAAGGTAGTAGCACGTATCAG -ACACGAAATCTTAGAAGTTGAGAGCAATAAAATTGACTTTATGGACGTTTCGCCAAAGCAGATGGTATCT -GTTGCTACGGCTATGATTCCGTTCCTTGAAAATGACGATGCCAACCGTGCACTGATGGGCTCAAACATGC -AGCGTCAGGCTGTTCCATTGATAAAGGCTGATTCCCCTATTATTGGTACAGGTATAGAGTACAAGGCAGC -AAGAGACTCAGGAGTCTGCGTTATTGCAAGAACTTCGGGTGTAGTAGATAAGGTATCTGCCAGTGAAATA -GTTATTAAAACTAAGAGCGGGCAAAAAGATTCCTACAAACTGCTTAAGTATATGCGTTCAAACCAAGGTA -CCTGTCTTAATCAAAGGCCTATAGTAAGAAAAGGCGAGGTAGTAGAAAAAGGCGACATTATTGCTGACGG -ACCGTCAACAGATAATGGAGAAATAGCTCTTGGGAGAAACGTTCTCATAGGGTTTATGACTTGGGAAGGT -TATAACTACGAAGATGCTATACTTATAAATGAAAAGCTGGTTAAAGAGGATGTTTATACATCCATACACA -TAGAGGAGTATGAAGCGGAGTCAAGAGATACTAAGCTCGGTCCTGAAGAAATCACAAGAGATATTCCAAA -TGTGGGAGAGGAAGCACTTAAAGACCTTGACGACAGAGGAATTATTAGAATTGGTGCAGAGGTTCGTTCA -GGAGATATTCTCGTTGGTAAGGTTACTCCAAAGGGAGAGACAGAACTTACAGCGGAAGAACGCTTGCTTA -GAGCGATCTTTGGTGAAAAGGCAAGAGAAGTCCGTGATACATCCTTGAGAGTTCCTCATGGAGAATCTGG -TATTATTGTCGATGTAAAGGTATTTACTCGTGAGAATGGTGACGAACTGCCACCGGGAGTAAATCAGCTT -GTTAGATGCTATATTGCTCAGAAAAGAAAAATTTCTGTTGGTGACAAGATGGCAGGACGACATGGTAATA -AGGGTGTTATTTCAAGAATACTTCCTGAAGAAGATATGCCGTTTTTGCCTGATGGTACGCCACTGGAGAT -AGTTTTGAACCCGTTGGGCGTTCCATCTCGTATGAATATCGGTCAGGTACTTGAAGTGCATTTGGGATAT -GCGGCTAAAGCATTAGGCTGGAAAATAGCAACTCCTGTATTTGACGGAGCGACAGAGGAAGACATCAGGG -AAACTCTTATTAAGGCAGGAAAAGATCCGGATGGAAAAACGGTACTTTACGATGGCAGAACCGGTGAACC -TTTTGACAACAGGGTAACCGTAGGTTACATGTATTACCTCAAGCTAGCCCACTTGGTTGATGATAAGATA -CATGCCCGCTCTACTGGACCATACTCTCTTGTAACACAGCAGCCTTTAGGCGGTAAGGCACAGTTTGGCG -GTCAGAGATTTGGAGAAATGGAAGTTTGGGCTCTTGAAGCATACGGAGCTGCCTATACATTGCAGGAAAT -ACTTACGGTTAAATCTGACGACGTTGTAGGTAGAGTTAAGACATACGAATCCATAGTTAAGGGCGAAAAC -GTTCCTGAACCTGGAATTCCTGAGTCATTCAAGGTTCTTATAAAAGAGCTTCAGAGTTTGGCACTCGATG -TTAAGGTTTACTCTGAAGAACAGGAAGAAATTGCAATAAAAGAATATGTTGAAGATGATCTTGAAGATTT -GAATGTTAACATCGAAGGCAGAGAAGACGAAGTTATTCTGACAAATGATTTTGACAACGAATTGAGAGAA -GATGTTCTTGAAGAGGAGCTGGACATTGATGATTTAGATATTGGATCAATCAGTACCGGTGATAACTTGG -AAGAAGAATTAACTGAAGAATTATTTGCTGAAGATGATCTAAGCGATGACTTTGAAGACGACGAAGATTT -ATAAGGAAGGGAGATAAGCTATGTTTGAACTGAACAACTTTGATTCTATAAGAATAGGATTAGCTTCTCC -GGAAAAGGTCAGAGAATGGTCAAAAGGTGAAGTAAAAAAGCCTGAAACTATAAACTACAGAACTTTGAAG -CCTGAAAGAGATGGTTTGTTCTGCGAAAGAATTTTCGGCCCTCAAAAGGACTGGGAATGTCATTGCGGTA -AATATAAAAGAATAAGGTACAAGGGTATCGTTTGTGACCGTTGTGGTGTTGAAGTCACAAGGTCAAAGGT -AAGAAGAGAAAGAATGGGACATATCGAGCTTGCTGCTCCAGTATCACATATCTGGTATTTTAAGGGAATA -CCAAGCAGAATGGGTTTAATCCTTGATATGTCTCCAAGATCCCTTGAAAAGATACTATATTTTGCATCAT -ATGTTGTAATTGACCCAGGCCAGACACCATTGTCCAAAAAGCAAGTCTTAACTGAAAAGGAATACAGAGA -CAGTGTTGACAAGTTTGGATTAAATTTCAGAGCCGCTATGGGAGCCGAAGCTGTAAAGGAATTACTTGTT -GAGATTGATCTCGAAAGCCTTTCCAAGGAGTTAAGGACTGAACTGACTGAATCTACAGGACAAAAGAGAA -TCAGAGCAGTTAAGAGACTAGAGGTTGTTGAGGCTTTCAGACTTTCAGGCAATCGCCCTGAATGGATGAT -CCTTGATGTAGTTCCGGTAATTCCGCCTGAACTTAGACCAATGGTTCAGTTGGACGGGGGAAGGTTTGCA -ACGTCTGACTTAAATGACCTGTACAGAAGGGTTATAAACAGAAACAACAGATTGAAAAGACTCCTTGATT -TGGGAGCTCCTGACATAATTGTAAGAAATGAAAAGCGTATGCTTCAGGAAGCAGTTGATGCATTAATCGA -TAATGGTAGGAGAGGACGTCCTGTAACAGGACCTGGAAACAGACCTCTTAAATCACTTTCAGATATGCTT -AAAGGTAAGCAGGGTCGTTTCCGTCAGAACCTTCTGGGTAAGCGTGTTGACTACTCAGGACGTTCAGTTA -TCGTTGTAGGCCCTGACTTGAAGATATTCCAGTGTGGTCTGCCAAAAGAGATGGCGTTGGAATTGTTTAA -GCCGTTTGTAATGAAGAAGCTTGTTAATGATGGCTTGGCTCACAATATAAAGAGTGCAAAGAGAATGGTT -GAAAGAGTTAGAAATGAGGTATGGGACGTTCTTGAAGAAGTAATAAAAGAACATCCTGTGTTACTCAACC -GTGCTCCTACACTTCACAGACTCGGTATACAGGCATTTGAACCTGTACTGGTTGAAGGAAGAGCTTTAAA -GCTTCATCCGTTGGTATGTTCAGCGTACAATGCCGATTTTGATGGTGACCAGATGGCGGTTCACGTTCCA -TTGTCTGCTGAAGCTCAATCAGAAGCAAGATTCCTGATGTTGTCAGCAAATAATCTGCTGGCACCTAAGG -ACGGTAAACCAATAACCGTTCCAACACAGGATATGGTATTGGGAAGCTACTACCTAACAATAGAAAAGTC -AGATGAGCCAGGTGACGGGAGAGTATTCTGTGATATAGACGAAGTTCTTATGGCATACGAGGAAGGTGCA -CTTGGACTTCACGCTCAGATAAAGGTTAGAGTAGAAAAAGAAATAGACGGTGTTAAAAAGAGAAAGATTA -TCAGTTGTACACCGGGCAGACTTATATTTAATGAAGCTATTCCACAGGATCTTGGTTTTGTGGACAGAAG -TGACGAAAGTAATCTTTTTGATTTGGAAATAAACTTCCTTGTGGGTAAGAAAGAGCTTGGAAAAATTATT -GATAAATGTATCAGAGTACACGGTACTACAAAAACTGCCGTAATACTTGATAAAATAAAAGCATTGGGCT -TTAAGTACTCCACCAGAGGTGCTATTACAATCAGTGTATCTGATATGGTAATACCTGAGATAAAGAAGCA -ATACCTGCAGGAAACTGAAAATACAATTGATAATATTGTTAAGCAGTACAAGAGAGGACTTATTTCAGAT -GAGGAAAGATACAATTCTGTTATAAGTGCATGGACAGAGACAGGTGAAAGTATTACAAAAGCTCTTATTG -ACAACCTGGATAGATTCAATCCTGTGTACATGATGTCACAGTCAGGAGCGAGAGGTAATATCAATCAGAT -CAAGCAGCTGGCTGGTATGAGAGGTTTGATGGCGGACACATCGGGTAAAACCATCGAGATACCTATTAAA -TCAAACTTCCGTGAAGGTCTTAACGTTTTGGAATTCTTTATTTCGACCCACGGAGCCAGAAAAGGTTTGG -CTGATACTGCACTTAGAACCGCTGACTCAGGTTACCTGACAAGACGTCTTGTTGATGTAAGTCAGGATGT -TATCGTAAGAGAACTTGATTGCGGTACTGACAAGGGTATTGAGGTTCATGACATCAAGGATGGTGGCGAA -ACAATTGAACCATTATCTGAGAGACTTGTAGGAAGATATTTGACTGATGACTTGTACGATTCAGAGACAA -ATGAGTTACTGGCATCAAAGGACGAGGCCATGGATGAGAAGAAAGCTTCACTAGTAACTAAATCACTAGC -TAAGTCCGGTATTAAGAAAGTAAAAATCAGATCTGTACTTACCTGTCATTCAGAGGTTGGCGTATGTGCC -AAGTGTTATGGTGCGAATCTGGCAACTGGTGATGCTGTCAACATTGGTGAGGCTGTCGGTATAATTGCAG -CACAATCAATCGGAGAACCGGGTACACAGCTGACAATGAGAACATTCCATACTGGTGGAGTTGCTGGTGA -TGATATTACACAGGGTCTCCCTCGTGTAGAGGAATTGTTTGAAGCCAGAAAGCCTAAGGGGCTTGCAATT -ATATCTGAAATAGCAGGTGGCGTTAAGCTTTCAGACTCTAAGAAGAAGAGGGAAGTAATTATTACTTCCG -AAGACGGTGAATCAAAATCATACCAGATACCTTATGGGTCAAGAATTAAGGTATATGATGGAGATGTTGT -TGAAGCCGGTGACGAATTGACCGAGGGTTCCGTAAATCCTCATGATATCCTCAAAATTAAGGGTATCAAG -GGAGTTCAGTCTTACCTTCTTCAGGAAGTTCAGAGAGTTTATAGAATGCAGGGTGTTGACATTAACGATA -AGCATATAGAAGTAATTGTTAGACAGATGATGAGAAAAGTTAAGATTGAAGACGCAGGAGATACCAGTAT -GCTGCCGGGAGGACTCGTTGATATATTCGAGTTTGAGAAAGAAAATCAAAAAGCTGTTGAAGCAGGGCTG -GCACCTGCTACAAGTGAGCGTACCTTACTTGGTATAACCAAGGCATCGCTGGCTACCGACTCATTCCTGT -CTGCCGCATCCTTCCAGGAAACTACAAGGGTTCTTACAGAAGCCGCTATTAAGGGTAAGATTGATCCTCT -CGTAGGTCTAAAGGAAAATGTAATTATCGGTAAGCTTATACCTGCTGGTACCGGTATGAGCCGATACAAG -GATATTAGTATAAGCAGTGTAGTTGAATAAATAGATCAAAACAGGGGCGGTCATATGTTATTATGACCGC -TTTAGTGTATAAAAAAGGCGTGGATGTAAATGCAAATTCTGTATGCTTGACAAAATATAATACAGAGTGA -TAAAATTATTCAGTGCATTGATTTTGTGCATTTTTTTGTGTGCAATTTCAGAACACTTCTAAAATTAAAG -AGAAAACCACAATTGGAGGATTAAAAAATTGTTGGATGATCTTAAACACTGTAAGAAGGCAGTTGGTGTG -AAGCAGTCTACCAAAGCCGTAGAAAACGGTGTCGCGTCAAGTGTTATTATTGCGAGGGATTGTGAGCAAA -GGGTTGTAAGAGGTATTATAGAACTTTGTGAAAACAAATCAGTTCCTATAACTTATGTTGATTCAATGAA -GCAGTTGGGAAAGGCTTGTGGAATTGACGTTGACGCTGCGGTTGCGTGCATTTTTAAGTAGCTTTTATTT -ATCTATTCTTACTATTGGTAGGGATATATATATAATAATATAATGATTACCTTGAAAGGAGGTGTACTAA -TGCCAACATTTAATCAACTGGTTAGAAAGGGCAGGAAAGTCATTGAAAAGAAATCAAATTCTCCAGCTCT -CCAGAAAGGATTTAACTCAAAGAAGAAAAAGCCTACTGATGTAAACAGCCCTCAAAAAAGAGGAGTTTGT -ACTGTAGTAAAGACCTCTACACCAAAGAAGCCTAACTCAGCACTTCGTAAAGTTGCCAGAGTTCGTCTTA -CAAACGGTATAGAAGTATCTGCTTATATTCCTGGAATAGGACATAATCTACAGGAGCATAGTGTTGTTCT -TATCAGAGGTGGGAGAGTTAAAGACCTGCCTGGTGTAAGGTATCACATTGTTAGAGGTACTCTTGACACA -GCCGGAGTTGCCAAAAGAATGCAGGCCCGTTCAAAATACGGTGCAAAGCGTCCTAAGGCAGGTGCAGCTA -GTAAGTAAAACACAGCGTGCTGGCAAATTAACATGTTAGGTGCAAAGTAACGTGATTATATATATTTGTG -TAAGAGAAGATAGGTTTTTTAATAAAATTATCTATAATCTGTTAAACTAGTAAGGTATATTAATGTACTT -GCACTGACGACGGTTTAAACCACGAGTACCTGTGATACTTTCTATGGGGTAATATCCCATATCAAATGTT -ATCATAAAAGGAGGGAAGTAAGGTGCCAAGAAAAGGTCATATTTCAAAAAGAGATGTTTTACCTGATCCA -ATATATGGAAGTAAAACTGTTACTAAACTGATAAATAATGTAATGTATGATGGTAAAAAGGGTATTGCAC -AGCAGATATGCTACGATGCATTTGATATCATCAAGGAAAAAACCGGCAGAGATCCTTTGGAGGTTTTCGA -AGAAGCTATGGCAAACATAATGCCTGTTCTCGAAGTAAAAGCAAGAAGAGTCGGTGGTGCAACTTATCAG -GTTCCTATGGAAGTCAGACCGGATAGAAGACAAGCTTTAGGGTTGAGATGGCTTGTTGACTACTCTCGTA -AAAGAGGCGAGCGTACTATGAGGGAAAGACTTTCAGGTGAAATACTTGACGCTATCAACAACATGGGTGG -AGCCTACAAGAAGAAGGAAGATACTCATAAGATGGCTGAAGCTAACAGAGCATTTGCTCATTACAGATGG -TAAAAATATAGATTGGATTGATAGTTTATCAATCGGACTATCGTGAAAGGAGGGTAATATGCCCAGGCAA -TTTGATTTGGAACATACTAGAAATATCGGTATAATGGCTCATATTGATGCTGGTAAGACAACAACAACTG -AGCGTATACTGTTTTATACAGGAAGAGTTCACAAGATCGGCGAAACGCATGAGGGTTCTGCTACTATGGA -CTGGATGGAGCAGGAGCAGGAGAGAGGCATAACCATTACTTCGGCTGCTACAACAGCACAGTGGAAAGGT -AACAGAATTAATATTATTGACACGCCGGGGCACGTTGACTTCACTGTTGAAGTTGAAAGATCTCTTCGTG -TACTCGATGGTTCGGTAACGGTTTTCTGTGCTAAGGGCGGTGTTGAACCCCAATCTGAAACAGTTTGGAG -ACAGGCTGACAAATATGGAGTTCCCCGTATGGCATATGTAAATAAAATGGATATAATGGGTGCTGACTTT -TACAACGTAATCGCTATGATGAAAGATAGATTACAGTGTAATGCTGTGCCTATACAATTACCAATAGGCA -GTGAAGACTGTTTCGTTGGTATGGTTGACTTGGTTACTATGACTTCTCATATATTTAAAGATGATTTAGG -ACAGGTAATTGAGGATCAGCCTATTCCAGACGATATGATTGAGATTTCAAATAAATATCGTGAACAATTA -CTAGAAGCGGTTGCTGAACAAGATGAAGAGCTTATGATGAAATATCTTGAGGGTGAAGAATTTACACTTG -AGGAAATTAAAGCAGGCATAAGAAAAGCTACTATTGCCGTTAAGATGATTCCTGTAACCTGTGGTTCATC -ATATAAAAATAAAGGTGTACAACAAATGCTTGATGCAGTTATTGATTTTATGCCATCACCAACTGATATC -CCAGCTATAAAAGGTATTTCAGTTGATGGTGATACTGAGATAGAAAGACCTGCAGATGACAATGGTCCGT -TTGCGGCTCTTGCATTTAAAATTATGACTGATCCATATGTTGGAAAACTCTGTTTCTTCAGAGTATATTC -AGGAACGTTGAATTCAGGTTCTTATGTTCTTAACTCTACAAAGAACAAAAGAGAAAGAATCGGTAGAATT -CTTCAAATGCATGCAAACCACAGAGAAGAAATTCAGGTAGTTCATTCAGGAGATATTGCAGCTGCTGTTG -GTCTTAAAGATACAACAACCGGAGATACTCTTTGTGAGGAGAATAACCCTGTAATTCTTGAATCTATGGA -ATTCCCAGAACCCGTTATAGAAGTTGCCATAGAACCTAAGACAAAGGCAGGACAGGAAAAAATGGGTGTC -GCACTCCAGAAGCTGGCTGAAGAGGATCCAACTTTCAGAGTTCATACCGACGCTGAAACAGGACAAACTA -TCATTGGTGGTATGGGTGAACTTCATCTTGATATCATCGTTGACAGAATGTTAAGAGAATTCAAGGTTGA -AGCTAATGTTGGTAACCCACAGGTTTCTTACAAGGAAACTATTCGTAAGGCTGTTAAGTCTGAAATGAAA -TATGCAAGACAATCTGGTGGTAAAGGTCAGTACGGTCACTGTGTAATCGAACTTGAACCAAGAGAACCAG -GTGCTGGTTACGAATTCGTAAATAAGATTACTGGTGGTGCTATCCCTAAGGAATACATCGCTCCAATAGA -TGCAGGTATTCAGGAAGCCATGAATACAGGTGTTCTTGCCGGATATAACGTTGTTGACATTAAAGTTACA -CTTATTGACGGATCGTACCATGAGGTTGACTCATCTGAAATGGCATTTAAGATTGCTGGTTCAATGGCAT -TCAAGGATGGCTGCAGAAAGGCAAATCCAGTTCTTCTTGAACCAATCATGAAAGTTGATGTTAGTGTTCC -CGAGGAATACATGGGAGACGTTATGGGAGGCCTTAACGCAAGAAGAGGTCGTATCGAAGGTATGGAAGCA -CGTGGCGGAGCTCAGAACATAAGAGCTGTGGTGCCATTGTCCGAAATGTTCGGATATGCTACTGCACTTC -GTTCCTCAACACAGGGAAGAGGTACATTCTCTATGCAGACAAGTCACTTCGAAGAAGTGCCTAAGAGCAT -TCAGGAGAAGGTTATTTCCAGCAGAACCACTGGAGTATAACGCAAGTTTTGGTTAGTTACAAGAGCAAGC -TACATGGCAACACTAATGTTTGTTCTTGTAAAATAAAGTAAATGAGTATAAAATTAGCGCACCGCGCTTT -AATGAAAGGATGGAGATTTTAAAATGGCTAAGGCTAAATTCGAAAGAAACAAACCCCACGTTAATATCGG -AACAATTGGTCACGTTGACCATGGTAAGACTTCTTTAACAGCTGCTATCACTAAGGTTCTTGGGTTCCTT -GGAAGTGCTGAATACAAAGCATACGACCAAATCGATGCTGCTCCGGAAGAAAGAGAAAGAGGTATCACAA -TCAATACTTCTCACGTTGAGTACCAAACTGAAACAAGACACTACGCTCACGTTGACTGCCCAGGCCATGC -CGACTACGTTAAGAACATGATAACTGGTGCTGCTCAGATGGACGGTGCTATCCTCGTTGTTTCTGCTGCT -GACGGCCCAATGCCTCAGACAAGAGAACACATTCTTCTTTCACACCAGGTTGGTGTACCTTACATCATCG -TATTCTTGAACAAGTGCGATATGGTTGATGATGATGAACTTATCGAATTGGTTGAAATGGAAGTTAGAGA -ATTGTTGAGCTCATATGAATTCCCAGGCGATGATACTCCTATCATCAGAGGTTCAGCTCTTGTTGCTCTC -GAAAGCACTTCAACTGATATAAATTCTCCTGAATATGCTCCAATTGTTGCTCTTATGAAAGAAGTTGATA -ACTACATCCCAACTCCTGAAAGAGCTACTGACAAGGCATTTATCATGCCTGTAGAGGATGTTTTCTCAAT -CACTGGTCGTGGTACTGTTGCTACTGGTAGAGTTGAGAAGGGTATTGTTAAGGTTGGAGACGAAGTTGAA -ATCGTTGGTTTGATGGAAGCTCCAAAGAAGACCGTTGTTACTGGTGTTGAAATGTTCAGAAAGCTTCTTG -ATCAAGCGGAAGCTGGTGATAACATAGGTGCACTTTTAAGAGGTGTCCAGAGAACTGACATAGAAAGAGG -ACAGGTTCTTGCTAAGCCAGGTTCAATCAAACCTCACACTTACTTCGAAGGTCAGGTTTACGTTTTGACT -TCTGCGGAAGGTGGAAGACATAAGCCATTCTTCAATGGTTACAGACCACAGTTCTATTTCAGAACAACTG -ACGTTACAGGTGTTATCGAAATTCCTGAAGGAACTGAAATGGTTATGCCTGGTGACCACATCACTATGAA -GATCAAGCTGATCACTCCTATCGCTATGGAAGAAGGACTCAAGTTCGCTATCCGTGAAGGTGGAAGAACA -GTTGGTGCTGGTAACGTTTCAAAGATTATTGAATAATTGTAATTGTTTTAAAAAGGACTACCGCAAATCA -AACATTTATGTTTGATTTGCGGCAGTTTATTTTTTTACCCTATATAGCATATGTCACACTTTATGTAGAG -TATCCGTAATATGGTAATATACTGGGTTAATATTACAATTTTAATACTTATAAGGAGTGATACTATGCTA -TCAAGAGAGGAATATATTCGATTATCTCTGGAACTGAACCTCTTCTTTGGGAGAATCGCAAAAGAACATT -CGATTTTTATAGAGAGTAGTTTTACCAGTAAAAATTCAAAACTAGCTCAAGAGGCAGATGACTTCAAAAT -CCAATTTGAAAGGCTATTAGCCGAGACAATATCACTGGCAAATGGTGTCGTTAGCCCTGATATAGTCATA -TCAAGAGAGCTTGTAACTCCGTATACTCTAAATGCCGAACGCGTATCACAATTTTATACCGGGATACCGA -TTAATATTAGTCTGACGCAGGCAGAATCAAGTTTACAGGGAAATGCTGATATGATGCCGGTGCCAATGCT -GGAACAAAGAGTTTTCATGTTGAACCAAAAAGCAATTAACTTAACCACTGCATTAGCACAATTCAAATCT -AGAATACTGAATGATGTTCTTGCCTGCAAGCTCTTTACAACAAATTATCCTCTATTGCTGGACCATATTT -TGAGAGAGGCTAAATTTTATTTAAGAACACTATCAAGGCTGCAGAATAGAGAAGATATTGCGACAGCAAA -AGATTTGATAGAACAGGAAGTATTCTGGAATAGAATTATGGCCGAACATTCAAAATTTATCAGAGGATTA -CTGGATCCAACAGAGAATGATTTAATTAATACTGCTAACAAATACGGAAGAGAGTTTGATGAACTGACGA -GGGAAGCTATAAAGGCTACTGAGCAAACTAATCTTCTCCCAGAAGTTACAATTGATAGCTTAAATGCTAC -AAAGGGATTAAGAGACTTTAAAGCAACGGGTACAAAAGGTTTGATTGAGTGCAAAATAAAGGCTATTGCA -TACCCTCTTCTCGGTGATCACGTTCTCCGTGAAGCAAATCACTATATAAGAATACTTCAGAAATCTTAAA -GTAAGTTAAATTAGCCTATGTATTTTATTTTTAATTTTTCACATGATAATAGAAAATGTATGGGATCTTA -ATTATAAAGGAATGAGTGACAAATGATAAATAAGGAAGAACATTTGAGGGCTTTAGAGGATACACTAGCC -TATTTTAACAAAGCATCTATAGTTTTGACTGAATATGAAAAGAAACAAATAGAAATAGCTGATTTTGGTC -TTAATGACTTGAGGCATACAGGCCTTCAACTAATAACCTTTGTTAATACCGATAGAGTGTGTGCCAAGGA -AATGGTTCTTTTCCCACGCCAGACATGTCCTGAGCACAAGCACCCCAACAGGAATGGTATCCCCGGAAAA -GAGGAAACTTTCAGATGCAGAAGCGGGAGGGTTTACCTTTATGTAGAAGGTGAAAAGTCTCAAGAAATTC -ATTGTAAAGTGCCGCCAGGCAGTGAAAAGTACTATACGGTTTGGCATGAAATAATCCTGAATCCGGGAGA -ACAATACACACTATATCCTGACACTCTTCACTGGTTCCAGGCTGGAGAAGAAGGAGCAGTCATATCTGAG -TTTTCAACTAATTCAGATGACCTCTCCGATATTTTTACAGATGATAGGATAAAAAGAATACCTGAAATAG -ATAGATAGTTGTTATAGGACGAGAGGCAGGAAAGCCCCGGAAGACTCTTCATAAATGGTGAGTGAATACG -GGACTTTTATTTTGACTTATATTATATGGATCCTTTTAGTAATTATAACTGATAGTGTTTAACAAGTTTA -GTTGAGGGTATATAATATTAGAGTATTATTCTTAATGGATAAGCAAATGATAAACTTGAAATTATGCGAA -AGGACGGTAAAAAGTAAATGATAGAAATAAAGAAGAATATATACTGGTGCGGAATTAGAGACTGGGGACT -GAGTGTTTTTCATGGACATGAACTATCAACTCACAGAGGAACTTCATACAATTCATATATTATTAGAGAT -AAAAAGACTGTACTTATTGATACTGTCTGGGACCCATACAAGGAGCAATTTGTAGAGGATCTTGATAAGA -GTATAGGACTTTCAAATATAGATGCTATTGTTATTAATCATATGGAACCTGACCATGGAGGTAGCCTGGG -ACTTTTGATGAGCAAAATACCAAATACTCCCATATACTGTACAAAAAATGGTTCTGAAATTATCAAAAAG -TATTTTGAGAAGGATTGGAATTTTAACATAGTTAAAACAGGCGATGTTCTTGATTTAGGAGAGCATAAGC -TCCATTTTGTTGATATGCAGATGATTCATTGGCCTGACAGTATGCTTGTGTACGTTGAAGGTGCTAAATT -GGTTATTTCAAATGATGCTTTTGGACAGCATTACTGTGGAACGGCTCTTTTTAATGATCAGGTTGATACA -TGTGAACTTTATCAGGAAGCAATAAAATATTATGCAAATATTCTTACACCCTTCAGACCTCTTATAAAGA -AGAAGATAGAACAGATTATGGCAATGAATCTAGATATTGACATGATTGCACCAAGCCATGGTGTTATCTG -GAGAGATAATCCATCCCAAATTATCAAGAAATATGTCGAGTGGGCAGACCCCAACTTTAATGAGGGATAC -GCAGCGATTATCTACGATACAATGTACCATACTACCAGAGCTATGGCCGAAGCAATAGGAAGAGGCTTTG -AAGAAGAAGGTGTAAGCTATAGGATAATCAACGCTGCCACCCGAGACAAGAGCGACCTGAATGTGGAGAT -TTTCAAGGCAAATGCTGTTCTCATAGGAAGCTGTACGGTAAATAATACAGTTACAAGACCAATAGCAGCC -TTATTGGAGGAAATTAAGTCGCTTAAAATAAAGAGTAAGCTTGCTGCTGGATTCGGAGCATATGGATGGA -GCGGGGAGGCTCACAAGAAGATTAGTAAGGAGTTAGGGGATGCCGGATTGACTATTGGTGCTGAACCACT -GGGCTTCAGATACAAAATGTTAGAGCAGGAAGTTGAGCAGTGTGTCGAAATGGGACGTAACATTGCCAGA -CAACTTAAAGCAAAATAATATAGTAAAGTAGATTTTTCGTGTTTTTTTTAACAAAATGCTACTTACAATA -TCATAAGTATGTTATAATATATGCTGGTATTTTGAATATTTATCTTCGAATACCAGCTTTTGTTTTGCTT -CTCTGTATGTAGAAACAGAAGTACATTTAATCGAGGTAACAGGCCTCAAAATCAATAAAGCTATGAATAA -AATTTCAAATAGTTATGCGAAGGGGGAAGTCAAATGAATTACTCACATGAAGTTGAAAATATGTGTGTTG -TAAAAAAGGGTCCTAATCACGGTCCTGCTCCAATACCTGAAGAAGGCAGATGGGTAAAGGCAAAAGAAGT -CAAAGATATATCCGGTTTGTCACACGGTATAGGCTGGTGTGCTCCACAGCAGGGAACATGTAAGTTGACA -TTGAACGTTAAGGAAGGAATTATCGAAGAATCTCTGGTTGAAACTATCGGATGTTCTGGAATGACTCACT -CGGCAGCAATGGCAGCTGAAATCCTTCAAGGTAAAACAATTCTTGAAGCTTTGAACACTGACCTTGTCTG -TGATGCTATAAACGTGGCTATGAGAGAAATATTCAAGCAGTTGGTATATGGAAGAACTCAATCTGCTTTT -TCAGAAGATGGTCTTGTAATAGGTGCCGGCCTTGAGGATTTAGGTAAGGGCTTGCGTTCACAGGTTGGAA -CAATGTACGCAACAAAGGCAAAGGGTGCTAGATACCTTGAGATGGCCGAAGGATACATACTTAGTATTGG -ACTTGATGCCGATAATGAAATAATCGGTTACAAGTTTGTACACCTTGGAAAAATGATGGATATGATCAAA -AAGGGTGTTGACCCTAAGGAAGCTTATGAGAAGAATGTAGGTCAATACGGAAGATATGACGAAGCTGTTA -AAGTAATAGATCCAAGACATGAATAATTAAGGAGAGAGGTGATTACTGTGGTAAGATTTGAAGGTTATGA -AAGAAGAATAGCTCAAATAGAGAAGTGTTTAGCTGAGTACGGCTTTAAGAGCCTTGAAGAAGTAAAAGAT -CTCTGTACTTCAAAGGGTATAGATGTAGATAGTATAGTTAGAGGAGTTCAGCCAATAGCATTTGAAAATG -CAGTATGGGCTTATACTCTAGGATGCGGTATAGCACTCAAAAAGGGTGCTAAGGATGCGGCAGAAGCTGC -TGAGGCTATAGGACTTGGACTTCAAGCTTTCTGTATCCCAGGTTCAGTTGCTGATTCAAGACAAGTTGGT -ATAGGCCATGGAAATCTTGCAGCAATGCTTTTAAAAGAAGAAACAAAATGTTTCTGCTTCCTGGCAGGAC -ATGAATCCTTTGCGGCAGCTGAAGGTGCTATTGGTATAGCAAAGACAGCTAACAAGGTTAGAAAAGAACC -TCTCCAGGTTATATTGAACGGACTTGGAAAAGATGCTGCTTACATAATTTCAAGAATAAACGGTTTTACA -TATGTTGAAACTGACTATGATTTTGCAACAAACACTCTTAATGTTGTTAAAACAAAGGCTTACTCCAACG -GAGACAAGTCAAAGGTCAGAGTTTACGGTGCTAATGATGTTCTAGAAGGCGTAGCTATTATGATGAAGGA -AAACGTTGATGTTTCCATCACAGGTAACTCAACTAACCCGACAAGATTCCAGCACCTTGTTGCAGGAACT -TATAAGAAATGGTCAAACGAGAATAACAAAAAATACTTCTCAGTTGCTTCAGGTGGAGGAACAGGAAGAA -CATTGCATCCTGACAACATGGCTGCAGGACCTGCTTCATACGGCTTAACCGATTCAATGGGTAGAATGCA -TGGAGATGCTCAGTTCGCTGGTTCATCTTCAGTTCCTGCTCACGTTGAAATGATGGGACTAATCGGAATG -GGTAACAACCCAATGGTTGGTGCTACTGTTGCTGTTGCGGTTGCAATTGAAGAAAGCACAAAGTAATTAG -AGAGATTATAATAAATGAGCAATGCACGTCATTTTGGAGATTTTCATTATGATGTGCATTGTTTTTATTT -AAAAGAAAAATCTCAGACTTAATGTAGGTAATCAAAAGAGTAATGTTGGTATTACATAGACTAAAAAATT -TGTAATTATTTCAATTTAATCGAAAGAATATTATATATTCAAAAAGGAATTATAATATTATCTGAAAGAG -GTATTAAAAAATATATATCTTTAAAAAATTTTTTAATTAATATTGAACAAAGTAAAATTATGTATTATAC -TATATTTAAGGTCAAAGAAAGTCAAAATCAATTTAGGTAGAGGGTGATAGTGTGGCAAGTTTAAGTGATT -TGATTGAGGCTTTTATAAAGCAAATGATAGCGGACACAAACGGCTCAATAGAACTGCAGCGTAACGAACT -TGCAAACCAGTTTAACTGCGTTCCGTCCCAGATTAACTATGTTATATCTACAAGATTTACCGCAGATAGA -GGTTACTACGTTGAGAGCAGGCGTGGCGGCGGCGGGCATGTAAAAATAAAGCGTGTCAATATAAGTATAC -CCGGAAACTATCTTATGCATATAGTATCTTCAATGCGTTCAAGTATATCTCAGCAATCGGCAGAAGTGTT -TATTAACAATTTTGTAGATTATGAGGTTATAAGTGAAAGAGAAGGATTTTTAATGAAAGCCGCTGTCAGT -GATAAGGTCTTAGGGGGATTATCCATGCCGGACCGGGATATCATAAGGGCATCACTGCTTAAAAATATGA -TTATGAGCTTATTGGTTTAAGAATATAATTTAAGGGTATTGTTTTTTAATGGAGGTAATTTTATGCTTTG -CCAGAATTGTCAGCAGAGAATTGCGAGTGTACATTTAACTCAGATTAAAAATAACACAAAGTTGGATATC -TACCTTTGTGAAGAATGTGCACAGGAAATGAGCCAACAGGATTTTATTTCACCTTTCGGCTTTAATGACT -TGATTAGCGGGTTGTTTGGGGCACAACTCAAACACGAGCCTTATGTAAAGCTTAAATGCAAAAACTGCGG -GATGGAGTACAATGAATTTCTGAAAACGTCAAGATTGGGATGTTCCCAGTGCTACAAGGTGTTTGCAGAT -AAGCTGGATCCTATAGTAAAAAGACTTCACGGAAACGGGGAACATCATGGGAAAGTACCTTCAAGGGTCA -GCAGCAATGTAAGTATTACGAATGAAATGGATAAGCTAAAGCAGCTCTTAAATGAAGCCATAAAGAACGA -AAAGTATGAAGAAGCGGCGAAAATCCGAGACCGGATAAAAAGTCTGGAGGTGGAAGAATGAGTAAAAAAC -CTTCCGAAAAGGGCCCAGAGTTTGACATAGCAGTTTCCAGTAGAGTAAGATTGGCGAGAAATTTTGCTGA -TATTCCATTTTCAGCAAGAATCAATCCAAAGCAGCAGGCCGAATTAATTAAAAGGATGCAGGAAATAATG -GAAGAGTTTACTACTTATGGTAAACTTATGTTTGCAGATATGAATACTTTACACCCCGTAGATAGGCTTT -CTCTGATGGAAAGGCATCTTATCAGTCCCGAACTGGCTGACAGCAAGGGTAGCAGCGGTGCATTCATAAA -TGAGAATGAAAACGTAAGCATAATGGTAAACGAAGAGGATCACTTACGCGTACAATCTATTTTTCCTGGA -ATACAGCTGGAGAAGGGATACAAGGTTTGTGATGAAATTGACTCACTTATAGCTGAAAAAGCAGACTATG -CCTTCGACGACAAGTATGGATATCTTACAAGCTGTCCAACCAACTTAGGTACCGGCATGAGGGCTTCGGT -AATGCTGCATCTACCTGCATTAGTTATGACAGGATATATGAAATCTATACTGGAAAGCTGTAATAAGGTA -GGTGTTGCAGTCCGGGGAATATATGGTGAGAATAGTGAAGCGGTAGGAGATATGTTTCAGGTATCAAACC -AGATTACCCTTGGGAGGAAGGAAGAGGAAACAATCTCTAGTATAGATGGTATCTGTAAGCAAATTATTGA -CAGGGAAAAGGCATTGAGACTGCAACTCTATAAGAAAAATCTATACAAGTTTGAAGATAAAATATTCAGA -TCCTATGGGATATTAAAAAATGCAAGAGTCCTTTCATCCCAAGAATGTTTCAAACTTCTTTCAGATGTAA -GACTTGGGGTAAGTATGGGCATAATTAAGGATATAGATATAGTTACATTGAATGAAACTATTGTGTTGTC -GCAGCCGGCAACACTTCAAAAAATATCAGGAAATCAGCTTGAGCAGGATCAAAGAGATATAAAGAGGGCT -GAATTAATTAGAATGAAAATTACAAAATAAGTATACGAGAGGTGATGAAAGATGTATCAACGTTTTACAG -AAAAGGCAGAGAGGGCTATAGGATTTTCCCAGCAGGCTGCCGTAGATTTGGGGCATAATTATGTCGGTAC -TGAACATATACTCTTAGGACTTGTAAAAGAAGGAACAGGTGTTGCAGCAAGGGTACTTCAAGGTCAGGGA -ATAACCGAGGAGAAAATTCTCAAAGAGATTGAAGAACTTATCGGAAAAGGAGATGCCGAGGGAACACAGC -CTGTAGGGTTTACTCCCAGAACAAAGAGAGTGCTCGAGCTTGCTTTTAAAGAGGCAAGAAGAATGGGACA -GGGCTACATTGGTACGGAGCATCTGCTTTTAGGGATTATGAAAGAAGGAGAAAGTGTTGCAGTCAGGATT -CTGATGGATTTGGGAGTAGACCCCCAAAAGCTTCTGAATGAGCTTGTTAAAATTCTTACGGAAGAGACTC -CGGGTTCCAACGGGTCTGCAAAGGGAAACAGTTCAAACTCAAATACACCGACCTTGAACCAGTTTGGCAG -GGATTTAACTGATATGGCAAGAGACGGGAAAATTGACCCTGTTATAGGGCGAGACAAGGAAATTGAAAGG -GTTATTCAAATCCTTAGCAGAAGAACCAAAAATAATCCATGTTTAATAGGGGAGCCTGGGGTAGGTAAGA -CTGCCATAGCAGAAGGTCTGGCCCAAAAAATTGTAGAGGGAAATATCCCCGAGATTTTAAGCAACAAGAG -AGTTGTTACCCTTGATTTATCCTCAATGGTTGCAGGTGCAAAGTACAGAGGTGAATTTGAAGACAGGCTT -AAAAAGGCAATGGAAGAAATCAGAAAGGCGGCAAACGTCATATTGTTCATTGATGAGCTGCATACAATAG -TAGGTGCAGGAGCAGCTGAAGGTGCAATTGATGCATCAAACATACTCAAGCCATCCCTTGCAAGAGGTGA -AATTCAGGTTATAGGTGCAACCACCTTAAATGAGTACAGAAAACATATAGAAAAGGACGCAGCTCTTGAA -AGAAGATTTCAACCTATAACCGTAGGGGAGCCTTCCAAGGAAGAGGCTGTTGAAATATTAAAGGGCGTTC -GTGATAAGTATGAGGCACACCATAGGGTAAAGATTACCGATGATGCACTCGAAGCCGCAGTCAAGTTGGG -GGACAGATATATAACAGACAGATTTCTGCCGGACAAGGCTATTGACCTGATTGATGAGGCGGCTTCCAGA -ATAAGGCTAAAAACCTTTACGGCTCCGCCAGATTTAAAGGAAATGGAAGAGAGGGTTGAAAAACTAGGTA -AGGAAAAAGAAGATGCCATCAGATGTCAGGAGTTTGAAAAAGCCGCAAGAATAAGGGATGATGAGCAAAA -GCTAAAAAGTGAGCTGGAAAAGATAAGGGACCAATGGCATCAGAAGAATCAAACCAAGACAGATACTGTT -ACTGAGGACGATATAGCAGATATTGTTGCCAGTTGGACAGGTATACCTGTAAGACGTCTTGCCGAAGAAG -AATCCGAAAGACTCCTGAAAATGGAGGATACACTCCACAAGCGTGTAATCGGTCAGGATGAAGCGGTAAA -ATCAATATCAAAAGCTATCAGAAGGGGACGTGTAGGACTGAAAGACCCAAAACGACCGGTTGGATCATTT -ATATTTATGGGCCCCACCGGAGTAGGTAAGACTGAGCTTTGTAAAGCATTGGCAGAAGCAATGTTCGGCG -ATGAAAAGTCAATGATTCGTGTTGATATGTCCGAGTTCATGGAAAAGCACAGCGTGTCCAAACTGGTAGG -TTCACCTCCGGGCTACGTAGGCTATGACGAGGGCGGGCAGCTTACTGAAAGGGTAAGAAGAAAGCCGTAT -TCAGTCCTTCTGTTTGATGAAATAGAAAAGGCACATCCCGATATTTTCAATATACTGTTACAAATACTTG -AGGATGGCAGACTTACCGATTCACAGGGGCGTGTGGTCGATTTCAGAAATACCATAATAATCATGACATC -GAATGTGGGTGCTAGGACAATTACTGAACCTAAAAGACTTGGATTCTCAGCTTCAAATGATGAGAGTGCA -AAGAATTATGAGGATATGAAGAGCAATGTAATGAGCGAACTTAAAAAGATGTTCAGGCCGGAGTTCCTTA -ACAGGATTGATGATATAATTGTTTTCCACCCGTTAAGCAAGGAAAACATAAAAGAAATTGTACGCCTCAT -GCTGGATGTTCTTGTAAATAGACTCAAGGCTAATGAAATAATAATGGAAGTTAGTGAAGAGGCCATGGGA -TATCTGGCACAAAAGGGCTTCGACCCTGTGTTTGGAGCAAGACCTTTAAGACGTGCAATTCAAAGTATGG -TAGAGGATAAGCTGGCAGAAGACATGCTTGAAGGAAAGGTCAAAGCCGGAGATAGCATCAGAATAGACTT -AGACGGAGAAAATATTGTTGTTATTAAAAAGTAAGCAAAGACTGGTATTTCCGATCAACTAAAAAAGAAT -ATGACAATAAAAAACCCCTCGTTTGGCCATAATAGGCCAAACGAGGGGTTTTTAAAATGCCTTGATTATT -TCCGATATGTTTGACGCCTAAATTTTACAGATATACAATTAATCCCAGTAAGAGTATAAAATGTAATGAA -CCCAAATATCGGAAAGGAAGTCTGTATTATGATTATATATAAACTTATAAAGACTCCGTTACAATATTAT -GTTTATGACAGGAATAAGAACAAAATCCTAAATATTAGTAAGGAAGAATATCAGGAACTTGATAGATTAA -ATAAAAAAGAAATTACTGAAAAAGAAGCAGTCTGTCTTAAAAAATTTCAGAAGTACGGATATTTAAAAGA -TAGTATTCTCGAAGAAATAGTTCATCCGGAAACCAAATATATTAAGCATCATCTTGACCACAGAGTACAA -TTTCTCATATTACAGGTTACACAAAGTTGTAATCTCAGATGTAATTATTGTACATATTCAGGTAATTATA -CTAATAGAGTTCACTCCGGTAAGTCAATGTCATGGGAGTTGGCAAAAAAGTCAATTGACTATTTATATGA -TCATTCAAATGAAATTGAGAAAGTCAGGATAAGTTTTTACGGCGGAGAACCATTGCTTAGATTTGACTTA -ATAAAAAGATGTGTACAATACGTTAAAGAAGCTTATCCCGATAGAATCACAGACTATGGAATTACTACCA -ATGGCACACTTCTTTCAGGTGAAATAGCTGAATTTCTCATAGATAATCAGTTCTCTATTACCATAAGCCT -CGACGGCTCCAAGAAGGATCATGATGCAAACAGAAAGTTTGCAAATGGGGAAGGCAGTTTTAATACTATC -ATTAATAATATTAAAGACATAAGTAAACATAACAAGGGATTTATTAAAAATATCAGATTTAATACCGTTT -TAAATCCAAAATCAGATTATGGTACGGTGAGGAATTATTTCAATTCAGAAGATGTTGTATGTGATGCCGG -AGTCGGTCTTAGTCTCATGGAAGAAATCAACTATAAGGGGGATATCTCCTTTAGCAATGAGTTTATTAAT -ATAAGAAGATATGATTACTTTCTATTATTAATGACCATGGTAAAGAAATTAAAAAAAGAAGCAATACCCA -AGTTTATGTCTGAAATAAAAGCAGGTATTGATATTGATTACTCTACGATGGAGGATGTTAACAACCTGAA -TAAGACATGGCATCACGGAGGTCCTTGTATAGCAGGTGCAATGAGAATGTTTGTGAATACAGATGGCGTA -ATCTACCCCTGCGAAAAAGCGGTTGAAACTAGCGAAGCTATGAAAATAGGCGAGATGGATGAAGGTACGG -ATTCCCAAAAGGTGTCGGAAATAATGAATATAGGAAAAATATCAGAAAAGGATTGTAAAAGCTGCTGGGC -CATAAACTGGTGCTCTATGTGTGCATTGTATGCGGAGAAGGACGGAAAATTTGATGTAGCAACCAAAAGG -AAGAATTGTGCCAAATCTTTTATAGAGGTGCAAGAAAAACTTTTGAACATATGTGCTTTAAAAGAATTCG -GATATAAATTTGGAAAGGAGGAAATGTATGTATAAGCTTCTGGTTTATCCCTTTAGTATGGAAGATTACT -GCATAACAAAATATCGTAATATGCTTCAGGGGTATGAACTTACAAGTCTCGTATGCCTTGAGGGTGCCTG -TGAAACCGGTAGAGATGCAGGAGAATTTAACGAAGTTGAATCCGGTTTAATAATAACTGATGATTATAGT -GCTGAAATTGATAAATGCAATGTAGTACTTTTGTTGGATAAAAATTTTAATGAATTTGAAGAAACATACA -TTAAAAGAATTAATACTGCAGTATCAAAAAACAAAATTGTTTTGACCAATAAGAAAATATACGATTTTTG -CGTTAAAGAGTTTTCCGACAATAAGAATATTAGGATACTGGACAATATTCAGGAGTACGGATTGAATTAT -TTTACAAATGACAGGAAAATTACACAGCCGGATATTCCTGTTATAACAGTTATGTCAATGGGGGAAAGCT -GCAATAAATTTGAAGCACAGCTTGACCTGAGAAAGAAATTTCAGGATAAGGGATATAAGGTGTTACAGTT -TGGTACAAAGGATTATTGTGATTTATACGGCTTCAGAAATATTCCGTCCTTTCTCATGTCAAAAGACATA -TCAATTGATAGAAAAATATACTTGTTTAATTACTATATAAACAAGGAAGTATTAAAGGATGATTATGATG -TGATTATAATAGGCGTTGCGGGAGGTATTCTTCCTGTTAACAGGTATGTCACAAATTATTTTGGTGAGAT -TCCTCTCATTGTATCTTCAGCTCTGAATATAGATATAAACGTTCTATGCTTATATCATAATAATGAAATA -AAGAAGGAAAACCTTTATGAATGTCGTGAATTCAACAAAGGAAGGCTGGGTTGCTTTACAGACTATTATT -ATATGTCTGATAGGCAATTCAGAATAACATATGAACACGATATAGTATATTTTATGCTGGACAGAAAGAA -CTGTATAAATAGTATGCCGGTTATAAACGATGAATCACTTAAATTCTGTCATGTTTTGGATACTGATGTT -AAGGAAAACATGCTTAATTCCTTGGTAGAAGAATTGGAAGGGAATGTGGCACTTGTTTAAAAAGGGGGAA -CCTATGAATAAATGCGAAGTAATGAATGAAATTAAAAAAACTGTTTTGAGGATAACAGGGATTATTATAG -AAGATGAAAATGACAATATTATTGGATGCCATCATATTTACCCCATTGTATATGCTATTTATATTGTTGA -AGAACTTGAAAAAGTATTTGGGAAAGAGGTTTCAGATATATTTACTGAAAATGATTATACCATCTGGGAG -TTAACAAATTTGGCAGATGCCATTATGAATAAATGCAGGAGTTCTGTAGAAACGCTTCAGGTAATTTAAT -GATTGCAGGGGGTATATCATTTATTTTATTAAATGATTACATAAAAACTATTAAGGAGGTATTTTTATGG -AGAAATTATCCAAAAGAAATGAGTTAGTACCTAACACTGTTATGGCATTTTCGTGTCCCTGTGCTAGCGT -CTGTAGCTGTGCTTCAAGGTGTGGCGGAAATGGAACAGCAGATAGTGCTATCAGTAGCAGTCTCAGATCA -AGCGAGTATATAGTAGCATCCTCAGCAATATCCAGCACATTTGGTTGATAAAGTTCTTGACCACAAAAGG -AGTGCCTTTACAGGTACTCCCCCTTTTTTGATTACCCATTGCTGTTCTCCAGTTCATTTATACTAATCTG -TCTTGTATGAACAGTGTGGTTCCATTCCTTGTTATTTTTCTCCAGGATGCCTTGTATGGTAATTGGAATC -CAAGTCAGGCAATAGTAGGGGTAAATAATAAACCCAAGTATCACCTTCAAGCTGAATTTTTTCTCTGCCA -GAATAACCAGCGGCCCGTAAAACATCTCAAAGAGCCCCATTAAATACCATACTTGAACCGGAAATACGTA -TTGTACGCTGTAAAGAGGAAATTGGGGATAAACTGTTTGCACCCACATCATAACAGTCATTAATCCCACG -AAAATGAATCTTATAGGTTGAAACAAATATAAGGCACAATCAAGGGAGGTAAGATCTCCTTTAAAAAGAG -CTTTCTTAAATAAAGCCCCAAGGTATTTCTGTGCACATTCCGCATGACCCTGCATCCATCTTTTTCGCTG -GTGCCATGACTGTTTGAGTGTAATAGGTTTTTCATCATATACTACGGCTTCGTGTGCCCATCCTATTTTA -ACTCCGTTTAAGGCCATCTTCATGGTGTATTCCAGATCTTCGGTCAGGCAGGTAGCTCCCCATTTTAAAG -TTTTGAGAATGGAAGTATCTATACAAAACCCGGTTCCGCATAAGCCGCAGCTTAGCTTCAGATAGTATCT -GGGGAGTTGATAAATTCTGTTTGAAAGCCAGAAAGCAATTGAATAGGAACAGGTTATCCAGCTGTCATAT -GGGTTTTTACTATCAATGTAACCCTGAACTACCTTGAAACCCTTGCACATTTGTTTATTCATTTCTAACA -GGAAATTCTGAGATACCAAATTATCCGCATCAAAAACTGCAATGGCATCATAGCTCGTATCCATATGAAA -AATTCTGTGAAACATCCATTCAAGTGCATGTCCTTTACCCTTTTTAGAGGCATCCTCACGGATATGTACC -TTTGCACCGAATCTTCGGGCAATTCCGGCAGTATTGTCTGTACAATTATCTGCTATAACAAATACGTCAT -ACAAGTTTTTAGGATAATTCAGTTTAAAAAGACTGTCTACTATATGGCCAATTACGAGCTCCTCATTATG -GGCAGCTACTACAAGGGCAAACCGTTTTGTTGGAATAATATTTTGTGGGGACTTTTGTCTCCTTTTCACC -CAGCCAAAAATAGAGATTCCAAAGAAATAACAGCCTGCTATGAATATCAGTATTTGAATAAATTCACTAA -TATAATAAATTATATTAAAAAATATATTTTGCATTTCTTCCTCCTTATAATATCTTTCATTTACTCGTAT -TATCTCGCTTAATCTTAGAATTTCATATCAACCCGAGAGCGTTATTTGGACAAATATTCTGTATTAGTAT -AATACTGGATTATACTGGTTAGCCTTCGGCTAGACTGCGCTTGTTTTTTGCTATCACGCCAATGGCTTCC -ACATGTCTCTGGCGACAAACCTCCTATGTCTCACTGGGTCATGCCCTAAATTCCTTCGTCCTGTCTTGTC -CAGAGGTGGAATGTCAGTCATGCTCCTAAACTGGGTCGTGCCCTAATGGAAAATATTCAACCTGACTATC -CCGGCTCTCAATTGTCAATGCTCTTCTAAAACTAATCGATACACTTTAAACATCACTTTTTCTTACCATA -TATCCGTTACTCGCAGTCATTGGTTTCAGATTCTTTATGGCATAGTCCTCAAATCAGTAGGCTATGCTGC -CTTCATCATTGGTCTTTTAATATCGTTCATCATCTTTTCAGCATCATAGTGGCTACCTGTTTTTAGTATT -GCATAAAATACTCTTATCAACTTGCCGCATAAGGCTACTATTGACTGCATTTTCTTAAGTGGCTTGTTAT -CTCTATTAATGTAGTATAGGTGCAACTGCCTAAATTCAGGGTTTCTAGCTACTAATGGCAATACTGCTTG -AAATATGGCATATCTGCCGTCAGAGCGTCCCCTTCTGGTTATTGTTGTTTTGCCTTGATGCTTGCCAGAG -CTGTTTTCTCTTAGGTTTAACCCAAATAGTTTTACTATTTGCTCTGGAGCATCAAATCTACTAATATCTC -CTACAGCACCTAAGAACCCTGCCACAGCTACAATTCCTATTCCTTTTATACCTAAAAGCATACTTGCACT -CGGAATTTCTTTTACTTGTGCTTCTACTTTTTGCATTATCAGCTCAAGCCTGTGACCATGAATCATATAT -TCGTCTAGAAGAGTTTCAATCTCCAGAACTGCTGATTCCAGACCATGCTTTAGTCCAATGGATTCTTCTG -CTGCTTTTATGAGCTTCTGGGCATGTTTATGTCCAACCGCTCTTTTGACTTCCTCTTTCCATGTTGCTAC -TATTTTTTCCTCACCTGTTTTAATTACTGCCTGTGGAGTAGGAAAATGCTTCAGTGTAAGCAACGCCGCC -TTTCCAGTCCATTTCTTGAAAACAGTACTAAACTCAGGAAAGTATATTGCTAACCATCGTTTTACTCTAT -TTTGTATGCTAATCAACTGCACAACATTTTGCCTGCGTAATTCCATCAGATTTCTTATTTCTCGATATAC -ACCTTCAGGCATGTACGGTATTAGATATCTTCCGTCCTTGACTAGCATTGCAATCGTTTTTGGATCTTTA -CGGTCATGCTTGCTTGGGGTGTTATCATCTAGTTCCTTTGAGCGTTTTACATGGTAAGGATTAACCATAC -CAAACTCTACACCCATGTTCTGCAAGTGACTTCCAAACCCCTACCAGTAATGCCCGGTGGGCTCCATTCC -TACGAATGTTTTTGTCTTTTGATTTCTCTTCATCAGGTCTGTAACCCAAATATCAAAGGCATTGAAACCC -TCTCTTGTATTCTCAAACCTAAATGCTCTTTTAGAAAATTCAAATCCTCTGAAATCAAAAGCCCTGGCGA -AGTGGACCTCGCTACCGATATCTACTCCAACCACCATTGTTTCAGGTGTGATTTGCATTAACTTATTGTT -TTGTGTACAATTCATATTAGTTACCCTCCGTTTATTTGATTTGTGCCTTCATTTGTGGTGTTCAGCACAT -TTCATATTTTACGTGAGGGTATTAATTTTTTCAAAGACCATTTTTCTTACTTACAGGAATGCTCCATAAT -AGTATTTATCCGAAATAGTTTGTGCATAAATAAATTAAATTATTTATATAATTGGTACTCTATAAATTCA -ATATGCTATAATGAGGTAGTAAAATGCGGAGGTTTTTATGCAAAAATCATATTATAACAACGCAATTACC -GGAAATTCTTCAATGCTGGCATGTTTTAGTGAAAGAGCTGAACTTTTAAGACTTTTTTGGCCCGATATTG -ATTATATCCAGAATTTGGATAAAATGTTTCTTGGACTATTTGAGAAAAATAAAACAGGAAGCACTGTCTG -GCTTAATGACATCCGGTGTGAACATCATCAGGAATACCTTCCTGATTCTAATATAATTAAAAACATGGTT -ACAAATTTTTTTGACGGATACAAGGTAGTACTATATGACTTTGTACATCCTGAAATGGATGTTTTGGTAC -GAAGATTTGAAATAGAGAATTTACGCGGCGAGAGCAGGGAATTGGGACTAATGAGTTTTTCAGCCGCCAC -CAGCAGTGATTCAGAGGTGGCATGCAGCTTGTTTGATTTCATGAATGAAGCACTGGTTCATTATAAGCCG -GACAGCTATATTGCCGTTACATCAGATATTCCTGTATACCAGTTCCAAATCGGTAATAATGCCAATGATG -CCGCTGTTAATACATATCTGTATGGCAAGGACGATATAGGAATGATGAAGGATGCGGCCATATCATGGGA -TCTGGGAGTTTTTCAGCCTCATGCTGTAAAGACTACAAATGTATATCTATGTGCGGCAGATACCCTGAAA -TCCTGTAAAGCTCTTGTAAGAAGAGTAAAAACAGTAGGAGGGCTTACAGCCTTCAGAGAGACAGGGCGGT -ACTGGAAGGATTATCTGGAGAAAACAACTAAATTAAAATCAGGTAACACTCTTTTGGATGACTTATATAA -AAGATCCCTGCTTGTATTCAGACTGATGTATAGTAAAAAAAGCGGCGGATTGATGGCTGCACCTGAAGTT -GATGAATATTTTACAAAATGCGGGAAATATGCCTATTGCTGGGGAAGGGATGCGGCCTTTATAACAGGTG -CACTGGACATTGGAGGATTGTGCGAAAGTGTTGACCATTTTTATAAATGGGCTGTAAACGTTCAGGATGA -GGACGGGAGCTGGCAGCAGAGATATCATATGAACGGTAATTTAGGTCCCTGCTGGGGGCTTCAGGTGGAT -GAGACAGGGACAATAATCTGGGGAATGTTGAACCACTATAACTATACAAAAAATACAGACTTTCTGAAAT -CCGTGTGGGATAGTGTAAAAGCGGCCGCAGATTTCCTTGTGAGGTTTATAGACAGTGAAACAGGTCTCCC -AAGGCCCAGCTTTGACTTATGGGAAGAGAGATATGGAGAACATGCATATTCCTCGGCTTCCGTATGTGCA -GGACTCAAGTCTGCATCAGAAATGGCACGTATACTGGGAAAACCTTCCCAAGAATATATTCAATGGGAGA -CAACAGCAGACAGTATTAAAAAGGCAATAGTTAAATACTTTTGGAAAGAAGATTACAGACGTTTTATCAG -AAGCATACGGGTAAAATTAAACGGCTTCGGGCAGGAGCCTTCTTCTGATACTATGCTGATTAAGGTAAAT -CCAAAGGGCTATGTAAGGGATGTAACAAAAGAGGATTGGATTGTAGATGTAAGCCTTGTTGGATTGGGTA -TTCCCTTTGAAATTTTTGAGTTGAATGATCCAATGTTGAGGGATACAGTTTCATTAATTGAACAAGTCCT -TACGGCACAAGGAGTTGGCGGAATAAAAAGATATGAAAACGACACATATATAGGCGGAAATCCGTGGATT -CTTACCACCCTTTGGATAGCATTGTACCATGCTAAATCAGGAAACTATAAAAAAGCAAAGGAATATCTGA -TATGGGCTGCAAGTGGAAAAACAGAACTGGGTCTGCTGCCGGAACAGATTAACAGGGATACGGGAAAACC -AGAATGGATAATTCCGCTTACATGGTCTCACGCAATGTACGTGCACGTTTATTCAGAGCTTATAAATGCG -GGTGTACTGTAATATATATGGAAAATTAAATGCAAAAAGTGGGGTTGATTAATATAAAAAACAAGACGGT -TTTCAAGTGCAGTAATTGCGGATACGTATCCCCAAAGTGGGTGGGGAGATGTCCGGAATGCGACAACTGG -AACACCTTTGAAGAAAGGGAAATACAAAATCAAAAGAACTCCAGGTCAGCTTCGGCAAGGATAACAAAGC -CTTTAGTGAGGCTGACTCAAGTTAAGGCCGGTAATAGTGACCGTATTGTAACAGGTATTAATGAGTTCAA -CAGGGTTATGGGCGGGGGGATAGTAAAGGACTCAATAACCATAATCACAGCTAAACCCGGTGCAGGAAAA -TCTACATTGCTTTTACAGGTTGCAGGGGATGTTGCATCAAAAGGCCTGAAAGTGCTTTATGCATCTGGTG -AGGAAAGCGAAAGCCAGATAAAAAGCAGGGCTGACCGGATTTTTAATAAAATTGAAGACGGTGTGTGGGT -ATACTCCGACAATAGTATGGATAACGTACTTAATGTTGTTTCACAGGTAGACCCGGACCTTTTAATAGTA -GACAGTATACAGACATTTATTTTAGAAGGCTTCCCCGGTTCCAGGGCGGGTTCTCCTACGCAAACCATGG -AGTGTGCCAATGAGCTTCTTAAACTGGCAAAAGACCCTGTACGGCCCAGAGCGGTTTTTCTGGTAGGTCA -GATGAATAAAAGCGAGGAAATAGCCGGGCTCAGGGCACTTGAACATTTAGTAGACACAGTACTAATTTTG -GATGGTGACAATGAAGAAGAGCTTCGAGGGCTTTCAGTGTCAAAAAACAGGTTTGGCAGCACCTGGGAGA -GAGGCTATTTCTCAATGACTGAAAACGGTCTGGAATCAATTGATAATCCGTCAGAGTATTTTATGACCAG -CCGGGATAAAAATGAAAAAGTGTCGGGATGTGCACTTACTGTTGTCAAAGACGGTTCAAGACCGATTATT -GTAGAGATAGAAAGCCTTGTATCAAAAACATATACGCCGTATCCTTCCAGAATCGGAGAATGTGTGAGAA -GAGAACAGCTTAACACCCTGATATCCATACTGGAACAAAGGGGAAGAATATCTCTTTATGATAAGGATGT -TGTTATAAAGACCACTGGTGGTCTTAAATTCAAAGAGCCGGCTGTAAACCTGTCAATAATAATGAGTATT -GTATCATCTGTTTATGATAAGGAAATACCTAATGACACAGCGTTCATTTCAGACGTTGGGCTAACAGGAG -AATTAAAAAAGGTCCCTTCACTTGAGTTGAGAATCAGAGAGCTTGACAGGAGAGGCTTCGGACATGTTTA -TGTAGCTAAGAATGCACTTATAAGGTCACTGGATATAAAAAATATAGAGGTACATGAAGTAAAATCTATT -CAAGAAGTTATAGGTATGGTTTTCAAATAAAGAAAATGAATTTTAGCTTTTGTATCGTTATTTATAAATT -GTTATATACATTATTTTATTGTAAAATAGTCTAGTATAATTACAAAGTTTAGAGTCAAATGGAGGGGCAA -TTAAAAATGAGGTTGGAGAGATTAAAAAACGATAGCTTTTTAGATGTTTTGAAGATGATGGCACCGGGAA -CTACACTCAGAGAGGGTCTGGAAAACATATTAAAGGCAAAAACCGGTGCCCTGATTGTTATCGGAGACTC -TCCAGAGGTAATAAAGATAGTTGACGGCGGATTTACCATAAACAAGCCCTATACCTCATCACACCTTTAT -GAACTTGCAAAAATGGACGGAGCCATAGTTGTCAGTAAGGATTTAAAGGTAATTCTGTACGCAAATGCAC -TCCTCATACCTGACCCTACTATAGTAACTACTGAAACGGGAACTAGACATAAAACAGCAGAGAGGTTTGC -AAAACAGACGGGTGAGATTGTAGTATGTATTTCCCAAAGACGAAATGTCATTACACTATATAAGGATAGC -AAAAAATATATACTCAGGGATACTTCTACAATATTGACCCGTGCCAATCAGGCTTTGCAGACTCTTGAAA -AGTACAAAAGTGTACTTGATGCCGGAATAAAGAAATTAAATGTATTGGAACTTGAAGATATAGTTACGCT -CAACGATGTGACATATGTTATCCAAAGAACAGAGATGGTAATGCGTATTGTTGATGAGATTGACAGATAT -ATCTGCGAATTAGGAAATGAAGGAAGACTAGTAAGTATGCAGCTGGAGGAGCTTGTCCAGAACGTCGAGA -ATAATGTATGGCTTGTTATTGAGGACTACTCAATAAAGAAAGATGGAATAAACACAAATGACATAGTAAA -ACACCTTCGCAATTTATCAAATGATGAGCTTGTAGACCAAACAAGCGTTGCAAAGCTATTAGGTTTCTCC -GGGGCAACGGTTTCACTGGATACTTCTGTTTTACCAAAAGGGTATAGAATGTTGAGCCGACTGCCGAAAC -TTCCTGTTACCATCATGAAAAATATGATAAATGAGTTTCAGAATCTTCAGGGAGTAGTAAAAGCAAGCAT -TGAAGATTTGGATAAAGTGGAAGGCATAGGGGAAGTAAGGGCAAAATCCATTACGGAAGGTCTTTTAAGA -ATAAAGGAGCAAACCACAATGGATAAAAGATCAATATATTAAACAGTTTTTGAACTAAAGATAAAGTGCT -AGAGAATTGACTTCACTTGACAGTATCTGAATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATT -GTAGGAGGAGATTTCAATTATGACAGCACAAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTG -GCCGAATATCTTCAAAACGTAAGTGAAGCATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATA -TTAAGAAAGCTTACGAGGAAAATGGTCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAA -AAACAGGGTTGCTCCAGAAACTGAGGAAGCCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAG -CTCAGGGCAAGTAACGAACTGAGAAAACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGC -AGAGATATAATATAGAAACCTTTGACAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCAT -ACTTTACACTGAAGATCAGCTCGCTGCTCTGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAG -ATAGATACCCAGCACCCGGGATATTTGCTGGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTG -GACGTATATATCAGCAAACTGCCATAGATACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAA -GGTACCAGTAACAGCAGCAGATATATTAAATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCG -ATAATGAGAGTACTCACAGACAGAGGAACGGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTAT -TTCTGCAGATGAACGACATTGAGCACACAATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGA -GCGTTTTAACCAAACAATTCTGAATGAATTTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTT -GAACAAATGCAGGAGGATTTGGATTTTTATATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAA -GGTGTAAAGGCAAGACGCCGATGCAGACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAA -TGATCCTGCGAGTTAATTTGTAGGGTCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGC -GCCGGTTTGACATAGAAAGGCACCTCCATATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAG -GAGTGTCAACCCAAGTACCGTTCAGGACAGATAAAGGGATTAACATATACGTTAACCCCTTTTAATCATC -TTAGATTATATTTACCAAGCATACGTATTCTATCATTTTCCTTCAAAATAATATCATAAAGATTTAAATC -CAACGTGTTGCAGATAGAAGCCAGATAAAACAGATTTCTTCCCATATCACGTTCTATCGCATCCCTGCAA -TTGTCACACAAAGTACCTTCAACGTGCCCGTTAGCAGAGTTCTTCATCTCATCAAAGCTGGCATCATCAG -AAACATCCTGTTTATGAGCATTGATTGATAAACAGCCACATTGAGTAACAGTTTTAATAACCGCCCTGTT -TACTCTGGAATTAGAATCTTGATATTTTGTAATCAAATCTAGAATACTCTTATTTCTTACAAGCAGTTCC -TGTGCAGTGTATTGAAAATCATCTACAAGTATATCCTTCATGTGATTCACCTCAGTATTTGGATGTCTGA -TTTTATTATACGTTTACCAATGAGCTACTGTCAAACCCAAAAACAGTATTTAACAAAAATAATTTTAAAT -GTTAATAGATATATTTGATTTTTTGACATTGAAAATTCTTTGTAGTATACTAAAATTAATGAGAAAATTT -TATATAAATTAAACCAAACGCACTTTAACTATAGCATAGTGCGTTTTAGTATTTTTGTTTTATTAATTTA -CAGCTTGACTGAATGTAAACATTTCGTTTAAATTCATTTAAGCTTTTGGATATACAAAAGTTTGATAGAT -TTGCGTTATTTTTTATGGAGGAATGCTATGTATAACGTAGGAGATAAAATTGTATATCCCATGCATGGTG -CGGGTGTTATTGAATCCATTGAGGAGAAGGAAATACTTGGAAAGACATGCAGCTATTATGTTATGAAAAT -ACCTATCGGTGATTTAAAGGTTATGATACCTACAAACAATATTACTGATATAGGTATAAGAGACGTAATA -AGTGTTTCTGAAGCTGACAGTGTCTTTGATTTTTTGAAGAACGGTCAGCATGAAATCCCGTCCAACTGGA -ATAAACGTTATCGGGAAAACATGGTAAAGATTAAGAGCGGTGACATTTTTGAAGTGGCTGATGTTGTAAG -AGGCCTGATGCAAAGAGAGAAGGAAAAGGGGCTTTCTACAGGCGAAAGAAAAATGTTAAGCAGTGCCAAA -CAGATATTAATAAGTGAATTGGTTCTTGCAAAAGGCATCAATCAACATGATGTTGAGGTCAAAATCCAAG -AGTACCTTTACGGCTGAAAGTGCCTTTGAAGGAGAATGAATGTGCTAAACAGGATTATTAAAATTTCTTT -TTCTATTCTAGGAGCTATTACCGGAGTTACTATATTAAATACAATTTTACTGATGAATTTTAAAATAGGT -GAAAATTTAAAAGTGCCATTAATGCTACTGTTTTCATCTGTTTTTTGTGCCCTTTTTTACTTTATGGCAG -CTAAGATAATTGAAGTTCTCATAGGTTTTATTGATAAAATTGAAAGAGGCATACAAAACGTAACCATGTC -AGAGCTGATACTTGGTGCTGCCGGACTTATACTAGGACTTATTGTGGCAAACCTTGTAAGTACACCTATA -ATAAAGATTCAAATAATAGGCCTTCCCATTGCTGTAATTATCAATATACTGTTCGGTCTGATGGGTGTTA -TCCTGTCACAAAGAAAGAAAAATGAAAGTATAATGGATATTTTCAAGGAGCAATCATCTGCCCGGAATAC -CAAACTTATTGATACATGTACCATAATTGACGGGAGAATTGTTGACATATTCAATGCAGGGTTTTTAGAA -GGCGACATGGTAATTCCTACTTATGTTCTCGAAGAATTAAGGCATATAGCTGATTCTCAGGACGGGCTAA -GAAGAGCCAGGGGGAGAAGGGGACTGGATATCCTTAATATGCTTCAAAAGGATAACAATAATATTGTAAA -AATAGACGAAACAGATTACCCTGATATACAGGAAACTGATGAAAAACTTCTTAGAACAGCCCAAAAGCTT -AAATGTAAGCTGGTAACCATAGATTACAATCTTACAAAGGTAGCTGCTTTGAAGGGAATACAGGTTCTCA -ATATAAATGACCTTGCCAATGCGGTTAAGCCTCTTGCCCTACCCGGGGAAGAGATGAATATTCTGGTTGT -GAAAGATGGAAAGGAAAACGGGCAGGGTGTTGGGTTTTTGGAGGACGGTACGATGATAGTGGTCGACGGG -GGTAAAAAGTACCTTGGACAGACAATATCGGTAATGGTAACAAGTGTACTTCAAACATCGGCAGGCCGCA -TGGTTTTTGTAAAACCCAATATAAGTGATTAACAAAACATAAGTTATGGAGGCATTTCAATTTGAATCAA -ATTATACAATCTGAAAAAGTAACTGCAATTATAACCGCAGCAGGGAAGGGTACGAGAATGAAGTCAAGTA -TTAACAAACAGTATATCGAAATAGCGGGCGTACCTGTACTTGCCAGAACTATAAGTGCTTTTGAGAATTG -TTCCGAGGTTGACAATATAATACTTGTTGTTAATGAGGAGGATATAAATTTTTGTAAGAATGAAATAGTT -GAGGAATTTAATTTTACAAAGGTAATATCCCTTGTGAGCGGAGGTGCTGAACGGCAGAACTCGGTTTATA -AGGGACTTTGTTCTATTAGGGATAAAGATGGAGTTGTACTGATTCATGATGGTGCAAGACCCTTTGTAAC -AAATGAAAACATCGTAGATTGTATCAATGCCGTAAGAGAATATGGAGCCTGCGGAATCGGAGTCCGGTCA -AAGGATACTATTAAGATTTCTGATGAAAATGGGTTTGTGCAGTTAACCCCGGACAGAAGCAGCCTTTGGA -GTATTCAAACACCCCAGGGCTTTATGTATGAAATTATAAAGAATGCCCACGATAAAGCTGTACAAAACGG -ATATATAGGAACGGATGACATGGTTTTGGTTGAGAAATTGGGGATACCGGTTAAAATTGTGGAAGGCAAC -TATCAAAATATAAAAATTACTACTCCCGAGGATTTAATAATGGGAGAGTCTTTGCTATCTTCTGGTAAAT -AGTAAGAAGGGAAAGTGATTTATGGGAAGCTTAAAAAGTCTGCTTAAAATAATACCATTTATCAAAAAGT -ACCGTTTATTTTTCTGTATTGGCATGGTAGGTACCATATTGTGTTCAGTAGCTTCTGTTCCCATACCTTA -CTTTATTGGGTATATACTTGATAATGTTGTGGCAGGGTCAAAGAGCTACAAAGCATTATATTATTATATT -GGATTAATTGCATTGCTATATGTACTCAGGTATGTTATCTCTTTTGTAGCCCAATATATGTTTGCCAAAG -TTAGCAATGAAGTTACCAATGAAATGAGATATTCGGTAATCGGTAAGGTTTTAGACCTACCAATGAATTA -TTTATCCAGTACTGAAAAGGGATATGTTCAAAGTAGAATAGGGGAATGCGGCAACGTCAGTGTTGTATTT -TCACCGTCAAATATAGGATTGGTTCTTGGTTTGGTCGACGCAGTGGCTGCGGCAATAGCTATGTTTTCGC -TGAATTTCAAACTGGCGTTGGTAACTGTTGTTCTATCACCCGTATTTTACTTTTCCTCCAAGGCTTCAGC -CGGAGGATTCATGAAGGTAACTCACCAAATGCTGGAATCAAATGCTGTTTTAAACGGAGAATGTTTTGAA -ATAATAAACGGGATAGAAGACATAAAGATACTAAACGGCAAAGAAAATCAGTTAAAGAGATTTAAAACCA -AGCTTGATGACCTTGTAAAAAAGAGTATAAAGCAAAGTAAATCAATATTGATTTTTATTGAGAATATTAC -AATCGCCAACAATATAGGAACTCTTATAATACTGCTGATCGCAGGAATTCTGATTATAAGAGGTCAGTTT -ACGATAGGTTTGTATACTTCGTTTTCTTTGTACATAGGAAGAGTTTTTGGTGCCAGTCAGGGTTTGGCAA -CGGCGGGAACCACAATAAAACCTGCATGTATGAGTATAGAGAGATTGTACGAGCTATTGGATATGAAAGG -CGAGGACGATGGTAAAACAAAGAATATTGAAAACATAATTGATTCCATAAAGGCGGAAAATGTCACATTC -AGATATAACAACAATGACAGGAATGTTATTAATTCACTAAGCTTTGAAATAAACAAGGGAGAAAAAGTTC -TTTTACGAGGTGAAAACGGTTCAGGAAAATCGACACTTATAAAGCTTCTGGTTGGACTGTATACACCGAA -TGAGGGAAATATACTTTTCAATAATACGGATTTGACTACCATTAATAATAAAAGCTTAAGGGATAGAATC -GGTATTGTTTCCCAAAGTATTTTCCTGTTCAGAGGGACTGTTCTTGATAATATATTATACGGTCAGAATG -AGAAAAAACGTGAAGATGTTGAACTGCTGATAAAAAAGCTCAATCTGGAAGCATATATAAACAGACTACC -AAAAGGGTTAGATTCCGAAATATCTCAGAATACAGCCGGGATTTCAGGGGGACAGGCACAGGTAATTGCC -TTCATACGTGCAATGCTTTTAGAAAAGGATGTTGTAATACTTGATGAGCCTATTTCAAATGTGGACGTTG -AAACACGGGATATAATATTGAATATTTTGAAGAATAACGAATATAAAGGAATTCTTATTGTTGTTTCCCA -TATTGTAGATAATATGGAATTTATAAACAAAGTTATTGAATTTTAACTAAAAAAGGGGCTGTTACTGTTT -TAGCTCCTGTACTCCCATATAAAATATATCAATGATTGCTTCCAAGATATTTGCAAGAGTTTCTAGCGTC -TCATCTTAGGATATTTTACCTTCGCTCACATTCATCGTCCATGATTCATTGTGTCGCTAAAACCTACATC -GTGTAGGTTTTCCGATAAACATCTGCAAATATCTTTAATCAAGCTCCCATTGATACAATTTATACTCTGA -GTACGGGCTAAAAAAGATAAAATTAATTTTGCGACAACCCCTTTTACAGTTTTTAAATTGCAGTAACTAT -ACAAAAAGCCTGTACGCCTTTACCCTGACCAAATGCTGTTAGACCTTCACCAGTTGTGGCTGTTATGCCA -ACACAGTTTTCCGGAATACCTAAAAGTTCGGATATTGATTTTCGCATTTCGGCAATCTTGGGTGAAATTT -TAGGGTAGGAGCACTCTATTGATATTGAAACATGTACTACCTTGACATCAACCAGATATTTGAGAGCTTC -TCGAAGGTATTCAGAACTGTCTGTAATTCCTCTTTCAAGACACATTTCATCGCTGACTTTTCCAAGTATG -TTTACACAGGTTACTCCGGATATGGCGTTGGTAAGTGCATGGAGAACTACATCTGCATCACTGTTACCGT -CTAAAGGAGTAACATCATCAAAAATCACGCCACCTAGTATAAATTTTTTAGAATTGTTTTGAAAATCAAA -TCTGTGGCTATCCTGACCTATTCCAACTTTCATAGTATTCTCCATTTCTTTTAAAATGTTCAAACACATT -ATATTATATCCTTTAAGCCCCATGCAAGCACTATTGACATACCATGGTAAATATATTATATAATAGTAGT -TAGAACTTTTTCGACTTGCCTGTCGGGGCTTGTATATCAAGGAAGTTGGCAGGTGGATAATGATAAATGG -CGATAAACTTAACTGTTAAAATACAGTAACTGGAGGTAACGATGGCAAAGGATAAAAAACTGGTAGAAGA -AATAACTTCTATGAACGATGATTTCGGTCAGTGGTATACCGATGTTATAAAAAAAGCCGAGCTTGTAGAC -TATTCAAGCGTTAGAGGATGTATGGTTATCAAGCCCTATGGCTATGCAATATGGGAAAATATTCAGAAGT -CTTTGGATACAAGATTTAAGGAGACAGGGCATGAAAATGTTTACATGCCTATGTTTATACCGGAAAGCCT -ATTGTTGAAAGAAAAGGAACATGTCGAAGGGTTTGCACCGGAAGTTGCATGGGTAACCCATGGCGGAGAT -GAAAAGCTGACAGAAAGACTTTGTGTAAGACCTACTTCTGAAACTTTATTTTGTGAGCACTATTCCAATT -CTATTCAATCCTATAGAGACCTGCCAAAACTCTACAACCAATGGTGTTCTGTAGTAAGATGGGAAAAGAC -TACAAGGCCATTTTTAAGAACACTTGAATTTCTGTGGCAGGAAGGACATACTGCACATGCTACAGCTGAG -GAAGCTCAGGAAGAGACCATAAGAATGCTTAACGTATACGCAGATGTTTTGGAAAATGTACTTGCAATAC -CTGTAATAAAAGGAAGAAAAACTGAAAAGGAAAAGTTTGCAGGAGCCCATGCTACGTACACTGTTGAAAG -TCTCATGCATGATGGCAAGGCTTTACAGTCGGGTACATCCCATAATTTTGGTGATGGGTTTGCAAAGGCT -TTTGATATTCAATATACAGATAAGAACAATCAACTCCAATATGTGCACCAGACATCCTGGGGTGTGACTA -CACGACTTATAGGTGCAATCATAATGGTACATGGAGACGACAGCGGTTTGGTTCTCCCTCCGGCAATAGC -TCCAACACAGTTAGTTATAATACCGGTTTCCCAACACAAGGAAGGTGTTTTGGAGAAGGCAAATGAATTA -AAACAGAAGCTTTCCGCTAAGTTCAGGGTAAAAATGGACGATAGCGACAAAATGCCGGGATGGAAATTCA -GTGAATATGAGATGAAGGGTGTTCCTCTGCGTATTGAAATAGGACCAAAAGATATTGAAAAGAATCAGGC -TGTGTTGGTTAGAAGGGACAACAGGGAAAAAATATTTGTTTCTTTGGATAATCTTGAAGAAACCGTTGTA -AACACTCTTGCAGACGTACAGAAATCACTTCTTGAAAAGGCAAGGGAGCTAAGGGATAAGAAAACTTATA -TTGCTGCAACTCTTGAAGAGTTTGACCAGATAATAAATAGTACACCGGGCTTTGTAAAAGGTATGTGGTG -CGGAGAACGTGAGTGTGAAGACCTGGTTAAGGAAAAGACAGGTGCAACAGCCAGATGTATGCCTTTGGAA -CAGGAGCAGCTGTCAGACAAGTGTATGTGCTGCGGTAAGCCTGCGAAGTCTATGGTATACTGGGGCAAGG -CATATTAATAATCAATAAATATTTACAAACAGGTAGTATGTATGACGACTACCTGTTTTTTATTTTTAAT -TAATATTTCTCAATTCTGTAAATAAATATGGAAAACATGTCAATACTATCAACATAAGGCTATTTATCCA -AATACAGTTATTTAATAGCAGGAGGGGTTGTAATGAAAAAAAGGAAAAAAGCAGCAATAGTATTGATTGT -TTTAGTTTCAGCGTTTACTCTTTTACCTATTGGTACTTTACAGTACAGAGTAGATGCTTCACAGTCATAT -CAAAACTTGGCCTCATCGGCAGGAATGATTACGGCACAGGATGTTAACCTGCGTACCGGCCCTAATACTA -AGTTTGACAGTCTTTACAAACTGAAAAAAGGTCATAAGTTAACGGTCATGGGAAAGCTTGGGGACTGGTA -TGCGGTTTATGACAGTGCCAATGGAAATATCGGTGCAGTATCAGCCCGGTATTTGAAAGTAGCTCAGCCA -AAAGCAGTAGCAAAGGCAAAGAAGGTCAATACAGTTAAGAGTAACTCTAATGAAACCGTACAGAAGGCTG -TGGCAGCTAAAGTTATAGATGTCTCGCCTGATGAAAAGGCCTTATTGGATATGGTTAATAACGCCAGAAG -GGAAGAGGGATTGAATCCTCTGACCATTGATGAAAATCTGGTGAAGATAGCCAGACTAAAGGCCACTGAT -ATGAAAAATAACAATTACTTCAGCCACACGTCTTCATATTACGGAACTCCCTTTGATATGATGAAAAAAT -ACGGAGTAAAGTTCAGTATTGCAGGTGAGAACCTTGCGGGCAATCAGTCCATGGAGAAGGCACTGACAGC -ATGGCTTAAAGAAAACGGAAACAATCTGTACAACAAAGAATTTACCCACACAGGTATAGGTGTTGTGGAG -AGTCCCACATACGGTAAGTTATTTGTGGAAATGTTTATGAAGAAGTAAAGACAAAAGGGCTGCCCAAAAT -TAATTTTTATTTTTTTTAACTTGTACTCCCATATAAGATTGTATATGAAAGCAATCTTATATGGGAGTAC -CAACAAAAACTTTATGTTTTGCAGCAGCCCATCTTTTTGTTCACAGTTTTTTATTCTGTCTACCGGCTAC -TTGTTCCAAACTAAATGGAGGATCGATGGACACTGTTTTTTTATTCAAATAATTTAAGTGTCTTGCACTA -CTCTGAAAGTTAAATGTAAGCCTGCTGGCACAAAGCAGCTGGTACTTTGCATTGTACTGCTTGTTTTCGG -CGTTTTTGCCATATTTGCCGTCTCCTATTATCGGATGGCCATAATAGGCAAGATGAGCCCTTATTTGATG -GGTTCTGCCTGTAACAAGCTCCACCTCAAGAAGATTCAGGGAATTCATAGAAGCCAGTATACGGTATCTG -GTTATTATCTGAACGGAATTTCTGGTTTTTTCAGGGTTTATGAATACTCTGCTGAGCTTCTCGTTTTTTT -CGAGATAATCAACCAGCTCTGCATTTTTCTTTTCCATCTTACCTGAAACAATGCAGGTGTAATACTTCTG -TATTTCTCTATTCTTTATTTTTTCCAGCATTACTTCAAGAGTGGCAGGGTTTTTGGCTATGATCACAAGC -CCGCTGGTATTTCTGTCAAGTCTGTGACACAAGGCCAGATTGGGCCCATATATGCTTTGCAGCTTATCAA -TCAGAGTTGCTTCCTTTTGATTTTTGTCAGGATGAACAGGAATACCGGTTTCCTTGTTTACAATTAAAAG -ATTGTCATCGTCGTAAACTACCGAAAAACCATCGTCGTCACGGCCAATCAGATAATCGTCAATGATATAG -ATATCTATCTTATCTCCGAAGCTAACGATATAGTCCTCTTTTATACGAACTCCATTAACTTTAATATCCT -TTTTGCGAAGTGCCTTGTATAGCATACCCGAAGCAAGATTAGGGAAAAAATCACGTACTACCCTGTCTAT -TTTTTTGCCTTCATGGTTTTCTTCTGCTGTAATTGATCTCATATTAGCTGTTAGTAATAATCCTTTCTAC -AATATTGTGAAATCTTACACAATGTTCTTTGGCCGTAACGGCAGAGCTTCCTTCAGAAATTATTTTAAAG -GCCGGGGTGTCGGCGTCAGGTATGATAAGCACCCAGCCGTCTTCAAGGTAGAGCTTGATACCATCAATAA -GTTCAGCTTTTTTGTCTTTATTATCATTAATTATTCTTCGCATTACTGTACCTTTTAACTCCCACGGACA -ATAAATACTTTTCCTGTCTATATAAATCTTGGGAATTTCAAGAAGCAGCTGATTTAAGGTTATTCCTGAT -ACACACATGTATTCTATTATTTTAACAAGACCTGCTATTGCATCAAAATTAAGTACAAGCTGGTCAAAGT -CAGCGGAGTTGTTTCTCCTGTTTAAAATCTCATCCATAACTGCCTGCAGGCAATTTTTAGTACGTTTGAC -TACACAACGGTATCTTAAAGCCAGCCTTTCTATCACTTCAGAACTTGTAATGGGCACATAAAAAGTCGTT -CCCGGCGATCTCTTGAAAACTATAAGGGAAATAAAGGCCTGGAATAAATCATCTTTTACAATAATACCTT -CTCTGCTTATCAGAGTAAGATTTTCACCGTTACTGTCAATTATAGCACCGAATTCGCAATCTGTTTCAAC -TAATACTGAAGTTACCAAAGATATATCCACGCAGTTCTGGTGGCTGATAACCTGACAGCCCATGTTTGTC -AGCATAGGGCCTACAATTGAACGTACAAATTCTGATCTGGAAAATATACATACCTTGGGGTTGTGCTGCT -TTATAGCATTTACATTGGTATTCTGAATCAGGTTCCTTACATAATAACTGCTGAAATCAGTAATATTATT -AAGTCTGCTTATCTGCTGGGATGAACACCTTTTAAAGTCTTCGCGGAAGAAGGAATTCTCTATTTTACGT -TCCGAGGACCTGCTTATTGAAGTTCCTCTTGAATCCATAAAATCTACTCTTACTACATTGGGGTTATCCA -TATCCGTCTTTATGTGGATGCCTCCGTCTGCTTTTAGAAAGCCTATGGCATATCTGGATATAGGAGTCAG -AAGGCTGCTCATGTTGAATACTTCAACTCCTACAGAAAGTATGCCTGAAATAAATGCGTGCTTGAACATA -CGGGCCGAGTTTGAATTTGTTGAGCTTACTACAACCTTTGATCCTGTTTTAAGGTGTGAACCATAGGCGG -CACCTAGCCTGGTGGCATATTCGGGGGATATATCCACATTTATAATGCCCGATATACCGTTTTCACCGAA -AATTTTACTATTATGTCTTGAACCCCAAATCATGTTTCTATCAACTATGGCAAGGGGTTCTACAATTTTC -TCCGGCCAAAGCCGTATATTGGGTTTTATTATGGCCCGTTCATTTATTTTACAGCCTTCTCCTATCACCG -AATTTTCGAATACTGAGACATAATTTTTGAGATTGACATGATTACACAGTATTGCACCTCTGAGTTCGCT -TCCGTACTCTATGTAGCAGTTGTCCCACAAGATACTTCTTACAACGGATACATCATTTTTGACAATTGTA -TTGTTACCTATAACTGTATAGCTTCCTATAACTGTACCACTACCTATTTTGCAGTTGGAGCCTATAACAC -AGGGAGGAATAATCCGGGCATTTTTGTCAATAACTGTACCGGGTCCAACCCAGATATTTTCATCTAGTTC -TTCACCTATATCTATTTTTAAATTTTTATTGAGAATATCATAATGTGAGTTTATATAAGAACGTGTGTCA -CCGATATCACACCAGTAGTCATTACTGACATAGCCAAATATTTTCTTGGAAGAGGAGAGAAGAGCAGGGA -AAACATCCCGGCTGAAATCAGTATTTTTACCTACCTCAATATAACTTAAAATTTCAGGTTCCAGTATATA -GATACCGGTATTAACCATGTCGCTGAATATCTCACCCCAGCTGGGTTTTTCAACAAACCCTTTTATAGAG -CCGTCTTCATCAGTTAGAACAACTCCATACTCCAGAGGTACATCAACCTTTGTAAGTATAAGTGTTGCAA -TGGATTTCTTAGAACGGTGATATTCCAAAGCATTTTCTATATTCAGATCAGTAAGAGAGTCACCGCTTAT -AACAATAAAGGTTTCATCTAAAAATTCCCGGGCATTTTTTATGCCGCCGGCAGTACCCAAAGGAGATTCT -TCAAGAAAGTAATATATGTTTACTCCGCAAGAATGTCCGCTGCCGAAGTAATCTTTAATTATTTGAGGAT -GATACAATAATGTAATGCCAATGTCAGTAATACCGTAACTTTTTAACAAACCAATAGTATGTTCCAATAC -AGGTTTGTTCATTATTGGAACCATCGGTTTTGGCAAATCACAAGTAAGGGGTCGGAGCCTAGAACCTTCG -CCGCCTGCCATAATAATAGCTTTCACACTATCACCCCGCAATCCTGGTATTTGATGCTACTGGTTAAGTT -TTCCTATTATATATAATATTCATCTTTTATTGTAATAATCCTTTAATATTTTAATGTCCTCAACTCCAAA -ACTTCCCTCGAGTAGAGAAAGAGCATTTTGTTTATTATCAGGCTCAACTTCAACAACCAACTTTACAACG -GTGGATAAGAAGGCTCCCGGGAATTTTTTAATTGATTGTTTTTGGTCTATTCCAGCAAGAAGTCCAAACT -CGGTAGTGGTAAGATAAGCCCTTTGTATTCCCTTATCCTTTAAACTGCCAAGGATATTTTTGGCATCAGA -TATATTGTTATATAGAAAAACAAGCTCTTCCTGCATAATTTAGCAGCCTCCTAGACTTAATTACAAATAG -TATTTGTAACATTACTAGGAATTAAGCAGGATTATTTTATTTATTTATTGGTACTTTTTTAGGTTAATTC -TTAAACGTAAACACTTTGTTGAGCAAAAAGCTTATAAGGGTATAGAAAACCATTCCTATAAGCTGAGAGA -TATTTTTTTCAATGTGCATTTTTTCAACAAGTAAAACAACGAAGCCAAGCTGCATTGCATAACATACTGC -AAAGACCAATGAAAATCTTATAAACTGGCTTAAGGTTGACTTCTGATTACCTTTGAATGTCCAGAATTTA -TTTAAAATAAAGCTGTTAATAAAGCCGCATACATAGCCTGCCCCATTTGCAAGTTTATAGGAAACGCCAA -AAGCATTTTGAAGAACAAACAATACTATCATGGTGATAATCGTATTTATTACTCCTACAAGGCCATACTT -TACCATCTGCCTCATAATATTGCCGAACTTGTCCTTGAGGATACCGAAAGAGTTCATTATATTCATCACC -CTTTTTAAACATATTTGATATTATAGAAGTATATAATACTATGGCAGAACCCTGCCCTAGTTACTTAATA -ATTTTACCATAAAATTTGCCTGAAAAGCCAGGAGGGTGAAAAGCTGTACCAACTTAATTTGATTGGAGAT -AGAATATGTCTAAATTCATGAAAAAGATTTCACTTCTTGACACAAGTAAAAACCAGGTTCCTTTTAGCAA -AAACCGGGCACTGCATACTATGATGGCAGCCTATGCTATAGTTTTTATTATTCTATCAATAAAACCTGTT -AATACATTTGAATGGTGGTACGAAAGTATTGTTCCTCTGACAGTAATAATATTGCTTGGCCTTTTTTATT -CGAAAAACAGACTTACAAATACTGCATATCTTTGTATACTGACAGTGCTGGTTTTACATGCAGTAGGGGC -ACATTATACATACACTGCCTGCCCAATAGGAATGTGGATGAGTCGGATTTTCGGCTTTAATAGAAACCAT -TTTGATAGTATAGTTAATTTTTTCTTTGGTTTGCTCATTTCAATACCTGTTTTGGAAAGCATATATTACA -GGATAAGAATACGATATATCGGTGCATGTATGTTGTCAGTAGTAATTATTCTGGCTGCCTCGGCATTCTA -TGAGCTTTTTCAGATGTTTTCAACAATGATACTGAGTGACGGACGTATGGAGATTTTTTTAGGTATTCAG -GGAGATTTATGGGATTCTCAAAAAGATATGGCGTTTGTAGTGCTAGGTGCTTTTATGTCAATGAGTACCT -GCATAATATTTAGAATTAATAAGAATCATAAAATACATATGGTAAGATACCGAAAAAATTAGTTTAATGG -AGACATAAATGATATTCAGATTGGGATTTGTAGCAATGACGCTAGACCTCGAAGATTGTTCGCCGTCTGG -AACGGTAACATATGCAGCATATAACAAGCTCAAGGATGAAGCCGCAAAACATGCGAGATTGGTACGGGTA -GCTAGATGCAATATTAACAATACTTTAAGGATTCTGAAAAACAGCCTTGCATTAGATATTAAAGTATACC -GATTGACATCAAAGCTAATTCCATTAGCTACTCACAGTGAACTAAAGGATTGGAATTATGTTTCTGACTT -TTGTGAGGAATTTGAACGTCTGGGTGAATATATACGTGCCAATAATTTCAGAATAAGTGCACATCCTGAC -CATTTTACAATACTTAACCCGATAAAACCTGAGATTTTGGAATCCTCTCTGCGTGATTTGGATTATCATG -TCAGGCTCTTTGAGGCAATGGGATTGTATGATTGCAGGTACAAGCTTGTTTTGCATGTGGGAGGGCTTTA -TGGCGATAAGGAAAAATCCATTGCAAGATTTAAAGAAAATTTTTTGAAACTGCCTGACAGGATATCAAAA -AGAATAATACTTGAAAATGACGATAAATCCTTTACTGCTGCCGATGTTCTGGAAATTTGTGAGGATTTGA -AAATTCCCATGGTACTTGATGTCCATCATCATAGATGTGTAAACTATGGTGAGAAATTAGGAGAATTGCT -TGACAGGATATACAAAACATGGGACTTGCAGGATGATCCGCCAAAGGTTCACTATTCAAGTCCAAAGAAT -GAAAAGGAGTTCAGAAGTCATGCTGACTATGTTGACTTAACTGAATTTCTGGATTTCCTTCATACTGCAA -AAAAGTCAGAAAGGGATATTGATATTATGCTTGAGGCAAAAATGAAGGACAAAGCACTGCAAAAGCTTTC -CGGCGAGCTTGCTGAGATTCCGGAAATCACAAGATTGGACAAGGCAACATTCCAGATATAGCAAACAATA -TTACAAAAATTGATTTATAATTTATTTGTTATTTGTATAAAATAATGCTGATGGCTTGCAACCAGTCATT -AATATAAAAGGTGTAATAAACTTAAAAAGGGGTGCTGTATATGGATAAAGGTAAACCAAAAAGCAGTGAC -AATGAAAAACTTACATTTGAAAATGACCAGCTTGGAGAAAACAAGGATAATAAAGAAGCAAGGCAGCAGT -CTTGTAATTGCAGTAAAGAAAACAAGTAGTTGTACCGTTGTATGTAATAAGAATCGGTTTTAAGGCCGAT -TCTTATTTTATGTAATGCCGTTTTCTTTTCTTGTGGTAAAATTTAATATATAATATTATTCAATTACCGA -TAACTAACATAACAACGGAGGCACAAATATGACAGACATAGTCGGGCAGTTAATCAGGGAATTCAACTTG -AAGCCTTTTCAGGTGCAAAATACAGTTAAACTTATAGATGAAGGAAATACAATACCATTTATAGCTCGTT -ATAGAAAAGAAGTTACGGGAGAACTTAACGACCAGGTTTTAAGAGAGCTTAACGAGCGCTTAGTGTATTT -AAGAAATCTGGATGAACGGCGGGAAGATGTAAGAAGGCTTATAGAGGAGCAGGGCAAACTTACGGAAGAA -ATAGTGAAATCTCTAGATTCAGCCATGACACTACAGGAAATAGAGGATATTTACAGACCTTACAAGTTAA -AAAGGAAAACACGGGCATCTGTTGCCAGGGAAAAAGGTCTTGAACCCCTTGCTACCATTATATATTCACA -GCTTCCAACAAAAACTTCTATAAATGAAATTGCTTCAAGGTATATTAACGAGGAAAAAGGAATAAACAGT -GTGGATGAAGCTATTAAAGGAGCTTTAGATATAATAGCCGAGGAAGTTTCCGATAATGCTGAATTCAGAA -AGGTTTTAAGAGAAATAATATTTAAAAATGGCCTTGTAATGTCTTTCGGTAAAAAGGATGAGGACTCTGT -ATACAGAATGTACTATGATTTTAAGGAACCCGTATCAAAGATAGCAAGACATCGAGTTCTTGCCTTAAAC -AGGGGGGAGAAGGAAGATTTCCTGAGTGTAAAAATAGATTTAAACGAGGACTTGTGTCTGAATTTTTTAA -AGTCTAACACTCTTAAAAACACAAATACTGAAATGTCTAAATATGTTGAATCCGCTGTTGAGGATTCTTT -TAAAAGACTGATTTTTCCGTCTTTGGAGAGGGATATACGCAATCAGCTTACGGAGTTAGCTGAGGATCAG -GCTATAAAGGTATTTTCCGAGAATCTGAGGAACCTTCTGCTTCAGCCGCCTGTCAAGGACAGGGTGGTAC -TTGGTCTTGACCCGGCATACAGGACAGGTTGTAAGCTGGCAGTAGTGGATGGAACGGGTAAAGTGCTGGA -GACTACCGTTATCTATCCGACTCCGCCTCAGAACAAAATAGATGAGGCAAAAAAGAAAGTAAAAGAACTT -ATTAAAAAGTACGAAGTTGACATAATTTCAATTGGAAACGGTACAGCCTCCAAGGAATCTGAGATATTTG -TAGCTGATTTGCTGAAGGAAATAGACAGAGAGGTTTACTATATGGTGGTAAGCGAGGCGGGTGCATCGGT -ATATTCGGCCTCGAAGCTTGGTGCGGAAGAATTTCCGGATTTTGACGTTGCTCTCCGAAGTGCTGTTTCC -ATTGCAAGAAGGCTTCAAGACCCTCTGGCAGAGCTGGTAAAGATCGACCCTAAAGCAATCGGGGTTGGAC -AATACCAGCATGATATGAACCAGAAAAGACTTGATGAGTCTCTTGGCGGAGTGGTAGAGGATTGTGTAAA -CAATGTGGGTGTTGATTTGAATACAGCTTCTGCACCTTTACTTTCTTATGTTTCAGGGATAAGCACTGCA -ATTGCAAAGAATGTTGTTGAGTACAGAGAGGAAAACGGAAAATTTAAGGCAAGAAATGAACTAAAAAAGG -TAAAGAAGCTTGGAAACAAGACATTTGAACAATGTGCAGGCTTTTTAAGAATAACAGATGGTGAAAACAT -TCTTGATAATACGTCCGTTCATCCCGAATCATATAAAGCAGCAAAGCTCCTTTTGGAGAAGATGGGCTAT -TCTTTGGAAGATGTGAGAGCAAAAAAACTTTCAGGACTTGACAATAAGGTTCAGCAGGCAGGAATGTCTC -GTATAGCAGAGGAACTAGGTATTGGTGTACCGACCTTAAAGGATATAATAAATGAACTGCTAAAGCCGGG -AAGAGACCCCAGGGACGAATTGCCAAAACCAATGCTTCACTCGGATGTACTTCATATGGAGGACCTGAAA -CAGGGAATGATACTCACTGGAACGGTAAGAAACGTAGCTGATTTCGGTGCTTTTGTTGATATAGGAGTTC -ATCAGGACGGACTTGTGCATATATCTCAGCTGGCTGACAAATATGTTAAAAATCCCATGGATGTAGTTGC -TGTGGGGGATATAGTAAAAGTCAAGATTCTTGAAGTGGATGTTGAAAGAAAGAGAATATCCCTTACTATG -AAAGAAATAAACTAAAACTATTTTTTTTATAGGCTATTGTGGTATTATTAAAATAAGCGTTTTTTATAAT -TAAAAGATGGGAAGAAGAATGATATGGGGACAGTTAATAAAGCGTTACATTTGATTGCCAAGAGACCATC -GGTGTTGTTGCTGACAGCACTTATCAGTATCGTGGTTTGTGTTTTTGAATATTTTTTTATGACTCTTTTT -TATGGAATAACAATGTTTAAAACAGGTAGTCCCTTTGATGACTACGTAAATATAATTCAATTTGTAATAA -ATGCAGTTTCCGTACCTGAGACAGCTGTTAAAATCATATTAGTGCTGGCAATTGCAGTGGTTTCGGCATC -TTTGATTCTTGGACTAATATTCTCAGGATGTTTCAACATACTTTATAATGCAGTTCAAGGCAAAGAGAAA -AAGGCAGGAAGTGAATTTGTTCACGGGGTAAAGAAGTATTTTCTAAGGATGATTTCACTGAATCTGTGGA -CTATATGTGCAGTTTTTATTTTTGTTATTTACGTATTAATAGCGACTATTCCTGCGGCAATTGTGGTAGA -TAATTCAATTAGCGGAACCATGAATCCTTTGGCCGGAGTGGTTCTTTCCATCATAACTGCAATTGTACTG -TTTTTCAGCTATACTTTTTTCAGGCAGTATATAGCGTTTTGGTATCCATCGGCTATTGCTTATGAAAAAA -GTCATTTTAAAATGGCAAAAAAAGTATCGGACAGGAACTTCTGGCCTTTACTATCCAAATTTATAGCATT -TGATATTATATTAGTTTTGTTCGATATTTTATACATAATTGCTAATTTTACATTGGCTAATACACAGGTT -GTATCAGGGACTATAAATACTATCCTGATTGTTGTAAATATTGTATTTAAAACAATAGTTTTTGCAATCT -TAATTTGTTTTGTATTTTCATCTTTTAAAAAATGTAATGATGATTATAAATATAAAGAACAAATCCGTTA -AAATATATCCAACAACAGATATAGGAGAATAATCAGCAGAAGCTCATCTTCCACCTTGTCTGTAAACAGC -AGTACGATAAGACCTACAAGCAGCAGGTCATCAAAATAAATATCATAATCAAAAACCGTAAACAGTGGGC -TTCCAGATCGTTCTGTTCTATCTCCTGTCCCCAGAATCGATGAAAGGAAACTCAAAGGTTTTGGGGTTTT -TGTTTCACGACTGGCAGGTTCTTTGGGAGGCAATGCCTCTTCTGTCTGCGGATTGACTGTTTGTTCTTCT -GTAATCGTCAAATTCTGCTCATTTTGCTCATGCCCGCTTTGCTGCTGAGCAGAGTGGTTTTTATTATATC -TGCGGGAGTTCGGGGGACGTTTTCTGTAAACCATACTATCCACTCCTAAAAAAGCTTTGGGTATGACCAG -AGAGTAAATTGTTTTGCTTAAACAGAACGTCCCTCCGATTCATCCAACATCTTGGTTAAACTGCCGATTT -TAATAATTTTCATACACTTCTGAAGTTTTTTTTGTCTGTTATCATTGAGGTAGGGCTTTACCGCATTAAG -CAGATTAACTCTTGGATCCTTAGCGGTGTTAAGCATATTCATAGCCTTTTTCATTTTTCTGGCCATATCG -GCAAGGTCATCTGTATCAGCTCTGGAAGTCTCTTCAGGCGGATTTGATTTTTCTGAAGAGTTGTCATCTG -ATGAGGTTTCGTCCTTTGAATTATTTGCTGACATGAACATATTCAAAAGCCCCTTCACATTGTCAGGAAT -ACCGCTGTTAGAATCCTGCCCCAGCATTTCGGCTATCTGTTTTATCTTATCTCCCATGTCGTCACTCATC -AAAATACCTCCAAGTAATTGAATATATGTACAAAACTAGGAATTTAGAAAATCGTTAACCTTTTTCATTA -TAACGTCACTGTCTTTTCCAAGGATTTTTTGCAGCTTGTCAAGGTCCTTCTGGGTTATCTTCTTTTTTAT -TTCATCTTTATCAATTTTTATATTTTTAAGTTTTTCTTCATCAAATTCGTTTACTTTTTCCATAAGTTCA -TCCTTGTTAATAGCCGAAAGCTTTTTTTCAAGATCTTTGGTACTGTCTTTCTTCAGCATATCTATAGCTT -TATTTACTTTTGATTGGACCATTTTATCCTGCATCATTTCCTGAATTTTTTTACCTAAAGAATCCCCCAT -AAATAATACCTCCTATAAATCCTGTTTCCAACAATATCATTACAGTGTATGCTGTATGGTTGGACTAATA -TGTTGGATTATATCCCTTGAATCTGAAATAGAAGCTTGGATATGTAACCCAAGCTTCTATTCAAACTACT -CTTAACAGCTTTGACAAAATTAATCGCGACAACAGTCATCTTGATTATTGCAAAGGAAGAATATAAGCAG -GATAACAGCCAGACATACCAACCAATCGCAATCCTCATTGAAGAAATTACCGCCGAAGAATCCATTGTTA -CCACCACAGCAGCAGCAGATAATTATTATTAGTATTAATATCCACCACCAGTCAAAACCGTTAGAAGAAC -CACCAAAACATCCCATGATTTTACCTCCAAATAAAAGATTTAAGATACTGCATATTATGAATTTTCATTA -AAAGGTGTTACACATGAAATAAATAATTTTTAAAAAATATTGTTTGATAATTCTATAAAAAGGGTATAGT -ATTCTGGTATATTGCATGTAATTAAAGCTGCCTAATGGAGGTTAATTATTATGGTTGATGTAATTATAAT -AGGCAAGGGGCCTGCGGGTATTTCAGCTTCACTATATACGGTGCGTGCAGGACTGAGGACACTGGTTATA -GGGCTGGATAATAGTGTACTTAATAAAGCGGACAGAATTGAAAACTATTATGGTTTCGCTGAGCCTGTAT -CCGGGAAGTACCTTTTGGAACAGGGTGAGAAACAGGCCAGACGCCTTGGGGTTAAGTTTATTCAGAGCGA -GGTGATAGCTTTAGAAAAAGCCGAGTATTTTGAAGTATATACAACACAGGACAATTATTCTGCAAAAGCG -GTGCTCATGGCTACAGGACAACAGACAAAAAAGGTCAACATTGACGGTTTGGAAAAATTTGAAGGAAGAG -GTGTAAGCTATTGCACAACCTGTGACGGTTTTTTCTATAGAGGGCTTAAAGTCGGCCTAGTAGGATTTAA -GGACTACGCAATACATGAGGTTATGGAGCTGGAGCCCCTAACAAAAGATATTACCATTTATACGAACGGT -AATGAATTGCAGCTTACGGATAAATATAAATTCCATGCTTCAAGATTTACGATCAATGATAAAAAAATTA -CATCTGTAGTGGGTAAAGAAGTTGTTGAGGGAATAGTATTTGAAGACGGTTCAGTTGCAAATCTTGACGG -CTTGTTTGTAGCATTTGAATCTGCATCAAGTATAGATTTTGCCAGAAAGCTGGGAGTAATAACAAAAAAT -AATTCCATTGTAGTGGATGAAAATCAAAGTACAAATCTAAAAGGCCTGTTTGCGGCAGGAGACTGTATTG -GTGGTTTTAAGCAAATTTCAACGGCAGTAGGTCAGGGAGCTATGGCTGGCAAAAGAATTATAGAGTTTGT -GAGAAATAATTCCTAAAAAAACAGGTCAATTTCCCTGAAAAATGTACAGAAAGTGCCTGCTTTCAGTTAA -AATAGCTGTCTGAACTTTTTTATTACCTTGTTTTAGTACATATTGAAAAAATTTACAATTAGTGATAAAA -TATGACCACGCCTTAAAAGTAAAAATAGTATTACTTGAATAGGAGAAGGAATATGTTTGGCATATTTATA -TTACTGTGGATAATTTCTATTCTGATAATTTATGCAAACCCCAAAGAATACTGGGCGTGGTGTGCAAGCC -TCTGCCTGCTGTTTAATGGCTTCGGTGGACTGTCAGCGGTTTTAGGTGATAAACTCATTCCTTATTTAGA -AGCTTGCGGCAACGAAAATCTGATTTTTGCAAGCCGTATATTTAAAGGAACTGCCGACATTCTTCAGCAT -TACTTTGCCACATATGTTTTTTTGATTTTTGTTCTTCTTTTTACAAATTTTCTGAATATCCAAATGAAGT -CAATTATTAAAAAAACAATTGTGGGTTTACTTTCTGTTCCAAGTATTCTGATGCTTTTCCTTTATCCCAT -AACCCCCGACTTTAATCCAAACTATGGTATCTTATCCTGTTGGGTATGTGTCTATACGCTTTTAGCCAAT -ATAATTCTGATTATAAGTATAGTAAAGGAAAAGGATGACTATACCAAAACCCAGAGAATTCTGACCTCTT -TATATGCAGTCCCTTCTACCATATGCGTACTCTGGACAAGTTACATATCTGTTGCAATAGGCTATAGTCG -GGTTTGGAAGGCTAATGTATGGGTTATAGCCGGCGAATTTATCTTATTTATTGTATTCTGCCTGAAATAC -GGAATGCTGGGAATACATTTCAAAATTGAAAGAATAAATATTGACAATAACATAGATTCAATTATCGGGG -GAATGAGTATTGTTTCCCATGCAATAAAAAATGAGGTTTCAACTATTAATCTGTGTGTTGAGACTATAAT -GTGCGTAGAAAAAACAAGTCCCGGTATGGCACATAAATTGTCTATAATAAAAAACTCTTGTAAAAATCTC -CTTGAATTCACAAGAAAAGTAAGTGAGATAAAACTGTATAAGATGAATTTTAAACCATGTCTTTTAAGCG -AAATCACAACTGAGGTAATAAATCAGGTTGCACCTTCTATTTGTGAAAAGAATATCCAAATAATCAATGA -AAGTAAAATAGATATTACAATGCTTATTGATCCCGTTCACGTCTCCGAAGTATTGAAAAACCTTATTATA -AACGCTATTGAAGCCATACCATCTGAGGGTATCATCAGTGTGAATGCTGAATTCCTAAACAATAAAAAAC -TATGTATTAGGGTTTCTGATAATGGAATAGGTATTCCAAAAGATTTTATAAACAAGGTTATGACACCGTT -TTTCTCTACGAAAAAAGGAAAAAATAATTTTGGATTGGGATTAAGCTATTGTTTTAAGGTAATGAAATCT -CATAACGGAAATCTTCAAATAAAAAGTAAGGAAAATCAGGGGACTGATATGTGCCTGATATTTCCCATAA -ATAAGGTTGTACACGTTTACAGTAAGTCTTTACCAAAAAACAAAAGTTATCATTTATAGTTATTTTAACT -TATATCAAAAAATATTGACAAGTTTAGAATACTTCCTCATGCTTGGGCATAAAAATAGTTGTGTAAGGGA -TGAATATTCATAAATACAACTTTTAACATTTTAATGTGAGGTGCATAAAAAAATGCGAAAACTAATATGT -CTATTTATGGTATTTGGAACGATTTTTACTATGCTTACAGGCTGTGGATTTAAAAGTGAAGAGACGCAAA -GTGATGAATTAACTCCTGTCAGCAGTCTTACAATAGGTCAGGAAGAAGCTAATGGCTTAAAGGATAAAAC -TCCGGTTCAGTTATACTTCATCAACGAACAGGGCATAAAACTTGCTGCAGAAACAAGATATATACAAAAT -ACAGATGTGGGTAAGGGTAACGAACATATGGCAACAGTTATTCTCAAGGAACTTATAAGCGGTCCTGCGA -AGGGAAGTCTTTTAAAAGCTTCTGTTCCAAAGGAAGCAAAAGTACTTACAGATATAAAGATAAAGGACGG -TGTGGCAACAGTCGACCTTTCAAAGGATTTTATCGAAAAGCATCCGGGAGGGAAAAAGAATGAACAGCTT -ACACTTTACTCCATTGTAAATACCCTTACAGAAATAAAGGATATAACATCGGTACAATTCAGAGTAAACG -GAAAAGTAACTAAAGAATTCAAGGGGAGCTATCAAATCGACATAGCTTACTCAAGAGACACCCATCTTAT -AAGCAATGAACCCGGTAAAGATAGCACAATAAAAACAACAGCTGAGGATAAGGATAATACAAGAGATAAA -ACAGCACAGCCTACAAAAGAGGATGAAACCAAGAAGACCAATTCCGATGCGGAAACAAATGCTGATTTGG -AAGATGAAATTTTAGAATAATTCCGGTTGGCCATCTGTTATATACAACAAGGTATCTTTTAGGATAATAC -AACTCCTTTAAGATACCTTGTTTTTTGCAATGATATATTATATCAGGAAAGAAAAAATTAGTGATTACAA -CAACCACCGCATACATGTCTTTTGGGGCAGTCTCCGCCGGAGTCCTTTCTTGACTGAATAATATTGACAT -TCTTAAATATGGTCTCAAGATCATTGCTACCGCAGTCGGGACATTTAATTTCCCTGTTTTCACGCTGGGA -CATTTTAGCCATTACGTTGAATTCACTGCCACACTTGCTGCATTTTAAATCATAAAACGGCATTAAATCT -ACCTCCTTTACAATTAGTATTATATCATCTTAAAAAACAGTGATAAATAGTTGAATAATTAAAACTTAAA -TACGGACAATAAGTATTGTTTGTAATAAATAGTTCCGTAAATAATGGAGGAGCAGTTATGCATACAGTTT -GGAAGGGCTCTATCAGTTTCGGTTTGGTAAATATTCCTGTAAAAATGTTTACGGCAACGGAAGATAAGGA -TATCCGATTTAAGTACATCCATAAGGAATGTCACAGCCCGGTAAAGTACAAAAAGGTGTGTCCTGTCTGT -AATAAAGAAGTTCAGCCTGAAGATATTGTCCGGGGATTTGAATATGAGCCCGGTAAGTACGTTATTATGA -CGGGGGAGGATTTTGAATCCCTTCAAGTTAAAAGCGAAAAAACTGTTGAGATAATAGATTTTGTAAAACT -TGAAGAAGTCGATCCTGTATATTTTGATAAGACATATTTTCTTGCACCGCAAGAAACCGGAGGCAAAGCT -TATACGCTTTTAAGAGAGGCCTTGGGGCAGAAGGAAAAAATCGCTGTTTCTAAAATTACCATAAGAGATA -GGGAATCACTGGCGGTAATAAGGGTCTATAAAAATGTACTGGTTCTTGAAACAATATTTTATCCTGACGA -AGTAAAAGATTCTGCCCAGGTACCCGGCATACCTGAAGCCACAAAGACAACTCCGGCCGAACTGGATATG -GCAACACAGCTTATAGATAATCTGACTACTGCTTTTGACCCGTCAAAATATGTAGATACCTACAGGGAAA -AGCTTGTGGAACTCATTAATGCAAAGGTAGAAGGAAAACAGGTAGTAGCAAGAAAAGAAGTTGAAAAAGA -AAATGTTGTAAGCCTTATGGAGGCATTGCAACGAAGTATACAAATGTCAAAGGGGACTAATAAAAATGAA -AAAGATAAGGACGCTGATAAGGCTGATAAAAGTGTTAAGAATGTTAAAAACAGTAAGAAGGACCAGGTAT -CAAAGGTAGAAAATACTAAAAACATAACAACGGAAGAAAAACCGAAGAAGCGTACAAGGAAAACCAGAGA -GAAGGTTGAATCATGAAATGGATTATACCAATGGAGCCGGTGATTTGTCCTAATGTCAAGACAGGTGCTG -ACTACATCCATGAGATAAAATGGGATGGTATAAGAGGAATGGTTTATATTCAGGATGGAAGTGTTAAAAT -TTATACAAAGAAGGGCAAAGAAAGGACAGGTTTTTATCCGGAACTGGATGTTTTTAAAAAGGGTCTTGGA -GGACAAAATGCCGTTTTTGACGGGGAACTTGTAGTTTTAGATGAAAACGGAGTTCCCTCTTTCTATAAAA -GTTTGATACGAGAACGAGTTCGCAATAGCGGAAAATTGAAATATTACACAAATGCATACCCCGTTTGCTA -TATGGTATTTGATATTTTGCAGTATGGTGACAATATCCTTGTGAACATGCCTTTAATGGATAGAAAACAA -ATCCTTGACAAAAATTTAAGTTCGATAACAGGGAATGATACCGGAATATTTTTAACAAAAGTGTACCCCA -ACGGCAAAGATCTGTTTGAAAAAATGAAAGAGCAGAACATGGAAGGTATTGTTTCCAAAAAAACTGACAG -CCTGTATATAGGCGGAAAAAAACACGAAGCATGGTTTAAAACGAAATTTATAAAAAAAATGCTTTGCGTA -GTAGGCGCAATACAATGGAAGTCATTGCAGCCTAATTCGTTGGTTCTTGGTATTAAGCCGGGAGATAGCC -AAAAGCTTGTATACGTGGGTAAAGCTTCAATAGGACTGAAACAGTCCGATTTGATGCTTATAAGGGAGTA -CAGCGGGCAGCTTGAACAGGAGCAATGCCCCTTTACTTCAGAGGAAATGGTTCAGCTGGATAGAACCGGA -GAAAAGTTTACATGGTTATATCCTGCTCTTACATGCTGGATTAGCTTTCTCGAATTGACAAATGACGGGC -ATTTGAGACATCCAAAAATAGAAGGATTTGCTTTACTTCCTGCGGAAGAGGCAGACGGAAAGGTGTTGAC -CGAATAATGGCTACTGTAACAGATGTTCTAAAGGTTGAAATAGAAAACAAAGTAATTGACATAAAAAATC -CTGATAAACTTTTTTGGCCGGAAGCCGGAATTACCAAACTTGAGTATGTGAAAACAATGACAAAACTAGC -TCCCTTTTTAATAAAATATTCGAAACACAGAATGTTGACGTCAATTCGTTATCCTCACGGGATAAACGAC -AAAAGCTTCTTTCAGAAGGAAAAGCCTCAGGGTACGCCTGAGTGGGTGGAAACAGTTGAATTCAATCAAA -AAAACTATATTAACCTCAATTCGGCTGCGACACTTGTATGGCTCTGCACTCAGGCTGCATTGGAGCTTCA -CACCAGCTTTAACGTTCATGAAAAACCAAACCATCCGTCAAGCCTTGTATTTGATCTGGATCCTGACGAT -GACCTTCACTTTGAGGATGTTGCAGAGCTTGCAGGCAGAATACACGAAACACTGGAAGCCTTAGGTATAA -TGGACTTTATTAAAACCTCCGGTGCAACAGGACTGCAAATATTTGTTCCGGTAGCTGCGAAGTTTGACTA -TGACACTGCCCGCAGCCTCAATGAGTTTTTTGCACAATATTTTGCAGAAAAGCTCAGAAGTACGGTGACA -ATAGAAAGAATGAAGAAGAAAAGGGAGGGCAAAATTTATTTTGACTGGCAGCAAATGTGGACCGGAAAAA -GCATGATAACCGCTTATTCAGCAAGAGCGGTGAAAAGTGCGGCTGTTTCGGCTCCCATAGAATGGAGTGA -GCTAAATGATGTACGCCCAGAAATGTTTACTTTGAAAAATATTATTAACAGGCTGGAGCAAAAGGGAGAT -ATTTTTGAACCGAGTCTGAAATGCGACAATTCACCGCAGTTAAACGAAATTTCGAAACAGATTGAAGCTG -CCAAGAAGTAAAAAGTTGTTATATTAATAAATATTGTATAAAATATGGTTATGGTTTAATTTAAAGAGTA -TCATTGTTGTTTTGAAGAAGACAACGTAAATAAAATATATTGGGGGGAGTCACATGAAAGTATTAGTAAC -CGGAGGGGCCGGATATATCGGTACCCATACATGTGTTGAACTGCTTGAAGCCGGTTTTGAAGTTATCGTA -GTTGATAACCTTTGTAACAGTAAGGAAACAGCAATAGAAAGAGTAGAAAAAATCACAGGTAAGAAGATAA -AGTTTTATAAAGTTGATATATTAGACAAAGAAGCACTTGAGCAGGTATTTATAAATAATCAACCTGATTC -CGTAATTCATTTTGCAGGACTAAAGGCTGTGGGCGAATCTGTTTCAATTCCGCTGAAATACTATCACAAC -AATATTACGGGGACATTGATTTTATGTGAATTAATGGAAAAATACGGAGTTAAAAATCTGGTTTTCAGCT -CATCAGCTACTGTATATGGGGATCCCGCCAGTGTTCCCATATCAGAGGAATTTCCACTGTCTGTTACAAA -CCCGTATGGCAGAACAAAACTTATGATAGAGGAAATTTTAAAGGATTTGCATGTGGCGGATGCGTCATGG -AATATCGCCCTGCTCCGATACTTTAACCCTATAGGAGCACATGAAAGCGGTACAATAGGGGAAGACCCCA -ACGGAATTCCAAACAATCTCGTACCGTACATTACGCAGGTTGCAGTAGGAAAGCTAAAGGAAGTTAATGT -ATTCGGAAACGATTACGATACGGTTGACGGTACGGGAGTAAGGGATTACATACATGTTGTAGACCTTGCA -AAAGGCCATATAAAGGCTTTGGAAAAGCTAACAAATGAACATATCGGAATAAGAGAATACAACCTTGGAA -CCGGAAACGGGTATAGTGTACTTCAGGTAATAAAGGCATTTTCAGAAGCCTGTGGAAAGGAAATACCGTA -TAAAATTACAGGCAGAAGGCCGGGGGATATAGCAGAGTGCTATGCGAAGCCGGACAGGGCCAAGAGTGAG -CTTGGCTGGACAGCTGAAAAGGGACTTTCTGAAATGTGCGTAGATTCATGGAGATGGCAATCACAGAATC -CTGAGGGATATAAATAATTATAATTGGCAAGGAGAGAATTTTAACATGGAAAACAACACAGCTTTAGTAA -TAATGGCAGCAGGTATGGGAAGCAGATACGGCGGTTTGAAGCAAATTGACCCTGTTGGGCCAAACGGCGA -AATAATTATGGAATACTCCATTTATGATGCTATCAGAGCGGGATTTAACAAGGTTGTTTTTATAATAAAA -AAGGAAATAGAGGATACTTTCAGAGAAGTAATCGGTAAAAAAATAGAGGGAATTATTGATGTAGAATATG -TTTATCAAAAAGTAGACAATCTGCCTCAAGGTTTTAGTGTTCCCGACGGGAGAGTAAAACCCTGGGGAAC -GGGACATGCTGTGCTAAGTGCCAAAGATGCCGTTAAAACTCCTTTTGCAGTTATAAATGCAGATGATTTT -TATGGGGCTGAAACACATAGGCTTTTAAAGGGATTTCTGACCAATAATCAGGATGCGGATAACAAATACA -AGTACTGCATGGTTGGATTCGTTATAGAGAACACACTTACTGAAAACGGCCATGTTGCCAGAGGGGTTTG -CAATGTAGACAGCCAAGGGAACCTCATTGATATTCATGAAAGAACAAAGATTGTGAAATTTGGAAATGAG -ACTAAATACACCGAGGACGATACAAATTGGATCAAAATACCCGAAAAGAGTATTGTGTCTATGAATACAT -GGGGCTTTAATCCAAGTATTCTCCATGAACTTGAGGATCGCTTTCCAGACTTTCTGAGAAAAAATAAGGA -AAATATCTTGAAAGCTGAATATTTTCTTCCTACAGTTGTAGATGACCTTATCAAGGAAGGAAAGGCAGAT -GTAAAGGTACTTTCAACTGCTGACAAGTGGTACGGTGTTACATATAAGGAAGACAAGCCTATTGTTAAGA -AATCGATAAGTGATATGGTTTCAGGCCACAAATATCCTAACCGACTTTGGGAGAATATAAAATAAATTGT -ACATAATTTACCAACTAGGTCATTTTATAGGCAACTATTGCATCATTTGTATATGTATGGAAAAATTAAT -TATTGAAAATTAGGGCCATATGTAATATAATGTAAAACAAATACCTGTGAAATGAGGGAGATAAAATGTA -CACTGACAAAACCTTGGTTTGCAAAGAATGTGAAAATGAATTTATTTTTTCTGCGGGTGAACAGGAGTTC -TACGCTGAAAAGGGATTTCAGAATGAACCTACCAGATGTAAGGCATGTAGAAGTAAGCGTGACCATTCAT -CCAAAAGAGAATTATTTGAGGCTGTTTGTGCAGAATGTGGGCAAACCACAAAGGTTCCTTTCAAACCTCA -TTTAGATAAGCCTGTATTATGTAGCAAATGTTTTGCTAATAAAAAATAGTACATACTTAAAAAGACATTA -TCAATAAAAAGGTAATTAGGTTGACTGTAAGGTTTATACTCTGATGGTCAACCTGTTTTTATATTATAAA -AACAAACAGTACTAAAGTTATCCACAGTGAAAAGTTCCTATATTATAAGTTATAAACAAGGTTATTCACA -TTATCCACAGAAACATATACACAAAACAGGTGTTTTGTTGAATACCTGTGAAAAACCTTAAACATAAATA -AGTTAAATTGTTATAAAATTATGTTTATTAGCAAAGCTTGGGAAGGATTTTTCGGTCATGGCGTAGAATA -ATACACTCATAACATGTACCGCTATTGGATATTATAAAGTAATACTTAGACAAAAATGGAGAGGGGCTGT -TATTATGAATATTATTATTAGCGGAAAGAATATTGAGATTACAGAGGCACTCAGAGAAAAAGTAACAAAA -AAAGTTAAAAAATTGGAAAAGTTCTTTAACAGTGATACTGAAGTGCATGTAACACTGAGCGTTCAGAGAG -TAAGCCAGATTGTTGAAATAACAATACCATTCAATGGGGTAACATTAAGAGCAGAAGATCAGAATGAAGA -TATGTACACATCAATTGATAGAGTAATAGATTTAATAGAAAGACAGATAAGAAAAAATAAGACCAGACTG -GAAAGAAGATTACACGATCATGATTTCAAAGTAGATAATTCAAAATTTACTTATGATGTTCAGGAGGAAA -CGGAATTCAAGGTAGTACGGTCAAAAAGGTTTGCGGTTAAACCTATGGATGTTGAAGAGGCAATATTGCA -AATGAATCTGCTGGGGCATGAATTCTTTATGTTCTACAACGCAGATTCAAGGCAGGTAAACGTGGTTTAT -AAGAGAAAAGACGGAAATTACGGACTGATTGAACCTGAATTCTGATAAACAAAAGCAAAAAACAACATGT -ATCAGTAGGCTTATAAAGTAGCTGATACGTGTTTTTTTTGCTTTTTATAAGCACAGATTTAATAAGTTAA -CACATATAAATTTAGAAAACTAGTTTTACATTTAACTTATAAAGTAATATAATACTTACAGTCTGTATAA -TTTAATAATTTCGGGAGAATTGTATTTTATGCTGGGAAAACCTTCATATGGAATAGTCATGGTAAATCGC -AGGCGTTTAGGCCGTAAAACCGGGTTAGTTAATTACCTTGCTCAGGAATGGATGGCAATATTGACCCTTG -CAGTACTTCTGTTTAAATCAATAGTTCTTATGGGATTTGTGTACAGCCCGGATAAATCCGTTATTGACAT -AACACGTGGTTTTAATAACATCAGGTACATGTCGGTGTGTGTGGCTTTTTTAATTATAATCGTATCCTTT -AATTACTTGGCTAAAGGAAAAGGGCGGTTATGGCTACTCCTCATATTAAATTTTCTGTGTTCATTTCTTT -ATGTATTCGACGCAGTGTATCTTAGAGCAAACGGAAACTTTCTTTCAACCCAGCTATTGAGGCAAACCGG -GAATGTAAATAATCTTTGGGGCAGTATTTTTGCAATGTTCAGGCCCTGTGACATAGTATTTTTTATTGAT -ATACCAATTCTTGTAGCAATACTGATAATTACAAGAAAGATGTATTACTCATCACCATTATTTACAAGTA -TGAAAACAAGGCTTATTGCTTTCGGTTCATTATTTGCCATGTCAGTAGCCTTTATTATAGGCAGCTATAT -TGTTATAGATGTATACGGAAACAATAAATACGCTTATATTTTCCATACTTACTGGAAGCCTGAAGCTACA -ATATGTAATGCCTCACCTTTGGGATATCATTTATATGATTGCTATGTATTCTTTGCAGATTTCAGGCCAT -ACGAGATATCAGAAAAAGAGCGTACAGAGATTCAAAAGTGGATTGACGACAAAAAGGAAAACCTACCGGA -TAACAGCTATAAGGGTATGTACCAGGGTAAAAACCTACTCGTGCTGCAGGTAGAGTCTCTGGAGAACTTT -GTTATAGGGCAGTCTGTAAATGGACAGGAAATTACTCCCATATTGAACAAGCTGCTGAAGAACAGCATAT -ATTTTGATAATTATTATACTCAGGTTAACGAGGGAACAAGTTCTGATGCAGAACTTATGACCAACACATC -TGTTTTCCCGGTGCGGAAAGGAAGTACATTTTTCCGATTCCCGTATACAGAATATAATTCACTGCCTAAG -ATAATGGGAAAGTACGGTTATTCTACAAAGGCGATTCATCCTGATGACGGTGCATACTGGAATTGGAAAG -AAGCACTGACAAACATGGGCTTCCAACAGTGTATAGATTCCAAAAGCTTCAAAATGGATGAGATAATATT -TCTGGGATTAAGCGACGGTTCCTATTTCAGACAGATAAAGGATACTATTATCCAGCAAAAGCAGCCGTTT -TACAATTTTATGATTACTCTTACAAGTCATTCGCCGTTTGAAATGCCTAAAGAGCATCAATACTTAAATT -TAGACAGCTACCTTGAAAACACAAGGCTTGGGGGTTACTTCCAGAGTATAAACTATACTGACAGATACAT -AGGGACTTTCCTTGATGAACTTGATAAGGCAGGAATACTGGATAATACGGTAGTAGCTATATACGGGGAC -CATGATTCCGTTCATAAATATTTTGATGACCAAATCAGGGAGATAAAGCCGTCGCAAAGCTGGTGGCTTG -AAAATGATAAAAAAATACCTCTCATTTTATATGAAAAGGGACAGACTCCGCAGGTTATACACACAACAGG -AGGGCAGATTGATTTAATGTCGACCCTGCTCTATTCTTTCGGAATAGAAAAAAGTGAATACGAATCCACG -TCATTTGGAAGAAACCTTCTTAATACACAGCAGGACTACGTATTACTGGCCGACGGGGAATTTAGAGGTA -ATATTGACAAGGCTAAGCAAAAGGAACTGCTGGACGGACTTGAATACGCGGATATGGCAATAAAGACAAA -CTTTTTCAAAAAATAGAGGCTTTCGGAGGGAATATGAAAAATATTATTCTTATTGGAATGCCAAGTGCTG -GTAAAAGTACAGTGGGAGTTATCGTGGCAAAGCACCGTGGAATGTCATTTGTTGACACTGATGTGCTGAT -ACAGACAACTCAAGGAAGGCTCCTGCAAGAAATTTTAAACAATGACGGTACAGATGCTTTCCTGAAAATA -GAAGAGTCTTCCGTACTTTCACTTAATTGCTCTGACACGGTTATTGCAACGGGAGGAAGTGCGGTATACA -GTGAGAAGGCTATGGATTACTTAAAGAGAACTGGAACAGTTATCTACTTGTATGTAGATATGGAGACTGT -TAATAAAAGGCTTAAAAATCTAAAAACAAGAGGCGTTGTTTTAGGTCCTGGGGAAAGTTTGGAATACATT -TACAGTAAAAGACAACCCTTGTATGAAAAGTATGCAGATATAATAATAGATTGCTCAGAGACTACAATCG -ATTCAACAGTGGAAATGATACATGAACGACTTGATTCCTTGTCATAAAACTTGAAATGAAATATAATTAT -TATGCCGGGTAAACCTATCCGGCATTTATAATGTTAATCACTTAATCGCATAAATTATTTTAGGCAATAT -ATTGAGGTACGGAGGGAAAAATGGATTTATTAAACGGCTTGAACAAGGAGCAAAAAGAAGCAGTTCTTCA -TAATGAAGGTCCTCTTCTGATATTAGCCGGAGCGGGGTCGGGCAAAACAAGAGTTCTTACGCATAGGATA -GCGTATCTTATTGAGCAGCATGGAATATACCCTTCAAATATACTGGCTATAACCTTTACAAATAAAGCAG -CAAGAGAGATGAAAGAAAGAATAGCCGGACTTATCGGCGATTTAAGCAATGATATGTGGGTGGGTACGTT -TCACTCCATCTGTATAAGAATACTCAGAAGGGATATTGAAAAGCTTGGATATGACAGAAGCTTTGTAATA -TATGATACCCAGGACCAGCAGGTGGTAATAAAAGAATGTATTAAGGAACTAAGTATAAACGAAAAAAACT -TTCCTCCCAAATCAGTCCTTGAAACAATAGGAAAACAGAAGGATGAGCTTATAGATGCTGTGCATTATGA -AAAGCTGTATGCTTCAGATTTCAGAATGGGAAAGATAGCAAAAATATACAAGTTATATGAAAAAAAATTA -AAAGCAAATAATGCTCTTGATTTTGATGATATTATTATGAATACAATAAAACTTTTTGACAAGTACCCGG -AGGTGCTAGACTATTATCAAAGAAGGTTCAGGTATATTTTGGTTGATGAGTATCAGGACACTAATACTGC -CCAGTACACGCTTGTCCGTAAATTATCTGAGGCACAAGAGAACCTCTGTGTTGTGGGTGACGATGACCAG -TCAATATACGGTTGGAGAGGTGCAAATATCAGAAATATTCTTGATTTCGAGAAGGATTTCAAAAAATGTT -GTACTATCAAGCTGGAGCAGAACTATAGGTCAACACAAAATATACTTGATGCCGCAAACCATGTTATCGG -CAATAATACGGGCAGAAAATGCAAGAGCCTCTGGACAGACAACAAGGGCGGAAGCAAGATAGTAATATGC -GAAAATGACAACGAACATGAAGAGGCCCTTTATGCAGCAAGGGAAATTCAGCGGTTAATATTTGATGAAG -ACAGAAAATATAAGGACTTTGCAGTACTTTACAGAATAAATGCCCAGTCCCGTGTGCTTGAAGAAATGTT -TATGCGGGAAGGAATACCGTACAAGATTGTAGGCGGACAAAAATTCTATGACAGAAAAGAAATCAAAGAT -ATAATTGCGTACATGCGGTTGGTACAGAATCCCGGGGACAATGTCAGCCTGAAAAGGGTAATCAATGTAC -CTAAAAGGGGAATTGGAGATACTACCGTTGAAAATGCAGAGATATTAGCATATCAAGGTGATGTATCCTT -GTTTACTGTAATTTCAAATGCTGAAGAGTTTCCTTCATTAAAAAGGGCTGCTCAGAAATTAGGAAACTTT -TCACTTATGATAAATAAATTCAGGACCATGAAGGAACATATGACCATATCCCAAATGTTGGATATGGTAG -TTGAAGATTCCGGGATTCTGAGAGAATACGAGCTGGAGAATACCGTTGAAGCTCAGTCAAGAATTGAGAA -TATAAAAGAATTAAAATCAGTTGCCATAGAGTTTGAAAAACAAAGTGAGGACAATTCACTGGAAGAATTC -CTTGCACATATATCTCTGGTTTCAGACATTGACAGTCTCCAAGAGGATCAGGATTACGTGGTTCTTATGA -CAATGCACAGCGCAAAGGGGTTGGAATTCCCGGTCGTATTTATTCCGGGGATGGAGGAAGGCGTGTTCCC -GGGTTACAGGGCAATCACTGAAGGGCCTGAACAGTTGGAAGAAGAGAGAAGGCTTTGCTATGTGGGCATT -ACCAGAGCAAGGGAAAAGCTATATCTGTCAAATGCCCGTTTCAGGACTCTGTTCGGAAATTCAAGCTATA -ACAGGCCGTCCAGGTTTTTAGCGGAGATACCTGAAGAACTTGTTGAGTACCCTTTTAAATCAACATCCCA -TACCCGTAATACGTCCCAAAACTCAGGTTCAGCCTTCAAACAGTCTGGCGATAGAATACCAAGAACGAAC -CCGGCTGTGGCATCAGGTACACCTACTGGTTCAGGTTCTTTGAAGGATTTATTGAATTCAAACCTTGTTA -CTCGTGGTTTCGGAGGCAGCTCGGCAGGTACATCTGGAAAAAATCCTTCAGGTCAGCAGTCTAACAGCTT -TGGGCGTACACCGATGAAATCATCATCTGGAGCTTCCGATTCATCAGTTGCCTTTAGTGTAGGTGATAAA -GTTGAGCATAAGAAATTCGGAAAAGGAACTATTTCAAAAGTAACGGCTGACAGCAATGACCAAATATTGG -AAATACAGTTCGAAGGTGCTGGAATGAAAAGACTGATGGCTTCCATGGCAAATTTAGTAAGATTATAAAA -TCAAAGGGTGGGTGTTTAATATGGCATTCAAAGAAGGTTTCGTTTGGGGTACGGCAACAGCATCATATCA -AATTGAAGGAGCTGTTAACGAAGGCGGAAGAGGTGAGTCCGTTTGGGATGAATTTTGCAGGATGAAAGGC -AAAATTGATGACGATGATAACGGAGATTCTGCATGTGACAGTTATCACAGATATTCTGAGGACATACAGC -TTATGAAGGAAATCGGTATTAAGGCATATAGGTTTTCCATAAGCTGGACCAGGATTTTACCCGATGGTAT -AGGTGAAATCAACATGGAAGGCGTAAACTACTACAATAATCTTATTAATGGGCTGCTGGAAAATGGTATA -GAGCCATATGTAACTCTATTTCACTGGGACTACCCTATGGAGCTTCAATATAAGGGAGGATGGCTGAATC -CTGAAAGTCCTCTTTGGTTTGAAAATTATGCAGCCATATGCTCAAGACTATTTTCCGACAGAGTAAAGTA -CTGGATAACCAGCAACGAATCCCAGTGTTACATTGGATTTGGTTACGGCACAGGCTGGCATGCACCGGGC -TTTAAGCTTCCGGTAAACCAGGTGGTAAGAGCTTGGCATCATAATTTAAAGGGATTGGGACTGGCTGCGA -AAGCAATACGGGAAAATGCAAAGGGAGAAGTCAAAGTAGGGCTGGTAGCCTGCGGAGAGGTTGGAATTCC -TGCATCAGACAGTGAGGCAGATATGCAGGCTGCACGTAATGTACTTTTTGACAGAGAGCATTCCGAGGAT -TCAATCGATTTTGGATATGGGGACCTTTTCGAGCCTGCATTAAAGGGAGAGTATCCGAAAAGCCTAATCC -CATATCTTCCTAAAGGCTGGCAGGAGGATATGAAAGACATTTGTGTTCCTCTTGATTTTTTAGGCGTGAA -CGCTTATATAGGTTCTATTGTAGAAGCATGTGAAAATAAAAAATACAGACACCTTAAATTGCCTGTTGGT -ATAGGCAAAACTTCCATGGAATGGCCGTTTAAACCGGAAACTCTGTACTGGGTAACTAGATTTATATCCG -AGAGATATAAATTGCCAGTATACATTACAGAAAATGGCATGGCGAATAATGACTGGATAAGCACTGACGG -AAAAATCAATGATACTCAGAGAGAAGACTATTTGAACCAATATCTTTCTGCACTGTCAAAGTCTATAGAT -GACGGAGCCGACGTAAGAGGATATTTTTACTGGTCACTCCTTGACAATTTTGAGTGGGCATACGGATATG -CAAAGAGGTTTGGACTTGTATATGTAGATTACAGCAATTTCAGCCGAACTCTAAAACAGTCTGCATTAAG -GTATAAGAAAATTATCGAATTAAATGGCGAAGTATTAAAATAAAACCCAAAAGAAAAAAGTTTTAGAGAA -ATTTGTCTTTTTCTAAAACTTTTTTCTTTTTAGTGTGTATATATAATCAAGGTACATAAAAAGGGTGGGA -AAATATTTGGATGTTTCGGATATAGCCATATTGAAAGAATACAAGAAGAATAGAAGACGAGGTCTGGAGC -TTGTATATGACAGATATAAAAAATATGTTTATACAATAGCGTTCCACTATGCAGGTAATAAGGAAGATGC -TCTGGATATAACCCAGGAGGTTTTCATATCTGTATTTAAATCAATGGAAGGCTTTAAGGAACAGTTTTCT -ATGCTGCCCTGGATTAAAAAAATTACCGTAAATAAGTGCCTTAATTTCTTGAGAAGTAAAAAACCAAACT -TGTCTCTTAATGAAATCAATGAAAACGGAGATGAACTGCAAAGTATTATAAGCTCAAATGAAAAAACAGA -TGATGAAGTTTTATGCAAAGAAACAAGGCAAATACTTGAACAATCAATCGGAAGTCTTCCTGAAAGGGAG -AGGATGGTCGTACTGTTGAGACACATAAAGCAAATGAAATATAGTGAAATTGCAATTGTAATGAAGCTAC -CGCCAGGTACTGTAAAAACACTTATACATAGAGCGAGAAAGACAATTAAGGAAAATATGATTAGCTTGGG -TATTTGGGAGGTATAAACATGAGCTGTGACAAAGTAGATGCTTCATTGCTTCAGGAATATTTAGAGAGTA -CAATAGATCCCCTTGAAAAAATATTTATTGGAAATCATTTGAAAATATGTAAGGAATGTAGAAGAGAATT -ATCAGAATTAAAGCTGTTGCTTTATGACCTTGATGACAAAAGTAATTATATAATTGAATACCCTCCAGAA -TTGGAAACAATGAGAGACGATATAATTGACTCCTTTTTAGGGAAAAGGAAAAGTCCTTCCAAAAGAATTA -TTGAGATGCAGGTTGAAACTATCAAAACTACAGGTAAATTTATTGAGTTTTTGCCCGGGTCAAAGCAAGC -ACCAAAAGTTTTAAAGCAAGCATCAAAAGGATTAAAAAAAGGAGTCAAAAAATTAATTGCTAAGTAATGT -ATTGTAAATGGAGGAACTGATGGTAGCTCTTATAATAACTCTTAAAATAATTTCATATGTGTTTTTGATT -ATTGCTGCCTTAATTTTATTAATTATTTTTGTACCTTTCAAATACTACGCAGAGGGAGCAAAGAATGAGA -CCATTGTTGTAAAGGGCTACGCAAACTGGCTTTTTGGTGCTGTTACCATAAGATTTAACTATAACACCCA -AGACGGCTTTGATACAAAATTCAACTTGTTCGGCATAAAGAAAGGCTTTAAGAAAAAAAATGAAAGCGAG -CCATTAAAACAAGTCCGGGAAAGTAAGCTGAAAAAGACAAAGGATAAGCCTGCATATAGTTACTTTACAT -ATGAAGTATTTATGCGGGGATTAAAATCAGTTTTTAAAATACTAAACCATTTCAAACCAAGCATATTCAG -AATAGATGCCGAAGTAGGCTTTGAAGACCCAATGTACACGGGGTTGCTCTGTGCAATAAGAAACACATGG -TTTGCAAGTTTTAATAAAGACAGTATTCGTATTGAGACAAATTTTGAAGAGGAAACTCTAGAAGGTAGCT -TTTTAATCGGCGGTGGAATTCAAATTTTCTATTTAATACTAGTTGGAATAGAATTTGTTTTTTCAAAGCC -TTTCAAAAGTATATTATTTAAAAATATGAAGTATAAAATTAAGAGGAGGTTAAAAAAATGGCGAAAGGTT -TCGATTTTTGTGAAAACATGAGTGTTATTTTTGACAAACTGGAAAATTTCTTAAAGACAAAGACAGTAAT -AGGTGAACCTATTAAGATTGGTGATGTAACATTGATACCGTTTATAAATATGAGCTTTGGGCTTGGATTA -GGCGGAGGCACCGGTAATGATGATAAAGGTATGGGGGGAGAAGGTGGCGGAGGAGGAACAGGAGTAAGAA -TTTCTCCTACAGCCGTTCTGGTTATTAGTGGTGATAAGGTAGAACTTCTTCCCATAAAGAAATCAGGTGG -TTTGGATAAACTCCTTGATATGGTACCGGGTATTGTAGAAAAGATACAGGAAAAAAAAGAAGAGGAAGAC -TCTAAAAATGAGTTAAAGGAAGAGTAATAATCCGCTTTTATTATATTACAAGTTAAAACAGTAAAAACTG -CTTGAAAAATTGTGATTCAAGCAGTTTTTTGCATTTAAGATATGATAATAAATTCCTTTCTCATACTTTT -TACAAAATTAATGGTAAAATTAAGTATATTATACATTCGTCTACTACACTTCATCTATTATCAAGCCAAT -TCGTCACTTTCCTTTGCCCCAAAATCATATGAAAGGAGGGTAAGTGTTTCAATTTTTTCAAAAGGTAAAT -TGAAAGTGTGGAATATAAGCAGGATTCAATATACTTAAAAGAAAGGAAGGAAAAAGCATGAATAAACTGT -TTTTTATAGTATCCTTGCTGGCTGCTTTGTTGATATTCCCTATAACAGCAAGTGCGGCCACAGATTCAAC -CCATCCCGGATTTAGAGTAGAGGGAAGATTTCTTTACGATAATACCGGAGAAAAGGTAATTCTCTATGGT -GTAAACAAAATGTGCATATGGACTGACAAGGATGGTGTTCCGTCTTTTTCGGAAATAGCAAAAACAGGGG -CAAATTGTGTAAGAATCACATGGGGATTAGATGGTTCTGCAGAAGATTTGGACACAGTAATTCGTAATTG -TCGTGCTGAACACATGATTCCTATTATTGAACTTCACGATGCCACCGGTGACTGGTCAAAGCTCCCTTTA -CTTGTGAATTACTGGGTAAGACCTGACATAGTGAATGTAATTAAAAAGCATCAAGAGTATTTATTAGTCA -ATATAGGAAACGAAGTAGGGCAGACCGTAACTGAAGAAACCTTTAAAGCAGACTACGAGTCCGCTGTTAA -GAAAATGAGGGATGCGGGAATTCACGTGCCTCTGGTTATAGATGCTTCGAGCTATGGTCAGAGCATAGAT -ATGCTGCAGGCGTGCGGGCCTTATCTCATATCTGCCGATCCCGATAAAAATTTAATGTTCTCCGTACATA -TGTGGTGGCCTTATATGTGGGGACATTCAGATCAGGAAGTAATTGATGAAATTGCACAATCAGTAAATAT -AAATCTTCCTCTCATTGTTGGTGAATTCGGACATATGTGGGATGAAACTGAAAATGGTAAAATACCGTAC -AAAACAATTATGGAACAGTGCTATAAAAATCAAATTGGTTATCTTCCATGGGAATGGGGCCCCGGAAACA -ACCCTCAGACATTTTTGGATATGACGTCAGACAGTACCTTTGCTACATTGAACGACTACGGTAAGGAAGT -TATGCTTAATAATCAATACAGTGTAAAAAACATTGCCAAGAGACCTGCATCCATGCTATCAAATCTGCCT -CCGGTTCTCCCGAAGGAACCCTTACCATATGGAAATCTAGCCTATAAAAAGCCGGTAACAGCTTCATCTA -TAGAAAGTACCCAAAACAATGAAAGTAATATAGTAGACGGAGATTTTGAAACAAGGTGGGCTTCACAGAT -CTCAGACCCCAGCTGGATTTGCGTTGATCTTGGTGCAAAAAAAGACATAAACAGACTCATTATATGCTGG -GAGGCTGCATATGCAACTCAATATAAAATTCAGGTATCAGATGATAAAAGTACATGGACTGATGTGATTA -CCCAGTATAACGGAACGGGAAAAACAGAAGATATAAAACTTTCATGCTCAGGCCGTTACCTTAGGATATA -CGGAATGCAGAGGATAAACTACCAATGGCCTTATTCAATCTGGGAGATAGGAGTATATGGCCCTGAATCA -GAATTAAGTGCATCTATATCCCCGGCAGTAGCAGTATTTGACAAGAATCCTACCAATGCGGCGGATATAT -CGGTAACACTTGACTCTAAAAGTAATACATTTAACGAGGTATTAAACGGGACATCTGTAAAGTTAGTAGC -AGGACAAGATTACGTAATACAAGATAAAACAACTTTGATTATAAAAAAGGAATATCTGTTAGGACTGTCT -GAGGGTACAACTAAACTGATCTTTGATTACAGTGACGGAGTAGACCCGGTTCTAGCTATTGCTGTCGGAA -ATACAACACCGGATGGCTCTGTCCAAAATCCAATAATCAGTCCATCCAGTGTAACCTATGATAGAACATC -TGCAACGGATTTAAGAGTAACTATATCTCCTAACGGTAATACTCTTACTTCAATTATAAATGGTTCAGAA -CCTCTGGTTCCAAATGTAGATTTTACTATTTCGGGAGATACTGTAACAATTATGAGGAGCTACCTTGCAA -CTCAACCTTCTGATAACTTGAATCTGACTTTTGACTTTAGCGGAAATGGAATCGACCCAGTACTTACAGT -AACCTTTCTTAAGGACACTATTTGTGGTGATGCAAACCAGGATGGAGTTATAGATGCCCTTGATTATGTA -ATACTCAAACAACATCTTTTAGGGCTGGTAACTCTGAATAATGATGTTATAAACATTCTTGACCTTAATC -TGGACGGTACAACCGATGCAATTGATTTGTCCATTTTCAAACAGTATTTGCTAGGCAAAATAACCTACCT -TCCCGTCACCCCATAAAAATTATAGAAAACCGGCTCTCTAAGGGCCGGTTTTTTTAATCTCTGTATTTCT -AAAGGATATTTACTGTTGACTGATATAATGAAATGGAATATAATTAATATAATTTAGTAATTTAGCACTT -TAACTCAATAAAGGAATTAAATAAAATCCAAATCTATATATGAGAGGTATTTGCTTATGTCCAGATGGAA -GATATATACACCTGATGGTGTACAGGATATCCTGTTTGATGAATGTTACAAAAAAAGAGAAATAGAAAAA -AGAATAAGAAACACATTCAGGTCATATGGCTATTATGAGATAGAAACTCCTACAATAGAATTTTTTGATG -TATTTTCATCAGAGATAGAGCATTTTCCACAGGAATCAATGGTAAAGTTCTTTGATCAGAAAGGAAGAAT -TCTTGTATTAAGGCCTGACATAACAGTTCCGGTCGCAAGGATAACTGCCACAAAAAACAGAGATGTTCAG -GTGCCTATAAAGTATTCCTATATAGGAAATGTTTTCAGGTTTAACGAAGTCGGAGGCGGTCGTCAGAATG -AGTTTACACAGGCCGGGGTTGAGATGTTAGGTGATTCTTCATCAGAGAGCGATGCAGAAATAATCGCTAT -GGCAATAAACACACTGAAATCTGTCGGCCTAAAAGAATTCAAAATAGAAATCGGGCAGGTTGAATTTTTT -AAAGGATTGGCTGAGGAGGCAGGATTTTCAAATGAGGATATAGATGCTATATCAAAACAAATAGACAAAA -AGGATCTTGTAGGTGTAGAAGAAATACTCAACCGATATGATATAAGTACAGAACTTAGGGAAATCGTTTT -GAAGCTTACCGGATTATTTGGATCGGTTGACGTAATTAAGGAGTTTAAAAAAGCTTCAATTAACGGCAGA -AGTCTCAAAGCAATTGAAAATGTAGAGGAAGTAGTATCTATATTGTGTGATTATGGTTTATCGGAATATG -TATCGATAGATCTGGGAATGTTAAAAAGTTTGAATTACGATACTGGAATAACCTTTCGAGGCTTTACAAA -CGGAGTGGGCTTCCCGATACTTTCAGGAGCAAGATACGATAACCTTACGTCCAGTTTTGGGAAGGAGTGT -CCTGCTACAGGCTTCTCATTAAGGATAAATATGCTTATGACAGCAATGGAAAAGGCGGGTCATACCTTTG -AAAGACCTTCTGTGGATTCATTAGTATGTTATGAAAAAACGAACAGGAAAAGGGCAATAGAAATAGCAGA -AGCCCTCAGAAAGCAGGATATGAAAATAGAAACCTTTGTTTTGACTAAAGGTATCGACCAGGCAAAAAAA -TACGCTGCTTCAAAGAAAATCGGCGGAATTATATATATTAGAGACAACGATAAAATCACCGTATACGATA -TAAAAAACAATATAACAGAAGAAACCAGCTTCGATACCCTATTAAACAATCAATAATAAAATAATAAATT -TGTGGGGAGTAAAAACATGAGATATTTGACAATTGCACTTTCAAAGGGCAGACTTACAGATATGTCGGTA -GAAATCTTCGAGAAGATCGGAATAGACTGTACTGAACTAAAATCATCCACCAGAAAGTTAATACTGTCTG -ATGAAAAAAATAAGATAAAATTTTTCCTTGCAAAGCCCGCAGATGTGCCAACATATGTAGAATATGGGGC -GGCGGACATAGGAATAGTGGGAAAGGACACACTGCTAGAAGAGGGCCGAAATCTTTATGAAGTGCTTGAT -TTGGGATTTGCGGCCTGTAGAATGGCATTGGCCGGGCCGGCTGAACTGCAGGGAAAAATAGACGAACTTA -ATATAAAAAGAGTCGGCACCAAGTACCCAAATATAACTAGAAACTATTTTGAAAAAACAAGAAGAGAAAG -TGTTGAAATAATAAAGCTGAATGGATCTGTGGAACTTGCTCCATTAGTTGGTTTGTCAGAGGTTATTGTA -GATTTGGTTGAAAGCGGAAGAACACTTAAAGAAAACGGCCTTGTAGTACTTGACACAATTGCGGATATCA -GTGCAAGAATGGTCGTAAACAGAGTAAGCATGAAAATGGAAAATGAACGGATACAGAAAATAATAGACGG -AGTAAGAGATGAATTGTCCGTAAGGGGGTAACAGTATGTTAAACATAGTAGATTTACGCAGTGACTTTGA -CGGATCTGCCGCAAAGAACTTATACAAAAAATTAACACAGAGAACCGCAACCCAAAACGGCGGGAACATA -ATCGACATTGTAGCAGAAATAATTGACAACGTTAAACAAAACGGCGACAGTGCATTAAAAGAATACACAA -AAAAATTCGATAAAGCAGAAATTGAAACCATAAAAGTGACGGAAGAGGAAATTACCTCCGCATACAAAAA -TGTTGACCCACAGCTAGTGGAGACTATAAAAAAATCAAAACAAAATATATGGAGCTTCCATGTGAGACAA -CTTCAAAACAGTTGGATAGACCCTAAAGAGAACGGAACTATGCTGGGACAGCTTGTAAGGCCTCTTGAAA -AGGTTGGTTTATATGTTCCTGGAGGAACAGCACCTCTTATTTCGTCAGTATTAATGACTGCGGTTCCTGC -GAAAGTAGCCGGAGTAGAAAAGCTGATAATGTGTACACCGCCTTCGCAGGACGGAAGCATAAACCCCGCA -ATACTTGTTGCGGCCAGAGAAGCCGGAGTGGATGAAGTATACAGGGCTGGAGGGGCACAGGCTGTTGCCG -CTATGGCTTATGGAACAGAAACCATACCTGCGGTGGATAAGGTATGCGGTCCGGGTAATGTGTATGTTGC -TACAGCTAAAAGACTGGTATTTGGTGACTGCGATATTGATATGTTTGCCGGCCCAAGCGAGATATTGGTT -ATAGCAGATTCCAGTGCAGTACCCGAGTACGTGGCTGCAGATCTCCTTTCCCAGGCAGAACATGACATGC -TGGCGTCCTCGGTTCTTGTTACAGATGATGTAAGCCTGTTGGACAGCGTAAAAACGGAAATAGAAAAGCA -GCTTGTAATTCTTAAAAGAAACGAAATAATTGAGAAATCACTGAAGGACTACGGATTTGGGATACTGGTT -GATAACATAGAAGAGGCAATAGAGGTATCAAATAACATAGCACCCGAGCACTTGGAGTTGTGTGTAAAGG -AGCCAATGAGCATACTTGGCATGATAAAAAATGCAGGAGCGATATTCGTTGGAAACTATTCGCCTGAACC -TTTGGGGGATTACATGGCGGGACCGAGTCATGTGCTTCCTACCAGCGGAACTGCAAGATTTTCATCCCCT -GTAAACGTAGACCAGTTTATTAAAAAAACCAGCCTGATTTATTATAATAAACAGTCACTTGAAACAACGA -GCAGCGATATCATAAGGTTTGCAGAAGCAGAATTATTGGATGCTCATGCAAATGCCATAAAGGTAAGATT -CAAAAAATAAACTACAATCTACAATTCGTTGATTCCTGAAAGGAAGGTTACTATGATAGAAGAATTAATA -AGATCGGAAATACGATCATTTATACCCTATAATGCAAATCAGCAGCCATATAAAATAAAGCTGGATGCCA -ACGAGAGTCCCTTCACTCTACCTCCTCAAATGAGAAAAAAACTTGCCGAATATATACTTGAAGATCCGCA -GCTAAATTTGTATCCTGATACTGATTCGGTTCAATTAAGACAAGCATTAGGAGAATACTGGAGTGTTGAT -AAAGAAAATATCATAGTGGGAACAGGCTCTGATCAGCTGATACAGATCATAGCAAATGTATTTCTGGAGA -AAGGCGACAAAGTTCTCTATCCGACTCCCTCCTTTGGTATGTACAAGGACTCATGTGTAATAGCAGGAGG -ACGGGCTGTAGATTATATTTTGGATCAAAATGATAATTTTTCCTACTCAGCGGATAAAATAATAAAGACA -TATGAACTTGAACAGCCAAAAGTCATTTATATATGCAACCCCAACAATCCGACAGGGAACCTGATGCCTC -AGGATGAAATATTAAGAGTCCTCAAGGCATGTACAAAATCGGTAGTTGTAGTAGATGAGGCATATGCTGA -ATTCTCGGATACAACGGTAATTCCATTCATAAAAGAATATGAAAACCTGCTTATACTACGTACGTTTTCA -AAGGCTTTCGGATTAGCAGGCATAAGATGCGGATATTCCATAGCCTCGGAAAAACTTACGAGGGCTGTAA -ACCTGACAAGACCTCCCTATAATATCAGCTCATTGTCACAGTTTACAGCGGCACTGATTTTATCCTATAA -AGAAGAAATTCAAAATAACATACAATATCTTGTTGAAGAAAGGGAACGGGTTTTATCTAAACTGAAAGAA -ATAGATGGACTAAAAGTTTACAGCTCTGCTGCCAACTTTATATTGATAAAAGTTCAAAACTCAAAGGATA -TTTACCGTAAGCTATGTGAAAAAGGTATTTTTGTCAGAGCCTTTAGTTCGTCACCACTTTTATCTGATTG -TATGAGGATAACAATAGGGACACAAGAACAAAATTCCATACTGCTTGATGAACTATATGCTATCTGCTAT -AATAAATGACGAACATTACAACCAAAAACATAAAAAAAGTTCGGATTTTTACTTAAACGGAGGAACACAT -ATGAGAGAGGGTTTGGTCACACGAAATACAAAAGAAACTCAAATCAATGTAAAAATAAGTCTGGACGGTA -AAGGTGACTGTCAGGCAAATACTGGGATAGGTTTCTTTGACCATATGCTTGTATTGTTTACAAAGCATGG -ACTCATGGATGCATATTTTGATGTAAAAGGTGATTTGCATGTTGACTCCCACCATACCATTGAGGATACG -GGTATAGCTATGGGACTTGCAATAAGGCAGGCACTTGGTGATAAAAAATCTATAAGGAGATACGGCACAG -CCTATGTTCCGATGGACGAGGCACTTGTACTTGTATCCCTTGATTTGAGCGACAGGCCGTATCTGGTGTT -TGACGCACAATTCTCACAGCCAATGGTAGGACAAATGGATACTCAAATGGTGGAAGAATTCTTCAGAGCA -GTTGCATTTAACGCAGGAATCACTCTTCATATAAAAGTTCTACATGGTTCAAACTGCCACCATATAATAG -AAGCAATGTTTAAAGCATTCGGCAGAGCTATTGACGATGCAACAAGGTTGGATACCAGAATAGAAGGTGT -CTTGTCAACGAAAGGTACCTTGTAATTAAAAAGGTTAATATGTACAGGAGGTAGTAAAATGTTAATAAAC -AATACAAATTTCATCAGGTTGCCTTTATTCGTAAAAGGAAAGGTTAGAAATGTATACGATTTGGGAGATC -AGCTTCTTATAGTAGTAACAGACAGAATTTCGGCCTTTGACGTAGTATTTGATGAATTAATACCCAACAA -GGGAACAGTCCTCAATAGTATATCTGCTTTTTGGTTTGACTTCACAAAGGATGTTATTGGAAACCATGTA -ATAACAACTGATGTCAGCAAATATCCAAAAGAACTTTCAGCTTTTAAGGATGAATTGCAGGGTCGTTCAA -TGCTCGTAAAAAAAGTACAGATGCTTCCTGCGGAATGTATTGTAAGAGGCTATCTAGAAGGGTCAGGCCT -GAAGGAATATCAAAAAACAGGAACCGTGTGCGGTATAAAGCTTCCTTCAGGATTAAAGCAGGCTGACAAG -CTTCCTGAACCCATATTCACACCCTCTACAAAGGAATCGGAGGGCCACGATATAAATGTGTCTTTTGAAG -TACTTTGTGAAAAAATAGGAACAGAAATGGCACAAAAACTCAAGGATGCAAGCTTGAAGCTCTATGAAAA -AGCCAGTAAACATGCTGAAAGCAAGGGACTCATACTGGCAGACACAAAATTTGAATTCGGAATGCTGGAT -GGGGAACTTGTTGTAGGGGATGAAATGTTCACACCTGACTCCTCAAGATTCTGGGCAAGGGATGAATACC -AGCCGGGAAGAGCACAGAAGAGTTTTGACAAGCAATATTTAAGGGAATATCTTGAAAATATTACATGGGA -CAAACAGCCTCCTGCACCTGAGCTTCCACAAGAAGTAATCAGGAAGACAGAGGAAAAATATATAGAAGCT -TACGAGAGAATTACAGGCAAAAAGTTTCAGGGAGATAAACTATGATAGCAATAATAGACTACGGCGTAGG -CAATCTTGCCAGTGTTAACAAGGCATTCAGCTTTATAGAGTATGACTCTATAATAACCTCGGACCATGAA -GAAATATTTGCTGCTGATAAGGTTGTTCTGCCTGGAGTCGGTGCATTTGCTGATGCTATGGATAGTCTTG -ATAAGACCGGTATGATATCAGTCATAAAGCAGATTGCACAAAAAGGGACACCATTGTTGGGAATTTGCCT -TGGAATGCAGCTGCTTTTTGATTACAGTACCGAAGGTGGGGAAAAGGTGGAAGGCCTGGGTTTATTAAAG -GGTTATGTCAACCACTTTCCCATTGATATGGGGCTAAAGGTTCCGCACATAGGCTGGAACAGTCTTGATA -TAAGACAGGAAAACGGAATATTCAGCGGAATTGGTCCAAAAAGCCATGTTTATTTCGTACATTCATATTA -TTTAACTGCCGAAAATCAATCTGATGTGGCTGCCGTTTGTGAATATGGTATAAGGTTTGATGCTGCAGTT -GGCAGGGGAAACATTATGGGAACACAGTTTCACCCTGAAAAGAGCGGAGATGTAGGCCTTAATATACTAA -AGAATTTTGCTGAGATTAACACATAGGAGGCTAGATAATGATTATTTATCCCGCAATTGACATAATAGAT -GGAAAATGTGTAAGGCTGCAACAGGGCAGTTACAGTGATGTAACTGTTTTTGGAGACAGCCCTGTGGATA -TGGCGAGAAAATGGGAGAGTCTCGGAGCCGGATACTTACACGTAGTTGATCTGGATGGTGCAAGGTCAGG -AAAATCGGAAAATGCCGAAATTATAAAGCAGATAGCCAAAACTCTAAAAATCCCTGTCCAGACAGGCGGC -GGCATAAGAAACCTTGAAACTGTTGAGACCTACTTATCCGGAGGGCTGAGCAGAATAATACTGGGTACAT -CAGCAGTCAGCAACCGTGAAATGCTGATATCTGCATTAAAAGAATATAAAGGTAAAATTGCTGTGGGAAT -AGATGCAAAGGATGGGAAGGTTGCCATTCACGGTTGGGAGAAAACAAGTGACTACACAGCCGTTGAGTTT -GCCAAGGAGGTAGAATCCCTCGGAGCAAAAACAATTATATACACTGATATATCAAGGGACGGTATGCTGA -AAGGGCCGAATCTTCAGGCTATGAAGGAAATGGCGGATAGTGTTTCAATGGATGTGATAGCATCCGGCGG -AGTAAGCAGACTTAAAGACATAATTGATTTAAAACAGACTGGAGTCAGTGGTGTAATTGTAGGAAAGGCA -ATTTATACAGGAAATGTTGATTTAAAAGAAGCTATTTTAGCGATATAAGTTAGAGAAGTTGAAGAATGAA -TATTAATTGACGGAAAGGGAGCAAATAATGCTGACTAAGAGAATAATTCCCTGTCTTGACGTACATGCAG -GGAGAGTTGTTAAAGGAGTACAGTTTGTAAATATAATAGATGCCGGGGACCCGGTAGAAGCAGCTGCATT -TTATGACAAGGCTGGGGCTGATGAGCTTACTTTTCTGGATATTACTGCTTCTTCAGATGCAAGATCCATC -ATGCTTGATGTTGTTAGCAGAGTTGCCGAGCAGGTATTTATTCCTTTTACAGTAGGGGGAGGAATAAGGA -CGGCAGAGGATTTCCGCCGGATATTAAAGGCCGGAGCAGATAAAGTAGGTGTTAACTCCGCTGCATTAAA -AAGACCTGAACTCATATCCGAAGCTGCATGGAAATTCGGAAGCCAGTGTGTAGTGCTGGCAATAGATGCA -AAAAAGCGTGCCGACGGGTCAGGATGGGATACATATCTCAACGGAGGAAGAGTAAATACAGGAAAGGATG -CTGTTGAATGGGCCATAGAAGCTGAAAAGCTGGGGGCCGGTGAAATCCTTTTAACCAGCATGGACAAGGA -TGGAACAAAGGACGGTTACGACATAGAGCTAACAAGAACAGTATCTGAAAATGTGAAAATTCCTGTAATA -GCATCCGGGGGAGCAGGAAAAATGGAGCATTTCAAGGATGCTCTTGTAGATGGAAAGGCAGACGCAGTAT -TGGCGGCTTCACTATTTCATTTCAGAGAGATGGAAATCCGAGATTTAAAGGGTTACTTAAAGAATAATGG -CATAGAAATCAGACTTTAAAAATAAAAGCAGTTAAAAAGCTGTTATAATTAAAAATATTTTGATATTATT -AATAAATGAGTGTATGGAGGCGTTCAATAATGAATAACTTAAAAAGTTCGGTTAAATTTGATGAGAAAGG -TCTTGTTCCCGTTGTTACTCAGGACACCAAAACAAAAGAGGTTTTAATGGTAGCGTACATGAACGAGGAG -GCTTTTGACAAGACACTAGAAACAGGAAAGGTTCATTATTACAGCCGCAGCCGCAGCAAGCTTTGGCTTA -AAGGTGAGACATCAGGCCACTTTCAGCTTGTTAAGTCAATAAAGCTGGATTGTGACGGAGATACAATTCT -TGTAGAGGCTGAACAGATTGATGTTGCTTGCCATACAGGTAACAAGACATGCTTTTTCAGAACAATGGTT -GACGGGGAGTGGAAGGAAAATACGGAAGAAAAGCCAACTGCCGCAATTCTTCACGAAGTTTATAATGTAA -TTTTAGACAGAACTGTCCACCCCAAAGAAGGTTCATATACCAATTACCTGTTCACGAAGGGATTGGACAA -GATATTGAAAAAAGTAGGAGAAGAGACTGCCGAGGTAATCATTGCAGCAAAGAACAAATCCAAAGAAGAA -ATAAGATATGAAGTATCTGATTTAATGTATCATCTTATGGTATTGCTTGTAGAAAGAGGCCTCACTCTTG -AAGACATTTACGGAGAATTAAAAGGAAGAAGATAAGTGAAAAATAATTTATTAAGCATCGATGAATACCG -GAATAACCCGGAATTTTATTTCTATAAGGGACTGCGTTGTGCCAACAAAAGGAATTTAAACGAAGCCTAC -AAACATCTGGTTAGGGCTTCTGAGCTAAGTCCTGAGAATATGGAGTATAAATTTAACATAGCATGCTTTC -TTTCTGAAATGCAAAGGCCCAGAGAAGCCAATAGAATATTCAAGGATATACTATTACACTATGATCCAAC -AATGTATGATTGCTATTTTGGTATGGGTTGTAACAGCTTTGAGCTTGGTGACATGAAAAAAGCAGCTGAA -TACTTTGAAAAGTACATCTATTTTGACAGTGATGGGGAATTCAGCGAAGAAGTTTCAGAAATGATATTTT -ATTTAAAACTGTATAATGACATTTCCGGAGACAACAGATTTTTGAGGCTGTCTCAGATCAATTTTAAAAA -GGCTGAAAAAAGCCTTTTAAATAACAAAACTGACCATGCGGTAAGCGAGCTTTATAGAGCAATAGCATTT -AACCCCTTGAATACAGAGGCCCGTAATCTGCTGGTACTAATAATGCTGGAGCAGCAGAACTACAAACGTG -CAGCAAGTTTTGTCTCTACTGTATTAAATATATATAGTGAAGACATATGGGCAAATACTCTAAAAATATA -CAACTTATACTGCACTCGGAAATATTCCCGGGTGGAAAAACTTTTAAAGATCCTTCCTTTCAGAAGAGTA -CATAACAGGAAGGACCTTTTATGTATTGTAACTACATTAATAGTTTTTAATAAAATTGATGAAATGATTC -TCCTGTTGGAAACATACATTGTTGAGTACAATGATTTGATCATATATTTGACACTGCTTTTAGGGTATGT -ATCCGTAAAGAATTATAGTAAGGCAAACCAGATGATTAAAAACCTTCTATCATTCAAAACATTGAATAAA -GATATTTCTGATTGGCTTAAAAAAATCAGCCGAATTATGAAGGAAAATACTGTGGAAATATCTGTTTTGG -ATGAATACAAGGAAATATTTGGAATAATCGGAGAAACTGAAGATTACATGTATAGTCCGACAGGGTATTC -GAAAATATTGGAAAATGCCTTCGTGCCGAGACAAAGAGCTTCAAGGAGGATTCCTGCAAAGTACAATTCT -GTAGTTAAATGTACAGTTCTTAATAAGGAAATAATGTATGTTCCTGATTATGAAAAGGAAATAATACATT -TGTTGTGCAATATAATCAAAGGTACAGAAGAACTTTTGCCGGAGAATGAAAAGGATATAACTGCCCTTTC -TGCTGTAGTTGAATATATCTATTGTAAGGAGAACTTTATAGAAATGGGTAAGGAGGAATTAATACAAAAG -TATGGTATTACCTCTATTTCCTTTAACAGGGTGCTAAAAAAAATTAAGTATAAGTAACAAAATTGATTTT -ACTATAAAAACAATGAAAATAGAAGAAATAATTAGTAATATAACCATAACTGAACTAAATGGCAAATTAT -AGCTGTTTTTATGGTGTAGAAGCGTTTGATAATATTTTATTCAATATATAATATTATAAATATGATTAGC -ACTCGGTGCTAGTGAGTGCTAACAACAAACAAGCATTAAATATTCAAGGAGGTAAAACAATGAAGATAAA -ACCATTAGGCGATAGAGTAGTTATTAAAATGCTTGAGAGCGAAGAGACTACTAAAAGTGGAATCGTATTA -CCAGGAAGTGCAAAGGAAAAGCCACAGGTAGCGGAAATAGTTGCAGTAGGACCTGGAACAGTTGTTGACG -GAAAAGAAGTTAAAATGGAAGTAAAAGTTGGAGACAGAGTGCTTACCAGCAAATATTCCGGAACAGAAGT -TAAATTTGACGGTCAGGAGTATACAATATTGAAGCAGGGCGATATCCTTGCTATTGTTGAATAATTTAAA -ACAGGAGGTAAAGTTAAATGGCAAAGGAAATTAAATTTGGCGAAGAAGCTAGACGTTCACTTGAAAAAGG -TGTTAACCAATTAGCTGATACAGTAAAGGTTACCCTTGGGCCAAAGGGAAGAAATGTTGTTTTAGATAAA -AAATTCGGATCACCATTAATTACAAATGATGGTGTTACTATAGCAAAAGAAGTTGAACTTGAAGATAAAT -TCGAAAATATGGGTGCACAGCTTGTTAAAGAAGTTGCTACAAAAACAAATGATGTAGCCGGTGACGGTAC -TACTACAGCAACTTTACTTGCACAGGCAATAATCAGAGAAGGTATGAAGAACGTTGCTGCAGGAGCAAAC -CCTATGATTTTGAAGAAAGGTTTGCAGAAGGCTGTTGATACTGCTGTTGCAGGAATAAAGGAGAATAGCC -GTAAAGTTAAAGGTAAGGAAGATATCGCAAGAGTTGCAACCATTTCAGCAAATGAGGAATTGATAGGAAC -TCTTATTGCTGATGCTATGGAAAAAGTAACAAACGACGGTGTTATTACTGTAGAAGAGTCAAAGACTATG -GGAACTAACCTTGAAGTAGTTGAAGGTATGCAGTTTGACAGAGGATATCTTTCAGCTTATATGGTTACAG -ATACTGATAAGATGGAAGCTGTTTTGGATGATCCATATATTCTTATAACTGACAAAAAGTTAACAAACAT -ACAAGATTTACTTCCAATTCTTGAAGAAATTGTAAAACAAGGAAAGAAACTCCTTATCATAGCAGAAGAT -ATTGAAGGAGAGGCCCTTACTACGCTTATCCTGAACAAATTAAGAGGAACATTCGTTTGCGTAGCTGTTA -AGGCACCTGGATTCGGGGACAGAAGAAAAGCTATGCTTCAAGATATAGCTATATTGACAGGTGGAGAAGT -TATCACTGAGGAATTAGGTCTTGACCTTAAGGAAACTCAAATAACTCAGCTTGGTAAAGCAAGACAGGTA -ATCGTACAGAAGGAAAATACTATAATAGTTGATGGTAATGGAAGTGCTGAAGACATTAAGAGCAGAATTA -ACTCCATCAAAACTCAGATTGAAGATACTACATCAGACTTTGACAGAGAAAAGCTTCAGGAAAGACTTGC -AAAGCTGTCTGGCGGTGTAGCGGTAATCCAGGTTGGTGCTGCAACTGAAACTGAAATGAAGGAAAAGAAA -CTAAGAATTGAAGATGCACTCGCTGCAACAAGAGCAGCTGTTGAAGAAGGCATCGTAGCCGGTGGTGGAA -CAGCTTTTATTAACGTTATTCCTGAGGTTGCAAAATTGCTTGAATCAACGTCCGGTGATGAAAAGACAGG -TGTTCAGATTATATTGAGAGCTCTTGAGGAGCCTGTAAGACAAATAGCAGAAAACGCTGGTCTTGAAGGA -TCGGTTATCGTTGAGAAGATTAAAACAAGTGAAAAGGGTATGGGATTTGATGCACTTAACGAAAAATATA -TAGATATGATTGAAGGCGGAATAGTTGATCCTGCAAAGGTTACCAGATCAGCTCTCCAGAATGCGGTTTC -TGTAGCAGCAATGGTACTGACAACAGAAAGCGTAGTAGCTGACAAGCCTGAACCAGAGGCACCTGCAGTA -CCGGCTGGAATGCCAGGTGGAATGGGCGGAATGTACTAAGAATAGAAAAGTCATATAGAGGGTGGCTACA -AAATAGTCATCCTCTATTTGTATTTAAAATGGTGAATTGAAAATAATTTCACTAAATACTTGATATTATC -TTGTTAATTTATTATTATTTTAACAAGCTTTAAAAAATGCTTTGTTCCAATGAGGAGGGGCCTGAATAAA -TGGATATATTTATGGAAAAAATTGTAAAACGTAGAAAGACTGCTATGGATTCAATAATAATTGCCGCCAC -AATTGTAGTCGGGTTGCTGTTAATCGTTATAGTAGGCTCAGTGAGCTTTCTACAAAGCTTTATGCCTATA -TTACTTGTTGCAATAGGATATTTAGGTTATGTACTGATAAGAAACAGAAACGTGGAATATGAATATATCG -TCACCAATGGTGATTTGGATATAGATATGATAATAGCGCAGAGAAAGAGAAAAAGAGTATTTAGTGGTTC -ATGTAAGGATTTTGAGATTATTGCCAAAATGACAAGCGGTCAGTATAATCAAAGCTACGATAATATCAAA -AATCGCTTAAATGCAGTAACAACAATGGAGTCAAATGAAGTATACTTTATATCCACTGTAAAAGACGGTG -AGAAAATACTCGTATTTTTCGAACCCCATCCCAAAATGATTGAATCATTTAAGAAATATATTCCAAGAAA -GGTTTTTGAATAAATTTTGGACCTAAGGCAAAGAACATTTTTGTTCTTTGCTTTTTGAATAACAAACGTA -AACAGTATTATAATATTTAAATAAATTTACAAATGTCTTATAAGGAGGATATTAAAAAATGGCTTTTTAT -TACAATGAACCCTCGAGGACTTTCAGCGAATACCTCTTAGTTCCAAACCTCAGCACCAAGGAATGTGTAC -CGGATAACGTTATTCTAAAAACACCGGTAGTAAAACATAAAGTCGGGGAAAAATCTACCCTTGAGTTGAA -TATACCTGTAGTTTCAGCAATAATGCAGTCTGTATCAGATCAAAACATGGCAATAGCACTGGCAAAATGC -GGAGGTATATCATTCATATACGGATCACAAAGTATCGAAAGCCAGGCTGAAATGGTGAGGAAGGTTAAAA -AATATAAAGCTGGTTTTGTAGTAAGTGACAGCAATCTCCGCCCTGACAACAAACTCAGAGATGTTGTTGC -AATGAAGCAAAAAACAGGACATTCTACCATAGCTATTACAGAAGACGGAACACCTACAGGCAAACTTCTT -GGAATAGTTACAAGCAGAGATTACAGACTAAGCAGAGCATCACTGGACGAAGAGATAAGTACTTTTATGA -CTCCTTTTTCCCATTTAATATATGGAAATGAAAAAACAACACTAAAAGAAGCAAATGACTTAATCTGGGA -ACATAAGCTAAACTGCCTACCAATAATAGATAGCAATCAAAAATTAATGTATTTTGTTTTCAGAAAAGAC -TATGACAGCCACAAACAAAACCCAAATGAATTATTGGACAAGAGCAAAAGCCTTATTGTCGGAGCAGGTA -TAAATACACGTGACTACAAGGAAAGAGTAGCTGCACTGGTGGAAGCAGGAGTGGATATTGTCTGTATAGA -TTCATCCGACGGATACAGCGAATGGCAGTCAGATACTATTAAGTGGATTAAGGAAACGTATAATGGGCAA -GTTAAAGTCGGTGCAGGAAATGTAGTAGATAGGGAAGGTTTCAGATATCTGGTAGATGCAGGTGCGGACT -TTATAAAGGTTGGTATCGGCGGAGGCTCTATTTGTATAACAAGAGAGCAAAAGGGTATTGGACGTGGACA -GGCATCAGCAGTTATTGAGGTGTCTTCAGCAAGAGACGAATACATGAAAGAGACAGGGATATACGTACCT -ATATGCTCTGATGGCGGAATAGTACATGACTATCATATGGTACTTGCATTGGCAATGGGTGCTGACTTTA -TAATGCTGGGAAGATATTTTGCAAGATTTGACGAAAGTCCCACCAGAAAATTGAAAGTTGGAGGGAACTT -TGTCAAGGAATACTGGGGAGAAGGCTCAAACCGTGCTAGAAATTGGCAAAGGTACGATATGGGAGGAGAT -GCAAAGCTTGGCTTTGAAGAGGGTGTAGACTCTTATGTTCCTTATGCAGGTAAATTGAAAGACAATCTTG -ATACTACTATTTACAAAATAAAGTCTACAATGTGCAACTGCGGTGCTTTGTCAGTATCCGAGCTTCAACA -AAAAGCAAGAATAACATTGGTATCTGCAACAAGCATCAAAGAAGGCGGAGCTCATGACGTAATTCTAAAG -GACAAGGAAATATCTTCTTGATTTTTTGAATTATATACTTTAAATATATTGAGATAATTATATAGAGTAT -TCGGAGATAAACCATATAACTATATGTAAAATACTGGATAAAACATTCTTGACATTATTATATATGTAAT -CTATAATTAGTTAGCAATATAGCATACCAACATTATTTTTAGTTCATGTATATTAATATAAGTCAACTAG -TTGAATAATATATTTAGTAAAAGACATTTTGCATATTATTTAATAACTACAGGTCTGGCAGAAAAAATTA -ATGGTAAAGGAGAGGGCTTCAAATGTCAGCAAAAGAAGTCGTTTTAACCTATGAAGGCTTAAAGAAGCTT -GAAGAAGAATTAGAATTTTTAAGAGGAACTAAAAGGAAGGAAGTAGCTGAGAGAATAAAGCAGGCTCTTT -CGTTTGGCGACATATCTGAAAATTCTGAGTATGATGAAGCAAAAAATGAACAGGCACAAGTAGAAGGCAG -GATTGTACAACTTGAATCTATGCTCAAGCATGCCAGAATAATAGATGAAGATGAAGTAAATACAGATGTT -GTCAGCATTGGTTCAAAGGTGAGAATTTTTGATATTGAGTTTGATGAAGAAGTAGAATACCTGATTGTCG -GTTCAACAGAAGCTAACCCTCTTAAATCGAAGATTTCAAATGAATCTCCCGTAGGTGCAGCACTAATTGG -TCACACAAAAGGTGAAACAGTTGAAGTACAAGTTCCTGACGGAGTATTAAAATTCAAGATACTTGAGATA -TCAAAATAGAAAGAATACAATATCTGTTGCCATTAAAAGCGAAACTAATATATAATAATACTTACAGTTT -ACATTAAAATGTAAACTGTTTTTTATAAGAAAATCGTTAAATACTTCAAATATAAATAGGAGGGCATATG -TCAGAAGAGAATTTGCAGGAGAATCAACAAAATGAAGAGGATTTAAGTGAGATACTAAGGGTCAGACGTG -CAAAACTAAAGGATTTACAGGAAAAAAACAGCGATCCTTTTAAAATAGTAAAGTATGATGTAACAAATTC -ATCCCAGAACATTATTAATAATTTTGACTCACTTGAAGGCCAGAATGCATCCATAGCCGGAAGATTGATG -TCAAAGCGTGGAATGGGTAAAGCGGGATTCTGTGATCTTCAGGACAGGGATGGAAGAATTCAGCTTTATG -TAAGAAAAGATGAAGTTGGTGATGAAGTATATGAAATGTTTAAAAAATATGACATCGGAGATATAGTAGG -CGTTCAAGGGGAGATATTCAAGACCCATAAGGGTGAAATATCAATTAAAGTTAAAGAAATCACTCTTTTA -TCTAAGTCATTGCTTCCATTGCCTGAAAAATGGCATGGTTTAAAAGATACAGATTTAAGATATCGACAGA -GATATGTTGATTTAATCGTAAACCCTGAAGTAAAAAATACCTTTATACTAAGAAGTAAAATAATTAAATC -TATAAGAAAATTCCTTGACGACAGGGGATTCCTTGAAGTTGATACACCGCTATTGAACACAATTCCCGGA -GGAGCTGCTGCAAGACCGTTTATAACACATCATAATACATTGGATATTGATATGTATCTGAGAATTGCAC -CTGAACTCTACCTAAAGAGACTAATAGTCGGCGGGATGGAAAAAGTATATGAAATGGGAAGAATGTTCAG -AAACGAAGGTATGTCCGTAAAGCATAATCCTGAATTTACAATGATGGAAGTGTATGAGGCATACAATGAC -TATAAGGGAATGATGGAACTTACAGAAAACCTTGTTTCTACAGTAGCAATGGAAACACTGGGTACTACCA -AAATTCAGTATCAGGGACAGGAAATAGATTTGACTCCGCCTTGGAACAGAATGACTATGATTGAAGCTGT -AAAAGAATATACAGGTATAGATTTTGACACAATAAAAACTGACGAAGAAGCAAAAGCGGCTGCTGAGTCC -AAAAAGGTTCATGTAAAAGAAGGTATGGTCCGGGGCGAAATATTGAATCTTATGTTTGAAGAATTTGTAG -AAAGCAACCTGGTACAACCTACATTTATATATGACTATCCTGTAGAAATCTCTCCTCTTACAAAGAGAAA -ACCCGATTGTCCCGAATTAACAGAACGTTTTGAATTCTTCATTACCGGAAGAGAAATGGGTAATGCATAT -TCGGAGCTAAACGATCCTATTGATCAAAAAGAAAGATTTGTAAGCCAGGTAAAAAAGAGGGATTCCGGAG -ACGAAGAAGCGAACATGATGGATGAAGATTATGTTACAGCATTGGAGTACGGAATGCCGCCAACGGGTGG -ATTGGGAATAGGCGTCGACAGACTTGTAATACTATTGACTGATTCAGCATCTATCAGAGACATTCTGTTG -TTCCCGACAATGAAACCCAGAGATTAGAGCATCGAAGTGTTAACCTTGGCATGATAATATATGAAAACAA -ATTAGATAATTAGTGGTAACTGGGGCCTTTAATTGGTCATGGAGGTTAATTTGAAGTATACATTAAAAGA -ATCAAGAGCAATAATGGAGATTCCTGCAAATTCAACAAAAGAAGATATTGAAAAAAAATATGACGTAATA -CTAAAAAAGTACCGTCAAATGAAAATTGACGGTACTTTAACGGAGGAAGCACAAGAAGAATTCCAAAAGA -AGACGGATGCATATAGAATCCTTATGGGTTATGAGGCAGAAGAGCCGAAGGAACCGAAAAAGGAAACATA -TGTTGATAAGGCATTTGTAAAAGCAGGAATGGATAGAAAAAAGGTTGATAACTTTTTTCATTACCACAAG -TACCATATACTCGTAACAATAGCAGTTGTTATAATTATAGCATCAACCGTATATTCCGTTGTAACCAAAG -TAGAACCCGATATAACCATAGGAATTTTAGGTGAAGTAAACGAGCAGGCAACTAATACATTGAAGCAGAA -AATAACCAATAGTTTACCTGAAATAAAGGAAGTCGGTTCGGAAACGGTAATGCTTAGCGACAGAATTAAT -GATCCGAATTCAGCTGCGTATATACAAAAAGCAATGATACTTTTTGCTGCTTCTGATACAGATGTATTCT -TATTAAGTAAGTATGTATTTGACAGGTATGCCTCTGACGGTGCCTTTATGGCTCTGGATGACGTAGTCAG -GGACCTAAGTATAGATGTTAAGTCTAGTGAATATCTTAAATTAAAAGTTGTAGAAGAATGGAATCAGCCG -CAAGCCCCGACTGAAAAGCGAACAGTTAAATCTTATAGTGATTCGGAACCCAGATTATACGGAATAGACG -TAACAAATAGTAAATTCTTCAAGGATGTAGATGTTTTAGGGCCTGAAAAAATACTGGCTGTACGGGCAGA -GCCGGAAAAGCTTGAACTTATTTTAAAGCTGATAAAGTTATTCGCAAAGTAACGGTGTTGGCAAAAAACG -TCTGTAAAGGGGGAAGTGACATGGAACATAGCGAATTGAGTGTTCAAAAAATCTTGGATGGTAGTAAATG -TAAAATTGTATTGTCAGGCGAAATTGACATATATACATCACAGAGGTTTAAAAATGAACTAAATGAGGCT -GTCAAAACCTGTAATGACGATCTCTATATAGATTGCAAGGAACTTACCTATATAGACAGCACAGGATTGG -GCATACTTGTAGGAGCACTTAAAGAAGTCAGAAAAGAAAACAATCATATATACATTTGTAACCTTAAGGA -TAATATTAAAAAGTTATTTCTCATTACCGGCTTGGACAAGTTATTTAAAATAGAATAAACTAATATCATA -TGGAGAGGGTACACATTACCGTGTACCTTTTTTCTAATGTGAAATCTAAAATATTGTAAATAAGGAGAAA -ACTATGGAAAGTATAATAAACGATAATGTAACACTTATTTTACCCGCAAAGAGCGAATATGTAAGTACGG -CAAGATTAACTGCATCAAGTGTTGCAACCAGAGTAGGTTTTAATATTGATGAAGTTGAGGATATAAAGGT -ATCTGTATCTGAAGTATGTAATATAATATTGTCAAGAACAGACAAAAAGATAAGCCAATACAGAATATCC -TTTGATATCATAGCTAACAATCTGAAAATAACATTTATGGCAGAAAATAGCACACTAGACTGTTTTGAAG -AATCTATAGAAAATGAATACGGACTATATATCATGAAGGCTCTAATGGACTCAGTAGAGCTATGTAATGA -TGATCATTCCATAGTAATGACAAAAAAGATTGGAGTATAGCTATGGAAAACAAAACTCAAAATACATTAA -ATTATGACGAAGTACAGTTATTTTCTCAATACATAAGTACAGGGAACCTGGAATATAGAAATGAGATTGT -ATCAAATTACCTTAGTCTTGCAGAATACTTGTCCAAAAAGTTTCTAAACAGAGGAGTAGATTTTGATGAT -ATATATCAAGTGGCTTGTCTTGCCTTAATAAACGCTGTAGAAAGATTCAGTCCGGACAAGGGAGTAAAAT -TTATAAGTTTTGCAACACCAACAATTCTAGGTGAAATAAAGAGATTTTTCAGGGATAAGAGTACAACAAT -AAAGATTCCCAGAAGAATTTATGAATCCCGGCAGGGAGTAAATAAGGCTAGGGATGAGCTTACCCAAAAG -TTAAGCAGAGTACCGAGGGCAGATGAAATAGCTGAATATATGGGTATACCTGTTGAAACAGTACTTGAGA -TAATAGAAGCTGGAAGTTCAACTATAGTTAAATCTCTGGATCAGACAATTAACCAGGATAATGATGCTGA -ATTGGGCGATACTTTAGGATACGACGAGAAAACATATGAAATGATAGACAATAAAGACTTTCTCGAAAAG -GTATTAATATCATTTAATGATGTAGAAAGACAATTTGTAACATATAGGTACATCCAAAATAAGACTCAGA -AACAGATAGCTGAAATACTTGGAGTATCCCAGATGTATGTTTCAAGAATGGAAAGGAAAATACTCGATAA -ATTCAGAAAATATCTCAAGTAGACATATCGTTGTTTACTCCATAAAAAAGCGGGTATGTTATATATATAA -CTAAACTTAGGCAGGTGTAATTGTGAGAGCTATTACTTATATCATCAACGATCCTGTAAACGTATCTGAT -ATCGTTACTCTAATTCTTGATTACATCACGTTGGGGAATAGTGTATCTGAAGACACACTATTTGAAATAA -AGGTCATATTAAATGAGTTGATTGTAAATGCATTACAGCACGGAAATAAAAGTAACCACAATAAGCATAC -TTACGTAACATTTAAGTTAATTGATGATGATTACCTATATGTGAGTGTAATGGATGAAGGCAGCGGATTC -AACTATTCGAAATTCTCTTTGGTTAAGGACTTAGATTGTACAAATAGTCTGTATTGTGATCATGGCAGAG -GATTGGTTATTGTAAGACAACTATGTGATAAAATAAAGTTTAATAAATGCGGTAATAAAGTATCAATTAT -TAAAAACCTCCACTTACAGCAACCCAAAAACATATAAGAAAATAGAAGAATAAATTAGAACATGCGTAGA -AAAAACATATAATTAAAAATAATAGTCGAAAATGGTAGTTACATGCATTAAATTCTGTTGACAATAAAAG -TGAGTTTATGATATTCTAAATAGGCCGTTGCTACAGATTAGACATTTTAATACAATAGCTTTTAAGGGCG -TAATTAATTTGTAAAAAAGTGTTGACAGTGAAGTAGCGACGTGTTATTATAATTAAGCTGCTTGCGGCAA -GCAAACAGCAAAAACCTTGCAAAGCAGTAGTAAGAAGGTTTATGGACTTTGAAAAGTAAACAGTGATAAA -CATGTAAAGGAACTCGAAAAATTCCGAAATCGCAAAGCGATTTCAAAATTGAGTAACTTGCGAACTTTAC -AACCTGGTTTTTGGAAACAAGAACTAGAAAAAAAGTCAGCAATTTTAATGAGCTAACAAGCTTATCAAAT -AAGTTAATTGTGTAGCAGAATTATCTGCGAAACATATAAATTTTAATTTGAGAGTTTGATCCTGGCTCAG -GACGAACGCTGGCGGCGTGCCTAACACATGCAAGTCGAGCGGAGTTACCTTTAGCACTGAGTATTCTTGG -ATATGATGCTGACCGACAGCGTCATGCAAAAACAACCTTAATGAATTGTTTAGTTGGAGTTTTTGCATCA -CGCGTTTTATTAAAGTGTCAACACATAATAGTAGAAGAGAATGTTCAGTGCTGAAGGTAACTTAGCGGCG -GACGGGTGAGTAACGCGTGGGCAACCTGCCTGTTACAGGGGGATAACACAGGGAAACTTGTGCTAATACC -GCATAACACAACGAAGAAGCATTTCTTTGTTGTCAAAGGAGCAATTCGGTGACAGATGGGCCCGCGTCCA -ATTAGCTAGTTGGTGATGTAACGGATCACCAAGGCGACGATTGGTAGCCGAACTGAGAGGTTGATCGGCC -ACATTGGGACTGAGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGGGAA -ACCCTGATGCAGCAACGCCGCGTGAAGGATGAAGGTTTTCGGATTGTAAACTTCTTTAGTCAGGGACGAA -AAAAATGACGGTACCTGAAGAATAAGCCACGGCTAACTACGTGCCAGCAGCCGCGGTAATACGTAGGTGG -CAAGCGTTGTCCGGAATTACTGGGTGTAAAGGGCGTGTAGGCGGGAATGTAAGTCAGATGTGAAATCCCA -GGGCTTAACCCTGGAGCTGCATCTGAAACTATGTTTCTTGAGTGCCGGAGAGGAAAGCGGAATTCCTAGT -GTAGCGGTGAAATGCGTAGATATTAGGAGGAACACCAGTGGCGAAGGCGGCTTTCTGGACGGTAACTGAC -GCTGAGGCGCGAAAGCGTGGGGAGCAAACAGGATTAGATACCCTGGTAGTCCACGCTGTAAACGATGGAT -ACTAGGTGTAGGAGGTATCGACCCCTTCTGTGCCGGAGTTAACACAATAAGTATCCCACCTGGGGAGTAC -GGCCGCAAGGTTGAAACTCAAAGGAATTGACGGGGGCCCGCACAAGCAGTGGAGTATGTGGTTTAATTCG -AAGCAACGCGAAGAACCTTACCAAGGCTTGACATATAGCGGAATACGGCAGAGATGTCGTAGTCCTTCGG -GACTGCTATACAGGTGGTGCATGGTTGTCGTCAGCTCGTGTCGTGAGATGTTGGGTTAAGTCCCGCAACG -AGCGCAACCCCTGTTGCTAGTTGATAACAGTAAGATGATCACTCTAGCGAGACTGCCGGTGACAAATCGG -AGGAAGGTGGGGACGACGTCAAATCATCATGCCCCTTATGTCTTGGGCTACACACGTACTACAATGGCTA -TAACAGAGGGAAGCTAAGCTGCAAAGTGGAGCAAATCCCCAAAAATAGTCCCAGTTCAGATTGTGGGCTG -CAACCCGCCCACATGAAGTCGGAATTGCTAGTAATGGCAGGTCAGCATACTGCCGTGAATACGTTCCCGG -GCCTTGTACACACCGCCCGTCACACCATGAGAGTCTGCAACACCCGAAGTCGATAGTCTAACCGCAAGGA -GGACGTCGCCGAAGGTGGGGCCGATGATTGGGGTGAAGTCGTAACAAGGTAGCCGTATCGGAAGGTGCGG -CTGGATCACCTCCTTTCTAAGGAGACAGGGTTCATGCAGAGAAATCTGAGATGAATCGTAATCTTTAGGT -CGAGGATAATGTTAGTAAGGCTTGAGCAAAGCTCGCCGAACATAAAAGCATTATCTTAGAGTTTCTTTAC -AATCACTGTTTAGTTTTCAAAGCCCATGAAAATGGACTTTGATTTTATGGGGGTATAGCTCAGCTGGGAG -AGCACCTGCCTTGCAAGCAGGGGGTCATGAGTTCGATTCTCATTATCTCCACCAAGGCTTTTTTTAAGTC -TAAAAAATACCAGTTGACTTGTTGATTGAAACTGGTATAATAGGAACTCCGCAGTCAGTGTGGCAACACA -AACAGCTGCGAGGTTTGTACCTTGAGAACTGAATAATGTTATTCAAAGAATGCGTTTCAAATTTTTATTT -GAAATACGTTTTAAGAAGATGAGAAGACATAGAAATATATATGAAAGTATGTATTTCCGTAAAAGTAATA -AGGGTAACATGTGAAAAGGAGAAATCCTTTGAAACACGTAAAGCAGTTTACGTTGGAACATGCAACTCTT -AGGAAAACTAACTCATTGATAGGTTAAGACAATCACTTTAAATCAATTACTATGTAATTGACATTGAGAA -TCTGATGAAATCGAAGATAATTCGAATACAAAAGGAATAGATACGAGCAGTACAAGGAAGGCGACCGACG -AGCAGCGGAGTTTACGGTGGTAAATGAGCAGCACAGGAGGGAAGGCTGACACAGTAATGCGACGTATATA -TAACTTTTGAGAGGTCAAGCTACTAAGAGCATAGGGTGAATGCCTTGGCACCAGAAGGCGATGAAGGACG -TGACAAGCTGCGAAAAGCTACGGAGAGGCGCAAATAGCCATGGACCCGTAGATATCCGAATGGGGGAACC -CGGCCGAGTTAAGCACTCGGTCATCGTTACATGAATCCATAGTGTAACGAGGGCATACGTTGGGAACTGA -AACATCTAAGTACCAACAGGAGTAGAAATCAAAAGAGATTCCGTAAGTAGTGGCGAGCGAAAGCGGAAGA -GCCCAAACCAAAAGATAGCAATATCCTTTGGGGTTGAGGACTGGCATAATGATTCTGATCTCATAGCAGA -ATGAGCAGCTGGAAAGCTGAGACCATAGAGGGTAAAAGTCCCGTAAGCGAAATGAGAAAAGACAGGCCAG -AATCCAGAGTACCACGAGGCACGTGAAACCTCGTGGGAAACAGGGTGGACCACCATCCAAGGCTAAATAC -TAACTGGTGACCGATAGTGAAGCAGTACCGTGAGGGAAAGGTGAAAAGAACCCCGGGAGGGGAGTGAAAG -AGAACCTGAAACCCTATGTTTACAAGCAGTTGAAGAGCGTTAAAGCTCGACAGCGTACTTTTTGTAGAAC -GGTCCGGCGAGTTATTGTATGCAGCAAGGTTAAGTACTAGAGGTACGGAGCCGAAGGGAAACCGAGTGTT -AACCGCGCGAATAAGTTGCATGCTATAGACCCGAAACCGGGTGACCTACCCATGGACAGGTTGAAGCGGG -AGTAAAATCCCGTGGAGGACCGAACCACATGACCGTTGAAAAGGTCTGGGATGAGCTGTGGGTGGCGGAG -AAATTCCAATCGAACTCGGAGATAGCTGGTTCTCCCCGAAATAGCTTTAGGGCTAGCCTCAAGGGAAAAT -CAAACGGAGGTAGAGCACTGAATGGGCTAGGGGCCTTACCGGGTTACCGAACCCTATCAAACTCCGAATG -CCGTAATGATGTTACTTGGGAGTCAGACTATGAGAGATAAGTCCCATAGTCAAAAGGGAAACAGCCCAGA -CCATCAGCTAAGGTCCCAAAATCACAGTTGAGTGGGAAAGGATGTGGGTTTGCTAAGACAACTAGGATGT -TGGCTTAGAAGCAGCCACTCATTCAAAGAGTGCGTAATAGCTCACTAGTCGAGTGAGCCTGCGCCGAAAA -TTACCGGGGCTAAACTGTGTACCGAAGCTATGGATCCATTTATGGGTGGTAGGGGAGCTTACTGTTGTAG -GTAGAAGCAAGATCGAAAGGACTTGTGGACGAAGCAGTAGTGAGAATGCCGGAATAAGTAGCGAAAGTAA -AGTGAGAATCTTTACCGTCGAAAACCTAAGGTTTCCTGGGGAAGGTTCGTCCGCCCAGGGTAAGTCTGGA -CCTAAGCTGAGGCCGAAAGGCGTAAGTGATGGACAACAGGTTGAAATTCCTGTACTACCGTTAATCGTTA -TGAGAGAGGTGGTGACGCAGGAGGATAAGTCAAGCGATCAGCTGGAAAAGATCGTGCAAGCGAGGTAGAA -AGTCCGGTAGGCAAATCCGCCGGATGATTCGAAGACGTGATGCGGAGGGAAAACAAGTACCGAAGTGACA -GATTCCACACTGACGAGAAAACCCACTATCCAGATTAAAGGTACCAGTACCGCAAACCGACACAGGTAGG -TGAGGAGAGAATCCTAAGACGAGCGGGAGAAGCGTTGTTAAGGAACTCGGCAAATTGACCCCGTAAGTTA -GCGAAAAGGGGTGCCTCAAGCAATTGAGGCCGCAGAGAATAGGCCCAAGCAACTGTTTATCAAAAACATA -GGTCTCTGCTAAATCGAAAGATGAAGTATAGGGGCTGACGCCTGCCCGGTGCTGGAAGGTTACGGGAATT -GCTTAGAGAAATCGAAGGCATGAACTTAAGCCCCAGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGT -AGCGAAATTCCTTGTCAGGTAAGTTCTGACCCGCACGAATGGCGTAATGACTTGGGCACTGTCTCAACAA -CGTACCCGGCGAAATTGTAGTACTTGTGAAGATGCAAGTTACCCGCGACTAGACGGAAAGACCCCATGGA -GCTTCACTGTAGCTTGATATTGGGTTTCGGTATTTTTTGTACAGGATAGGTGGGAGACTGAGAAGTAGTG -GCGCCAGCCATTATGGAGTCGCCGTTGGGATACCACTCTAAAAGTACTGGAACTCTAACCTGAGACCATA -AGCTGGTTTAGGGACACTGTCAGGTGGGCAGTTTGACTGGGGCGGTCGCCTCCCAAAGAGTAACGGAGGC -GTCCAAAGGTTACCTCAGTGCGGTTGGAAATCGCACAACGAGTGCAAAGGCATAAGGTAGCCTGACTGCG -AGAGAAACACCTCGAGCAGGTACGAAAGTAGGGCTTAGTGATCCGGTGGTATGAAAGTGGAATTGCCATC -GCTCAACGGATAAAAGCTACCCTGGGGATAACAGGCTTATCTCCCCCAAGAGTCCACATCGACGGGGAGG -TTTGGCACCTCGATGTCGGCTCATCGCATCCTGGAGCTGTAGCAGGTTCCAAGGGTTTGGCTGTTCGCCA -ATTAAAGCGGTACGCGAGCTGGGTTCAGAACGTCGTGAGACAGTTCGGTCCCTATCTGTCGCGGGCGCAG -GATATTTGAGAGGATCTGTCCTTAGTACGAGAGGACCGGGATGGACGAACCTCTAGTGCACCAGTTGTCA -TACCAATGGCACAGCTGGGTAGCCAAGTTCGGCAGGGATAAACGCTGAAGGCATCTAAGCGTGAAACCCA -CCTCAAGATGAGATATCCCACTAGCAATAGGTAAGACCCCATGTAGACTACATGGTTGATAGGTCAGGAG -TGTAAGCATAGTAATGTGTTAAGCTGACTGATACTAATAGGTCGAGGGTTTGACCCAAAAGAAAACAGGT -ATATCAAAAGTAGAAGGTCTTAAAACTAGAAAATGAGAGAGCTTCAAGTCTTCTTAAAAGGATAACATTA -ATCAGTTCTGAAGGTACAAAAAGTATCTTAAAAAAGTTAATAAAATTGTAAGAAGCGAGTAGTACAAGGA -AGATGAGTGATGAGGAGCGGAGTTTATACGCATAAATGAGCACCACAAGAACGAAATCTGACGAAGTAAA -ACGAAGCTTATCACAATTTTAAATTTTCTGGTGGAAATGACGAGATGGCCACACCCGTTCCCATACCGAA -CACGGCAGTTAAGCATCTTTGTGCCGATAATACTTGGCTGGAAACGGCCCGGGAAAGTAGGTCTCTGCCA -GATTTATATTCCTCAATAGCTCAGTCGGTAGAGCATGCGGCTGTTAACCGCAGGGTCGTAGGTTCAAGTC -CTACTTGAGGAGCCAAAAATGATCCTTTAGGGTCTATTTTTTTGCGTGCATCCAGTTAAGCTGGATGCAC -ACTTACTGGTGGGAAGTCTTAATAAAAAAAGCCCGTTAACTAGCCCCGGTGCATAACAGTACTGATATGT -GCTGAGCGGGAGGATAATACCTGCCTAAACAGCAAGGCGAGCGAAAATGCAGCCCGTAACATCAAGTGAA -TTCTACCGCATCGTCAAAAAGGTCTAGGTTTACAGAGGAATAAAAAGAAGTCGAGCTTTGGCAAAATGGG -CGAAGACTATGGAAGATGAGAAGAACTTTGATAGCACCATTAGACAACATAGGACAAAGCAATCTAGTTA -TGTTAAAAAATTTGTTTTTTATCTTTGACATTATCAAAAACATAATATACAATATATGTAATAATTTGCC -ACATTCTTGTCTTAGAATTTCTATTTCCATTGGCTCGATATTTGGTAAGTTTTGTTCCCCTAAGCAAATA -GGGCTTATTTACTTGTGACCACATGGGGATATTTGTTAAGGGAGATGTTTAAAGAGGGAGGCTAAGTATT -TTTTTAAAATCATAAATTCCCCTAATTGTATTTAACAAAAATTTAAAACTTAAGGAGAAATTTTATGAAA -ACGATTTTGAGAACTATAGTATCAATTTTTATGGTAGCGGTACTGGTAAGCAGTTCGTTGACTGCTTTTG -CTGAAAGTGGTGATAGTGCTAATACTGCAAATATTAATATCGCAGATGTAAACATAAAAAGCCATGTAAA -TATAGACTATAGTAGGCCAGCAATAAAATTAAAGGCAAATAAGGTAACAAAAGCTGCAAAAGCAGTTTCC -GGTGTAAGTGCATTTTTGACTTCAAACGTAGTTTCACCCACTGTATTTTTACAGAATAATCCAAGACTAA -TTCAAAACGGAATATTAACAGCTGAAAATAATACAAATTACATCTACTTTACTGTAACGAAAGATACCTT -TATTTGGGCTAAATTAGCTTCAAGTAATTCTGATTATACAATAAGTCTTTACAAAATTGATGATACAACA -GGTCAAGCTTTACCTACCGACATTGTTGAGAATTCAAACAGCATAATAGCAAATAGTGGGCTGGAACAAG -GCGATTATTTATTTCTGATATCTTCAAATGGTTCTGTAGGAGATAATTATGACTTGCAAATCAATGCTAC -TAATCCTGCAGGCGAGTTTAGCAGCATCAATACAATTACTCCTTCTTTACAACAGTTGGTTATATCATAT -ACAAATCAAGAAGTTTACGCAAATGGAATATACGTGTTTAGTTGGGATTCTGCAGCATCTAACAGACATT -TAAATTGGAGAAGGGATGTTATGGCTGTGAAGGAGTTAGTTACCGAAACCAAGAAGATGATTTTAGAAAA -TGTTAAAGTTAGGACAATTTCTGCTCCTGTTACATATACATCACAATATGCATCTTCCGATAATGCAATA -TTGTTATATTTAAATGAAGGTACCGCATATACATATTACGAAACAATAACTGAAAATGCTAATCCTTTAA -ACTATTCAAAATCTTTTGTGGATCCGAATGGAAAAATTACTCCTAGAAATCTTGACTCATCTGACTTTGT -AAATGCCACTCACATTCTTGTGTTGGATTTAAACACGGGAAAGCCTATTGATTTCTTCAGTTCTCTAAAT -TATTTCTATAATGACAAAAGCGTAGATAGGGAAGATTCACCCAAAATAACTTATAATCAATAATAAAACA -ATGTAAAATATTAGAGGCTTGCTTTTATTATGATTCATAAACAAAGCAAGCCTTTAATATAATGGAATTT -TTAATTCAGTTTTTAAATATTATTACATCAGGTGATTTAGGGGTAACTGAGCCTAATGTTAAGATATTTG -AAAGGTGTGCGAACCAAAGTGCAAAGGGCATAAAATGAAAATTACGGATTGGGAATTTTGTCAAGCATAT -CGCCATTTTAGGCAAATATACGGTAATGAGTACACGGTGCAACAAAAACTCAAAGAAAAATACTTAGGAT -ATTTTACGGATCAAAGAAGAAATAGTTACTTTATTGTAGGAACTGTTCATCCACATCCATAAGTAATTGG -AATATTAGTACTATAATTAGTCATGAAATAATACATAATGAGAATTCATTGACATTTCTTACAAAAAGAT -GAGACTTAATAAATGAGGATACTCCGAAGTCGATTATACAATTTGAATTAACGAATACAAGTGGAACATT -TGTTGAAGTATCTTTTTATACACTCAAAACTATAGAAGAAACTGAGGATTACTTAGAATGCTTGGGCAGT -AAATTCGGAACAAACAATAATAAATAATTTATATATTTCTCCATTACAACATCAGGATTTTAAAATAGTA -ATAAATGCAAATAAAATTAACGAAATTATTGGGAAAAGAGCTGTTTAAAATTGAATTTACGAAATAATTT -TGCTGTGGTATATAGATTACATGTATATTTCTCAATAGTTACGGCAAATCATGAAAATATTATGTTATCA -ATAAATAAATATAATATTACTATTCCAATTTAGTATTATATTATATTAATATCACTTGAAATATCTTAAA -TATTCTAAAAATGGGTAAATGTTGAGCCTTTATATTACTATGTATAGATATCATTTTACAATATTTTTAA -ATTCGTGTTTAGCCATATCTGTATCTCTTACCGATCTATTCAGTTGCCGATGTTCAAATTTCTTGCTAGT -ACGTCCTCTATATAGCGTTCTATTCCCTTTTATAAAATTTTAGTATAATATAGAATAAATGGATATATTT -CAAATGATTATTTTATTTGGGGGAAAAGATAATGAGTGAACTTGTTAAATTCGAAGTAAAAAAATTGCCA -AGGATAAAACTAGTGGGAAAAGAACTACGGTATAATATGGAAGCACATATGAAAGGTGATAATCGAATGC -CCGCGTTTTGGGATAAATGTTTCGCTAATGAAATTTTTTTACTACTTGAAAAGCAAACCGAATTCGTTTA -TGACAGTGCATATGTAGGTGTTATATAATGCCCCCCAATGTCAAGACAAACATTTTTAAATTTTAGTTAG -GTCTCCTTTCGATGGGTGTATAGTGTTTGTTAGAGCTTGTCAAGGTCTTAAAAATGTTGTTTAATTGACA -AGTTTGGATACCAACGTCTATTCTTGGTAGCTTTATAAAGGCTCCTGCCTTACAGCGAGAATAGATATCT -GCCTAAGCTTAGGCAGTTTTTTCTGCTAGGGTTCTATAATAAACTTCTCCTGGTGTCCTATACTCTAAGG -TCTGATGTGGACGGTAAATGTTGTAATAAGCTATATACTCCTGAATAATGTTACGTAATTGCTTAGGCGT -GGAATATTCCTCAAGATATAGCTTCTCCCATTTCAGACTGCGCCAGAAGCGTTCAATACAGATATTATCA -AGGGCTTGACCTTTTCCATCCATTGATACTTTTATGTTGTTCTCTTTCAAAAGATTTATATAATCTTCAC -AGGTAAACTGGGATCCTTGATCACTGTTAATAATTTCGGGTTTCCCATGTGCTGTGATAGTCCTTTTCAC -CAGATTGAGGACAAGACTTTTATCCATGGTATTGGATAATTCATAACCGACGATATATTTGGAATGCCAA -TCGATGATAGCTGCTAAATACATATGACCTTTGGGCATCCGACAATAGGTAATATCCACTGACCATACCT -GATTAGGCCTATCAATTGTAAGCCCTCTGAGAAGATATGGATGGACATACTTCAATCGGCCCCGTTTACT -TAGGTTGGGTCCTGGGCAGATTCCATAAATGTTCATTTCCCTCATATAACGGCGGGTACGCTTCTTGTTG -ATGTTTATGCCATGATCCCTATGAAGGATATGCGTCATACGCCGATACCCAAGTGAAGAGTCTCTCGTAT -AGATTTCATCAATAAGCCATTTAATACGGTATTCTTCGCTGCGATCAGGTTCGTGCGGCTGATAGTAAAG -CGTACTCCGATTAAGCCCTAGCAACTGGCACTGTCGAGTAATGGTCAGCTTTTTATGTTTTTTATCCACC -ATGCTTTGGCGGCTCTGTCGGCAGGCCGAATTGTTCAGATTTTTTTTTGAGCCAGTTACGCTCTACGGTT -AACTGACCTATTTGCCTGTGAAGCTCGTCAATCTGAGCTTCATGTACCTGCTTCAATTGTTCGGTTTCAT -CAGCATCATCACTGAAAGCACGGTTGGCATTCTTTATGAACTCAGATTTCCAACGCGTAAGCTGATTTGG -TTGGATTTCGTACTTAGCAGCGATCTCTGTCAATGTTTGTGCCTCTTTTAAGACTTCGAGGACTATTTTG -GTTTTCTGTTCAGGGGTAAAAGTTCTTCTCTTTTTCATAGCTTTATTCTAACTAATTTTTTGGATTTTGT -CGTCTAGTTTCTTGGATTCATTATATTATGACTGACTGGGACAAAGGGGATGGAGATTTTTCATATATCG -TTGGTATGTTAATGAAAGATGGAGTTTCTGTTCCGGAAGGGTACTACTATAAAGATATAGAAGAAACGGA -TGTTGCAATTGGATGGATTAAAGGTAGAGACACAGCCGATGTTCACTCTTCTGCTCATCCTCTTACTGAG -GAAGCCATTAAAGAAAATGGGTATAAGTGTGACAAAATGAAATGGTGCATGGAGTTGTACAATTGTCCTC -GATATTCTACACCTCATGAAAATGGGGATATTACCCTAGATTATTATATTCCCATCAATGATAACTAGGT -ACAGACTCCCAAAATACTAGTTGAAGGAAATTAAATGCGTAATATTGCTATAAAAAACGCCTGATTTGGT -GGTAGACTTAGGGTGTGGGATTGGTTTATCTACATTTATCGGATGCGTATCAGTATAAAATAGTTTATTT -TTCAATAAAATTTGTAAACTGGAGGAAGTTGCGTGAGAAACATCGTAATGACCTACAGTTTTTTAGAATT -ATTAGCTGGATATAGATAGTAGCCTGTAATAATTTTTGTAAATGACAAACTGAGATGTTATTATTCAAGT -TACTGGTTGAATTATATGTGTATATTAGATATAGTATTATTACACTAATTGATGGGGGAATTACTAATGT -TAAATAAAAATAACAAAAAAATGTTTTTGATAATGCTCATACCTTTATATCTTTTAATTTCTATATCTAT -TTTTGGAATGAGTATAGGTGGAATAAATTGGATATCAGCTTTGGAATATTCACTATTATTTATTTTAGCC -GCGTGGAGCTTAAGCAGAAATGATAGTTTAATAATAAACTTGGCAGGGTTTCTGATATATGCTATTATAG -GTGGCAATTCGATTTATTCTACATTGACAAGAACTACTCGTATAGGACCGTGGACTTTTAGTATTTACAC -AGGGGTAGCACTTATATTGTTTGGATTGTTAGCATTTTCTTATAACACTGTAAGAGTTGTTAGAAAACGG -TAATTATCTTTGTAATTGTTGGTTCATAGCTAGGTTTGAATATTAGGTATATAATAATTAAGACCGCACA -TTCAGTATATGAATTGCGGTTTTTTGTGTGAATTTATGGCCGCAAAATGAATAGTTTTAAGATATAAGGG -GGAAGTTTATAGGCGGGGAAGTTATTCGGTCCGGAAAAATAAATAAAATGCAACTAAAGGAGAAACAACT -TTGAGAAATTACATAATAGCTTTTTTAGTGATAATAGCGTTGTTAACAGGCTGTTCTGTGGAGAACTTAC -CAGAGCGGAATGAATCAACTTCGACATTAACAAAAAATAGTGCTTCGTTAACATCTGCCTCTCCGAGTGA -AAACAAAACAAATATACCGGGCAAGGCTACGGTTCAAGAACCGAGTAAACCTATAGAATCCGCTCCTACT -GAAGGAAAGTACAAGGAAATTAAAGTGGCTGGAGGGGATACAAGCGGAACTCGAAAACCTATGGTAGTAG -TTGATATTGGATACGGGAGTAGGGTTTACTGGGCCTACACCAACAAATTTGGACAATTGATCAGGGTTAC -GGCTAAGGAGATTATTCTCCAAGATGCAAAAACGGAGCCTGTACTGAAAAATGGCCGTTACTATCCTGAT -GAAGCAAAGGTTCCCGGCACGGAGCGGGCAGACCTTGATCAGGGACATGTAATTGCAGACTCTTTGGGAG -GTGTATCCAATGCCTACAATATAACGCCGCAGAACAGTGTATTAAATCGCCATGGTGACCAGGCATATAT -GGAAAAGAATATTAGAGATGCAGGTGGCTGCACAAATTTTGAAGCTATCATCACTTATCCCAATACAAAG -ACACAGATTCCGAGTCACTATCGTTACACCTATACCATAAAGGGAAATGTTATAAAGGATGATTTTGCCA -ACGTGGATCCTGATGAGGCGAATAAGTCTTTGAACGAAAAACCGAAAGAAACGCCAAAGACTACTCCCAA -ACCGTCTACTACAGATAAGAATCATAACATTGATTCTATAGACAAAAATCACAACGGTAAGGTGTCGATA -GCTGAAGCAAAGGCAGCCGGGTTTAAGATGCCAATCACAAAGGATCACTGGTTGTATAAATATATGGATG -ACCGTGATGGAGACGGTATGGTTGGAGAATAAATTACCTATTTAAATTAATTCCAACAAATGGTACAATG -TTACAGCAAAAAATAATTTATTGGACGAGCTATAAATACATTTGAAACATTATTAGAATAAAAAATAATT -CAATCCGGAATTTTTGAGTAAGCACTTTGACTTCCATATCGCCATAGGTGCTAGAGAATTGACTTCACTT -GACAGTATCTGAATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAAT -TATGACAGCACAAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAAC -GTAAGTGAAGCATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGG -AAAATGGTCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGA -AACTGAGGAAGCCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAA -CTGAGAAAACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAA -CCTTTGACAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCA -GCTCGCTGCTCTGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCG -GGATATTTGCTGGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAA -CTGCCATAGATACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGC -AGATATATTAAATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACA -GACAGAGGAACGGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACA -TTGAGCACACAATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAAT -TCTGAATGAATTTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGAT -TTGGATTTTTATATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGC -CGATGCAGACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATT -TGTAGGGTCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAA -GGCACCTCCATATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTAC -CGTTCAGGACACCATAGGTGACAATGAAAAAGTAATTTGTTCTCAGTTTGAGCAAATCATTCTTGAATAT -AGAAAATTTGATACTTGTCAATATGCAGGTAGAGTAAATTGTTTTGCAGAGGAAATTAGTAACTTTCTAG -GTTTGTTTCATTAAGATAAAGACATACTTGATCTAACAAATCTAGTAAAGTTTCGCTCTGTTCTACTCCT -ATTTTTTCAATAAGTCCGGAAAATAAAGAGGTAAAGTAGGTTATTAATTTCTGTACTATTTTTTCCCCTT -TATCGGTTAATTTTATATCAGAGACTCGCTTATCCTGAGGGTCAACACAGCGTTCAATATATCCATTGGT -ACTTAAGCTTTTTATTAATTCAGTAACAGTAGGAGATGTTACTAACATTTTTTTACTGATTTCTGAAACT -GTAATGATCTGTTTGTTCTCATGGGAAAGCTGTTCAATACAAAGTAAAACACGCACTTCACTTTGCTTTA -AGCCAAATAATGACTGTTTACGTCGTTCAGCTCTTGCTAATTTCTCAAAGGTCTCCACAAATCTTCTGAT -ATCTATATTTGGTTGTTCGTTCAAGAAATTCACCTCATTCGTATATACGTCCATCTGAAATGCTTTAATA -TTTTAATTGTAACAATTATACCCTATTAACAAGTGTTAAACAACGCATTTTTCTAAAGACACACTTCAGA -CACACTTCAAGTTCAACACACAACATGCACAAGTGCGTATTGTGTGTTGAAAATATGTTATGCTGCAGCT -TCTTCTTTTTCTTCAAATTCTTCATTATTATCTTTATCAGCAGTTTGTACTTTCAAAAATAATGAAAGTA -CAACACCCACAAGCAAGAGTAAAGCACCTATATAAAATACACTTGTTAATGCATCGCCCATTACAGTTCT -GACTAAGTCCATCACCTTTGAAAATAACAGCTGAACTTGTTCAGGCATGCTCGCTTGTATCGCTTCAAGT -TTAGTATTATCCAGCAATAATTGAGGATTAGCCATAGCTTTAAATTTTTCTGCAGTTTCAACATCTAGTT -TTGTAAGATCTATTCCAGAGCCGGAGGACATTACTTTTTCCATATTTCTTGCCATTGATGTATTCATGAT -AGAACCAAATATTGCAATGAAAATGGTACCTCCCAGATTACGAAATAGTGTACAAGAAGCTGTAACTACA -CCGAGCTGTGAAGTAGGAGCTGAATTCTGGGCTGTTGTTGTAAATACTGTCATACCGAATCCCAGACCTA -CACCAAAAATAATCAAGCTTATGGCAGCCCATACAATGTTATTCATATTTGCCATTATAATCATACTTGC -ACTCATTATACCTAAACCAAGCACTGCAAACAACCTATAATTACCATATTTTGACATCCAACGCCCCACT -AATGTACTAAAAATGATCATCATAAGAGACATTGGGATATTCAATAAACCGGATGTTGTTGCTGAATGCC -CTTTTACACCCTGGATAAAGAATGGGATATATGACATAGCACCCATCATTCCACCACTCATAACAAAACT -TGCTACGAAAGAAATAGTCACACCCTTGTTTTTAAACATAGAAAGGGGCATAACGGGACTTTTGGCATTG -CGTTCAATAAGAATAAGAACTAAAATTCCCACTAAAGTTGCAGCAAAGAGACCTAAACTTTGTGGTAATG -CCCAAGCATATTTTGTCCCAGCCCATGAGAATCCCAAAAGTAAGCTGGTAATTGAAAGTGCCAGGAAAAT -TGAGCCCAAATAATCAATTGATTCAGAGGAATTCCCCGATAGTTTAGGAAACAGGCTCCAAATCATGATT -AGGGCAATGACACCTAGGGGAAGAAATATCCAAAACAACCATTTCCATGCGACATAATCAACCATAACGC -CTCCAAGAACTGGTCCGAGGATGCTGGAAATACCAAAGATCGACATCATAACACCTGTCCACTTAGCTCT -TTCTTGTGGTGGGTATAAATCACCTACAGCTGTAAGTGAAATTGACATTAAAATGCCTCCACCAATTCCT -TGAATCCCACGAAATGCTATCATTTGAAAAATATTAGCTGACAAGCCGGTTAAAAAAGAACCTATTAAGA -AGATAATAATTCCTGATAGCAAAAATATCTTTCTTCCATAGATATCAGATAACTTTCCAAATATAACAGT -AGAGATTGTTGAGGTAAGCATGTAACCAGTAATTACCCATGAGTAGTAATCCATTCCTCCTAATTGGGCA -ATAACTTTTGGCAATGCAGCACTTATTATTGTTTGATTTATTGCTGCGAAAAACATGGTAGCCATTAGTG -CTATCATAACTGTGGTTTTTCTCTTCTGAGTTAGTTGATGCATAAGTATACCTTTCATTCCATTAAAAAT -ATATTTTAAGATACAACCTAATTAATTAGGTTGGTTACCTAATTAATTTAATATAAAATGTTTATATCAA -TAAGTCAATACTAAATTGCAAAATAATTGTATGAAAGCTCTGGAGACCCCAGAATTAAGGATAAGATTTA -AAGCTTGAATACAGTGAGTTTCTTAGGTGTGTCAATGCTGCTATAGATATAAGGGGGGAGTCAAATGGAT -TTCAAGATTCTCCACGTTGCTCACTTTTTATGTTGGTAAATTCATATTTCGCATCCTTTACTACACATTT -CAAGGCGATCCCAATAATAAATGTAAATAAAGCTAATAACATAAAAATTGTAAAATAGATGCCAGAGCTA -ATGTAGTTGCCATTGCTAAATTCAAAAACCTGATCTAAAACACTACCTCTGACAAATACAACAGCTGCTA -TAACAAATAATATAACACTACAACATATTAGTATATTAGCTAATTTATTAGATTTTCCAAAATATGGCAT -ATTTACACCTCAAAGTAAAGTTAATACTTATATTTTATATAAAGCTCTTATTAGAGTCAATCCATTGAAC -CAATTAAGTGATGTTATAAGGATTAAGAACCAAAAGAACATAAGGAATGTTCACCCAACTTTGATATATC -AGATTATTCATTCGACAAATAAGAATTATTTGAATTTTATTACATTTTATAGTATAATATACAATAAATT -ACAAATTTAATGATTTATAGGAAAAAAGGAGGGTAAAATGAGTTTAAAGGAAAAAATTTCTGAAGTTACT -TTTTCAAATGAAGTCGGAAATACTAAAATGGTTAAAATAGCTAACCTCTTAAAAAACTCTAGTAGTAATA -TTTATGCGAAATGCGAATACCTAAATCCGTCTGGAAGTCATAAAGATAGAACCTTTAACTATATTATAGA -ACAACTTGAAAAAAGAGGAGAAATATCCCCAGGTATGACATTAGTTGATTGCTCCACAGGCAATGGAGGC -GGTGCTTTAGCTCGATGCGGTAAATTAAAAGGTTATAAGATTATTGTGTTTATGCCTGAGGGAATGACAG -AAGAACGTATTAGTCAGATTAAAAGTTTTGATGCCGAAATTATTGAAACTCCTAGAGAAAAGTTTTTAAA -CGGTTCAGTTGAAGCTGCTGGAGAATATGCAAGAATACACGAAAATTGTTATTTTCTTGATCAAGCATCT -AATCCGCTTAATCGTGAAGCTTGGGATAATTGTGGTAAAGAGATAGTTAAATCCTTTGATTCTTTAGGAG -AAAAAGTCGATTATTTTATTTGTGCTATTGGAACGGGAGGAACATTTTCAGGTATAGCCAAACAATTAAA -AATTTACTATCCGGATATTATTACTGTAGGGATTGAAGTTGACAAATCAGCTCCACTTTTTTCTAAGCGA -CATAATAAAGAATTTAAACATAAGCATCATAACATGATGGGTTTGGGAGCCGGAGTGCTTTCTTCGAATA -CTGATGAAAATTTAGTTGACATAATTGAGACAGTATCTGGTGAAGATTCTTGGACAATGATGAAAAAAGT -AATTCAAGACGAAAATCTACAAATAGGCCCTACTTCTGGTGCTAATATTCTTATGAGCTTAAAATATGCA -AAGGAATATGGTAGTAAAAATATAGTAACAGTATTATTTGACTCTGCTTGGAAGTATTATAGCCGTTGGG -ATGGGGTCTATCCCGAATATCAAAATTTAAATTTATAAAGGAGATAAGACTATGCTACTAAAAGAAATAT -ATGAAAATGCCAAAGTTGTTTCTTCAGGAAAGCATTTTACTACTGTAAATGAGTTTACAGATCAGATACC -AGCCTTGAGGCCTCGTGTATTATGGGAAGCCGCACTTAAAATTTCTCAGATTTGTGATTTTAAAGCCGAT -AAAATAGTAACTGAAGAAGATAAGGGTACACCGCTCGCAACTGTTGTATCATTAATATCCGGATTACCGA -TGGCAATAGCTCGTTGGTATAATTATTCCTTGGAAGAAGAATCTCAAATTGCGGTGAATATAGATTCTGA -ATATTTTAATGGAAAACTATTCCTAAATGGGGTAAATAAAAAAGACAAAGTAATAATTATTGACGATACG -CTTAGTACAGGAGGTACGATAGTATCGTTAGTAAAAGCTATTAGAGAATCCGGTGCTGAAGTTGTGGATG -TAGTTTGTGTTATTGAAAAAGAAGGATATGGCGGAAGGGAACGAGTTCTAGAAAGTACAGGGATCGAGGT -AAAGACAATACATAAGATTCTTGTGAATCAGAATGGAGTTAAAGTGATTAGTTAAGAATAACGTCCCATA -TAATAAAAATTAATTATACTTTTACATCTGGGAGTGATAACTTGAATCAGGAATCAATTTTAAATCAATA -TAAACTAATTGTACAAAATATTGAGAAATCTGCAGAAAAGGTAAAAAGAGATGCTAAAAACATTAATTTA -CTGGCAGTTTCTAAATTTCATGAAGTTAATAAGATTATACCATTATTAGAGATTGGTCATTGCCATTTTG -GAGAGAGCAGAGTTCAAGAAGCAAAAAGTAAATGGATAGATTTGAAAAAACTATATCCACAAACAATATT -GCATTTAATCGGGCCATTACAAACAAATAAAGTAAAGGATGCTATTCAGTTATTTGATATCATAGAGACT -TTAGATCGTGAAAAACTTGCTGAGAAAATAGCGGACGAACTAAGAAAAACAGGAAAAAACCCAAAGATAT -TTATCCAGGTTAATATTGGTATGGAAGTACAAAAATCAGGAATAGCCCCTGAGGAACTGAAAATGTTCTT -AAACAAGTGCCGCAATGACTATGCCTTAGACATAAAAGGTTTAATGTGTATACCACCTGCTGGGGAAGAT -TCAGTAAAATACTTTTTGGATTTATATAATTTAGCCCAAAAAAATGGGTTAGAGGAAATTAGTATGGGTA -TGAGTGACGATTATCAGGAGGCTATCCTTTCAGGAGCTACACAAGTTCGTATAGGAAGCTCACTTTTTGG -TAAAAGGAATTATACCTAAATTGGCTTTTTGGCAAATTGATTCAAAGTACGGAGTTATATTTGCTAATAA -TTACTATAATAGTGGGGTTTTTGTAATGAATAATAAACACTTTACTGGGGTATTTTACATCTTACTTTTT -TGTATTTTAAGTGCTTTTCTTGATGTTTATGTGGGTAATATCAGTCAAAACATTGATCCAATTTTACTTT -TATTTTGTAACTTTCTTATATTAACTACTTTTTTTGCTATTACTCATAAAAGAACTGAAATACCATTAAT -AAAAGAAACAATCAATAGTTGGAAACCTATCTTAATGTTAAATATAGCAGCAGCGGCATCTTGGATTGGG -TTGTTTTATTCTCTCAAATATTTAGAACCCGCTGTTGTTGGAATTGTTTCAGCAGCGGTAGGTCCAGTAA -TAACTATTGTTTTGAATCCCTTTTTTGATTCGGGCAACAGGATAACAAAACTAGAGAAGACTATTGCTAC -ATGTATTGTAATTGTAATTTCAGTGCTGCTTTATTTTACTTATGGAGGAATTAGTGGAATAGGCGAAGTA -TCAAGCATTAATTTTATTTTTGGGTCTATTTGTGTAATAATGTGTGGAATAGGGATGGCTGCTACTACTC -TTGTTACGAAAAAGTTGATGAATGAGAGGTGGCATCCGTCACGCATTTTAGTATCAAGAAGTTATATTAT -GTTGCTCATTTCACTATTTATTATTTTAACCAAAATAAATCAATTACAATTTTCTTTTTCTCTGATACCG -GCTGTTTTGTTGATTGCTTTTATCGGTAATATTATTCCTTTGTATATCTATCAATTAGGAGTTCAACGCG -TAGAGCCTTTTAAGATATCTATTATGCTTCTGTTTCTACCGATTTTTACTTTTATTCTTCAATTATTTGA -TCAACGTTTAGAATTTTCTTTTCCCACATTAGTTTGTATTATTATAACAATTGGGTTTATTTTGCTCGAA -TTAATTATTAAACCAAAAAGAACGGAGTTGAAGACAGTGCCTTCTAAAAACTGTGCTATTGTTGACGCAT -ATTCATCAGGAAGATATTTAGCTGCTGAATTTAAAAATCTTGGTTATAAAGTGTTCCATATACAAAGTGT -TAAAAATACACCAGCATTTTTTAAATCCAGTTTTATAGAAGAAGATTTTTTTGACAACATTATTATTGAT -AATGATCTTGACAAAAAAATAGAACAAATTAAACAATTAAACCCTGAATTCATTTTTGCTGGTTGTGAAT -CAGGAGTATTGACAGCAGATATGATAAATAACAAATTAAACTTGACGATGTGTAATGATTATAAATTAAG -TAAACACAGAAGAAATAAGTTCATGATGATAGACATGTTACACAGAAATGGGATTTCAGCTCCCAAACAG -CTAAAATCCTCTGATTTGAACGAAATTAAAGAATGGATTAATGAACATAATGCGTGGCCGGTTGTATTAA -AACCTTTAGAAAGTGCCGGTTCAGATAATATCTGGTTTTGCTATGATTTTAATATAGTCGGCAAAGCATT -TGAAAAGATTATTAACGACGTAAATAAAATGGGTATAAAAAATGAATCAGTTTTAGTTCAGGAGTTTTTA -GATGGAACGGAATACGTTGTAAACACTGTTAGTTCAAACGGTGAGCATGTTATATCAGAAATTGTTAAAT -ACAAAAAAGTAAAAACTGAAGATAATGGTATATTGTATGATATCGATGAGTTGCAGTCCTCTGATTCTGA -AATATATTCAATTATGTCCCAGTATATCAATAGGGTTTTGAATGTATTAGGAGTAAAATATGGTCCTTGT -CATGCGGAGGTTATGTTAACAGAAAATAAAATTCCCAAATTAGTTGAGATTGGTTCTAGAACCGATGGAA -TCCTACGTCCGGATGTCTCAAGTGTTACTACTGGGTTAGGACAAATAAAATTGACAGCATTAGCATATGC -TGATACCGAAGAATTTAAAAAATATCTAACATGTCCTTATTTAATTAAGAATAACACTATTAATGTTGCA -CTTATATCTCATGTGGAGGGTACTTTACAATCATTGCCACATATTGAGTTTATTAAGAGTTTGCCTTCTT -TTTTTCTTATAAATTTAAGTGTAGCAGTAGGTGAAAAAATAGATAAGACTAAAGATGTTTTTTCACAGCC -GGGGACGATATATTTGGTTCATGAGAGTATGGATGTTATTATGCAAGATTATTATAAAATCAGATATTAC -GAAAAAAATGGTCTTTATAAAGTTTTATCCGCCTAAGTATTGGAGCAGTTTTTAGTGAAAAGCGGCGTTC -GATGTAGACAAATCTACCTGTTTGGATGAACTGGATATCATCCCTGCTCAGATACGAATATTGAGATACA -CTTGCTTCAGGCCACCACTATACTAAGAAGAAGTCTGCTTGACATTTTTAGTATTATTTGATAAATTCAA -ACCATAAATAATATATTTTTACATTTTCATTTTAGATTAATATCTTTTGCAATTCAAAAATGCAGCATAT -TCAAATACATATACATATCAAATTTCTCATATACCATAAAGCAATTTTATAAAAAATCTTTATGGTATAT -TAATACGTTGAAAACAGATTTGAAAAACAAATTTGGGGGCGATAATAATGAAGTACTTTAAAAAGGTATG -CATTACTCTGGCTGCTTTTCTTATCAGTACCGGTTTTGCTGTCGGTATAGGGACGCAATCTGTAAACGCA -GCTTCAACAACTATTCCATGCAGACAGCTTGAACAGCTGGATAGGGGAATTGTAGCTGTTAATCAGGGAA -ATGGGAAGGTTTATGTAAGCTGGCGTCTTCTTGGAACAGAACCCAGTAATACTGCATTCAATCTTTATCG -AAAAACTGCCGGTGGCACTGAAGTTAAACTCAATAGTTCACCCATTACATCCTGTACAAATTATGTTGAT -AATGGTGTTGACACAACAAAGGATAACACTTATACAGTAAGAACCGTTTTAAATGGAATTGAGAATAATG -AAAGTGAACAATACACTTTGGCTGCAAATACTTCTGTCAGACAATATATCCCTATAAAATTAAAACCTCT -TCCCACCGGATATTACACAATGCATGTAAATGTGGGTGACCTTGATGGGGACGGAAAATATGACTATATA -GTAAAGCGTATGAATGATGACAGGTCTCCTGTGCAGGTAGAGGCCTATAAATCAGACGGAACATTTCTAT -GGCGTATTGATTTAGGGCCAAATATCGAAACATATAACACAGCTATGACTTCACCTTTGGTTGTATCGGA -TTTAAACAGTGACGGAAAGGCGGAAGTTCTTATAAAAACAGGTGAAAGTACCCGGTTTGGTGACGGTACC -TTAATCGGCGACACAAATAATGACGGAATAACTAACTATTGTAATACATCTTCAACTAGTTACCAGGTTC -TTTCAGGCCCCGAATTTATTTCTGTAATTGATGGTATGACAGGTAAAGAGCTAAGTAGGGCTGATTTTAT -TGCAAGAGGACAAGTTACGGACTGGGGAGATAACTATGGGAACCGTGCAAGCTTTATTTTTATGACAGTT -GCATATCTGGACGGTATTCACCCAAGTGTAGTAATGTCAAGAGGCCCCGGAAATGTTATGAAAGTTGAAG -CATGGGATTTCAAAGATGGAAAGCTAAGTCAACGGTGGAAATGGGATGCTAGAAATCAAGTATTACCTTC -TGGGAAGAATTTCCCTGATTTTCATGCAATCCGTGCCGTAGATGTGGATAAGGATGGAAAAGATGAAATT -TCATGGGGAGGCTCCATGCTCAATGACGACGGTAAATTACTGTACGCTACGGAGCTGACACATGGAGATC -GGTTTGTAATAGGGGATATTGATCCCGACCGGGATGGTCTTGAATGTTACGCAATACAGCAGAACAACCC -GAGTCTTCTGGGTGCGGCCTTATATGATGCAGGTAATGGTACAATGATTAAAAAAATGTATATGAGTGCA -GTTGGCGATGTAGGAAGAGGGGATTGTGCTGATATTGATCCTAATTACAGGGGGATGGAATGTTGGTCTA -CACTTGAGAATTTATACAACTGCAAGGGAGGGGTTATCGGTTCTGAAAAGTCTTTTCCGTTCTTGAGTAT -ATGGTGGGATGGAGATTTGCTCAGAGAATTTTTCATAGGTGTTGACTCAAATGGTTTTAATGCGGCCATC -AACAAATGGAATTATACTACAAAAACCAGCAACCGGTTATATTCTGTTTATCAGGAGGGGGTCAAGTCAA -CATATGCCGGGAGACCGCCTTTCTATGGTGACATTATGGGCGACTGGCGTGAGGAAGTTATTCTTGAAAC -TACTGATAATACGGAGCTTCGTATATACACTACAAACATTCCCACCAACTATAGGATATATACCCTGATG -CATAACCCGGCATACAGAAATTCCGTAGATGTTAAGGGATATCTGTCTTCTGTTTATCCTGATTATTATC -TGGGTGAAGGTATGTCAACGCCACCGACCCCCAATATTTATACAGGGGATGGAGAATTAATAAAATCACT -AAGGGTAAATGATTCCAACAATGCAGCTGACTGGTGCATACAATCAAATTTACAGGTTGGTGATACAGTT -TACGGAGACAGAACATATAAATATACAAAAATTCCTCAAAGTCTTACAGGTACAGAATGGATAAGGACTG -CTTGTGATTCTAAGAGCTATTTAGATGAGGAAGCGAATTTTACGGCAAAAAAAGACATATCGGTTTATAT -TGGTTTGGATTCAAGAATTACCAGTATTCCGGCATGGCTGAGCGATTGGACGAAAACAGGTGAAACATTA -AGTGATGATAGCTCAATTACCTTCAACCTATACAAGAAAGATTTTACTTCCGGCTCTGTTGTGAGGCTTG -GAACTAATGGGGGTTCTTCCAGTTTTGTGAATTATACGGTTATTGTTAAGCCAAACACGGCACCTGCTTT -TCTTTACGGTGATGTAAATGGAGACGGTATTGTGGATGTTCTGGATTACAGTACAATGCGAAGTTATCTT -CTGCAGATAACGAACTCAATGCCATCTGCATATTGGCAGATGGCCGGAGATTTGAATTCCGACGGGGCTA -TCGACAGTATGGATTATTTATACCTGAAAATGTACTTGTTGGGGACAATTAACTCTCTACCAGTTTCTCC -ATAAGTGTGTTTAAAATAAAACTACATAAGAGTAGCATAAGAAACCCGGGGGTTAGGAGCGAAAAGGCTC -TCTACCCCTTTTTTTTCTTTATGAATCAAAATAACCTTGATAGAACACAATAAACGTAAAATAATCTCAT -TAGTAAAACTCCCGAAGGAAGGATTATTATGGGTACCGTCAAGTATTTTTCGCAAAATTAGATTTAGCCA -TATGGTAGAAATAAGTTAACCTGCTATGAAATCGGACTCATCAGAATCCATGTTTTCTAAATGCTTCATG -TTCAGATACTTCTTGCTGCCCCATTGTGTACCTGCAACGTGCCGTAGTCGGGCACATACCAGCATTAAGG -CTGAATTTCCGTCGGGGAAAGTACCAACTACTCTAGTCCGTCGGCGAATCTCCCGATTCAGGCGTTCAAT -TGTATTGTTAGTACGGATTCTTGTCCAATGCTCATAAGGGAATTCCATATAAGTAAGAGTTTCTTCAATT -CCATCCTCCAATTTTTTAGCTGCCTCTCTTAGTTTCATGGACTTTAATTCTTCCGCTACCAATTTGGCCT -TCTCACGAGCTGATGCCTTGCTTTCCTGTGCATGAATCGCCTTAAGCATTTTTGCCACAAGTTTCATCTT -TGATCGCGGTGTTACAGAAAAAATATTACGGTAAAAATGAACGGTACAACGCTGATATTTAGCTTCTGGA -AACACTTCGTTAACTGACTCTAACATACCTAAACATTTATCACCTACAATAAGTTTTACACCATCTAGTC -CACGACCTTTAAGCCATTGTAAGAATTCCTTCCAACTGGCCTTGTCCTCTTTCATCCCTTCTCTGGCACC -GATAACCTCACGGTAGCCCTCTTGATTTACAGCAATCGCTACAAGAATAGACACATTTTCATATTCACCG -CCCCAGTTACGTTTTAGATATATACCGTCTACATATACATATGGGTATTTACCGTCCTGCAAAGGGCGGT -TTCGCCAGTTTTCAATATGTACATAGGCTTTCTTATTTAGTTCACTTATTGTTCCGGGAGATACTTTAGT -TCCCCAAAGAGCCTCAGTAATATCTTCTACACGACGAACTGAAACACCGGCCAGATACATTTCAATTAAG -GCTTCTTCAACTGAACTTTCTCGGCGGCGATATCTTTCGATTATTGCTGTCTCAAAAGGCACGCCCTTTA -GCTTAGGAACTCTTAGAGTTACTTCACCTGATGTGGTTTGTAAACTACGGGTGTAATGACCTGAGCGATA -GCCTTGTCGTTCCTGTGTACGCTCGTATTTTGCAGCATTGGTTAAGTCTTCAGCCTCTTTATCGAGCAGG -TTGTTTAATGTTTCCTCAACACTACTCCTAACCAGGTTTTTCAGTTCTTCCTTGATGATTCCTTCATTTA -GTTGTATAATTTTTTCGGACATATTTACAGTCTCCTTTTTTGGTATATTTTGTATGGTAACTTAATTCTA -CCAAATGACTGTAAATCTGTCCTTTTTTATTCGAATTTGCGAAACCTATTATACGTTATCTTATTATGGA -TACAATTAAAGAATTTAAGAAGGTAGGAACACATAGCGGCAGATTTCATGCTGATGAAGTAATGGCAACA -GCCATACTAAAACAAGTATTTGAAATTAAGCTGACCAGAACCAGAGACCCGGAGATACTTGAAAAACAGG -ATTTAATATACGATATCGGAAACGGCGAGTTTGACCATCATCAATTAGAAAAAGAATATAGGGACAATGG -TACTCCATACGCTGCTTGCGGACTGATATGGAGAAAGTTCGGAAGGCAAGCAATATTATCAAAGCATCCT -GAAGTATCAGAAAATGAAATTGAAAGTATTTTCAGATATGTAGATGCTGTACTGATAGAGGGAATTGACG -CAGCGGATAACGGTATCAGAACAACGGAGAACATCATTCCTACTATGTGCATATCCGCTATTATTGGTGG -GTATAACCCTACCTGGGATTCCCCTGAGTCAGTGGATGCCGCCTTTAGTGATGCAGTAGGTTTTGCGGAA -GATATATTGGAGAACTTAATAGATCAAAAGGTTTCAACACTTAAAGCGAGAACTTTTGTAATCCAAGCAT -ACAATAATCGTAAACGGCCGGAACTGTTAATATTGGATAACTCTTATCCATGGGAACGTACATTAAAAGA -AATTGATATAAATAAAGAAGTTCTTTTCGTAATTTATCCAAAGGAGGAAGGCTTCTATATACAAACCGTT -CGCGAGTACGGTGAGGTGCGAAGAGACAGAAAGAGTCTTCCGAGGCAATGGGCTGGTAAAAGGGAAGAGG -AACTGTGCAATATTATAGGGATAAAAGATGCGGTTTTTTGCCATTCATCAAGATTTATAGCCAAAGCCGG -TTCATTTGAAAGCATACTGAAAATGGCGGATATAGCTATTTCAATGCCTGAAACAGAGATAGAAAACAGG -CGTGCAGACAGAAGTGTTTTTGATATTTTAAAGTTAATTTTAAAAAATAAATTGGTGATTAAAATAAGAA -GAAATAGATAAAGATAGTGAAAGCCAGCGCCATTTTAGGCGCTGGCCGTTAATAAGCACTAATATTACTG -CTTATAGCTTTGGAGCCTTATCGAATTCAGGATTAAATGCGTAATAATTTTTTGCATTTAAATTATCCTG -TACTGTCCTCAATGCTTCACCGAACCTCTGGAAGTGAACTACTTCTCTTGCACGGAGGAATTTAATAGGT -TCTTTAACATCAGGATCATCTGCCAATCTAAGTATATTATCGTATGTTGTTCTTGCTTTTTGTTCCGCCG -CAAGGTCTTCCGTTAAGTCTGTAATTGGATCGCCTTTTGATTGGAAGTATGTTGCTGTAAAAGGCATACC -AGAGGCAGCAATTGGATACAATGCTGTTGTATGGTCAACGAAATAGGTATCAAAGCCGCTTTTTTTAATT -TCTTCAATACTTATACCTCTAGTCAATTGATACACAATTGCAGAAATAATCTCCATATGAGCCAGTTCTT -CGGTGCCTACATCTGTACCGAAATGACGATTTGACAGATACCAATTATCAGTGAATCATAAGCATAAATG -AAGTGGGACAATCTACAAAATATTAGCTAAATACGATTTATCCTCCCCAAAAGTTTGAGTAAAACACGAG -TTTAGCTGAAGAAACGTATTTCTTAAACTCTGCATGTTTTTATCAAGTCTTCTTGTCAGATCTTCTGGCA -ACGTATTAAACGTGGTAAGTTTGAGAGTATTACTGATTTCATCAATAGAATGCATACAACTAAATAGTGT -TTGAATACTATACCGGATACTCATTTCGTCAGTGTCAGCGATTATATCATGCTCAGAGCTAATACTTGAA -ATCTTTATTTTATTGAGTAATAAATCTAGATGATCGATATGCTGAATGCTTGAAGGTTCTATGTACAATA -CTATTGTTTTTAGAGTTTGTTGTGTTTTAACTGCTGTATGTACAATTTCCTGCAATAAAGTTACCATTTG -ATTCATAAAATTCTCTCCTCGTAACCATTTTAGTTTTGAACCATAATTATTTACTTTATCAGACATACTA -AATACATATGATTGAAGTCCTTCTCTCTTTTGAATACAATTTAAGCGGCATACTATATTTTATGAGGGTC -AAGATTTTTGTGTGCATGTTGAACGCGTAGCAAGTGTCATAACTCCTCTAATCTATGAATCTTTGTTGAC -ATGAAAGTGTAAACTGCATAGGCGGATGTAATTATTGCACAAAGTAAGAACACTGCATAAGAACTGGTCA -TTCTAAGCAAGGTGTATGTACATCCTATGCCTAACACTTTACCCAGATTGTTGATAAAATCATTTATCCC -AACAATCCTTCCCAAAAAGTCATTTTTGCTTTTTATTTGAATTTGGGACAAAAGTATAATACTTAAGTAT -GAGAGTATAGTTCCTTCCAACAGTTGAAGAAAAAGTATCAAGCTTATTTCACTTGTGCTTCCGTATGAAA -ACCATATTACTGAAATACCCATTAAAGATAATGGAATAATGATTTTATAATATGTTTTTATCTTAAAACA -ACCCACCAGTGATATGGGCATGGCAAGTAAGTTTGCACCATAGAATATTGACATCATTATTCCCCATATT -TTATTTGAGACTTTCAAAGTATTAAATGCAAAAGGATAGAAAGCAATATTAACAGAGGTGGTTGCAAAAC -AGATAACAGTACCAATGAAAATAGTTTTACGCAAAGTATAAGTATTCAAACAGTATGCAATCCCTTCAAA -CAAGGAATCAGTTGTATTCTTAAAAGACATTTTGATTTTGCTTGTAACATCATGTTTGTTTATTTTACAT -TTTATTATTATTATGCAAAAGGCTGATATAAAAAAAGATATGCTATTAATAAAAAATGCTATATCGGTTC -CATAATTGTTTATTAAAATACCAGCTAAAATTGGAGCAACAATATATACTCCACCAGTTAACCCGGTTAA -AAGGGAGTTCCCTTTCATTAGCTGGCTGTTTTTAAGAATCCTAGTCGTAAACTTTCTTTTTGGAGGATTA -TAAAATATGTCAAGAATTGAAAGCACTATTATCAGCGAATAAATTTCTGATATAGTATGTTTATAAATAA -ATATAAGAACGATTAGTCCCCTTATTAAATCTATTAAGACAAGCAAGGTTTTATCCTTTTTATTATCGCT -AATATATCCTGCTAAAGCAGAGAATAAAATACTTAAAATAGGGCTGCAAATAAGACCGAATGCGGCCGAA -AAGCCAGAGCCTGTGATATTTACTATCAAAGATGTTGCGGCAATAAATTGAAATGCATCTCCAAAACTAG -ATACTCCTTGACTAAATAGAAAAAGGACGAATTTTTCGTCGTTATGTAAATTTTGTTCTGTGTGTACGAT -AGAATTCATATAATCAAACATCCTTTAATAGCAGTTATGTGTAGATATTATTAAAGGACGCTCAATTATA -TAACCTTAAATTTTCACTTACCCTTTTCGTATACATGAGGCATGGGGTTATAATAGCTTTTTCTAAGGTC -TCTTTTTATAACAGTCCCATCTGGATTCTTGACAGTCACCCATGACTTAACAATTGCCCCATCCATTCCT -TCCATTAATAATTTTTCCCTTCCCTTTGGTAAAGTTGAGCTCATTTTATATACTTTATCAGCCTTAATTA -ATTTTAGCATTTCATGGTGCCACTCAACTTCCGGGGGCTTAGTACTGCTATAAAAAGCCACATATAATAT -ATTGTCAACACCCTGAGCCCAAATCATAATGGGAGAGGATGTATCATTTTTAAACTTTAAATCCTTATTA -CCATAACTGACAGTTGCATCCTGTCCGTATGGTACATATGGAACTGGCATACTGTGTGCATGTCTTTCTA -CAACCGGCAAGTTACTTAAGATTGCTACATTATATAATGTGGATGCCATCTTGCACACCCCACCCCCAAT -CGTTGTAGTCAGTTTTGTACCAATATATGTCGGACCCTTCTTAAAGCCTCTTGCTATCACATAGGGGCCA -ATTTTATTGTTTTGAGAAAATACTTCTCCAGGCTTTACAACTGTCCCGGCAAGTAATCTGGCAGCCAGAT -GTACATTTTCCTCTTCACCGGGAAGCGGGTCACGCAGTACTGTCTGGTAAGCCACCATCATTATAGGAGT -TCCATTTTTAGACTGGCAGCTTAAAAAATTTTCACTACCTTCCCATGGAACATAAAAGGTCGTTCCTGAT -TTTGAAGGGTTTTTCAAGCCTTCCTCTTGTCCATTGCCATTATTTTCGCATTGTTTTATAGAAGTCTGTA -AATGGTCTTTATTTACGTCGTTTGCAGATAAGCTTTCACCTGTAGCAAAAGGTAATATTGTATAGGTAAA -GACAAACATAAAAATTATTGCAGGTTTAAAATATCTTTTATATAACATCAATATGCCTCTTTTCCTCGGA -ATGAACTAAATCTCCAAACGATAAATATTATTTGTTTTATAAAGAAATCAATCCAAAAAATTTTTGCCAT -TCTAAAAAAAATTATTGAAGCATATATTGAAAACAATGGCAATAGTAGCTTCGTGAGGTATGGATATGTT -TAGGTTATTTAGGAGGAATAATCACATGGTATTCCTTTTGGCTTTTATAGGCATGACATGCTGGGGGATA -GCACCTTTATTTGTAAAACTGGGTTTGAAAGATGTAAATCCATTAATGGGTTTAGCGGTAAGAACTACAT -TTACACTGATTGTAATATCGAGCATAATGTTTATAAATGGAAGTATATATAGTCTCAAAAATATTTCATC -TACAGCGTTAATTCTCCTCGCAGTAGAAGCAATATTTGCAACTCTTATTGGGGATTTGGCGTATTTTGCT -GCAATAAAAAGAGGAGCTGTTTCATCAGTTACAATAATAATGGCCAGCTCCCCATTAATTACAATAATAT -GCTCAATTTTATTTCTCGATGAACAGATTACATTCTCGAGGATTACTGGTGCAGTGTTGGTTATTATAGG -CATAATTATAGCTATATAATAAAGGTGTTTACGTAATAAAATTACTTCCTAAAACTTTTACATAATTTAC -ATATGGGTCAGCAGTTCCTTGTATTTGGCATCTTTCATTTTTCAATACTTTTATATATTCTATAATATCT -TTTGTTATCCGTTCACCCATACAAACTAATGGTATACCTGGTGGGTATACCATTATCATTTCGCCAGATA -TCTCTCCTATGGAATTTTCCAAGCTTACAGTCTTTTTTGGGGAGTAAAAGGCCTCCCGTGGACAGACCAC -CATCTCAGGGCTATCCGGTAAGGCGTTCTGATATGGATAAGTATTTGGTTTAGCCTTAGCAGATATATCT -TTTAACGAGTTAATAAAAAGATCCAAGTCTTGTTTTCTGTCACCCAAGCTAATAATGGCAAGAATATTAC -AAATGTCAGAAAGTTCCATTTGAATATTGTACTCTTTTCTTAATTTGTTTTCTAATTGGTAGCCTGTGTA -GCCCAAGCCGGCTATGTTTATACTTAATTTTGTTTCATCAAATGCAAAACACCCTGGTGTGCCTATTAAC -TCATTCCCGAAAGCATACAGGCCTCTGATTTTATTTATCTCTTCTCTTGCATATCTTGATAGTTTAAGCA -CCTTTTCCAAAATGTCTCTACCATTTACTGCGAGCTGTTTCCGTGCTATATCAATGGAACACATTAATAA -ATAAGAGGCACTTGAGGTATAGGTCAAGCTCATTACTTTTTTTACCGTATTAGGATCAATTAAATTACTC -TTTAGGAGAAGTGCAGAGCTTTGTGTTAATGAGCCGGCTGTTTTATGGATGCTTACTGCACTTATGTCGG -CCCCGGCCTGCATTGCTGTCATAGGAAAGTCACAGTGGAAGTACATGTGAGCACCATGTGCTTCATCAAC -TAAAACCGCCATATCATGATGATGTGCCAGGCTCACGATTGACTTCAAATCTGAAGCTATACCATAGTAT -GAAGGATTTATTATAAAGACTGCCTTAGCATGAGGATTATTTTTAATTGCATGCTCAATGCTTTTTGTAG -TTACTCCCATCGCAATTCCTAATTGTTTGTTTATAACTGGTTGTACATATACTGGAATTGCCCCACTTAG -AATTATACCTCCGATTGTAGATTTATGTGCATTTCTTGGTATTATGATTTTACTTCCAGGCTCGCACACG -CTCATTATCATCGCTTGAACCCCCGATGTTGTTCCATTCACTAAAAAATAGGCGTTGTCTGCTCCAAAAG -CATCTGCTAATAATTTTTGAGATTGGGAAATTACCCCTGTTGGGTTATTGGCATAATCTAAATCCTCCAT -GCCGTTAACATCCATCTCGAGTATACGCTTACCTACATATTTTCTCAGTTCACTAATACCACGTCCATGC -TTGTGTCCTGGAACATGAAATGGCGTAACATCACTGTCTACATACCTTTTAACCGCATCAAAAAGAGGAG -TAGAATTCTGACTTGTTTCCTCCAACTTGTTCACCTTCTTATAAATTTTGATCAACGGTACTACCTTAAT -GTTTACAAAATCTTATCGCTACACATTATATTTATAAAAAGAGTAAACGGTGCATGGACCTTTGATTTCC -TTAAAGCCCATTGATTGGATGAATGCATATTGACACTCAGGTCTGGGGCAGAAGTATTTAAAAGGTATAG -CCAATCATCAATAATCCTGCGGTCTAAATCATTTGGTATATATTCATGGCTATTGCTTTCACTTAGATTT -AATTTTTGTGATTTTACAATAGACCATGCACTGGAATGCAGTTTCCATATACCAGTGTGCTGTGAGAATG -AATTAACTATTTTTTTACTTTTGAATAGAATGTATTGGGGGTTGATAGTATGACAATTAAAAATAACAGG -ATTGAACTTACTTCAGAAGAAAGTAACATATTTACGCGTCAGTTTAAAATAGGAGTAATCAGGCAGCTGT -ATAAAGAGAACCTGTTGACTGCTGAACAATATGATCAGGTGATTAAAGCAATTAATAGCTATTGATTTAT -ACAAAACAGCCTGCTTGTAATTATAAGTAGGCTCTTATTTTTATATATAATCAGAGGTAAATGTATGAAA -ATAAAAGTTGGTGCTTATTGCAGAGTTTCAACTGAAAAGGATGATCAGGTAAATTCACTGCAGAGCCAAA -AAAAATATTTTGAAGAATATATAAGGAATAGACCTGACTGGGAATTTGTTGACATTTATGCTGATGAGGG -AATTAGTGGGACTCAGGCCGAGAATAGAATAGAATTTCAAAGGATGATCTCTGATGCAAAATACAAAAGG -CTGGATTTGATATTGACTAAAGAGATTTCAAGATTTGCAAGAAACACAAAGATCAGTATTGATTATACGC -GTATGCTTAAAGAGCTTGGAGTAGGTGTCATCTTTATTAGTGATAATATTAATACTCTTGACGGAGATGG -TGAATTGAGGCTTACAATTATGTCGGCCATTGCCCAGGATGAAAGTAGGAAAACATCCGAACGGGTAAAG -TGGGGACAAAAAAGAAGGATGGAGCAGGGTGTTGTTTTTGGACGTGAGCTATTTGGATACAACTTGTATA -AAGGTACTTTAACGGTTAATGAGGAAGAAGCTGAAATAGTAAGATTGATTTTTCGCAAGTATACCATCGA -AGGGAAAGGCACTCATGTAATTGCAAGAGAGCTATATGAAGACAATATACAATCAAAAAGTTATAAAAAC -AGGTGGTCAAATACCGTAATTTTGAGACTTCTAAAAAATGAGAAATATGTTGGAGATCTGGCCCAAAAAA -AGACCATAACTCCAAATTACTTAAATCATAAAAAGAAATACAACAGGGGAGAAGAAGAGATTGTATATAT -AAAAAACCATCACACACCTATTATACCAAGGGAATTATGGGATGCAACACAAGAACAGATCATTCAACGA -TCAGCATCAAAGGAACAAAAAAGCAAATACAGCAATAGGTATTGGTGCTCGGGAAAGCTGCTTTGTGGCG -AATGTGGAAGTAATTTTGTAGGGAGGAGTAAAAAGTTAGAAAATGGGCAGGTTTACAAGGTCTGGAAATG -TAGTCGGGCAAAAAGCTATGGTAGTCTCAAGATTGATGTCAATGGAAATCAGGTTGGCTGCAACAATAAG -AGTATTAATCACATAGTGTTAGGTAAAATAGTAAAAAATGTTTTGTACTCAATAAATTCAAATAAGGAAA -AAATAATATCCGAGCTGGTATCGGAAATCAGAAAATTGAACAAGTTGACTAATATAAAGAGTACAGATTC -ATTTACAAGAAAAATAAAAGACCTGAACCGTAAAAAGCAGGAAGTAATTAATCTAATGATTGAAGGAAGC -ATATCTAAGGATGATATGGTTTTAATGAATAAAAGGTATGACTTGGAGATAAATAAAGTTAAAACGGATA -TTAAAAATATTGAAGAAATCAATCTTATAAATAGCAGGAATGCAGATAAACTGCATATATATTTAGACAG -GATAAATTCTCTGGTTAACCAGAGAGAAGAAAATGACTCAGATGAAGTATTTAAGCTGACAGTAAAAAAG -GTTATCCTATATAAAAATAATATATTGGAATTATATTTTACATGTATACCGGAGCCAATAAAACTAAAGT -ATAAAAGCAAAGGTAAAAATGGTAACTATAGTGTTGAATACAGTTTTATGGACAATTAATTTATGATATG -CCCTACTAATTTGGGATATTATACCAAACTATCAATCATAAATTCCTTAACACCAAAAAAGATCTTCTGT -ACATATGTACAGAAGATCTTTTTCGATTGTGATCTAACCGAACGTTCCTATTTATGTAAACTGGTGTATA -TTTTATAAAGCATTAACGCAGTCTCAGCTTTTGAAACAGACGCTTTTAGATTCAGTTTCTTTGCATCACC -TGAATAAAATCCGTTCTTTACGATAGTGGATATACTTTCAACACTATTCCTTGAAACCTTTGAAGCATCA -GTAAATTGTTTCAGATCGTCAGCATTACCTTTAACCAAATTTTTATTTACTAATTTCAGAGCTTTAAAGG -TTAATACTAACATATCCTCTCTGCTTATTGCTTTATTAGGATTGAATTTATTATGTCCGACTCCGTTGGT -AATACCAAGTGCTTTGGCAATACCCACTGGATTATAGTAGCTGTCTTTCTTATGAACATCACTGAAATTA -ACACTATATTTTGCATTCAAATCTAAAGTCTTAACTAGCCAATTCAAAAACTCGCCTCTTGAAATGCTCT -TATTCAAGTTAATTTTTTTAACATCAGAGCTCTTGATTATACCTTTTGATACCAACATCGCAATGGCATT -ATTAAGTTCACTTTTGCTGTCATTTTCGAACCTGACATTATCCACATACATGGTACCGGCAAAGTCGCTG -TTACCGTCCGCAACAACGATGGTGATATCACGGAGGACAGTATCAGCAGCAAGTACTTTTCCATCATTTA -CTTTATCCAAATCATATTTTACCTGGAAGTGGTACAACCCATCCTTGGTTTTTTTCATTTTACTCAGTTT -TGTTAAAGGTATATCGAAATTAACCGATGCCTGTGCCCAGTAACCAAGGGTTGGTGGAGCAAAAGCCAGA -TTTATTGAGAGAGAGCCTTTGCTTGCCTGTGTCGGTTTAAGATAGAAATCAAAAGCAAGATACTTGTTAT -TCCCACGTGTTGCGTTTATATTACTAAGCATGATACGCGGTGCTGAAGCCCATCCGTCTACGGGCTTGAC -TTCAGGGTATTTAACTTCCCAGGAAATAGCTTTTGAACCATTTGCATCTTTTATTGTCAAGGCACTCTGA -ACTCCTGAAGCAGCATCCCAGGCCCATCCCTGACGGGTTGAGTCTTCAAAGATTGAAGGAAGTGTTGCTT -TTCCTATCGGAGCATGCTCAACAGGTGCTTCTACGGTAGTACGGTTTCCTGATACAGTTATATTGTCAAG -TGAAATAACATTTGTATCCGCACCAACAAACAAAATAATATTAGTCATTGTACTATCTTTGCTGTCTTTT -GCTATAGAATCAAAATTCGGTGAATCAGCAGGTGTTATTGTTAATACGGCTTTATATGTACCATCTTCCT -GTTTTACAAAATCAGCTGGCTTCACCGCAATAGCACGTGTAGGATTCGCCCAACCATGGGTTGAATTCTG -TGGTATGGCTGCTATTGACACTGTGGCAGGAGCAGCTGTAATAATGTCCATTGTAAGTTTTTCTGCACCG -AGAATGTTAGGTTTATTGCTTGTACCATCAGCTGAAAGACGAACGTTTGCCCAGTAGTTTCCTTCGGTAA -GATCCTTACTGGTATTTAAGCCGGTGATTTTAAGAGTATTTTTTTCATTTGCAATAGTGATACTGTCAGC -TTTAACCGGACTGTCACCGTTTATGCCGAAACCTTGAGTCGTTCCATCATTGAAATCCCATACATTTGTT -GTAAACTCTTCTTTTTCAGCACGATCAATAGGTTCGTATTTTATACCTTTTATTCTGGCACGGGCATATT -CACCCGATACACTCAGTTCTTTTGGTGACCAAACCTGATCATCTCCGGGATCCAGGCTTGTGGCATCTGA -TTTGCCGGATATGAAAGGAATAAACGATCCTGATGTTTCATTCTTATTTGTCAGAGACCAGTTACACCAG -CTGATATTGTTTGCATTGAGGAATTCAAGCCATTCATCTGCTTCTTTCAAGTAAGGTCCGTTGTTTCCGC -TTGCTTCACTGGTTCCCCATTCTGATGCAAAAACAGCTACACCATGCTCAAGAGCGTATCTTGCGTTACT -CATTACATTTCCTCTGTCTGAACTGTCCGCTGAGGGTTTATGTGTACCGCTATAGAAATGAACAGTATAA -ATCGTATTGTTATCATTAATTGGGTTGTCTGCGGCCAAATCAGGACGCTGGCTCCAGTTTGGACTTCCAA -CAATTACTAGATTCTTATTACCGCTGTCACGGAGCATTTTTATTATGGGTTCTGCGTAACTCTTTACTTT -TGCCCAACCTGCCGCATCGTTTGTAACACCCGGATCGTTGGGGCTGGGCTCATTAGCCAGTTCATATATT -ATATGCGGATTATTAGGGTATTTTTGGGATATTTCCTTGAAGAAATCCATTGCACCTTTATATATGTCTG -CATTTGGGTCGCCTGGTGTAAGCACATGCCAATCCAGCATAGCGTACATGTCATTTGCAATGGCTAAATC -AATTCCGTCAATTACTCTTTTCTTAATTGTTTCAGGGTCTTTTGAATATCCGCCTTCAGCAACGTACATT -GCAATACGGATTACATTGCTTCCCCAGTCATTGGAGAGTGCTGCAAAGGCATTATCGTTAATTATTTCAG -GATACCACTGAAGGCCGTGGGTACTCATACCACGAAGCTGTATAGGGTTCCCGTCTTTGTCACATAATGT -TTTTGTTCCGTTTTTATCAAGAATTTGAAGGGCACCGGCAGTTGAAGGCTTTTCAGCCTGACTGGTAATG -AGATGAGAGCTATCCGGTTCCGCTGCGAAAGCCATTGTTGGAATGAAAGACATAAGCATTGCAACAACAA -TAACAAAAGCAAGAATTCTTTTATTGATGTTTCTAAACATGATAATCCTCCTTTAGTATAAGGTTAAATA -ATTGGAAATCAGATGTGAGCGATACCTCTCACACCGATTAAACAGAAATGAGCTTTGGTTTGCCTCCTCT -CCATATGATATAGCAGTGTATAACCTTTGATTCATTTACAAATCCCGGTTATATTGCATCACTTATATTT -CGCTGTGAGTGTATCCGATACTCCACACAGAGAAAGACACGAAACAGATCTGGTCGATTTTTAGTAGGAT -TGATTTACAATTTAATATGGCATATGATATGACTTTACATTTTTAAGAAATATATTTATTTATTCTATTT -TTTTCCGTTTCATTATACCATTCTGATACTAAGGCAATCAATACAAATTAAAATGGAAATGATTTTTTAT -AAAAATAATATAGGAGAACTGTATATATAATGTATGCCGGATACGCAAAACTAAAGTATAAAAGCAAAGG -TAAAAATGGTAACTATAGTATTGAATACAGTTTTATGGACAATTGATTTATGGTGTACCCTACCGATACA -GATATACCTATATCTGTAAGAGTCCCTTTTGCTACTTCATTAGGCATGGTATATCTCTGGTTAAGATACC -GAAGAGATGCTGCAAGTTCTCCATCAGGCCCGCCGGATTTCAAATTTTTATAAATCGCCCATTTATCACA -GTATTTCAAATAAGCAGAAATTTTAACAATATATTACTTATATTTATGATATAATTCAAATTACAACATA -TTAAAAATATGTTAAAAAATGAATTAATTATCATTTGCCAACATTGGGATAAAAATATTAAAAAAGAAAG -GAGGACAATATTAACCTTTTATCTCAAATGCCAGCGAATGAGTAAAAAACATAAAAGGAGACTTGAGTTA -AATGGCGAAAGTGACAAAAATGAGAAAGGTTGGGGCATTAGTTGTAGGATCTGCATTACTTTTTACAACA -ATGGTTCCTACAAGCATCTTTTCTGCGGCTGCCAGTGACGCAATAAACGTAAGTATAGACACAACGGCTG -AGAGAGCTGCAATTAGTCCCTATATTTATGGTGGAAACTGGGAATTCAATAATGCAAAGTTAACTGCAAA -AAGATTCGGCGGTAACAGAACAACCGGTTACAACTGGGAAAACAACTACTCAAATGCAGGTAGTGACTGG -CAGCAATCCAGTGACACCTATATGTTGACAAGCAACAAAATCCCCGAAGACAAATGGAGTGAACCGGGTG -TAGTAATAACTGATTTTCATGACAAAAACCTTGCAGCCGGTGAACCGTACTCATTGGTAACATTGCAGGC -AGCCGGATATGTTTCTGCAGATGCAAACGGAACTGTAGCAGAAGATGAAGTAGCACCGTCAGAAAGATGG -AAAGAAGTAAAATTCAAAAAGGATGCTCCGTTATCACTTACTCCTGATACAACTGATAATTATGTGTACA -TGGATGAATTGGTAAACTTACTTGTTAATAAGTATGGAAGTGCCTCTACAGCCACAGGAATAAAAGGGTA -TGCTATTGACAATGAACCGGCTCTCTGGTCAGGTACACATCCTAGAATGCATCCTAATAACGCAACCTGT -GCAGAGGTAATAGACAAGAATATCAACCTTGCAAAAACTGTAAAAGGTGTTGACCCAAGTGCAGAAACTT -TCGGTCTTGTAGCGTATGGCTTTGCTGCATATAATGATTTTCAGTCTGCAACTGATTGGAAGGATTTGAA -GGGCAATTACACATGGTTCCTTGATTATTATCTTGACAGCATGAAAAAGGCTTCAACTGAAGCAGGAACC -CGTTTGATAGATGCTCTCGACCTGCACTGGTATCCTGAGGCAAAAGGTGGAGGACAAAGAATATGTTTTG -GTGAAGACCCAACAAATATATTATGTAATAAAGCACGTCTACAGGCAGCCAGAACATTATGGGATCCTAC -ATATAAAGAAGACAGCTGGATAGCACAGTGGTGCAGCTTCGGACTTCCTTTGATTCCAAAGGTACAGGAA -TCCATAGACAAATACAATCCAGGAACAAAGCTTGCATTTACAGAGTATTCATATGGTGCTGACAACCATA -TAACCGGAGGTATAGCAGAAGCTGATGTATTGGGTGTATTCGGCAAATACGGTGTTTACCTTGCAACTGT -TTGGGGCGGCGGAAGCTATACCGCAGCAGGTGTAAACATTTATACCAACTATGACGGAAATGGCTCAAAA -TACGGCGATACAAAGGTAAAAGCTGAAACATCAGATGTAGAAAACAGCTCTGTATATGCTTCTGTTGATT -CAAAAGACGATTCTAAATTACATGTTATTTTAATAAACAAAAATTACGATAGTCCTATGACCGTTAACTT -TGGTATAAACAGCGACAAGCAGTATACATCAGGAAGAGTATGGTCATTTGACAGAAGCAGTGCAAACATA -ACAGAAAAAGATGCTATAGATGCTATAAGCGGTAACAAATTAACTTACACAATACCTGCATTAACCGTAT -GTCACATAGTTCTCGACTCAAGTGCTCAGACAACACTTTACGGAGATGCAAACCATGATGAAACAGTAGA -TGCTATAGATTATGCATATTTTAAGAAAATTTTATTAAATCCTGATTCAGAATATGACAAAACTTGTGAT -TTAAATCTTGATAACGCTGTTGATGCAGTTGATTTTGGAATATTAAAACAATACCTTCTTGGAAAAATTC -AAAGCTTACCTTATAAAACAATAACAGAAAACAAACCGCCGGTAGCTGCTTTTACAGTATCACCCAAAGA -AGCGTTTACCGGAGATAATATAAATTTTGATGCAACAGCTTCAACTGACCCTGACGGAAATGTTCACATT -TATTCATGGGACTTCGGTGATGGTACAGAAGGTTCCGGAGCAAATATTACTCATAAGTATAAAGCACCTG -GAACATACACAATAAAATTGACAGCCTTTGATGAAAAAGGTTTATCAAATTCAGTTACAGATACAGTTAC -CATAACATCCGCCACAGGTGATAATGCAGATGTCAACTTTGAGGATGGAGAATTAAACGGTTTTATAACA -AATGACGCTACAATTACTACTTTGTCAGTAACCTCTGATAAGGCTTTCCAGGGAAACAAGTCTCTCAAAT -GGGACGCTGTAGGTTCAAAAGACGGTAAAGTGGACGCTGAAATAAACAGCAGTGTACATGTTCTAAAACC -AGGACAAACAATGACATTCAGAATTTGGATTCCTGAAGGAGCTCCAATCAAATCAATTCAGCCATACTAT -ATGCCACACAACGCTGATTGGACAGCAGCAGAATGGAATTCTTCATGGAAGGGCTACGACATGGTAAAGA -AGGGTGACTGGAATGAATTTACAGTAACACTTCCTCTTACTACAGATGTAACTTTAACCGAGTGCCAGTT -TGGTATACAAGTTGAAACATCTGCGGAAGGTAACTTTACAATGTATGTTGATTCAATTGATTGGTAATAT -AGTCTTAGTCAAAAGCTCTGAAGCGATAAATCGCTTCAGAGCTTTTTTCTGAATAACTTTATTCACCAAA -ACGGATTACACCCCATATTATATACATGGGGTGAGTTTATGACTAAAAAGGAAATACTTGATGAGGTTAT -TGAAGTTCTGATTAAAAAAGCCTTGGAAGATAAAACATTAAATTCAAGAGGTGAAACAGAAAATGGAGTA -TATTCCTCCTCTGGTTATTGCAAATAATTTTGAGCAGTATAATGATATCAGAAATTCAATAGGAGAAGTA -GGCTTGGAGGTTGGCGGATACATACGAATTTCAACTAAAAAGGACAGTCAGATAACTTCTATCGAAAATC -AAAAAAAATACATAATGGAATGGGCAAGTGTAAATGGGTATAAAATAGTGGATTTCTACATAGACATGAA -AACCGGTGCCTACAGTTATCTCAGGCAAGAAATGGTAAGAATGAAGAATGATATTTCATCGGGGAAAATA -AAAGGTATTGTATCAAAGGAAATATCCAGAACCTCACGTGATATACTTGACATAATTGAGCTTAAAAGAA -GCCTTGCAAATCAAGGTGCTTTTTTTATTTCAATAAAAGAAGGTTATGACAGCAGAACCGACGATGATGA -GTTTCTATTGGTAATACATGCAGGTCTGGCACAAAAGGAGAGAAAAGTAACGGGGTCAAGAGTCAAAATA -ACCCAGATGATAAAGGCAAAGGAAGGAAAAACCAATGTACCTACACCCGCTTTAGGGTATAAGCTGTCTC -CAGACGGTCAGCATATTATTATCAATCCTGCAACAGCAGAAATATATCAACTTATAGTTAAAAAATTTCT -GGAAGGCTGGGGCAGACTCAAAATCTGTAAATATCTAAACTCACAAGGAATCAGGACAAACAGGGGAAAC -GCCAGTTGGAGTACCAATTCCATATATGCAATTCTTACAAACCCTGTATACCTGGGTATAACCATGTACA -ACATAACTTTGACAGTACGTGATGATACGGGTAAAGCAAAAAGAATGGTAAGACCCCGTGATCAATGGAT -AGTAAAAGAAAATACACACCAGCCACTGATTACCAAAGAAAAATTTGAAAGAATTCAGCAGTTGATTCAA -GATAAAAAACAAAAAGAACTGAAAGAATGGAGTTGTACAAAAAAGTACCTATTATCAGGGTTGGTTTACT -GTGGGTCATGCGGTAGCAAACTATATGGGGGAAGGTTTCCAAAAAAAACGGCAAAGCTGAAAATTGAGTC -CGAAAGAACGCCGAAGGACTACTATTACTATTACTTTGACAGAAAGACATCGGGGGTGTGCCGGAACAGT -AAGGCTAATTTTCATATGGATATAGTTGAACAAAAGGTAATTGAAAAGGTGAAAGAAATTCTTTTATCCT -ATGACCAACTGGATGAAATAATTAATAAGAAACACTACCTTTTCGACACAAGATACATAAAAGAAAAAAA -AGAAAACGAAAGACTTAGGGATCGGCTTCAAACTGTAAATAGTGCAATCAGAAGAGAACAATCAGCATAT -GAAGCAGATGTAATAACCCTTGATGAATATAAAACACGGTTGGATGAGCTTCGCCGTCAAAAGCTCTCTT -TAGATGAAAAACTTGAAAAAATAAACTCCACACCTGCTCAATCGGGTAGCTTGGAGGTAGCAAACAAGCT -AAAAGAAACCATACGTAGTTTACATAACCTGGAACAGGATTTTCAGTACGAAATAATAAGAAAATTAATA -AACAAAATATATATAAAAGATAATTATTCTCTTGAGTTTGAATTTACTTTCAGTGATTAATTGAGTAGTT -AGATGCTTATTTTTATAAATTATAAGAATGGACAAGCTATTTATTAATTAAAAATAAAAAAACATGAAAT -CCGGTCCGCCGAGTTGTGTTATTATAATCTTTGCAAGAGCTGCATTTGGTCTTGTTATTTTTACAGGGTA -CTCCAATTTCTTTTCGTAAATCCACATATGTTATTACACCTCCCGTCCGATTTCCCACGGCCATGGATTC -TCAATCCATCTCCATGTTGATAAATCGTTATCCATGTGACCAGCGGTAAGTGGACCAAATCTTTTTGTAA -ATTCAGATTCAAGCTGATGCTTCATGTCTCGGTATTGCTTAAAATACGCCAGAGCAGTCTTATCGTTTGG -ATTTGTATTGAGAAATAAGCCTACTTCTATACAGGCAAATTCGTAAGCCTGAACCTTCCAAAGCAATGCT -TCCCGCTCATTCATAGGCTTCATTCCACTGGTCATTTCCATATGTCCCATATCCATATGTCCCATATCCA -TATGGCCCATACCCATGCCGCCCATATTTCCCATATTTCCACAATCGTCCATGCCACTCATACCCATGCC -ACTCATATCGATGTTATTATTCATATCTGTTTCCCCCTCCCAGGAAAGGCTTATCGAGAGACGGGAAAAG -AGTACCTCTGTCTAACCCTTCATTTACGTCATATGGTCTTTCCCAAAGCTGTGAAGGAACAAATGCCATA -GCAAGAGCTATTTTAGAAGGATTAAAGGGTTTTATAGCACTTTTGTCTCTTTCCTGATAATTGTATTCAT -TTACTAAGTCATCCATTATTCTTCTCCTTTCAAATAAAGCGAATAACTTCCTCTATACTTAGGATATGAA -TAAACAAATATTTAAGTTACATAAAATTAAATAATTCGCATTATGGGTTAGAATAAAGTAATTCTTGACA -GTAAATATATTACAAGTGTAATATTTAATATAAAATACATCAGTTCTTTAACAGGAGGGAAGCTGCTTTG -AAAAACTCTGCAAAAAAAGTTTTGACAGTACTTGTTTTTATTACATGTGTTGTTGCTTTAGTAATTATTT -TAGTATTCGCTAGCAAGGGGAATACTCCAGGCATTATTGATTCCAATAATAGTACAAAGATAAATGCAAG -CGGACAAGTTTACAATGCAGATTACTTATTTGAAAACAAAACTCCCTACGTAGGAAACAACAGCAAGGTT -TTACATATTATAGACAACCTACAGTTTGGTAACTATAGAGGAGAGGTATCACTTCAAACTGAAAAAATCC -CTTACGGAGTAACAGTTAACTATGATTTTCAGAATTTAGTTAAAGAGGATTACCAAAAGGCAAAAATAGA -AAATGAAGAACGATTGAAGCTTGCATTTAAAAGAAACGCAGCAATGATGTTTTGTCTCATTGAAAATCTG -GACAAGATTACCTTTGTTTGTCGCACAGTCAAAGGGACTGCGGAATACGGATTTACCAGAGAAGAAATAC -AAAAAGACTATAATGAAGATTTGAAAGAATATTCAAAGGATAAAAATAAGTTCGGCAGATTTGCAATAAC -ATTAAATAATGACAATCTTATTATACATTCAATGAAAAAATATTCTCCTACCATGTCCAGTGTAGTTGGG -TTGAAAATTATGTCTACCTATGAGGGGAAGGCAGATAATATAAGATATACAGCAACGGATGGTAAATTAA -TACTATTTGACGGCAATAGTGCTGGAAAACAGGGTAATACCCTGACTGTTGAGAAGAATACGCCTATTTT -TTGGAGCCCTTTGTCCGGAGATGATACAAGTTTTAAAGCTGATAAAATTGTTGTTAAAGTAGAAGTGCTA -AACCAAGGGATTAAGATTGCGGAGCAAAATCTTAATATTAAAAAAGAAGGTATAACATATATTATAGAAG -AAAATATCAACGTTATTGCAGATATATAATAAAAAATTAAAGATTTTCAAATTGGACACGCATTATTTTT -TTTATTAAATCATAGAATGGAAAGGTACACTATTTTTGAGGTATTAATTACTTCATTATCATAGGGGGTG -CCTTGCTTGATAGATATACTGGTTTCTACAATCTTTGATGTATTAAGCAATCTTTTTGTAATGATTGGCT -ACGTATCCAATGTAAATTCCTTCCCCCAGCCTTTAAAACCGGAGGAAGAACAGTACTACGTTGAGGCATA -CAAAAATGGTAGTGAGGAAGCAAGAAATATTCTTATTGAAAGAAACTTAAGGCTTGTTGCACATATTGTA -AAAAAATACGGCTCTTGTGGCAGTGACAGCGATGACCTTATCTCTATAGGTACTATCGGATTGATTAAGG -CAATATCCACATTCAACGTGGATAAAGGAACTCGTCTTGCAACCTATGCTGCCAGGTGCATAGAAAATGC -AATTCTCACGCTACGGAAACATATTATATATTTTATATATAATATTCTGTCTTATCGGGGTTTTTCATAT -TAAATTCAGAGAATACCCTGTCACGGATTTTCAAAAAATCATGACTTGTTCGGTCCCGGTTTCTTGCCAG -AGGTACACTGATAATTGATTTTATTTTACCGGGATTAGGTGTCATAATGACAATCCTGTCTGCAAGAAAA -ACAGCTTCTTCAATATCATGGGTAACAAAAATAATAGTCTTTTTCTCATGTTCCCAAATATTTGAGATTT -CATCCTGCATTTTAAGCCTTGTTAATGCATCCAAGGCACCAAAAGGCTCATCCATAAAAATAATTTCAGG -ATCAACAGCCAGAGCACGGGCTATCGCAACACGCTGCTGCATACCGCCTGATAGCTGAGAAGGGTGACTT -TTGCTGAATTTAGAAAGTCCCACTAAATCAATATATCTACTGGCGATATCATACCTTTCCTTTTTTGATA -GTTTTTTACTCTCTAAACCCAATTCAACATTTTTTTGAACTGTCCGCCAAGGCAGAAGACCGTAGTTCTG -AAAAATGGTTACATTGCTGATACAAGGCTCCGAGACCTGTTTACCGTCTATTTGTATAGTACCGCTGTTA -ACTTTTTCAAAACCTGCAACGGAACTAAGAAGCGTAGTCTTGCCACAGCCGCTTGGACCAAGCAGGCATA -TAAACTCCCCTTTTTTAATTTGTAACGATACATGGTCCAAGGCTTTGAAAATAGAATTATTTTGTAAATA -TTCCTTTGAAACATTCTTAATATCAATAAACATTGTTACCTCCAATAACGCCCCATCTTTTCAAGAGCTG -TTTTTCCGCAAGGCCTATAAAACTGTCAAGGATAAGTCCTATAATCCCGATGGACAAAATATTTGCCAGC -AGTAAATCTGCTCTGAGATTGTTTCTTGCATCAATAATCATGAAACCCAGGCCTGTCTGAGCCCCAACCA -TCTCACCTGCTACCAGAAAAACCCATGCTGTTCCTAAAGCAATATGGAGTCCCGAAGCAATTGAAGGAAA -AGCGGCAGGAAGAACTATTTTGGTTAAAAGCATTGGCTGTTTTATGCCAAAGTTCTTTGCAACCTTTATG -TAGGTTTGGTCCACCTTTCCTACGGCGTTTACGGTAGCCAAAAGAATAGGAAAGAATGCTGCTATGAAAA -TTATAACAATAGCAGGAAGGTCACCTATTCCGAATATAAGTACAATAAATGGAAACCAGGCAATCGGTGA -TATGGGCCTTACCAATTGTACAACGGGATTTACAAAGCTCCATGCATTTCTGAACCAACCCAGAACAAGA -CCCAGAGTAACTGCTGAAAAAGCTGCCAGAAGGTATCCTACAAAAAATCTGTACATACTGGACTTGACAC -CTGCAAAAAGAGTTCCGCTTGAAACAAGCTCCAAAAAACCATTTCCAACATCAGGGGGAGAGGGAAGCAG -AGCTTGATTCCAGTACCCCAACGATACGGCTCCCTGCCACAGAATCAATATTAATGCGAATGATACTAGA -ATATGAATCAGTTTCTTCATGTTTGAACCTCCAATCTATTTATTTACCGTAAAAGGCTAGAGTCTACAAA -GTCATCATAAGCCGGAGGATTTGAGGAAATCCCGAATTCCTTGATTTTAGAAGTAAGGCTGTCATATGCT -TCTCTGGTAATTTCGAGGTCGTTGAATGAAATCCATTTTAAGGACAGGGTCAGAACCTTATCGTCAAGAT -TAAGGTATTTCTTTGCAATAGCATTAGCCTCATCCTTGTGAGAACCAATGTATTCACCTGCATCTCTAAA -ACTGGATACAACCTCTTTTGCCACATCCTTGTTGCTGTTAATAAATTTGTCGGACAAAACCAGAGAGCAG -CAAATGGAATCCTTCCAGAGTTCATTGGATTCAAACAATACCTTTCCTGTATCAAGGGCAATAGACTTTG -CTCCAAATGGTTCGGCAACACTATATCCGGCTATTTGACCTTGAGCAAGAGCCGCTGGCATTTCAGGAGG -AGGAAGCTCAACTATGTTTACATCCTTGTAGGAAAGTCCGACATTTTTGAGCATTTGTCCCAAAAGGATG -TTATGGGAGGATTGTCTGTGGGGAATGGCAAAATTCTTTCCCTTTAAATCCGACGGACTTTTAATGTTTT -TGGAAACAACAATTACGTTTCCATCCTTATGACCCAGTGCAACCGCCTTGACTCCGATACTCTGTTCCTT -TGCCTTCATGGCAAGCTCAATAAGAACGGAAGCACCGTCGACATGGCCTGTATTAAGGGCATCCATCAGT -TCGGGCCATGACCCGTATTTGACTAGCTCAATTTTATATTTATTCTCTTTTTTATCCTGCAATTCTTTCT -CCACAAACACAGGCAAAGCATGTGTTAAAGGAAGGTAGGCAATTTTTATGGTTTTTATATTTGATAAACC -GGATTCTTTGACACCGCCGGAATTTCCGCAGGCTGCAGTACCTGCAATTAGTCCAAAAATCAAAGCAGCT -ACAATAGACTTTTTAATACTCATAGTTATCCTCCCAAATCATACTCCAGATTGAACCCTAATATTCTAAT -CCCAGCCTAAAGCTTTTCTCTGTACTTTAAGGTCATTTACAATCTCATTTGCCAATTCGATGTGATTGAC -ATTGACGATCATCCTTGAACCCAGAATATCTTTAGTTCCATTACTCATAAATTCTGTAACATTATCTGAA -CCTTGAGTTGGAGCATATACACAGTGATAAGAATCAATACCCAACAATCTGAAACTCAACGCTGCACATA -TACCTTTTTCGTTAGACCATTCCGGACTAGCAAAAGCATAAGGCATATCCTTGATGTAAATATCAGAAGT -CTCAGCAACAGCCTTAAAAAGTGCGGATGCTCTTGCATTATCCAAACATTCGCCCATATGCCATACAGGA -GGAAGATCCTTTAAAAAACCCTTCAAATTATCACCTGTACGCTCCAAAGCAGCAGTAGAGCAATATCCAA -GTTTCATGAGAGGAAAGGAAGCACACCCGTTGGTTAATACCAGAACATTATTTTCTAAAAGGATGTCTGT -AAGCTCAACTATGGCCTTTTCATAGACAATACGAGGGTTGTTACACCCAACCAGGTTAACAATCCCAAGG -ATTTCACCATTTTTTAATGCTTCTGCAATGGGCTTAACACTTCCAAAATGCCTGTTAATATATTCAACGG -AAAATCCGACTTCCGCTTCAATTTCATATGGCGGAATATAAACTGGAACCTCTCTTCTCTGGGTAAAGCT -CTCAATAGCCCTGTTCAGTATCTTCGTTGCAAGCTCGCTAGTCTGGTCAATATTAGAGTGGTGGTGATCA -AAGCCGTAATGCTCGGCTCCCGGTAGTCTGGCCGAGTCACTCGTGGTAACCACAGTTGTTTTAAAACAGC -TTGCAACCTCCATGATAGAAGGGAAAACATCCTGAACGTCAGCTACCCATAAATCCAAAGCACCAGTTCC -CAGAACCAGCTCAGCTCCGATAGCATTAGAAAGGGGTATAACACCGCCATATCTGTACATAGCAGAAAGT -CCTGAACAGCAAATACCATAAAACTTAATTCCCAAAGCACCGTTTTGCCTTGCAAGTTCTTGAAATTCAT -CTGAATTACCAAGCTTTACAATTTCACTTACCAAAACCGGAGAGTGGCCGTGAATTCCTATGTTAACATA -ACCCTTTTCCAAAGCACCGATATTAACCTTAGAAGTACTTCTTACAGGTAGTCCGAACAAACTGTCCATT -GCGATTGATGAACCCAAAACACAAGACCATGCAAAGGCTACACCTGTACGCAGCATCTGTTTCATAATAT -TTTCCCAATCACTGTCGTTTCCTGTACCTGTTCTGTTAAGACTCTCGAAAACTTCGTGGTAAGGACTGAT -GGGAATAATATCAAGATTACTCCAAACATTAATTCGTTCTTTTGAAGCAAATGCATTAAGTGTATGGTGA -GGCCCGGGAATAGTTCTGGATAAGTCCTCCAATAGAATATCGGCAATTAACCCTGCAAGTTCCTTAATGC -TTTTATTCTCAGTGTCAAGTCCAAAGGCTTTAGCTGTGGCCAACACCTTGTTTTCTCCCTCAATAGGAAA -TTTGATTCTGCCTTCAGAAGCATACTTCAATGCCAGCATACTTTCACGTCCGCGTGCACCATGCTCTGCA -GCACCTGCAGCGACACTCCTGAGTATATTTCGTGCTACAATAACGTCTGCATCAGCTCCACAAACACCTT -TAGGACTTTTTTTCGTAATTTTACATGGCCCCATGTTGCAGATTCTGCAGCAGACTCCTGCAAGACCGAA -GCCGCACTGTGGCTTCTGAGCGTCAAATCTGTCGAAAACAGTCTCGCATCCTTTCTCCTCCATATATAGA -AGCATAGCTTTTACGGCAGGGTCCGGAGTCTGTTCCAGAACCTCCTTCTTCGAAGCGAAACTTTTTCTGT -ATTCAGCTACGGCAGTTGCATAATCATTGCAGCCTGAATCGTTATGATGGTGATTTTCTGAATGATCAAA -TTTTGTGTGATGATATCTAAAATTCATTTTAGCACCCCCTTTAAAAATAATACATAGAATTCCAATAGAT -ATAGTATGAAATGATTATAATAAGTAGAGAATGAAAAGTCAATGATTATTTATACAATTCATATATAAAT -ACTATGCGATTACAAAAATCAATTTATACATACATTTGTACGAGTATAACGCTCATATAGATAAACAACA -ACAAAATCAGGGGCTGTGAAGAATGGGCAAGCAAAAAAAGGACTATGAAATAGTTATTTTTACTCCCGAC -ACCCAGGAACAAATAATGCATCTGAAAAATGAAATAGGAAAGGCATATGGTGAATTTATCATAGAGCATT -TGACCGAGTTGGATATTTCATATAAACAAATAACTTCGATTTATAGAAAAATAATTAAAGAAATCAGGTG -ACTTTATTTATGAGGGCGGCAATATATTCCAGAAAAAGTAGGATTACCGGCAGAGGAGAGAGTATAGAAA -ATCAGATTCAAATTTGCAAAGAGTATGCCATAAACAATTTGGGTTTGTCTGAAAATGATTTTGTAATTTT -TGAAGATGAGGGTTTTTCTGGAGGTAATACAAACAGGCCGGAATTTAAGCATATGATGAGTGAGGCAAGA -AACAAAAAAATTGATATAGTGATTTGCTACAGACTGGATCGTATAAGCAGAAATGTATCGGATTTTTCAC -AGTTGATAAATGAGCTTGAAAGATATAACGTCAGTTTTATTTCCGTTAAGGAGCAGTTCGATACAACGAA -GCCTATGGGAAGAGCCATGATGTATATAGCTTCGGTATTTTCCCAGTTGGAAAGAGAGACGATTGCAGAG -AGAATAAGAGATAATATGCTCCAATTAGCAAAAACAGGAAGATGGCTCGGAGGTGTTAGCCCAACAGGCT -ATAAATCCGAAATGATATTGAAAAAAGACTCGGCCTTAAAGCAGACCAGAATGTTCTGTCTAAGAATAAT -ACCTGAAGAAGCAGAGCTTGTAAAAGATATTTATGATAAATTTATTATTTTCAAATCAATGACCAAGGTA -GAAAAAAGCCTTCTTGAAAACAGACTTAGAACAAAAAACGGGGTGGATTTTTCAAGGTTCTCCTTGAGAT -TTTTACTTACAAATCCTGTATATGCAATTGCAGACGCAAAACTATACTATTATTTATCTGAACAGGGTTA -TGAGATATATTCAGATTTAAGGGCATTTAACGGTGTGAACGGTGTGATGGCCTACAACAAAACAAGGCAG -GGCAAAAACACATTATCAGAAAAGTACAGAGATCCAAAGGAATGGGTAATAGCCGTAGGAATGCATCCGG -GAATTATACCGTCAGGTAAATGGATAGAAGTTCAGAAATTGTTGCAAAGAAATAAAACAAAAGCCTACAG -GAACATCAAAAACACTAGTGCTCTGCTGTCGGGTATTCTGAAATGCGAAAACTGTGGGAGTTTTATGAGA -CCTAAAACCATGACAAGAATGAACTCAAATGGGGATAAGATTTTTTACTATATTTGTGAATTAAAGGAAA -AAAGTAACAAAACACGTTGTGATACACAAAATTTAAACGGTAATATATTGGACTCATTAATACTGGAGAG -AGTGGCTAATATGACGAAAAAATACATTCCGGCAGTCAGTCACAATATATCGGTAAACCGGCTTGGTATG -AAGATGGAGCAGAAACCTGAAATAAAGCTTATTAAAGATAAACTCACGGCAGCAGAAACAGAAATGAAGA -ACCTTATAAGACTTGCATCCAAACAAGCAGATGAAAAGGTACAAACAATGATATTGAAACGTATGCAAAG -TATTTCACAAGATATAAATATATATAGAAGCAAAATCAAAAAGTATGATGATGTTACAAATAAGAGTGGT -ATAGAACCTGCGGATGAGAGAAATCTAATACGTATACTATCAGATCCGGGTTACTGTATTATGAATATGA -TGAAAATAAAGCAAAAGAGGTCTATTATAAAAAGTGCTGTGGATGTTATAACATGGGATGGAAGGCAGAT -AAAGCTCAGGCTGAAAGGAAGCAGTGAAATGTTGCCGGATTGTAAGGATTGCAAATGAGATTCTAATGCA -AATAAGAGCATCCAAGAAAATTCAGAATGAGGTTTCTTTGCAAGACCCTATTGGTGTGGATAAAGAGGGC -AACGAAATCACATTAATTGATTTAATCAGTAATGACTCCGAGTCGGTAGTTGATGAGGTTGAATTAAAAA -TGCAGGTTAAAAAGCTGTACAGTAAAATGAAAGGTACTTTAAAAAACAGAGAAAAGGTGGTCTTGGAATT -AAGGTATGGACTACTGAACGGTTCCAGTAAAACCCAAAGAGAAATTGCTAAAATTTTAGGAATATCCAGA -TCGTACGTATCAAGGATTGAAAAGAAAGCAATAAAAAAATTGAGCAAAGAACTAAAACCTGAGGGCTGCC -ACTAATGGCAGCCTTTTGGATGTTACAAAAGGAATAACCTTAATATCAAGGCTAAATTAGTAATTCAAAA -TTTGCATATAATATTTTATAGAGTTAAAATTAATGATAAAAATGTCGAAAAATTTTGATTACTTATAGAA -GGCCGTGATAACACTTTGTATACCAATAAGGATTTATTACGCCTCTTTTTTCCTGCTCTGACCGAACAGT -TTCTTTCTACAGCGATAGGTGTAGTAAATACTATGATGGTAAGCGGGTTGGGGGCATTTGCAGTATCAGC -AGTAGGAATAGTCGATTCAATCAATTTTGTAGTAATGAATCTGTTTGTAGCTGTTTCCACAGGGGCTACA -GTTACCATAGCACAGCATCTGGGAGCTTCAAACAGAGAGGACGCATCTAAAACCGCATCTCAGGCAATAA -CAGCTGTTCTTATAATGTCAATAATAGCCGGACTGGGACTATACATATTCGGAAACCAGATAATAAATTT -CCTTTTTGGAGATGCCGAAAAAATAGTTAAAACGGCTGCCAGAACATATATGATTTGTTCAGCTATTTCA -TATCCCATACTTGGACTATTTGACGTATGTACGGGAATATTAAGGGCAAGCAATAATTTCAGAGCTGCAA -TGTATGCTGTTGTCGCATCAAATCTGGTTAATTTTTTGGTAGGTGCTCTGTTCATTTTTGTTTTTGATTT -CGGTGTACTGGGAGCCGGAATTGGCTTGATTTGTGCAAGACTGACGGGAACAATTATTGTAGCATATTCC -ATATGTAAGTCACATCATTTGGATGTTCTGCGTAGTTCTTTCAAAATTAAATACAAAATATTGAAGCCTG -TATTATATATTGGACTTCCGGCTGGGATAGACAGTCTGGTTTTTAACGGTGGAAAGCTTTTGGTGCAAGC -AATAGTTGCGTCCCTGGGAACAGCTGCACTTGCCGCAAACAGTATTGCAGGTTCTATTAACTCACTGCTG -AACATACCCGGGAATGCAATGACAATAGTAGCAGTGACAGTAGTAGGTCATTATGCCGGAGCCGGGTTGA -AGGAAGAATTAAACAAGATCATGAAGAAACTCATGGTTTACGCTATGTTACTGCTGGGTGCGGTTTCATT -AATATTTTTCCCATTTGTACACCACTTTTTGAAGCTTTATTCGCCTGCACCGGACGTTGCAAGCCTAGCA -CTAAATATAACATATCTTACGCTCATATGTATACCGGTTTTCTGGCCTGCGGCATTCCTTCTGCCTTCGT -GTCTGAGAAGCACAAGGGATGTTATATTTGTAACGATTGTTTCCATAATGAGTATGTGGATTGTAAGGGT -TTTCGGAGGTTATATGTTGGTAAGGTATACAGGCCTGGGACTTATGGGAATCTGGATTGCCTGGTGCTTT -GACTGGGTAACAAGGGGAATTCCGTTTCTGGAAAGAGTGGCTGCAAAACGTTACGAAAAGTATTTACCCA -AAACAAATAGTGAACCATCTTCATAAAAATATTTTCAAAAAGATTGATAAATATTTTTCAATGTGTTATA -CTAGCAAACGGCAAAATACACACGCATTTTCAGGTTAAAGTGTCGGACAGGTCCGATGGAACAGGAATGC -GGAGGTATTAACTTTAACGGAGGTGTTTATATTATGGCAGTTATTTCAATGAAACAACTTTTGGAGGCAG -GTGTTCACTTTGGTCACCAGACTAGAAGATGGAACCCTAAGATGGCAGAATATATCTTTACAGAGCGTAA -CGGTATATACATCATAGACCTTCAGAAAACAGTAAAAAAGGTTGACGATGCATATTTCTTTATCAGAGAG -ATAGCTATGAACGGACAGGATGTATTGTTCGTTGGAACAAAGAAGCAAGCACAGGATTCAATCAGAGAAG -AAGCTGAAAGAAGTGGACAGTTCTTTGTAAACAACAGATGGTTGGGCGGAATGCTTACTAACTTCAAAAC -TATTACAAAGAGAATCAACAGACTGCACCAGCTAAATGCTATGGAAACAGACGGAACTTTCGAAGTTCTT -CCAAAGAAGGAAGTTAGCAAGCTGAAGAAGGAAATGGCTGATCTCGAAAAGAATCTTGGCGGAATCAAGA -ACATGAAGAAGCTTCCGGGTGCAATGTTTGTTGTTGACCCAAGGAAGGAAAGAAATGCTATTCTTGAAGC -AAAGAGACTCGGTATCCCGGTTGTAGCTATTGTTGATACAAACTGTGATCCTGATGAAGTTGATTTTGTA -ATTCCTGGTAATGACGATGCAATCAGAGCTGTTAAGCTTATTGCTGCTAAGATGGCTGATGCTGTTATAG -AAGGACGTCAGGGAGAACAACTTGCAGAAACTCCTGTTGAAACAGCTGAAGTTGCTGAAGAAGCACAAGT -AGCTGTAGAAGCAGCTGAATAATTTGATTAAAAGAGTATATTATCGGGCTGAGCCTGATAATATACTTAT -GTTTATAAAATGATAATTAAATATTAATCTTATTTTAATAGTAGGATAATAACGGTTTGGAGGATTCAAA -GATGATTACTGCTGAAATGGTAAGGCAGCTCCGAGAAAGAACCGGAGCAGGAATGATGGACTGCAAAAGA -GCACTCACTGACGCAAACGGAGATGCTGAAAAAGCTATCGAATTGTTGAGAGAAAAGGGTCTATCTGCCG -CAGCTAAGAAAGCTGGAAGAGTTGCTGCTGAAGGTTTGGTTGAGGCATATATACACGGCGATGGAAGAAT -TGGTGTTCTTGTTGAAGTAAATATTGAAACAGATTTTGCTGCAAGAGGAGACGAATTCAAGCAGTTCGTT -AAGGATATTGCAATGCAGATAGCTGCAAGCAAGCCTGAATACGTTAAGAAAGAAGACGTTCCTGCTTCAG -TAATTGAAAGCGAAAAGGAAATATTAAGAGCACAGGCAAGAAATGAAGGAAAACCTGAAAAGATTATAGA -TAAAATGGTTGAAGGCAGAATTGAAAAGTTCTATGCTGAAAACTGTTTGTTGGAACAATCATTTATAAAA -GATCCTGATATGACGGTTGGACAGTTGGTGACTGAGAAGATAGCTCATATCGGAGAAAATATTACAATCA -GAAGATTTGCAAGATTTGAAAGAGGCGAAGGTGTCGAAAAGAAAGAAGAAAACTTTGCTGATGAAGTATT -AAAGCAAATAAATGGTTAAAATATGAAGGGAACATATTATTGTATGTTCCCTTTATTCGGGCCTTTTTTG -AAGAAAACTCAAAATATTGTAATTTTTTATTGATTGAAGGTAAAAAGTAATATTATATATGCAACAGTCT -TACTATAATATGTATTCACCCAATGATTACATATATATTACGAATTGAACGGGGGAAATATCTATGAGTG -AACTAAAATATAAGAGGATAATGTTAAAAATCAGTGGAGAAGCACTTGCTGGTGATAAAGGACACGGTAT -TGATACTGATACGGTAAACGAAATATGTGACAGAATATCAGTAGTGCATAAATTGGGTGCTGAAATAGCT -ATTGTTGTAGGAGGAGGTAATTTCTGGAGAGGCAGAAGCGGAAAAGGTATGGACAGAACAACTGCCGACC -ATATGGGAATGCTTGCTACAGTAATTAATTCTCTCGGATTGCAGGATGCACTTGAATCAAGAGATATTCC -AGTAAGAGTTCAGACCGCTATTGAAATGAGACAGATTGCAGAACCTTACGTAAGGAGAAAGGCCGTAAGG -CATCTTGAAAAGAAAAGAATAGTTATATTTGCGTGCGGAATGGGAAATCCTTATTTCTCAACCGATACTG -CGGCAGCACTAAGAGCAGCTGAGATAGATGCACAAGTTATCTTAATGGCAAAAAATGTGGATGGAATATA -TGATTCTGATCCCTCGAAGAATTCTCATGCAATAAAATACAATAAGCTAAGCTATCAAGAATACCTGAAC -AAGGGACTATGTGCAATTGATCTTACAGCAGCTTCTTTCTGTAAGGATAACGCAATACCTACGCTAGTTT -TCGGACTTAATGACCCGGATAACATAATTAAAGCTGCAAAAGGCCAAGAGATTGGTACTACAATATATTG -AAATCCTTCGTAAATAAATGTATTATATAAGTATCAATTTAAGGAGGAGAATTATGGACAAGGAACTTTA -CAAGCCAATCGAAGAAAAAATGAAAAAAACCATAAATGTATTAAGGGACAATCTTGCTGGAATCAGAGCG -GGAAGAGCGAATCCTGCAATATTGGATAAGCTCACAATAGACTATTATGGTGCACCAACTCCTATTCAGC -AGGTTGCTACAGTATCTATCCCTGAAGCCAGGGTTATCTTAATTCAGCCATGGGAAGCAAAGTTGCTTAA -AGACATTGAAAAGGAAATTCAAAAGTCTGATATAGGAATCAATCCTAACAATGATGGTAAGGTTTTAAGG -CTTGTTTTTCCTGCATTAACAGAAGAAAGACGTAGAGAGCTTACAAAGCAGGCTAAAAAAGAGGGCGAAG -AATCAAAGATTGCCATAAGATCAATCAGAAGAGATTCCATTGAAACCATGAAGGCAAAGAAAAAGAGCGG -CGAAATAACAGAGGATGATTTGAAGGATGCAGAAAAGGATATACAAAATATCACTGATAGGTATATCGCT -GAGATAGACAGGGTTATTGAAGCCAAAGATAAGGAAATAATGGAGGTATAACTTAGTTGAGTTATACGGA -AATCGATAAAAACAATGGTTGTACAGTGAATAAAGAGGTTCAGTTGACCTCTTTCTGTAACAGCCTTATT -GGGTATACCTTAAAAGATGCATTGAAAGCGGCTAGTGACAGAAGATATCCTATAGACTGTATTTTTATTT -CATCGCCGCCTAAAATGAATATTACTGAATATGATGATTCATTCAGAGTAATAAGAGTTAAGGCTCTTAA -AAATAAAAGTTTAAACATACTTGTATGTAAACCCCTCTAAAAATGAGGGGTTATTTTAAATAATCTTTAC -TAAATGTATGTATACACACATATAAAAATAGGAGTTGGAAAAATATGGGGTTTTTTAACAGGATATTTCC -CCAAAAGAAATTAAGCGATGATTTTCAATGTGTCCCAAAGCATATAGCAATAATTCCTGACGGTAATGGT -AGGTGGGCAAAGAAAAGAGGCTTACCCAGAAATGTAGGACATAGGGAAGGTTCAATGACGCTTAAAAAGG -TTGTTATTTACTGCTCAAACATTGGAGTAAAACATTTAACAATTTATGCTTTTTCGACCGAAAATTGGAA -AAGACCTCAAAGTGAAGTTGATGCACTTATGAACCTGCTTTTAGAATTTCTTCGTAATGCAGAAAGAGAA -CTGGAAGGAAGCAATGTCAGGATAAAGGTTATAGGTGATATTAACGGACTACCTGGGGAACTGCAAAATG -AAATAGCAAGGGTTGAAAAATTCACTGGAGTAAATAATGGATTAAACTTAAATATTGCATTAAATTATGG -TTCAAGGTTTGAAATACTAAATGCAGTAAGAAATATAGCCCAAGAAATTAAAAACGGAAAACTTTCAATA -AATGATATAGACGAAAAACAACTGGAGCAGCATTTGTATACGAAGGGAATCCCAGAGCCGGATTTGCTGA -TTAGAACCAGTGGGGAGCAAAGAATCAGTAATTACCTGCTTTGGCAGTGTGCGTATACGGAGTTCTGGTT -TACCGATACACTGTGGCCGGATATTAACGACAGACACATTGCTGATGCAATAAAAGCTTTTGAGAAAAGA -AATCGAAGGTATGGTGGAGTAGAAAATTAATGTACACGGAACATGAATATAAATAATCATGTAGTGTTTT -ATAACATGGAGGGTTCTCATGGCAAGAACAAGAATAATAAGCGGACTGGTTGGATTGGTTTTATTAATTG -GTGTACTGTATATGGGTTCAGTCGTACTGGGAATTGTAGTAAGCATTATAGCTGCAATTGGGTTATACGA -ATTTTATAATTCCATATCAAATACAAAAGGAATACATCCTATAAAAATAGTTGGATATTTGTCAATAGTA -CCATTATTTGTTTTGGGATTGCAAAGCACGGGATGGTATAATATAGACCTCGGTATTATGACAGGGATAT -CTGTGTGCCTTATTATTTTTGTAAGTATGGCAAGTATCGTATTTGGACATAAGAAATACAATATAGTAGA -TGCCTGTGCAACCGTTTTTGGAATAGCTTACATACCGTTTCTTATGAGCTTTTTAATTATGCTGAGAAAC -ATGGATAATGGAAATATACTTATATGGCTCATCTTTATTGGTGCATGGGGTACAGACACACTTGCTTATA -CTTTTGGAAGGTTATTTGGAAAAAGAAAGATAATACCTGAAATAAGTCCTAAAAAAACATTGGCAGGTGC -TTTAGGAGGAATATTAGGGTGTACACTGCTTATGGTTATATATGGTATAGTTGTAAATAACTATTTTAAT -TTAGATATCACATATTTTACATTGATTCTACTTGGCCTACTCTGTGGTGTTATATCACAAATAGGTGATT -GGGCTGCATCAGCTATAAAGAGATATGTAAATGTAAAAGATTTTGGAAATATAATGCCGGGACACGGCGG -AGTGCTTGACAGGTTTGACAGTATATTATTTGTTGCTCCTGTAATATATTACGTATTGGCACTATTCATA -AAATAATTAAGAGCTTTTCTTAGGTTACGGTGGTGTTGTGACAATGGCAAAAATTATATCAATAATCGGT -TCAACAGGCTCGATAGGCAGGCAAACTCTGGAGGCGGCAAAAAACCTTGGGATTAAAGTTGCAGCATTAT -CAGCAAATTCAAATATAGATCTTTTGGAAAAGCAGGTACACGAATTCAAACCTGATGTTGTTTCTGTAGG -CAATAGTGAGCTGGCAAAAGAAATGTCAAACAGATTACAGGGTTTCGGAATTGAAGTTTTATGGGGACAG -GACGGTATGAAAAGAGTTGTGGAACATTCGGAAGCTGATACCGTTGTTACTTCTGTGGTTGGAACAGCAG -GTTTGATACCGACAATACATGCTATCAGGCATAAAAAAAATATAGCACTTGCAAACAAGGAGACACTTGT -AACCGCAGGGCAGCTGGTAATGGAAGACGCAAAAAAGAATAATGTAAAAATATTCCCCGTTGACAGTGAA -CATTCGGCTATATACCAGTGTCTTTTAGGAAATAAAGACAAGCAGGTGGAAAAAATAATATTAACTGCTT -CTGGAGGTCCTTTCAGGGGTAAGAATATAAAGGAGCTTAAAAATATAACACCTGCCCAGGCATTAAAACA -TCCCAATTGGAGTATGGGAAACAAGATAACAATTGATTCCGCTACACTTATGAACAAAGGACTTGAGGTA -ATTGAAGCAAAATGGCTGTTTCAGAGGGATTTGGACAGTATTCAGGTTTTAGTTCATCCGCAAAGTATAA -TACATTCAATGGTACAATATGTGGACGGATCGGTTATGGCTCAACTTGGTTCACCTGACATGCGAATACC -GATTCAGTTGGCATTAACCTATCCCGACAGATGTCAAAACAATTTTAACAAGTTGGATTTTCTTAAATGT -CCTCCTTTGACATTTGAAGAACCTGACATAGATACCTTTAAATGTCTCCGACTTGCATATAAATCATTGG -AAATAGGCGGGACGATGCCTGCTGCTTTGAATGCGGCAAATGAGATTGCAGTTGCAGCATTTCTGGAAAA -TCATATAGGCTTTACTGAAATTGCGGAAACAATAGAGCAAGTAATGCAAAGACATAATGTGAATATTTGT -CCTTGCTTGGAAGATATAATAGAAGTAGATTGTTGGGCAAGAACTACGGCAAGACAACTTATCATTTAAA -TTAATCTGCCGGTTTACGGCTTATGGAGGATAGTATGGGAATTTTACTGGCTATATTGGCCTTGAGCTTT -TTAATAATAATACATGAATTGGGTCACTTTTTAGTTGCAAAGGCGTTCAATGTAAGAGTTAATGAATTTT -CACTCTTTATGGGTCCTAAAATCTTTAGTTTCGTTAGAGGTGAAACAACCTACTCTTTAAGGCTAATACC -ATTAGGCGGATACGTTAAAATGGAGGGAGAAGAAGAAGCTTCTGATGACGATAGGGCTTTTAATAAAAAA -CCGATAGGTGTAAGATCTGCAATTATTGCGGCTGGGCCAATAATGAATATAATTATAGCAGTTGTTTTTG -CATTTATAATCATGGCTCAATCTGGGTTTTATACAAATGAGGTAAAGACAGTACTACCGGGTTCTGCCGG -TGAGAAGGCAGGAATACAGGTTGGTGACGTTCTTGAAAAATATAATGGGAAAAACATATATCAGGTAAAC -GACCTTGAAATATTTGCATACCCGCTTACCAATGAGAGTATAGACCTACAGGTAAGAAGGAACGGTGAAA -GTAAGACTATTCATTTTAAACCCGACAGGATGTCCGGATATAAGCTTGGCTTTTCACCAAAAGCTGAAAG -TGGCAGCGAATCCAATGTAGTTGCAAACGTCAGCAATAAATCTCCTGCTATGAAGGCCGGAGTTAAAGAT -GGAGACAGGATTGTAAAACTTAATGGAACACCTGTAAAATCCCGTCAGGATATAGCAAGTGCACTTGACA -AGATAGAATTAAATAACGTAACAATAACAGTTGATAGAAATGGTAAGGAAATAGATCTGGCTCCTGTAGT -GCCAATGCAGGGGAAGAACCCTGAGTACTACGCAATAGGTGTTGACTTCAATCATACAAAAAGCGGTATA -TTTGCATCTTTAAGTCAATCAGTGAAATATAATATATCAATTGCAAGATCGATTTATTACTCAATCGGAT -GGCTATTTACCGGAACAGTTCCCGCAAGTGACCTTATGGGTCCTGTAGGAATAACTACTACCATAAAAGA -TGTTGTTCAGCTGGGCCCGTCAATAATGGATAAACTATTAAACTTATTATCATTTACTGCAATGATAAGT -TTGAACCTGGGGCTGGTAAATCTTATACCATTCCCGGCATTAGACGGAAGTAAGCTGGTACTTCTCCTTG -TTGAGGGTATCCGTAAAAAACCTTTGAGTCCTGAAAGGGAAGCACTAATATCCATGATAGGCTTTGTATT -TCTCATAATGCTAATGATATATGCAACATTTAATGATATATTAAGAATAGGAAGAGGTTAGGATTCTAAA -ATTGGAAGATTGTATAAAAAGAAATCAAACCAAAAAAATAAAGGTTGGAGATATCTTCATAGGCGGAGAT -TCTCCAATCTCCGTTCAATCCATGACCAACACTGATACAAGGGATGTTAAGGCTACTATCCATCAAATTA -AAAGTCTTGAAGAGGCTGGGTGTGATATAGTCAGATTAGCAATTCTGGATAATGAAGCTGCAACAGCCAT -AGGCGAGATAAAAAAGCATGTAAAAATTCCTCTAGTTGCGGATATCCATTATGATTACAGACTTGCAGTT -GAATGTATGAAAAACGGTGTTGATAAAATACGTCTAAATCCAGGTAATATCGGAGGCAATGACCGAGTCA -GAACAGTGGCAGGCATGGCAAAGGAGAGGGGAATTCCTATCAGAATCGGTGTTAATTCCGGTTCGGTAGA -GAAGAGAATTCTGGAAAAATTCGGTGGTGTAACTGCGGAAGGCATGGTAGAAAGTGCTTTGGCACACGTA -GCTATGCTGGAAAATGTTGATTTTAATGACATAGCGATTTCTATTAAGGCCTCTAGCGTACCGATGACAA -TAGCTGCTTACAGATTGCTCTCTGAAAAATGCTTATACCCTTTACATGTTGGAGTTACAGAAGCGGGAAC -AGTTTATAAGGGAACTATAAAATCAGCAGTTGGTATAGGATGCCTTCTTGCAGAAGGTATCGGTGATACT -ATCAGAGTTTCATTGACAGGGGACCCGGTTGAAGAGATAAAAGTTGGAAAGCAGATACTTAAGTCTCTGG -ATTTATTAAAAGAAGGTATAGAGATTGTTTCATGCCCTACCTGCGGTAGGACTCAAGTTAACCTTATAGA -TATAGCAAACAGCATAGAACCTCTACTGGAAAAGTTAAATAAAAATATCAAGGTAGCGATTATGGGATGT -GCTGTAAATGGACCCGGTGAAGCTAAAGACGCTGATATTGGTATTGCGGGTGGTGTAAACGAAGTTTTAC -TATTTAAAAAAGGTCGTATAATCAGAAAAATTCCTCAGGAAAACGTCGTTGAGGAATTAATAAAAGAGAT -AAGTGAAATGTAGTTTGGTGCCAGAATTAAAAAATATAAAGCATAAAAACAAGGCACAAAAAGATTTAGA -TAAAATGGGGTCAAGCTATGGATAGTACAAATAATATAAATAGATTTTTATATGATTTATTCCCCGATGC -AATGGATTTTGACGGGGAATTTTCTGCATTAAAGCAGCTAAAAGTTGAAAGAATGAGTGTTTTTATAAAG -GCGAACAGGCTTGAAATACATACTATAAGTTCTGATATAGTAAGTATTGCACTTATCATGAAAGCAGAAG -AATGTCTCAAGCAAAAGCTTGGGGCACCAAATCTTACTCTAAAAGTCAAATGCAGCAGGAGTTACAGCGT -TGAGGAGTACCTGAGTATTATGTGGAGTGAACTAATGCAAATGCTTACTTCAAAGGTGGCGTTGTGCAGG -GGTATTCTACATGGCTCCAAATATGAGATTTCCGGCAACAAAATAATAATAAACCTGTTGACGTCGGGAG -CAGACATCCTAAAAGCACAAAATTGCCATACAATGTTAGAACAACATATCAAGGGAACCATTTGCCAAAG -TGTAAAGGTTGAATTTTGTGATATGCATGTTGACCATGTCATAATTGAGGAGTATGTTGCAGAAAAAGTC -AAGAATGAGGCAAAAGTAGTGAGCTCCGCAATAACTGCTCTGCCGGAAAATCAGAAACAGAAAAAGTATG -AATTCAAATCCTACGGGTCAGGAGACATGCCCTCCAAGGCAGTTATTACAGGAAAGCCTTTTACTGATAG -TATTATGAAGATATCCGAAGTAACACCTGATTCGGGTAAGGTTGCTGTAGCTGGCGAAGTTTTCAGAACA -GAATACAGGGAAATCAGGGGCGGCAAATACATTTACATATTTGATGTTACAGATTTTACCAGTTCTGTTA -CTGTAAAAATGTTCTTGGAAAAGAAGGATTTCGGAAATATTTCAGAGAGAATAACAGAAGGTGTCTGCTT -ACGTATACGTGGAGAAGCCCAGTATGATAAATTTTCAAAAGAGCTTGCCATAATGGCTTTTGATATTGTT -GAAACAGAAAGGGAAATAAGGCATGACGATGCAGAAGAAAAAAGAGTTGAACTGCACCTGCATACACAAA -TGAGTTCAATGGATGGAGTAACAGCAGTAAAGGACCTGGTAAAACGTGCTGCGCAGTGGGGGCACAAGGC -CATAGCTGTTACAGACCACGGTATAGTTCAGGCATATCCCGATGCATATGCTGCATCCAAGAAAAATAAT -ATAAAAGTAATTTATGGTCTTGAGTGCTATCTTCTGGATGACAGTGTACCTATAGTCTATGGCATTAAAG -AACATTCTCTGGATGACGATTTTGTAGTATTTGACATAGAAACAACAGGTTTAAACCCACAGCAGGACAG -AATTACTGAAATTGGAGCAGTCAAGGTAAGAAACGGTCAAATTGTGGACAGGTTCAGTGCTTTTGTCAAT -CCGGGGGTTTCAATTCCAAGCTTCATAGTTAAGCTGACAGGTATTACTAACGATATGGTTAAGGATGCAC -CTCCCATAGAACAGGTTTTGAATGAGTTTATGGAATTTATACAAGGAAGTGTTCTCGTTGCTCACAATGC -AAACTTTGATGTGGGCTTTATAAAGCATAATGCGAAAATAATTGGAGAAAAAGTTAAAAACCCTTATTTA -GATACCTTGGAGCTTTGCAGGAAAATGTTCCCTGAACTTGGCAGGTACAAGCTCAATATAGTTGCAAAGC -ATTTAAAGATTGAGTTAGAAAATCATCACAGAGCCGTAGATGATTCAATGGCTACTGCAAAAATATTTAT -ACATTGTTTAAATGAACTTAAAGAAAAAGGCTGTAAAAATATAAAGGATATACAGAATGCATTTGACGGA -GAGGTTAACCTTAAAGCCAGTTCTTACCATGCTATTATTTTAGTTAAGAACAAGGTCGGCCTTAAAAATC -TGTATAAAATAGTATCTCAATCCCACCTGAAGTATTTATACAAAAAGCCAAGAGTACCTAAAAAACTTCT -AATGGAATACAGAGAGGGACTTATTCTGGGAAGTGCTTGTGAAGCGGGAGAACTGTACAGAGCAATACTT -AACAACAAGAGTGAGGATGAGATATCAAAAATAGTTCGTTTTTACGATTACCTTGAAATACAGCCCTTGG -GAAATAACCAATTTTTGATAAACAATGGAAAGGTTTCTTCCCAGGAAGAGTTAAAAAAAATTAATAAAAA -AATCATCAGACTTGGTGAACGGCATAGAAAGCCTGTGGTTGCCACATGTGACGTACATTTTATGGATCCC -AGGGATGAGGTATTCAGAAGAATATTAATGTCAGGTCGGGGATTTACCGATGCAGATAATCAAGCACCGC -TTTATTTCAGAACTACAGAAGAAATGCTTGAGGAGTTCAGCTACCTTGGTGAGGAAAAGGCTCGAGAGGT -GGTAATAGAAAATACCAATCTCATCGCTGATATGATTGAGAGCATCGCCCCGGTCCTTGAAGGGACGTTT -CCGCCTAAGATCGAGGGTGCGGAACAAGATATAGAGAATATGGCAATGAACAGAGCAAAAGAGATTTATG -GAGAAGAGCTGCCAGAGGTTGTGGCAAAGAGACTTGAAAAAGAATTGAATTCCATTATAAAAAATGGATT -TGCGGTTATGTATCTCATAGCACAAAAGCTGGTTTCTAAGTCTCTAAACGACGGGTATCTGGTTGGTTCT -AGAGGGTCTGTAGGTTCCTCGTTTGTAGCAAATATGTCCGGGATAACCGAGGTTAATTCTTTGCAGCCTC -ACTATGTATGTGAGAAATGCAAGTATTCCGAATTTATACTTGATGGCTCCTATGACTGTGGATTTGATTT -GCCTGAAAAGGACTGCCCAAATTGTGGGAATAAACTTAAAAAAGACGGTTATGATATACCATTTGAAACA -TTTCTTGGTTTTGACGGTGACAAAGAGCCTGATATTGACTTGAACTTCTCGGGGGATTATCAGCCTGTGG -CACACAAATATACAGAGGAGCTGTTTGGAGAAGGTTATGTATTCAGGGCAGGTACTATAGCATCTGTTGC -CGAAAAAACCGCATATGGCTATGTCAAGAATTATCTTGATGAAAGGAGCATAGTGGTAACAAACGCAGAA -ATAAACAGACTGGTAAAGGGATGTACAGGCATAAAGAGAACTACAGGTCAGCACCCCGGCGGAATAATGA -TAGTACCAAAGGACAAGGAGATATTTGACTTTTCGCCGATACAGAGACCTGCGGACGATATAAAGTCAGA -AATAATAACCACACATTTTGATTACCACTTTTTGCATGGAAGTATATTAAAGCTTGATATTCTGGGGCAT -GATGACCCTACCGTAATCAGAATGCTTGAGGATTTAACAGGAGTCGATGCAAGAACAATCCCAATCGGTG -AGAAAAAAACCATGAGCTTGTTCAGCAGCACTGAAGCACTAGGCGTAAAGCCTGAAGATATAGGAAGTGA -AACAGGAACCTTTGCAGTTCCGGAGTTCGGAACAAAGTTTGTAAGACAAATGCTCCTTGACACCAAGCCA -CAATCCTTTTCTGAATTAATTAGAATATCTGGTCTTTCTCACGGAACCGACGTTTGGCTTAATAACGCCC -AGGAGTTAATCAGAGATGGGATTACTACTCTTTCCCAGAGTATATGCTGCCGTGACGATATAATGATTTA -TCTGATGCACGCAGGACTTCCCCCAAAGACTGCCTTCAAAATAATGGAGGATGTGCGTAAGGGAAAAGGT -GTCAAAGAAGAATATGAAGCAATAATGAAAGAAAATAACGTTCCTGACTGGTATATTCAATCATGTAAAA -AAATAAAGTATATGTTCCCAAAGGCCCATGCAGCAGCATACGTTATGATGGCATTCAGAATAGCTTGGTT -CAAGGTATATTATCCTGAGGCCTTCTACGCAACATACTTTACAGTAAGAGCCGATGATTTTGATGCTGAA -ATGATGACTTACGGTCAGGACAAGGTAAGAAATAAAATAAAAGAATTTGAAATGAAAGGTAATAATATTA -CTACAAAAGAGAAAAATGTCCTTACTATACTTGAGGTTGTAAATGAAATGTATGCCAGAGGAATAAATTT -CCTCCCAATAAATTTGTATCTTTCAGAGGCAACTAAATTCAGAATTGAAGATAAAAGTATAAGGCCGCCT -ATGAATGCACTTCAGGGGCTGGGAGGAGCAGCGGCACAGAACATTATTGAGGCACGCAAAAACGGTGAAT -TCCTTTCAATTGATGAACTTAGGACCAGAGCAAAAATAAGTAAATCGGTAATTGAAATACTGGAAAGAAA -TAACGTGCTGGAGGGAATGCCGGAGAGTAACCAGCTTTGTTTATTTTAAAAAAATAAGAAACATCAATAA -ATTGTTGATAATTAGAAATAATAGTGATATAATACACTAGGATAGAGGTTTAATAGACTTAACTACCGAG -AGTGGGAAATCCCACTCTTTATTGTTTATCCGAACTCTATTAAGTCTTAAAAAGAGTATAACTGGGTAAA -CTTATAATAAGGGCAGTAAGCTGTCTGGTTCATGTTTAAAATTATTTCAAGGGCACTTATAGTGCCTAAG -TTTTTGTGTTTTGAAAATTTGTGCCTTTAAAATTAAGTAAAAAGGCAAACTGAACTGGTCTTAAACCCTA -ACGGAGGCAGAAAAGAATATGAAAAAAAACATTCAGCAAACTGTAACAGAGCTTGTATCACCTGTAGTAG -AAAGTTTAAACTATGAGTTGGTGGATATTGAGTATGTTAAAGAAGGTGCAAATTGGTATTTGAGAGTTTA -TATCGACAAGCCCGGCGGAATCAGTATTGATGATTGTCAGGCAGTAAGCGAACAGGTAAGTGATTTACTT -GACAAAGACGATCCGATTGATCAGAGCTACTTTTTGGAGGTATCTTCACCAGGCCTTGACAGACCATTGA -AAACAGAGAAAGACTTTGCAAAATATAAGGGTGAACTTGTTGAGGTAAAGGTATTTCAACCTATAGACGG -TAAAAAAATATTTGAAGGCGAATTGGTTGGTTTAAAGGATAACATTATAGTAATTAACCAGGATGGTCAC -AATGTCCAGTTTGAAAGAGACGAGGTTGCCATAGTAAAAAGGGTCATTAAATTTTAAATATTTGATTAGT -ATATGGAGGTTGACAAGAAAATGAGCGCTGAGTTGATATTAGCTCTTGAACAGCTGGAAAAGGAAAAGGG -TATTAAAAAGGAAATAATTATTGAGGCTATTGAGGCTGCACTTATTTCTGCATACAAGAAAAACTTTGGT -TCAGCAATGAACGTTAAAGTAAATATAGATAGGGTAACAGGTGATGTAAAAGTTTTTGCACTCAGGAAAG -TTGCTGAAGACCCAGATGTCGAGGCAATGGACATATCAATAGGAGAGGCTGCCAAGCTTAATCCTACACT -GGACATAGGAGATTATGTAGAATCTGAAGTTACTCCAAGGTCCTTTGGAAGAATTGCTGCCCAGACTGCC -AAACAGGTAGTAGTTCAAAAACTAAGAGAAGCAGAAAGAGGAATCATTTACGATGAGTTCTACAATAAGG -AAAGCGACATTGTAACAGGAATCATTCAAAGGATAGAAAAGAGAAATGTAATAGTTGACCTTGGGAAAAC -TGAAGCCGTTCTTGGGTCTACCGAGCAGACTCCCGGAGAGGAATACAGATTTAACGAACGACTGAAGTCA -TATATTGTAGAGGTTAAAAAAACTACAAAAGGTCCTCAGATTATGCTTTCCAGAACACATCCGGGCTTGG -TAAAAAGGTTATTTGAACTGGAAGTACCTGAAATTCATGACGGTACTGTTGAAATAAAGAGTATTTCAAG -GGAACCGGGGTCAAGGACTAAGCTAGCTGTGTACTCTAAAGATGAAAATGTTGATCCTGTAGGAGCATGT -GTTGGGCAGAAGGGTACCAGGGTTCAGGCTATTGTTGATGAACTGAGGGGCGAAAAGATTGATATTATCA -AATGGAGTAATGATCCCAAAGATTATATATCCAGCAGTTTAAGCCCCGCTAAGGTTGTGAGGGTAGATGT -GGACGAAGAAGAAAAATCTGCAAAGGTAGTGGTTCCTGACTATCAGCTTTCATTGGCAATAGGAAAGGAA -GGCCAGAATGCAAGGTTGGCCGCAAAGCTTACCGGCTGGAAAATTGATATAAAGAGCGAATCCCAGCTAA -GACAGTCAATTGAGAAACAACTGTTTGATGATAGCTTAAACAACGGATATTTGGATGAAACAGATACTGA -CAGTATGAATTATGATAATGATGACCATGAAAATAATATAATTGATTGACCCTTTACCACCTTTGGCAAG -GAATTAAGATATTAAATTAAAAATATGGAAGGTGTGGATGGATGAAGCAAAAAAAGATTCCATTACGTAT -GTGCCTGGGCTGTAAGGAAATGAAGCCAAAAAGGGAATTAATACGTGTGGTAAAAAATAATGAGGGAGAA -ATCAGTATTGATCTCGTTGGTAAAAAGCCTGGCAGGGGTGCATACATATGCAGAAGTGCCGATTGTCTTG -AACAGGCGATTAAGGCTAAAAGACTGGAAAAGGCTTTTGAGACTACAATTGACATGGACATTTATAATAT -TCTGAAAAACCAATTGGAGGAAAACGATGAATAAGGTTTATTCCTTATTAGGACTTGCAAAGAAAGCAGG -TCAGCTGTTATCAGGTGATGAAACCTGTGAAAGGACGGTAAAGTCTGGAAAGGCTGAGCTTGTTATAGTT -GCAGATGATGCTTCTGAAAACACGAAGGACAAATTTAAAAGTATGTGTAATTACCACTCTATACCGTACA -GAGAGTACGGACAAAAACTGCAACTCGGTAAGTATACGGGAAAAGATATAAGAGCGGTAGTTTCTATTGT -ATCAAAAGATTTTAAAAATGGCCTTCTTAAATTAATAGATAATTCAACAAACGAAACAGGGGGTGAAGGT -TTTGGAAAAAGCTAGAATATACGAGCTGGCCAAAGAACTTAATACTACAAGTAAAAGGTTGATGGAAAAG -CTTGCTGAGATAGATATAAGCGTTAAAAATCATATGAGCCTTCTTGAACCTCATGAATTAGATGCACTAT -ATAAGCATATAGGTGTTATAAGGCATGATGATAAGAAAAATGAGGTTGAAGAAAAGAAAACTGTAGCGGA -AAGTACTAATACTACAGAAAAAAAGAAGGAAGTAAAAAAGGAAGTAAAGAAAGAAAATAAGAATGCTCCA -AGAATTATCAGGACAACTGAAATAATTATTGATAGTAGTACAGAGGATTCATCGGGAGCGAACAATTTTC -CGAAGAATGAAACAAAAAATGTCCAAAAGAAAAACTATAAAAATAATTTTGTCAAAGTAGAGTCAAGTAC -TTCGGGTTTAAGACCTGGTTTTGTTCGGGATGTTAAACCGGATTTAAGAAATAAACAGAATGCAGCAAGC -AGTAAGAATGAAGTAAAAAAGGCACTGCCGAAGGAAACGTCTGCACCTAAAGAAGAAGTTTTAAATTCCA -AAATAATAAATGAGGACATTCATAAAGAGGAAAAAACTGTGGCGGATAACAAGGGAAATGGATCTAAAGT -TTTAAAGGGTAGCTCAAATACGGAATCAGCACAATTAAACAATAAAGTTGCTGCTGTTGAAAAAGAAGAG -CAGAAGAGTATTAATAAACCTGAAAGTGCTCAAATATCTACGCAATCAGAAAATAAGCCACAGCAGAGCA -ATGGGGCAAAACAGCCTGAAGAGGCGGTTGTATCAGTTAACAAGGATTCTATTGGTAAATCTGAACAGGT -AACTGCTCAAAACGACGTTCCATCTGTTAACAAGGTTCACCCACAGGAGAAGCCTGTTCATAGAACAGAC -AGACCACAGGGACAATACAACAACCAGAGGTCAGACAGACCACAAGGACAATATAACAACCAGAGGTCAG -ACAGACCACAGGGACAGTACAACAACCAGAGATCAGACAGACCACAAGGTCAGTACAACAATCAGAGGTC -AGATAGACCACAGGGTCAGTATAATAACCAGAGGTCAGACAGACCGCAGGGGCAGTACAACAACCAGAGG -TCAGACAGACCGCAGGGTCAGTACAATAACCAGAGGTCAGACAGACCGCAAGGTCAGTACAACAACCAGA -GGTCAGACAGACCACAGGGACAGTACAACAACCAGAGGTCAGACAGACCACAGGGACAGTACAACAACCA -GAGGTCAGACAGACCACAGGGACAATACAACAACCAGAGATCAGACAGACCACATGGTCAGTATAATAAC -CAGAGGTCAGACAGACCGCAGGGGCAATATGGAAATAAAAGACCTGACAGACCGCAGGGACAGCACAGAC -AGCAAAATCTGGATATACCAAAGCCGGATGCTTCTGTAGCACAGGAAGCTTTTGATTCACAAAGAAATGA -AGCAAGAAGAGAGTTCCAGGGTAGAGATTTCGATAAAAACGTAAAGAGAGAAGAAAAACAAAAGAAAGAA -GCACCAAAGAGCAATACAGCTACAAAGCAGAGGTTTAGGCCTCAGAAGATAGTTATTGAGAAGAAAGGTG -TTTCTGAAATTCTCTCAGAAGATTATATTTTTAACGAATTTTATAACGATGATGGTAAAAAGAAGAAGCA -TAGAAATAAAAGAAATGATAAGGTGCAGGTTAAGTACATTCCTCCAAAGGCAGTACTTACTTCCATAACC -ATCCCGGAATCACTCACAGTAAAGGATCTGGCTGAGTCTCTTAAAAAGACTTCGACAGAAATTATCAAGA -AGTTGATGGCTTATGGTGTAATGGCAACTCTCAATAATGAGGTTGATTTTGAAACAGCTACAATAATTGC -TGAAGAATATGGAGTAAAGACGGAGAAGGCTATTCAAGTTAGCGAAGAGGATATTCTCTTTGATGATGAT -GAAGTTCAAGATGAGTCAAAACTCCAGCCAAGACCGCCGGTTGTTGTTGTAATGGGACACGTTGACCATG -GTAAGACTTCATTGCTTGATGCGATCAGAAGTGAACACGTAATAGATAGCGAAGCCGGTGGAATTACACA -GCATATCGGTGCATATACAGTTAAGGCCAATGACAGGGCTATTACTTTCCTTGATACACCGGGCCATGAA -GCGTTTACTGCAATGCGTGCCAGAGGAGCACAGGTGACAGATATTGCAATACTTGTTGTAGCTGCTGACG -ATGGAGTAATGCCACAGACCATCGAAGCAATTAACCATGCAAAGGCTGCTAATGTAACAATTATTGTTGC -AATAAACAAAATAGATAAGCCAAGTGCAAATCCTGACAAGGTTAAGCAGGAGCTGACCGAATACGGAATT -GTTGCAGAAGAATGGGGCGGAGATGCAATAATGGTTCCAGTTTCCGCAAAAAAGAGAGAGAATATAGATC -AATTACTGGAAATGGTACTTCTGGCTGCGGATATGCTTGAATTAAAGGCAGACCCTGAAAGACAGGCAAA -AGGTACAGTTATCGAAGCCAAGCTTGATAAGGAAAGAGGACCTGTTGCTACTGTTCTTGTCCAGAGAGGT -ACATTGAAAACCGGAGATTCACTAATTGCAGGTTCAACATTTGGTAGAATCAAAGCAATGACAAGTGATA -AAGGTCACGCGATCAAAGCAGCCGGTCCTTCAATACCAGTTGAAATTCTGGGTATGGATGAGGTTCCGGA -AGCTGGAGAAGTTTTTTATGCAGTAACTGAAGATAAGGTAGCGAAGCACCTTGTTGAAAAGCGTAAGTTC -AAACAGAAAGAACAGCAGTTTAAGGCGACCTCAAAGGTTACTCTTGAAGATCTGTTTACTCAGATAAAAG -AAGGTAAAGTAAAAGATTTAAATATTATAATAAAAGCTGATGTTCAGGGTTCAGTTGAAGCAGTAAAGCA -GTCTCTTGAAAAGTTAAGCAATGACGAGGTAAGAGTCAAGACTATACATGGTGCTGTAGGTGCTATTACC -GAGTCAGATGTAACTTTGGCTCAGGTTTCAAATGCCATTATTATAGGCTTTAATGTAAGACCTGGTGCAA -ACGTTACTGAAGCTGCTAAGAATGCAGAAGTTGATATGAGATTGTACAGCGTTATTTACAAGGCTATAGA -AGATGTTCAGGCTGCTATGAATGGTATGCTTGAGCCAACCTATAAGGAAGTGATACTCGGACACATTGAA -ATCAGGCAAATATTCAAGGTTTCAGGTGTGGGAACCATCGGTGGTGCTTATGTAACTGACGGTAAGGTAC -AGAGAAATTCCGAGGTTAGGGTTGTCAGAGAAGGTATTGTTATTCACGAAGGTAAGCTTGCTTCTCTCAA -GAGGTTCAAGGACGATGTCAAGGAAGTTGCTCAAGGTTTTGAATGTGGTGTATCGATAGAGCGTTTCAAT -GACATTAAGGAAGGCGATGTAATCGAAGCCTTCGTTATGGAGGAAGTTAAAAGATAACAATAAAAGTACT -GTGATTAAATAGGTTGAAGTGGAGGTTATCCAATTCAACCTATTTACATATAAAGAGTTATTTTGAATAT -GGAAACAATCTGTATTTAACCATAGATAAATGTCAATAATTGCATTAGTGTAATTGTAGGATTAGCCTCC -TTTATTCGCTTACATGTGAATAAGGGAGAAGTTTAAAAATATTCAGCCTATAATGGCAGATGGAGGCTAA -TAACATGGCAGACAGAATAGTTAGGATATCAGAAGAAGTTAAAAAAGAAATAAGCAATATAATACAAAAT -GACATAAAGGATCCAAGACTTCCAAGTATGGTTAGCATAGTTTCATGCAGTGTAACCAAGGATTTAAGAT -ATGCAAAAGTGTATGTAAGTGTTTTTGGAAACGATGAACAAAAGAAAAACGCCATAAGTGCTTTAAAAAG -TGCGGCAGGTTTCATCAGACGTGAGCTGGGGCATAGAGTTCAGCTAAGGTATACACCAGAGATACACTTT -GAACTTGATACATCTATTGAACATGGTTTTCATATTAACAAGCTTCTTGATGACGCAAAAAAGGAATTTA -CAGAATAACATGTTTAATTAAACTATTGAGGTATATAACAATGGAAAAAGGATTAATAAAAGCAATTGAA -ACGGCAGAAAGCATAGCAATTTTTCCCCATACCTCTGCCGATGGTGATGCAATAGGTTCATCCCTTGCTT -TAGCTTTAGCATTAAAGAAAACCGGCAAAAAGGTAATTGTGTATATGGAAGAAAGTATACCTGATACCTA -CAAATTCTTGCCTGGTAGTGAGCTTGCGGTGTTTATCAGCGAAAATGACGATATTATGGGGCTAAATATT -GCACTAGATACAGGTGATACGGCGAGACTTGCGTCAAGAGCAGCACTCTTTTTTAAAGCTCCGGCTACTA -TAAATATAGATCATCATATTACAAATACAAAGTTTGCTCAGTATAACCATGTTGATGCTTCAGCCGCATC -AACAGGTGAACTTGTATTTTTGCTTCTTAAAGAAATGAACTATGAAATTGATGCGGATATGGCTAAATGT -CTTTATACTGCCATTGTAACAGATACAGGTGGTTTTAAGTATGGCAATACAACTGCTGAAACTCATAGGA -CAGCAGCAGAGCTGCTTTCAACAGGTATAGATGTTGCGGACCTTTCACAGAAATTATTTGACAATACAAC -TTTTGTAAAGCTCAAGCTTACCCAGAAAGCAATTGAGCTTTTGGAACTATATGAAAATGACTTGTTGGCT -GTTACCGTTATAACACAGGATGTTTTGCAGTCAACAGGTGCCAAAGATGAAGACTGTGATGGACTTGTAA -ACATAGGAAGGTCTATTGAAGGAGTAGAGGTATCGGTTCTTATAAAAGAAAAGAGTACTAATGAAATCCG -AGTAAATCTAAGGTCAAAAACATATGTAGATGTTTCAGAAATTGCAGCTGCCTTTGGAGGCGGTGGACAT -AAAAGGGCTGCCGGGTGTACAATAAAAGGCAGAATTACAGATGTTAAAGAGCAATTGATTAACACTATAA -AGGATAAGCTTAAACGGAGATAAGTATGAACGGTATTTTAAATGTTTTAAAGCCGGCCGGAATGACATCT -TTTGATGTGATTGGGTATATGAGAAAACTAACCGGTCAAAAAAAGATAGGGCATGCGGGTACACTAGATC -CATCGGCTGTCGGAGTTTTACCTTTATGCATTGGTAATGCCACAAAGGCTTTAGAGTTTATGATAAATAA -GGATAAGGTTTACCGTGCGGAACTGACACTTGGGATTTCAACCGATACCCAGGACTCTTCTGGTACGGTT -TTGTCTTTTCATTCAGTCGACGTAACTGAAAATGATATTAAAAAATCAATAATTAGTTTTATGGGTACTA -TAGAACAGCTTCCTCCAATGTATTCTGCAATAAAAATTGGCGGTAAGAAACTCTACGAATTAGCAAGACA -GGGACAGACGATAGAACGGGAATCAAGAACTATTCAAATTTACAACATAGACATTATCAGAATTTGGGAT -GATAGTGAAGTATTTGAATCAGAAGGAATACCACAAGAATTTGCCATAAAAAAAGTCCTTTTGGATATTC -ATTGTTCAAAGGGAACATATATAAGGACATTATGCCATGATATTGGAGAAAAGCTTGGCTGCGGTGGCCA -TATGTCATTTCTTGTAAGAACAAGGGCAGGACAGTACGACCTTGATAATTCTTTGACAATTGAAGAAGTC -GCCCAATTGTCAGAAACTAAATCTCTTGAAGTTCATTTATTGCCAGTTGAAAAGGTATTTGAAGAGTATG -ATAGAATAGAATTGAACAAGGAAGAACTTTTCAAGTATAATAACGGAGTATGGCTCGAAGTAGAAAAAAA -CAAATATAAGAATACCTTTTACAGGGTATATAATAATAATAGTTTTCTTGGGCTAGGAGAAGTTTTTGAA -AAGGGAAATACTCTATATTTAAAATCAAAAAAGTTTTTTAAATGATGAACACTAAGGAGACATAATATGC -AGGTTATTAATTCAAATAATTCTAACAATATATTCAGTTGCTATACTGGTGTCGGTCTTGGTAATTTTGA -CGGCTTGCATATCGGACATATGGCTCTTATTAACACATTAATAAGAGAATCGAAACTAAACGGACTATCA -TCGGTAGTATATACATTTACAAGACATACAGAAAATATACTAAGAAAAAAGCTTATTACACCTCTGTTAC -TTACAGAAAGTAAGAAAATAGAACTTTTAAGCGAAACTACCCTTGATTATCTGTATCTTGATGAGTTTAA -CGAAGCATTTTCAAGAATGTCTCCGGAAGAGTTTGTAATAAAAATTCTTAAAAGCAAACTTAATATAAAG -CTGGCTGTAGCCGGACATGATTACAGGTTTGGTTATAAAGGTGAGGGTGATATACCCTTGCTAGAACAAT -TTGGAAAGAAATATGGCTTCAAGGTGGTCGTTATTCCGCCGATTACCTGTGATAATGAGATAATAAGCAG -TACCAGCATTAGGCAATCCATTATAAACGGTAATCTTGAAACAGCTTATAAGCTGTTGGGAAGAAATTAT -TCAATAATAGCAGAAGTGGTAAATGGCAGGCGGGTAGGAAACACAATAGGATTTCCTACGGCAAATATTC -ATCCTGAAAAGTATCTTGTATTGCCACACAATGGAGTTTATATCACAAAAACACTTTTAAACGGACATCT -ATACAACAGTATGACAAATGTCGGCTATAATCCTACATTTGAGGATGTACAGCAGAAAACCATTGAGACA -CACATAATGGACTTTCATCAGGATATTTACGGAGAAAAAATTGAAGTGTTCTTTTTGAAAAAAATACGCG -ACGAAAAGAAATTCTCTAATGTTGAAGAGCTGATAATTCAGATAACAAAAGATATGAGGGTTGCAAGGGA -TTACTTAAACATAGACAGTTAGGAGATAGAATATATTAAAATATGACGGGTTATAGGATTATTATAACGG -GCATTGTACAAGGAGTAGGCTTCAGACCTTTCATTTTTAACCTGGCAGAAAGGTTTGGAATGAAAGGTTG -GGTAGGCAACACTGACAGCAACGTAATAATAGAGATTGATTCAGATTTTCAAAAGGTAGTTGACTTTATA -AATGAAATTAAAAAATCGGCACCTGTCCTATCCAGAATAAAATCAATAGAATACAAAGACATAGTATATC -AAGGCTTTAAGAATTTTGAAATCAGACACAGCCAAAAGAATTCCAAGGGGCCTGTTTTCATATCACCGGA -TGTTGCAACCTGCTGCGATTGTCTAAGAGAAATGAAAGATAAAAGTGACAGAAGATATAGGTATCCATTT -ATCAACTGTACAAACTGTGGTCCAAGGTTCACCATAATTAAGAATATTCCTTATGACAGGGATAATACCA -CAATGAAATATTTCGAAATGTGTGAAAATTGCAGGCAGGAGTACACAAAGCCTTCAGACAGACGGTATCA -CACACAGCCTGTATCTTGCCATGAATGCGGCCCCCATCTGAGTATAGCTGATGAAACAGGAAAAATAATG -CGGGAAATACAATCAAGCAGAGAATGTATCACTTTTACAGCTGACTTGGTTAAAAAGGGTAATATTGTTG -CTGTAAAAGGCATAGGCGGATATCACCTTGCTTGCGATGGATTGAACAAAAAAGCTGTTGACAGACTCAG -GACCAGAAAACACAGGGATGACAAGCCTTTTGCAGTAATGGCAAAGGATTTAAGGACAGCTGAAAAGTAT -TGCAAAATCAACTATGTTGAAAAAAACATATTGACTTCAACTGCAAGTCCCATTGTCTTGCTTGAAAAAA -AAGACGGTGTAATTCTACCTGAATCCTTAGCACATCTTAACAGGTACCTTGGGGTTATGTTGCCCTATAC -TCCTGTTCACCATTTATTGTTTGAGGAAAAAGGTTTTCCCGAGCTTCTGGTAATGACCAGCGGAAACTTG -AGCAACGAACCGATTTTTTACAAGGACGAGGAAGCTGTGGAAGGACTTCAGGGAATTGCAGACGCTTACC -TGACAAATAACAGGGAAATATATATAAGAACTGATGATTCCGTTACTAGAGTATTTAATGCTAAAGAATA -TATCATAAGAAGGGCGAGGGGCCATGTACCAAATCCTGTTTCCATAAATGTGCACGAATTACTGGATATG -GATAAAACTATTGAAATACCGTCGGTACTTGCCTGTGGAGGAGAGCTTAAAAATGTTTTTTGCTTGAATA -AAGGCAAAAACTTCTATTTAAGTCATCATATTGGGGATTTAGAAAATGAAAGTACTAATATTGCTTTTCG -TAATGGGATTGAACACTTTAAGCGATTGTTTGATATATCACCCCAATTAATAGCATATGATCTTCACCCC -AATTACTATTCATCTCAATACGCACTTAAGCAACGGTATGTTGAAAAAGTTTCCATACAGCATCATAAGG -CACACATTGCCTCTTGTATGGCAGAAAATAAGCTAAAAGGTGATGTAATAGGAGTTTCCTTTGACGGAAC -AGGCTACGGTGAAGATGGAAACATATGGGGAGGAGAGTTTTTTACGGGAGGTTATTACGGCTTCCGTAGA -GCCGGACATCTGGCTTATGTTATGATGCCTGGAAGTGATTCTGCCGTAAGACATCCTTGGCGTATGGCTT -TAAGCTATTTGTATGCGTCAGTTCAGGGAGTACCTGATAAGGTAATGGAAATAACGAATAAGCTTCCGGC -ATTTATGGATAGAAGTAAGGAAGAGATAATTTTTACAATAAAAATGCTTGAAAAAAGAATAAATAGTCCG -TTTACTTCAAGTATGGGTCGTTTTTTTGATGCGGTTTCGGCTTTACTTGGTATTAAAACAAATATCAGCT -ATGAAGGACAGGCCGCTATTGAACTGGAATACTATGCCGATTTGTCCTGCACCGACCCCTACCTTTTTGA -TATTGAAAAAACGGTATTTGAAGAAAGCTTTACAATTAACACAGGCTGTACCATTAAGCAGATTGTTGAT -GATATTCTGGCAGGAAAAGGTTTAGGTTACATCTCTTCCAGATTTCATACCACAATAGCCCATATTGTCC -TTGAAGGATGTTTGAATATCAGAAGCAGGAAGGGTCTGAAGAATGTTGTTTTAAGCGGTGGAGTATTTCA -AAACATAACGCTTCTTAAAATGACGGTGGATTCATTGGAAAAACAAGGTTTTAAGGTCTTTATCCATTCC -GAAGTACCGTCAAACGATGGTGGAATATCATTGGGACAGTCGATAATGGCAATCGCACAAATGATCAAAA -AGAGACAAGTTGACTTTCCAGCTCTTGAAGATTGAAATGCAAATCATCAGGGTATATACTCTATAATGTA -CGTTAATAGAACCTTTTAATATAAATACAGTTAACTAATATATAACAACAGGGGGATTAAGATATGTGTT -TAGGATTACCTGCAAAGGTTGTAAGTATTGATGGAAACAGCAGTAATGTTGAAATGATGGGAGTAACGAA -CAAGGTTTCGATAGATCTTTTGGAAAGTGTCAAGGTTGGTGACTATGTTCTTGTACACGCAGGATGTGCC -ATACAGGTTCTTGATGAGGAAGAGGCACTTAAAACTATAGATATATTCAATGAAATAAAGGAGCTTGGCA -TTAAATGAGAAACTATATAGATGATTTCAGGGACAGTGAGGTTATAAGCAGAATCGTACAAAGCCTGCAA -GGTTACTCCGGGCCTAAGTTGAAAATAATGGAAGTGTGCGGAACCCATACAATGGCTATATCCAGATATG -GACTCCGTTCACTTCTCCCCCGGCAAATAGAACTGGTTTCAGGGCCGGGATGCCCTGTCTGCGTAACACC -AACGTCTTATATTGACAGTGCGACTGAGCTTGCAGATAGCAAGAATGTAATCATTACTACCTTTGGGGAT -ATGATGAGAGTTCCTGGAAACAACAGTACGCTACTTCACAAAAAGGCTCAAGGCAGCAACGTCCAGATGG -TGTATTCTCCACTTAATGCAGTTGAATTGGCGAGAAATAATCCAGACAAGGAGGTTGTTTTTTTATCGGT -AGGTTTTGAAACAACAACACCTGTAATAGCACTCTCCGTACTAAAGGCAAAAAGCGAGGGTATAAAAAAT -TATTCAGTGCTTACTGCAAATAAGACTATGCCCGAGGCAATCAAGGCCTTGGCAGATGACAAGGAACTTC -AAATTGACGGATTTCTGTATCCGGGACATGTTTCTGCTATAATTGGTACAGACTTTTTTTCCTATGTGGC -GTATAATATGGAAAAGGCTGGTGTGGTGGCAGGCTTCGAACCATTGGATATACTGTATTCCATTAAGGTG -CTAGTAGATAATATTGCAAACGGGAGCATTGTGTTTGAGAACATGTATTCTCGAATTGTAGCAAGGGAGG -GAAACATCAAAGCACAGCAAAAAATGTACGAGGTTTTTGAACCTGTTGATGTAGTTTGGCGTGGAATAGG -CATGATTCCCAGATCCGGTTTAGGGCTTGTAAAAGATTATGAACAGTTCGATGCTGCAAAAAAATTTGAT -ATAAAATCTAAAGATATACCTGAGCCAAAAGGATGTCTGTGTGGAGAGGTTCTCAAAGGGAAAAAACGTC -CTGGAGACTGCAAGCTTTTCAAAAAAAGATGTACTCCCGAAACTCCGGTAGGTTCATGTATGGTTTCTTC -TGAAGGGACCTGTGCCGCGTACTACAAATATGGAGAATAAAAATATATAGCACAAAATGCGGAGGCTAAT -AAATCAAATATGGAAAAAAATATGGTAACCATAGCCCATGGTAGCGGCGGAGCAGCTACTTCTAGGCTGA -TTGAACAAACATTTAAAAAGCACTTTGATAACGACATATTGTCGCAGGGAGATGATTGTGCAAGACTGGA -TATAGGTGATGCAAGAAATCTGGTATTTACAACCGATAGTTTTGTGGTAACTCCTATATTTTTTAACGGA -GGTAATATAGGAAAGCTCGCGGTATGCGGTACAGTCAACGATCTGGCAACCAGCGGAGCAAAACCTCTTT -ATTTAAGCTGTGGATTTATTATTGAGGAGGGCTTTGATTTAGAGGATTTGGAAGAAATAGTTAAAACAAT -GAGTGCCACCGCCCGTGAATGTGGTGTCAAAATAGTAACTGGTGACACTAAGGTAGTTCAAAAAGGAGCT -GCAGACAAAGTATTTATTAATACTTCGGGTATAGGGGTTATCCCCGATGGCTTGAACATTTCGGGTAAAA -ATGCTAAGGCTGGAGATAAGATTATAATATCAGGCACTATAGGTGACCATGGTAGCAGTATTTTTCTTGA -ACGTGAAAATATGGGTTTTCAGGCAAAAATCCAAAGTGACTGTGCTCCTTTATCAGGTATGGTACAGGAT -ATATTATCAGTTGTGCCTGACGTTCATGTTTTAAGAGACCCTACCAGGGGAGGAGTTGCTACAACCCTGA -ATGAGATTGCTGTCCAAAGTAATGTTTCTATTCTGATAAGGGAAGACAGTCTGCCTGTAAAACGTGAGGT -TCAGGGAGTCTGTGAGCTTTTGGGTATGGATCCTTTATATATGGCCAATGAGGGAAAAATGCTTTGTTTT -GTTAGTGAAGATAAGTCAGAAAGGGTACTGGAAGTGCTTCGTAAAAACAAATATGGTAAAGATGCAAGGA -TAATAGGAGAGGTAACAGAAGAAAGACAACCCAAGGTTCTCCTAAAGGCACTCAGTGGGGGGAACAGAAT -TATCAGTGTTCTTGCAGGGGACCAGCTCCCACGCATTTGCTAAAGCAGTTTCCTATTTTTTATTAGGGGG -GGGAAGGAACCTTGATTATATCAATAAAGGATTTAGGTAAGGTTTATAAAAATGGGCAGATAGAGGTTGA -GGCGTTAAGAAATGTCGATGTAAATATTGACAAGGAAGAATTTGTTGCAATAATGGGGCCGTCCGGGTCA -GGAAAATCAACGTTAATGAATATTATAGGCTGCCTTGACAAATCCACTACAGGGGAATATTGGCTGGATG -GAGTTAATATTTCTACGCTTAATGAAACTGAACTGGCAAGGGTAAGAAACCGTAAAATAGGTTTTGTTTT -TCAATCGTTTAATTTGCTTCCAAGAATTACTGCCCTGCAAAACGTTGAACTTCCAATGATATATGCCGGG -GTAGGTGCAAAGGAGAGGCGTAAAAGAGCTATGTTGGCATTGGAGAGGGTCGGACTTGAGAAAAGAGTGC -ATCACAAGCCAAACGAAATGTCTGGAGGACAGAAGCAGAGGGTTGCTATAGCAAGGTCCCTTGTTAATTC -TCCTGCCATTATACTTGCTGATGAACCGACAGGTAACCTTGATAGTACGGCTGGAGAAGAAATAATGACA -GTATTTCAGGACTTGAACCGGGAAGGAGTTACTATTGTACTTGTAACTCACGAGCCGGACATTGCAGAGC -ATACTAAAAGAGTATTACGATTTAAAGACGGTATGCTAAGAAGCGATGAAATAGTCCAAAACCCACTTGA -TGCAAGAAGTGTATTAAGTCAGTACAAGGAAGAAGCCTAGAAGCTTATCCCTTACAAATATAAATTTTGC -CGCTGGACAGTGGCAATGGAGGTATGATGATGGAAGAAAATACACAAGTATCTGTTAGCGGAGCTGTTAG -CCTCACGCAAAGCAGTCAGATGAGCTTTATTAAAAGGGTAGCAGGCGTGCTTTTCTGGCCCGGAAAAACA -ATGGACAACCTTGCAGAAAGACCAAGAATAGCGTTTCCTTTTATTTTTCTGCCTATTGTACAACTGGCAG -CTATTTTTGCAATGTTCCCTATGTATAGGGAATTTGTTAGAATCAGTACGGAAAAATTGATAGCAAACGG -CTTGGAAATACCGGCAGATACATTAGAGACTACTCTCAATGTCTCGACAGTTTCAGGGATAATCGGAGGG -GCTATAGGTGTTGTAATATCATGGGTTCTGGGATCCTTGATTTTATGGGGAATTATTAAGCTTTTTAAAG -GACAGGGGTATTTTAAACAGATATTGTCCATAACAGGGTATGCCGGCGTAATTACAGTACTTTCAGCCGT -GGTACAGGTTATTCAAACCAACATTGCAGGTGTTTACGACAATATGAGCTATACCAGTATAGCTGTACTT -ATGCCTAGGATGGACGGAAACTTTATTTTTGGTATGGCTAAGTTTCTGGATGTATTCAGTATATGGCACT -ACGCGGTTATCGCTATAGGTGTTGCCACAGTTAGTAAGTTGCCCAAAAAGAAGGCTTATTTGATTGTTGG -TGCGATTTTTGTAATTCAATTGCTGTATGCCGGGGTAACTGAATTTAGAATAGCCGGATTAATGTAGGAT -TTCATTGGAGACATGGAGGTTAAAATGAAAAAGAAAATAATTATTGGTGTAAGCCTGGCTGTTGTTATAG -TGGCACTGATAGCCGTGGGAGTTGTGAAAAATGCAGGATCAGTTGGTTCAGGGGCTGTTTTTGCAGTACA -GACAGGTGAAATAAAAAAAGGTGATGTAAGTTCATTTATTTCTGCAAACGGTACAGTTTCTGAAATAGAA -AAATCCGAGGTATACATAGATAATCCTGTGAAAGTAACCAAACTATATGTGAAGCAGAATGACACGGTTA -AAAAGGGACAAAAGCTTGCAGATATAGATGTGGATGATTTGAATACCCAGCTTGAAACTCAAAAGCTCCA -GAAGAAAAGTCAGGAATTGCTTCTGAAGAAGGCTAAGACAGCTGATACTACAATCAGTACTTTAAACCAT -CAGAATGAAATTACGGCAGCAGAAAAAGATGTAGCTTCAAAACAGAGGGCATATGAACAGGCTCTTAAAA -ACCGAAACGAGAAAAAGGCTTTATTTGATGCAGACGCAATTTCAAAAGTTGAGCTGGATAGTGCTGAAAA -TACATTAAGAGATGCCGAGGATATGTTGGGTGTTTCAAAATTAACCCTTCAGGCGAAGAAAGATGCCCAG -AATGAGACCAGTAAAACAAACAGTAAATCAAAAGCCGCCCAACAAATAGATATAGAGTCACAGCAGGTTG -CAATACAAACAACTGAAGTTGCAATAAAGGACCTTGAAAATAAGATTAAGAAATATAAGGCTGCAATGTT -CAGTACAATGGATGGAGTTGTATCCCAGGTAAACGTTGCAGAGGGTTCATATACAATGGCAGGTCAGCCT -GTATTTGTGGTTATAAATCCTGATAAGTTGGAAGTTAAGCTTAGTATAAATGAGTTTAACGCAAAACTCA -TGAAACCGGGACAAGCCGTTGAAATAAGCGGTGATTCAATCCCAGACACAGAAAAAGTTACAGGTAAAGT -TAAAAGTGTAGCTCCAATGGCAAAAGCAAATACAACCAATACCGGTTCGTCTGAAACGGTTATTCCTGTA -GTTATCAGTTTTGATTCGGTTACACCTTCCATAAAGCCGGGAATCACCGTAAGCTGTGATATTAAGACTG -TAGATATTTCTAATGTCCTTACAGTGGATCTGGATATGTTGGGTCAGGACAAGGATGACAGTAAATATGT -ATTTGTTATAAGTCCTGATAAAAAGACCATGCAGAAAAAGAAAATTGAGCTTGGCACTACTTCGGATATG -AAAGCGGAATTGGTAGGCGGCGGATTAAAGGAAGGCGATCTGGTTGTTATGAATCCAAATCCAGCTTATA -AGGATGGAGCCCGTATTAAAATTAAAGATTAGTAAAAACGGGATTGGAGGATAAACAGAAAATGAATATA -ATTGAGAGCTTTAAACAGGCTTTATCAAGTCTTAGAGCAAACAAGCTCCGTTCCGTCCTGACAATGATTG -GTATAATTATGGGTGTGTTTTCGGTTATAACTATCGTTGCAATCGGAAATGCTACGCAGAGCTATGTGGA -CAGTGAATTTGCCAAAATAGGAGCTAATATACTGATTGTATCTTACAAGACAAGCAGCTTAAATACCAAT -GATATGCTGAAAAGTGACGATTTGAAGGCGATAAGTAAAAGTGTTAAAGAAATAAAGAATGTCGGAACGG -ACATTAACAGATCCGGAACCATCCGCCTTGATAACAAAACAAGAAATGCTAGTATAAACGGTATTTCATC -ACAGTACAAGGACATTGTTCCCGTTGAAATGGCACAGGGCAGAATGATAAATGAAATTGACAACTCTACA -AGATCAAATGTTGTTGTTATTGATGAGGAGTTTGCAAAAGCCAATTTTGGGAATCAGGACCCGATAGGGC -AAAAACTTAAGGTTACTCTTGGCTCCGGGAGTACTCTAAGGTTAAGGGTGGTAGGAGTAACTAAAATTGA -AGAAACTCCGTTTGGTGGGATGATCGATAACGAAAGCAGGCCGGTAAGGCTTACCATTCCTATGACTACA -CTTCAGTCATATCATCCTGATTCTGACCAGTTCAACTATATTTATGTTTCAGTAGATGAAAAGGATAAGA -CTGTTCTGAAAAAAATAGCTGATAAGATAACAAAAACCCTTGAAAGCAAGCATGGGAATAAGGATAAATA -TTCCATACAATTTTATTCTGACTTTCAGGATGGTTTGAATACAGTACTCAATGTAATATCTTCAGTACTT -CTGGTTATAGCCGTAATTACATTGATTGTAGGAGGTATAGGCATCGTAAATATACTTCTGGTTTCTGTTA -CAGAGCGTATCAGGGAGATAGGTGTAAGAAAGGCTCTTGGGGCCAGAAAGCGGGATATAGTAGTACAGTT -TATAACTGAATCTATTATTCTTACGGGGATAAGCGGTGTAATTGGTATTATTATGGGGATTCTAGGGGGA -TTTATAATTTCTTCCCTTGTAAAAATTCCACCGGTTCTGAACATTCAGGTAATAGTACTTGCTTTTCTGG -GATCTATTGCTCTGGGTCTGTTATTTGGAGTTTATCCTGCAAAGAGGGCAGCAGACCTTGATCCGATAGA -ATCACTGAGATACGAATAATAGGCATTTTCTTTAAGCGGCCAGCCTATAAAAAGCTTGGCCGCTTAAAAT -TTTGACATATTCGGATTACATACTTCTGCATTTGGATACCAGTGTTCCCGATACCATTCCGATAAGAAAA -GCTCCTCCAACAATTCCTAAAGCCATTGTAGTAGAAAGTGAAAAGTCTGTATCTTCAGATGATTCAGGAA -TTTGATTGCATTTTTTTGTTGTTCTGGCGTATTTTCTGTTTCGTTCGTTCATCTTTACCCCTCCCTTTTT -ATTGAAACTCAATTTAATCAATTGTATTATTAGCATTTGTGTCATATTTAATTACGCAATAACCTTTTCT -ATCTTGAATATATACGAAAATTTTTATTATACTATATATGACAAGTAAAAATACTATAATTTGTTAATTA -AAGGAGGTATTTATGATCCGTACGCATGTAGAGGAAAAACTTTGCAGGTTGTTTGAAAAGAACGGGATAG -CGGTTTACAATATTAATTCAGATAGATTTAAAACCAATACAATCAATATTTTCTTTCAGGATAATTTGAA -CAAGGATTCAGTAGCTTTAAATGCACTTTTTCCTTCGGTATTGAGAAGAGGTTGCAAGGGGCTTCCTACT -ATAAAAGAGATAAATTTGTATCTGGAAAAGCTGTATGGTGCAGTGTTTGATTGCGGTATTGTAAAAAAAG -GCGAAAGACAGATAATACATTTCTATTTTGAATATATTTCAGATAAGTATACTAATGATAGCCAAAGAAA -CTTTGAAAAGGCATTTGAATTTCTTATGAATATCATTTTCAGACCTGAACTAAAGGACGGTACGTTTAAT -GAACAGTATGTAGAACAGGAAAAGAACAATCTAAAAATGATTATTGAGGGCAGAACAAATGATAAGGTTC -AGTACAGTATGGAAAGATGCTATGAGCTAATGTGTATGGATGAACCCTTTGGTTTGTATGAGTACGGGAC -AGTAGAGCAAATAGATGAAATAACTAATGACAGGCTTTATGAACATTATAAGAAAAAAATAGAATCACTC -CCCGCAGAAATTTTTATAACAGGAGAAATCGACGACAAAGATATTGCCTTTATAAAGGAAAAGCTGTCTA -AGGTGGAAAGAAGTACACCTCAAAAGCTGAATTCCAGTATCATACTTAAGTGTGTTAAAGACGTAAGGGA -ATATGAAGACAAAATGGATGTAAATCAGGCCAAACTGTGTATGGGATTCAGGACACATGTACAGCCAGCT -GATAATGATTATTATGCATTGATGGTTTTTAGCGGCTTACTGGGAGGGGGTATGCATTCAAAGCTCTTTC -AGAACGTCAGAGAGAAAGCTGGGCTTGCGTACTATGTCTTTGCCGGATTGGAAAAGTTCAAGGGTTTGAT -GGTTATTGCAAGCGGTATTGATATAAATAATAAAAATACGGCTCAGGAAATAATTATGAAACAGTTGGAT -GAAATACGTTTGGGGAACATAACAGAGTATGAGTTTGAAGCTACCTTAAAGTCTTTAAAGACAGGAATTA -TGTCACTAAAAGACAGTCAGCTTTATGTAGTGGATTTTTATCTGAGCCAATTGATAAATGGCACACATGA -TACTATGGAAACCTTGGTGGAAAAGATAAATAGGGTGACGGTAGACGATATTATCAAGGTGGCAAATAAG -GTGCAGTTGGATACGGTATATTTCTTGACTTCAAAATCACATGAAAGAATCAAATAAAAAAGTTTTGCTT -AAGCGGAGGATCTTATGAAATTTGATACCATTGAATATAAAAAGTACAACGAATTATTTTACCGATATGA -ACATTCCAGTGGTTTAAATTGTATAGTAATTCCTAAGAAGGGCTACTACAAAAAGTATGCAACATTTTCT -ACTCAGTACGGTTCTGTAGACAATGAATTTATCATACCAGGAGAAAATGAACCGATAAGAGTTCCTGATG -GAATTGCCCATTTTCTGGAGCACAAGCTGTTTGAACAAAAAGACGGAAGTGTTATGGATAAGTTTGCCGC -TTTAGGCTCGAAACCAAATGCATTTACAAGCTTTAACCAAACAGTGTACCTTTTTTCATGTACAGACTTG -TTTAGCGAAAACTTCAAGCTTCTATTAAACTTTGTTCAAAATCCGTATATCACCGATGAAAGTGTTGAAC -GTGAAAAGAAGATAATAGGACAGGAAATTAATATGTACCGTGACGATCCCGGTTGGAGGGTAAACTTCAA -CCTATTGAAAGCAATGTATAAGCACCATCCTGTAAGATACGATATAGCAGGTACTACTGACAGTATAAGT -GAAATTACAAAGGAAACTTTGTATCAGTGCTACGAGACCTTCTACCATCCATCTAACATGATAATAACAG -TAGTTGGTGATGTGGATCACATTAAGGTTTTTGAACAGGTTGAAAATGGCATACAGACATCGGATAAGGC -TTCTGAAATTAAAAGAATCTTTCCTAAAGAAAGTGAAGGGGTTAACAAAAGATATTTTGAACAAAATATG -CCAGTAGCAACGCCGTTATTTTATATGGGGTTTAAAGACAGCAATTTTGATTTAGAAGGCGGCGAAATCT -TGAGATATGAGATTGCTGTAAAGCTTCTGCTTTCAATGATTATGGGGAAAAGTTCAAAGCTGTATGAGAA -GTTGTACGATAAGGGACTTATTAATGCCAGCTTTGAAATGGATTTTTCCTTAGAAAAGAGTTATGCTTAT -TCAATGTTTGGAGGAGAATCTGTCAATCCTGAGGAGGTTCAGGAAATGATTACAAATGAGATTAAGATAC -TAAAAAAGCAAGGCCTTGACGAAGAGGCTTTTAACAGACTTCTTAAAGCCTCTAAAGGTAGGTTTCTGAG -ACAGCTTAATTCCCTTGAAAATATATCCAGATCATTTATAAATTTATATTTCAAGGGTGTTACAATGTTT -GATTATTTAGATGTTTATGATAAAATGAAATTTGATTATATTACAGATGTGTTTGACAGTCACTTTGACA -TTAAACACATGGCATTATCTGTTGTTAAGCAGAAATAAAAAGTGTTATTGTGGAGGTTATAAATGGATAG -TACACTACTCAGATTTCCTGAACTTGGTTGGAGTTTCGATGTACCAAGGGTTGCTTTCAATATTTTCGGG -AAACCTATATACTGGTACGGAATTATCATAGCGGCAGCCTTTTTGATATGTGTATTATGGGCGATGAAAG -ATTCAACAAAATATGATCTTGTTCCGGATACAATAATAGACCTGATGCTGTTTGCAGCTCCGGCAGCTAT -AATATGTGCAAGAATATACTATGTTATTTTCAGTTGGTCTGAATACAGCGATAATCTTATTGATATTTTG -AATCTTAGAAAAGGCGGTTTGGCTGTCTATGGAGGAATAATAGGAGCTATAGTTGCAGCTTATTTTGTTG -CAAGGTATAAAAGAATTCCCACAATGAAGCTTTTTGATTTTGCTATACCATATGTGGCTCTAGGGCAAGC -GATTGGACGTTGGGGAAATTTTTTCAATCAGGAAGCTTTTGGTACAAACACCACTCTTCCATGGGGTATG -ACCAGCCCTACAATAAATGCTTATTTGACAAACAAAGCCGCTTCAATTCAAGAAACGGTTGGTATAACTG -TAAATCCTGAATTGCCTGTACATCCTACGTTTTTATATGAGTCTTTGTGGAATATTGCAGTTTTTGCATT -TCTTATGTGGATGCGTAAAAGGAAAAAATTCAGCGGTGAAATTTTCTGTTTATATTTTATAACCTACAGT -ATAGGAAGAGCATTTATCGAAGGACTTAGAACAGATAGTCTGATGTTTGGAAATTTAAGAATTTCACAGT -TCCTGTCCATTATACTGGTAATTGTTTTTGTCATACTTGTAGTAGTTTTAAGAAACAAAGCAAAAAATGC -AGTTGATCAAGAAGAAGTTGAAGTCGGACAAAGTGCATATGCAAAAGTTCTTAAATACATGGAAGAGGAA -CAAGAAGTTGAAACAAATGAGCACAGCAGCCAAAAAATGCAGGAATCGGATAGCACACAGGAGATTCCGC -AAGAACCTGCTGAACGTGGAAACCAGCAAGAGAGCAGTGAAAATCCCCAAGAAGAAGATAATAATAAATT -GTCCGACAGCCAGTGATATTAGGGAAAGGTGAAAAATGTATTTTGTTGAAAAGTCGCAAGCCTCAAATCC -TTATAAGAGATTTGACTATGTGTTATTTATATCGGTTCTGTTACTATCTGCAATAGGTCTTATTGTTCTT -AGCAGTGCTGTAAGAACCAGACCGGGTATGCTTAAATCACAGATTCTCGCTATGATAATGGGAGTTGCTC -TATGTCTTATATTGAGCATAATAGACTATAAGGACCTAAAAGTCCTTAGTTTGTTTATATTTTTTGCAAC -AATGGCTCTGATGGTTCTTGTTTTGTTTCTTGGTACAGGTGAGGAGCTGGGAAATAAAAACTGGATAAAA -ATAGCAGGATTTAGCATACAGCCATCAGAATATGCAAAGATAGCCTATATTATTCTGGTTTCGGTCTTTC -TTGAAAGGATTAAGGACAGTACTGAAAAAAATAAATCAGATATTATTAAGTTTATTGTTTATTCCGGGGT -TGCCGTAGGCTTTGTACTTCTACAAAAGGATTTGGGTACAGCTCTTGTATTTGGATTTATATTCCTTATT -TTTATATACATCGCGGGTATTCCCTACAGGTATATATTTATTTTAGGTGGAATGTTATTGCTTTCATTGC -CTTTCGTTTGGGTTTATATTCTCAACGGCTATAGAAGAGAAAGAATTCTTACTTTCATTTCACCTGACAG -GGACCCCCAGGGTACAGGCTTCAATGTAATTCAATCCAAAATTGCTGTAGGCTCGGGACAGTTATTCGGT -CAAGGCTACGGAAATGGGTTACAGACCCAGAGCAGGAACGTACCGGTCAATGAGTCTGACTTTATTTTCT -CGGTGGTTGGAGAAGAATTTGGGTTCATAGGTGGTATTATAATTATAATATTAGGTTTGATAATCCTTTT -AAGATGTATTTATATTGCAAAAAACTCCAGTGATACCTATGGTTCATTTCTTGTAATGGGTGTGACGGGT -ATGCTTGGTTTTCATTTTATAGAAAACATCGGAATGAGTATAGGCTTACTACCTGTAACAGGCCTGCCGC -TTCCTTTCGTAAGTCAGGGAGGAACTGCAGTACTGGCAAATTATATAGCCATAGGCATTGTGTTGAGCGT -TTCTTCGAGACGTAAAAAATCACTTTTCAGTACTAAAGACAAGCGTAGGTAAACCGAATATTTGGGAAAT -AACCCGGTTGTCAGGTGAGTTTTGATAATAAGTCTGACAGCTAGTGCTAAAGGCCTATAAAAGACAGGAT -TAATATCCTGTCTTTTATTTTTTTTATTTCAAATCAGCGAAATGTATTGATAATTTTTAGGTTTTGCAAT -AAAATATCAATATAAGTGGTGGAAAGTGGTGAGAAGTGGAGGAGACTAATCGGATGTGGGGTGTAAAAAT -TGTTCTATGGTGAATACCAACATACAATTGACCCTAAAGGAAGAGCAATAGTACCTTCAAAGTTCCGTGA -GGGGTTGGGTGAAAAATTCATACTGACCAAGGGACTTGACGGCTGTTTGTTTGCGTACTCTTCAGAAGAG -TGGACAAGCCTTGAAAATAAGCTTAAATCATTGCCATTTACCGATAAGGACGTCCGGGCGTTTATAAGAT -TTTTCTTTTCCGGAGCAACGGAATGTGAAGTTGATAAGCAGGGAAGGATATTGATACCACAGAATCTGCG -TGAATATGCCGCACTGGAAAAGGACACATATATAATTGGAGTGTCTTCGAGAGTTGAAATATGGGACAAG -ACGGCTTGGGAAGCATACAATAGCGACGAAAACATCAGTGCAGATAAAATTGCGGAAAAGATGGCATTAC -TTGGTATATAGCCGGAAAACTTTGAGGTGAATAATGGAATTTAAGCATACATCCGTTTTACTTGATGAGT -GTATTGAATATCTGAATATAAATCAAGAAGGTATTTACGTTGACGGTACTATTGGAGGAGCCGGACATTC -GTCAGAGATATATAAGAGACTAGGTGAAAAAGGCTGTTTGGTAGGCCTTGATCAGGACAGCTTTGCTGTA -GAAACATCTATTAAGAGGCTAGATGAAATTAAGTCCAATGCAGACTTCAAGGTAGTGAATACCAATTTTA -AAAATATAAAAAGTGCATGTTCCGGTTTGGGAATTAACGAAGTAGATGGTATTCTTCTGGATTTGGGAGT -ATCGTCCCACCAGTTGGATGAGGCATCCAGAGGATTTAGCTATCAGCATGATGCACCGCTTGATATGAGA -ATGAATACAAAATCGGAGTTATCAGCTTATGATGTGGTAAATAAGTACTCCGAGCAGGATATATATCGTA -TTATCCGTGATTTTGGAGAAGAAAAATGGGCCTCACGGATAGCAAAATTTATAACTGAAGCCAGACAGAA -TGAACCTGTAGAAACCACATATGACTTAGTAGATATAATAAAAAAAGCAGTACCGAGTTCAGCTAGAAGA -GACGGCCCTCATCCGGCGAAAAGAACTTTTCAGGCAATCAGAATTGAAGTAAACAATGAACTTGGAATAT -TGAATAAAACTATTGAAGATTGTGTAGATTTACTTAAAAGAGGTGGAAGGCTTTGTATTATAACTTTCCA -CTCCTTGGAAGACAGGATCGTCAAAATGCAGTATAACAAAATGGTAAACCCATGCACATGTCCTCCCGCA -TTTCCTGTATGTGCTTGCGGGAAAAAGCCTAAAGCGGTACTTATAAATAAAAAGCCAATTGTATCGGATA -TACGAGAGCTGGATAAAAATCCAAGAGCAAGAAGTGCAAAGTTAAGAGTTCTACAAAAAATTTAATATAC -AACCTTAAATTAAGATAACAAATGAAAACCATAATATAACAACAATATGAAGAAATAATTGAATTACAAG -TGACAAAGTTTGGGGAAACAAAAGCTAAAACTTCTAAAAATGAATATGGGGATCAGTTTTAATGCTGATT -CCCCAACTTTCTTTATTAAGACAGGGGTGTTTAAAGTGGCAGAGACCAAAAATGATTATGTATACGGTTC -CTTAGCGGAGAAAATAAAATACGATCCTTATGAAGAAAATGCCATACTCAAGTCAAAAAAGATAGCAAGA -GACAATTCTAAAATAAAAGTGAGAATTATATTTAACATATTTCTTGTTTTTGCAATGTTTATTGTGGTTA -TGCTCAGATATGCACAGATCAGTCAGATAAATTATGACATCAATATTATGAAAAGCGAGTATACCAAGAT -ACAGAATGAAAACCAGCTATTGTCCATAGATATACAAAATGCCATGGATCTAAAAAATATAAGGCATATT -GCAGAAACAAAGCTGGATATGCACAAACCTAACAAGTCACAAATTGTGTACGTAAGCATTCCTAAAAAGG -ATGTTACGATTACTGCACATAAGGAACAATCAAAACTGACTGTATTGTTCAACATTGTGAATAAAAGTTT -AAACAAATTTTTAAACATAATTAATTAGATAAATTTTGAATAATCCAGCTATAGATTTTTTTACTAAGTC -TATAGTTTTTATTTTTTGGACAATTTCTTTTAAAATTAATAATATATTTTATTGATATAAAATATTAATT -AGTAAATGGGACATTTATACAAAAATAGATAACAGGGGGCGAATACATTGGCTGGAGTAAATTTGAAGAT -TAAGAAACGACTTTTGTTTATACTTTGTGTTTTTACAATAATGACACTGATTCTCGTGTTAAGGATTGCC -TGGATTCAAATATATAGCGGAAAAGAATATCAGGAGTTTGCATATAATCAACAGACTAAAAACCGTACTA -TTAGTGCAAAAAGAGGTACTATATATGACCGCAATATGAAACCTTTGGCGGTAAGCGGTTCGGTAGATAC -TGTCAGTGCAAGTCCTCAGGAGATATCAAAACAAAAACTCGATATAGACAAGATTTCCAGTGAACTTGCT -AATATACTTGAAATGGATAAGGAAACAGTTAAAAAGAAGCTCACTAAGAATAGCCAATATGAAATTATAA -AGCAGAAAATAGACAGGGAGATCGGCAACAAAGTACGTGAGTGGAAATCAAAAGACAAAATATCCGGTAT -TTATATTGATGAAGACACAAAAAGGTTTTATCCCAATAGAAATCTTGCCGCCCATGTTATCGGTTTTACA -AACATAGATAATGACGGCCTTGATGGAGTTGAAAGGATGATGGAGAAATATTTGAAGGGGGTACCCGGTA -AAATACTCAGTGAAACAGATGCAAGCGGTATGGCTTTGAGTATGAGTGACGAAAAGTTCATACAGCCCCA -AGATGGAAATGATGTTATTCTTACAATAGATGAAACAATCCAGTATTTTGCCGAAAAGGCTTTGGAAAAG -GCAATTTCGGATAATAATGTTTTAAACGGAGCTACAGCCATAGTAATGGACCCTAGAAATGGTGAAATAC -TAGCATTAGCATCAAAGCCCGATTTTGACCTTAATAACCCCAGAGGAGTTCCAAAGGGAAAGGACCCTGA -AACCTGGACAGGAAAAAGCAAGGAAGATGTAGAGTATCTTCAGCAGACAGTTTGGAGAAATAAAGCAGTT -GTTGATACATACGAGCCGGGTTCCACATTCAAGCCGGTCACAGCAGCAGCGGGTCTGGAGGAGGGTGCTA -TTACTCCTGATACACAGGTTACAGATGCCACTGTTAAGGTGGGAGGGTGGAACATAAATTGTTGGAAACC -CAATGCTCACTTACACGAAACTTTCAGAGAAGGCGTTTATAACTCGTGTAATCCTGTTTTCGTACGCCTT -TCCCAAAAATTGGGAGTACCGTTATTCTTTAAATATGTAAAAGCCTTTGGTTTTTATGACAAGACCGGAA -TCGATCTTCCCGGTGAAGCACGTGGTATAATGTTTACAAACCCAACCGAGGTAAACATGGCTACAGCTTC -CTTTGGACAGCGTTTCCAGATAACACCCATACAGCTTGTACAGGCATACGGTGCAATTGCAAACGGAGGA -GATTTGATTACACCTCATGTTGTTAAAGAAGTGGTAGATGAAACAGGTAGCGTAATTAAAAAATACGAGC -CTAACGTTGTAAGAAGAGTTATATCCAGACAAACCTCCGATACTTTAAAATCCATACTGTATGGAGTTGT -AGATGTTGGTACCGGTAAAAATGCCAAGATACCGGGGTACAAAATCGGAGGAAAAACAGGAACGTCTGAA -ACAATAATGGATCCAAAACTTTTAAAACTTAATATTGTTGGGAAAAACAAGAGATACATAGTATCCTTTT -CTGCCATTGCACCTACTGACAATCCAAGCTTATGCGTACTGGTTGTACTTGATTACCCGGATGTGTACAA -TCCCGGCGGAGGTATGTTGGTTGCTCCTGTTGTGGGAAAGCTGATAGATGATATTCTGAGCTATAAGGGA -GTCGAAAAGGAATACACTGAGCAAGACAAAAAAATGCTGCTTCAGGAGGTTCAGGTTCCTAATGTAAAGG -GCAAAACCGTAGAAGAGGCGGTTAAACTGTTGAAAGAAAGCAAACTAGAGTATAAAATAGAAGGAAGCGA -CACTGACAAAAAGGCAATTGTACAGGATCAGACACCGAAATCATCCGCATTGCTTCATGAAAGATCAATT -GTGGTACTTTATACCTATAAACCTCAGGAGGAGGCAATGGTTAAGGTTCCGGATGTTAAGAATAAGCCAG -TTTATGATGCTACACAGGCTTTTAAGAAACTGGGACTTAATATTCGTGTAAACGGTACTGGAACAGCAGT -AAGCCAGAGCATGGATGCAGGTACAAAAGTCAAAAAAGGTACCGTAATCGAAGTTATATTTAGGAATGTA -GTTTCGGATTAGTTTAGTGATAAAAAAACAGGGCAATACTTATAGAAAATGTGGGATTCATCATTTGGAG -GTGTTTTAGTTGAAGCTAAGAGAGCTTGTAATGAATTTAAATATCAAGGCAATTAATGGAAATCTGGATG -TGGAAGTTGACAGTATAGCATATGATTCCAGAAAAACAAAACAGGGCAGTCTTTTTGTTTGTATAGAAGG -AACTGTTGTTGACGGACACAAGTACATAAATGATGCTATAGAAAACGGGACAAAGGCGTTTCTCGTTCAG -AAGCATGTAGTCGTACCTGAAGGAATTACAACTATTGAAATAGATGATACAAGATTTGGACTTGCAGCTG -TATCTGATGCATTTTTTGGTCATCCTTCATCAAAATTCAATCTGATAGGCATTACAGGGACAAAAGGTAA -AACTACAACTACTTATATGGTTAAGGCTATCATGGAGGCTGCAGGACGTAATATGGGCCTTGTAGGGACT -CTTGCCAACCTAATAGGAAGTGAGGTGCTGTATACCTCCAGAACTACTCCCGAATCATATGATTTGCAGA -GCCTCTTCAGTGATATGGTTGAAAAGAAGGTGGACAGTACAGTTATGGAAGTATCGTCCCAGGGACTGGA -GCTGCATAGGGTTGCAAAATGTGATTTTGATATAGGAGTGTTTACAAATTTTTCAAGAGATCATATCGGG -CCAAAGGAACATGCAACACTTGAAGAATACTTCAATGCAAAAGCAAAGCTGTTTAAAATGTGCCGTAAGG -CAGTTATTAATATAGACAGTGAGCATGGCAGAAAAATGGCAGAACTAGCAAAATGTAAGGTGTTCACATA -CGGCTTAAGCGACAAAGCCGATATATGGGCTTCTGATATAGTTAAGAAAACAGGACACACATACTTTACA -CTCAATTCTCCATGGGGTAGTATTGACATTGAAACAGATTTACAGGGTGAATTCAATATATACAACGCAT -TGGCGGCTATTGGTTCCTGCTGCTTGATACCTGGTATTACCCTTGAGCATGTTAGATTAGGACTGACAAA -GGTTACGGTTCCGGGTAGAATGGAATCTGTAAAGACCGGCGGCAATTATTCTGTTCTCATAGATTATGCA -CATACTCCCGACAGTCTTGAACAGGTACTTAAAACAGTTAAGGAGTTTGCTCATGGCAGGGTTGTCAGCT -TGTTTGGGTGCGGAGGAGACAGAGATAAGGGAAAGAGACCTGCAATGGGTGAAATTTCAGGAAATATTGC -TGATTTTACAATTATAACTTCTGATAATCCGAGAACCGAAAACCCTGAACAGATAATAGAAGACATTGAG -GCAGGCATTAAAAACACAAACGGAAAATATATTAAAATAACCGATAGAAGGCAGGCAATAAAATTTGCAC -TTGAAAATGCCGTGGATGGAGATATAATTATTTTGGCAGGTAAGGGTCATGAGACCTATCAGCAATTTGC -CGAAAAAACAATACACTTTGATGAACGTGAAGTAGTAAACGAGCTGCTGATAGAACTCGGAAGGAGATAG -TAGCATGATATCTTTTAACTGTTCAGAGCTGATTGAGGCCGTAGGAGGAAAGCTGCTTTGGGGAAAACCG -GGAATCAATTTTTACGGCGTAACAACTGACTCCAGAAAGGTTACAAAGGATAATTTATTTATACCTCTAA -TTGGGGAGAAATTTGACGGTCATGATTATATAGAGCAGTGCTTCAATGCGGGAGCGACCGTTTGCCTGAC -CTCTAAACAAATACCGACCGTTACAGGCTGCACTGCGATTTTGGTGGATGATACCGCCAAGGCTTTACGG -GATTTAGCTGCATGGTATCGCAGAAAATTTGATATACCTGTAGTGGGCATAACTGGAAGTGTTGGCAAAA -CCAGTACAAAAGACATGGTATCATGTGTGCTGTCTCAACAATATAAGGTTTTAAAGACACAGGGCAATTT -TAATAATGAAATAGGCCTCCCGTTGACTGTTTTTAATATTGATTATAGCCATGAAGCTGCTGTAATAGAG -ATGGGAATGAGCGGTTTTGGAGAAATCAGCCGGCTTACTGCGATTGCCAGACCTCATATTGCTATAATTA -CCAATATAGGTGTTTCACATATTGAAAAACTTGGCTCCCAAGAAGGAATTTTAAAGGCAAAGCTGGAAAT -CCTTGAAGAACTTGATAAGGATGGGTTAGTTGTATTAAACGGAGACGATCCGTTACTAAGCTCATTGAAA -GGAAAACTCTCTTTCAGGACTGTTTTCTATGGAATGAACGTCGGCAGCGATTACACTGCCCTAAACTACC -AACCCAAGGGGGAACAGGGAACTACCTTTGAGATATCAGTTAACGATTGCTTGTATAATGTTGAAATTCC -TGTTCCGGGTATACACAATGTATACAATGCACTTGCAGCTATTGCCGCAGGAATTGAAATGAAGATTCCT -ATGGAAATTATTATTAATGGAATTAAACAGTTCAGTCCGGGAAATATGAGGCAGAGTATAATAAACCATA -ATGGTATAAAAATTATAAATGATGCCTATAATGCAAGTCCTCAGTCCATGCAGGCAGCAATCAATGTACT -CCAAGAAATATCATCAGAATCACGAAGTATTGCTGTTTTGGGTGATATGTTTGAGATGGGTGATATGTCA -AAGGATATGCATTACTCAGTAGGAGACTTTATAAAGAACAAGAAGATAAACTATCTGGTTACTGTAGGAC -TGGATTCCAGAATGATATCACAAGCTGTGGCTGATTATGGCAATAGTCAGACAGAAATACATCATTTTGA -AAACAATAAGGAAGCACTTAAATATATTCTGGAAATAGTAATGCCCGGAGATTACATATTGATTAAAGGC -TCAAGAGGAATGAAAATGGAAGAAATCGCTGACGGAATAATGAAGTCAGAATGATATAAATAAACAGGGG -GAAATTGTTTTGCTTACTTTTTCTTTGACATCTGAACATATAATAGCGTTTGCGGCATCGTTTGTACTTG -CTCTGATTGCAGGTCCTATATTAATTCCGTTTCTGCGGAGGTTAAAATTCGGCCAGACAGTAAGAGACGA -CGGGCCGCAGACTCATTTAAAAAAGATGGGGACGCCGACAATAGGGGGACTTATTTTTATTATCCCGTTA -ACGCTTACATCAATATACTTTTACCAAAGCTATCCCCAGATAATACCTATACTGATGTCAACGTTGGGGT -TTGCTGCAGTAGGCTTTATTGACGATTTTATAAAGGTTGTAAAGAAGAGGAAGGACGGACTTTTTGCAGG -TCAGAAAACCTTCTTTCAATTGATTGTATGTGTTTCCTTTGCTTTTTATGTCATGAGGTATACTGAAGCC -GGAAGTTCAATAGTAATACCTTTTACTAATATAATTATTCAACCTTGGATTTACTTTGTATTCATAATTT -TATTTATGTATTTCTTCTCCAATGCTGTCAACATTACTGATGGACTGGATGGTCTTTGTGCGGGAGTTAC -GCTGGTTGTAGCGATATTTTTTACTATCGTTTCTCTTACAAATGGGGAATGGGGGTACATTAAGGTATTT -TCTGCCGCCATTGCCGGTGGTTGTCTCGGCTTTCTGGCGTTTAATATTCATCCTGCAAAGGTTTTCATGG -GTGATACGGGAAGCCTTGCGTTGGGAGGAGCGTTGACATCCATAGCGGTTATGATGCGTATGCCCCTTAT -AATATTTCTTGTAGGAGGTATATATCTGATAGAGGCACTTTCGGTCATTCTTCAGGTGGCATCCTTTAAA -CTAACCGGAAAGCGTATTTTTAAAATGGCACCAATACACCATCATTTTGAACTGAAGGGGTGGAAGGAAA -CGAAGGTAGTAGCAGTGTTTATTATAGCGACAGTACTGCTTGCAATAGCTTCGTTGATTGTGATTGGTTC -GGACATATTTTGATAATGGGAATTAATAACACACATTTTACATATAATCAGAATATATACGGTACAAGGC -TGGAGGAATGAAATGAGGAACAAGAATACAAAGCCTTTTGATTTTTGGATATTCGCAGCAGTTATTTTGT -TACTTTCATTGGGAACCATAATGGTATTCAGCTCCAGTTACTATTTTTCTACACAAAGAACTGGGGAGTC -ATTTATGTTATTAAGACCGCAGTTGATTTATATGGCATTAAGTATTGCGGTTCTTGTTGGAACGATGAAT -TTTGATTACCGTAAATGGGGAAAGATATCTCCTATTATTTTAATGATAAGCATAGGTTTACTTATATTGG -TATTAATTCCAGGAATAGGCAAAGTGCAAAACGGTGCACAGAGATGGCTTGGAGTCGGTACAAAAACTGT -TCAGCCCTCTGAGCTGGCGAAGCTGGGAATTATTATGTTCCTATCTTTCAGTCTGTCCAAAAGAAAGGAT -GTATTGCAGTCGTTTACTAAAGGACTTTTGCCGTATATCCTCTTAATAGGGTTTGTTGCCGGTCTGGTTG -TTGTAGAACCTCATCTAAGCGGTGCACTTATAATAGTAATTACTTCATTTATTATACTTTTCTGTGCAGG -AGCAAAGATTTCACACTTTGTTGCTATGGCTATACCCGGTGCAGTGGCTGTCGCAGGTGCGATACTAATG -GCGGCGTATAGAATGAATAGAGTCAAGGCCTGGCTACACCCCTTTGATTTCTACAAGGACGAGGGATGGC -AGACAGTTCAATCACTCCTTGCAATAGGATCGGGAGGTTTATTTGGAAGGGGACTGGGACAAAGTATGCA -GAAATATCTTTGGATTCCCGAACCGTACAATGACTATATCTTTGCAGTTCTGTCAGAAGAATTGGGATTT -GTAGGGGCATTGGTGGTAATGCTTCTGTTTCTTATATTTATATGGAGGGGAATAAAGGTAGCAATGAATG -CACCGGATACTTTTGGAAGCCTGATGGCTACCGGCATAACCTGTCTGATAGGCCTTCAATTCTTGTTTAA -CGTGGCAGTTGTAACAAATTTCATACCGCCTACAGGTATTTCACTTCCTTTCTTTAGCTATGGAGGAACG -TCATTGGTATTTCTTATGTTTGGAGTTGGAATACTGCTCAATATATCAAGGTATTCAAATTATGAACGAT -TCTGAGGTGAGATTATTTGAAGGTTTTAATAGCTGGAGGGGGAACGGGAGGACACATTAATCCCGGACTG -GCGATTGCAAAATACATAAAACAAAAGGAAGCAGAAGCTGATATTACATTTGTTGGGACAAAAAAAGGCT -TGGAGACAAAACTGGTTCCAAGAGAAGGATATCCGCTTGAAACCATTACAGTAAGGGGTTTTAAAAGAAA -ACTCTCACTGGACACACTTATTGCAATAAAGGAACTGATACAAAGCTTCTTTCAGGCATCAAGACTATTA -AAAAGGATAAAGCCGGATGTTGTAATCGGTACAGGAGGATATGTATGCGGACCTGTACTGTATATGGCAG -CAAAAAAAGGAATACCCACTTTAATACATGAATCCAATGCTTTTCCGGGTGTCACCAACAGGTTGCTTGA -AAGATATGTCAGTTATGTAGCTATAAGCTTCAAGGATGCGGAAAAATACTTTAAAAATAAAAAGAAGCTT -GTCCTCACCGGTAACCCGGTAAGAGAGGAATTACTCAATTCCGGCAGAGACAAGGTTGCTTCCAATCTCG -GTATAGTCGAGGGTAAGCCATTGATAGTTGCTATGGGTGGCAGCAGGGGAGCCAGAAGAATAAACGAAAC -TATTGCTGACATGCTAAACAACTATTTTAAGGGTGAGTTTAACTTGATTTTCGCAACAGGAGAAGCTCAA -TTTGATGATATAAGCTCAACTGTTAAAATTGATGAGAAGTACAGGGATATGGTAAAGGTAGTACCCTACA -TATATAATGTAGACCAGGTCTATGTTGCCAGTGACCTGATGATTTGCAGGGCGGGAGCTATTACCATTAG -TGAGCTTCAAGTTATGGGTATACCGTCCATTTTGATTCCGTCGCCTTATGTGACGGCAAACCATCAGGAG -CATAATGCACGGTCTTTGGAGAGAGACGGGGGAGCAGTTGTGATACTTGAAAACGAGCTAAACGCTGACC -TGCTATATAAACAAATATGCAGCTTGATATTTAATAAGGATGTTTTAAAAAAAATGTCAAAAAATACTTC -AAAGAATAGAGTTACAGATTCAGCGGAAAAAATTTATCACCTCATAAAGGAGATAATATAAAAACAGCAG -GAGTTTAACTCCTGCTGTTTTCTTACATTAGGCCTGTGGGTTTTGTTCTCTAAAAGAGGAAAAAACCTTT -TTTACTATAGTACCACCAATTTTTCCTGCTTCTCTGGAAGTGATATCACCATTATAACCTTCCTTCAAGT -TGACACCAACTTCTCTTGCAACTTCGTACTTCATGTTGTCAAAAGCTCCACTGCTTCTTCCACCACTTCT -GTTGTTAGCCATAATTAATCACCTCCTTAGTGATTATTATTGCACATATAATCCGAAATATAATAAGTAA -ATAATGGTTTTAAGGCAAATAACAAATATAAGAAATATGTAGACTAATGTAGAAATATGTGATAAAATCA -TTTTCGGATAAAAAAACTTTTAAATTAGTCCAGAGAGGCTAGTAAGGGTATATATGGGATAAGTGTATTT -TTATGGATAGAGACCCTACCTTACTGCGCCTTGTCAGTAAGGTTTTTTTATTTGCATAAATCAATTTTCG -TATATTGGATATGATTAGAATAATCACATTTAAATATGCGAGTTGGTTACAAATTTTTTGGAGGGGATTT -ATACAATGAAAAAAGAAATACCGGTAATTGAAGTTGACCAAAAAGTACCTTTTTTAAAGGCAATACCTCT -CAGTCTACAGCACCTTTTCGCAATGTTCGGGGCATCTGTGTTGGTACCATTTTTGTTTAACGGCTACGCA -AAAAGCGATTTTTTAAAAAACGTTCTGAACACAACAGTCGACAAACTGACGCCGGACCAATTAATTCAGT -ACAACAACATTCAGGTTATAGATCCGGCACTTGTACTTTTACTTAACGGTATCGGAACATTGATTTACCT -GCTGCTTTGCAAAGGGAAAGCTCCTGCATTCCTCGGCTCCAGCTTCGCATTCCTTTCACCTACGGCTTCC -ATTATAGCCAGTTCGACAAATTATAACGAAAACTTTTCAAAGGCACTTGGCGGGTATATAGTGTGCGGTT -TGATATTTGCGATTGTAGCCCTTATAATAGGCAAAGTTGGTACAAGCTGGCTTGATATAGTACTTCCTCC -TGCAGCAATGGGCCCTATTGTGGCACTTATAGGACTTGAATTGTCCGGCAATGCTGCTAAAATGGCGGGG -CTGCTGCCAAATGATAAAGGTGCCTTTGACACCAAAACAATAATTATTTCATTGGTAACCCTTGCAATAG -TCATAATAGGAAACCTTTGTTTCAGAGGATTTCTTTCTGTAATACCTGTTCTGGTTGCAGTGGTTGCCGG -TTATGGCTTGGCAGCAGCCATGGGCTACGTTGATACTACCCCATTCACATCTGCACAGTGGTTTAGCGTT -CCTACCTTTGTAACGCCCTCATTCAGCTTTAATGCCATGTTAATACTAGCTCCTGCGGCACTGGTAGTTT -TGTCAGAGCATATAGGACACCTTTTTGTAACTAGTAACATAGTTGGAAGGGACTTAACAAAGGATCCCGG -ACTTCACAGGTCATTATTAGGAGACGGATTGTCAACAATGCTTTCAGGTTTATGTGGTTCATGTCCCACA -ACAACCTATGGTGAGAACATGGGAGTAATGGCAATAACAAGAGTTTACAGTGTTTGGGTTATCGGGGGAG -CGGGCGTTATCTCAATAATAATCGCTTTTATCGGAAAGCTTTCAGGAATTATATCAAGTATTCCAGAACC -TGTTATGGGTGGTGTAAGTCTGCTGCTTTTTGGTGTAATTGCTGCATCAGGTATCAGAATGATAGTCGAA -GCAAAAATTGACTACAGTAAATCAAAAAACCTTATCCTTACAGCGGTAGTATTTGTAATCGGTATCAGTG -GAACAACAGTAAAGCTTCCGGGAAATGTAGAGTTGAAGGGAATGGTTCTTGCCACTCTGGTAGGTATAGT -AATAAGCACATTGTTCTATATTCTAGAAAAATTAAAGCTAACAAATGATTAATATAAAAAAGCTTGTTCA -GGGTTGAAAATTCAACCGGAACAAGCTTTTTTGTTGTTTTGAAATATAAATTAATCCAATCATCAGGAAC -TTTTTCGAGATTGAAGCTTTAATGTAAGAAATTTTTTCTTGCGTCTTAGCTCCGACGGATATATAAAAAC -TTCATTTTTTATAAGGCTCAAAACATGGTCAACAATTTTCCCTGCCGCAGCATGGTCAAAATACTCTCTT -TGGGCTTGCTTTATTTCGTTAAGTCTTTTTGCGTTATCAGCAAGTAAACCTGATACCACTGCAGCTAAAG -AGGATAAATCGTCACAGTATATTCCCAAATTATTATTAACTGCAAAATCAGGATTTTCCTGCTCCTGCCC -GGGTAATGCACCTGTTATTATAAGAGGGACATTGCAGGCAACCGCTTCCATCATAACATTCGGACTGCCT -CTGGTAAAAGCGATATCTGATTTTAGCATATAATCCTGTATGTTAGTTACGTAACCGTAGACCTCAACTC -TTCCGGGATATTGCTGAGAAATTGTCTTTTCAAGTTTATCTTTCAATGACTCGTTCCTTCCTGCAATAAT -TCGGATATTGCAGTTGAAATTGTCCAAAAGTATTTTTGCAACATTATTCATATCTCCGGAGCCTTCTCCG -CCGCTCATAATCAAACATTCCAAAGGTCTGTCAAGAGTATAGTCATTATGAGACATATTTTGTGATACAT -GTTGTGTAAATCTTGATCTGACAGGAAAACCGATTACTTCCAATTTATGTTCAGGAACACCAAAACCTAT -ACACCTCTGTTTTGCTTCTTCTGTAGGACAGATTATACAGTCGGCTCTTGAATCTGCCCACATTGGCGAG -ATACTTACCAAATCTGCTACAAAGGTGGCAAAAGGTATATTAACCTTATATTCTTTAAGTATATTTATAA -TAGGTGTATTAAAAACAGGATGTACACTTAAAATCAGGTCAGGTTTTAGTTTCCTTAATAACTTTATAAA -ATTCTCTCTTATTGTTAGTTCTGTAAACTCATGAATGAAGGTCTGGTTCCTCTTTGAAATCTTCCATGCA -AGCTTCCATATCTCCTTTGCATTTCTGGTAACCATACCATAAGACTTACCTACCTTTATCCACATATTTC -CGCCAAGCTCAAATCCATCTATTATATTTAAACAGACATCTTCATGTATGCAAAATTGTTCCTGCAATGC -TTCACTGATACTTTTATGACCATGTCCAGTATAATCTGAAGATATTATTATAACGTTTTTCATTTCTTCA -TTGCCTCCAATAAAAGATTATGTATCATTTACCATACTAATTATATCTTATTTTAGCTTTTTAGTAAATT -GATAGGTTCTTATCCATTCTTTATATTGTACGATGATAAAATATAAAAAGTTTGATTTTTTTCATATAAT -TAATATGTCCAAACGTTATAATCGCATTACACTTTTCATATATTTATAACGCTTGATATTTGTCCGCTTA -AAAAATTGGGGGATGTGAGGTTTTTGAAAAAAACTGCAAGAGTAGTTTTAATAGTTCTGATTATTTTATC -GAACCTGCTATGTGCCAATATGGTAAAAGGAGATGATACAAATGATGATGGACCCATAACAAACGACATA -TTGAAAAGCGAGAGCTGGGAGGTAGCAGGGAATCAGGCTCCAAGAGTTTCTGCAGGTGCTGCAATCGTAA -TGGATGTACAAAGCGGCAGGGTACTGTATGAAAAAAATGCCTATAAGCGAAGTTCCATTGCAAGTACCAC -TAAGATAATGACTGCTATAGTTGCCCTTGAAAACGGTAGTGATGGTGAGGACGTTATCGTAAGCAAAAAG -GCAGCATCCATTTGGGGGTCCAGAGTAGGGCTTAAGATGGGAAAAATATATAAACTGGGAAATCTTCTTA -ATGCATTGATGATTAGGTCAGGCAATGATGCTGCTATTGCGATAGCAGAGCATGTAGGTGGTTCTGTGGA -AGCCTTTGCTGAAATGATGAATAGAAAGGCAGCTGAAATAGGAGCTACCAATACAAACTTTGTAACGCCT -CACGGATTGGATGCCCCCCAGCATTATTCAACTCCTTACGACCTTGCATTGATTACCCAATATGCATTAA -AAAATAAGAAGTTCTGTAAAATAGTCAGTACAAAATCCTCAACCTTTGAAGGAAATCCAATAAATAATAC -AAACGAGATGCTAAGTCTATACCCGGGAGCAGACGGAGTAAAAACAGGCTATACCGGTCAGGCAGGAAGA -TGTCTTGTAACTTCTGCTACTCATAGTGGATGGAGAATAATATCAGTAGTGTTAAATTGTTCCACGAGAT -CTGTAAGGGCTCAAAGCAGTAAAATATTACTGGATTATGCATTTGGCAACTATAAGATATATGAATATTT -AAAAAAGGGTGGGCAGATTTCCCAAGTTGGTATACATAAAGGATTAAGCAATGCGGTTGGAATATGTTCA -GATAAAGATATTTCGATTCCATTGAAAAAGGATGAAGCCGATAGGATTAAGGTTGAGTATGATATTCCTA -AAACACTGGAAGCACCGATACAAAAAGGATGCAGGATAGGTACCGTTAATTACGTACTGGATGGAAAGGT -GTTGGCTTCCACTGATGTAAAATCCACTGCTACAATAAAGAGAAAGGACTTCTACTATTATTTTGACAGG -ATATTTAAAACCTGGGCAAGACTTGTACATCAACATTAAAGATGGGATAATAGTAACGTAATTTTAACTT -TTACCTATGAAGAGGAAATTCCAATGAAAACACTGCTGGTAGGCATAAATTCAAAATATATACACACCTG -TCTTGCAATATGGTATCTCAAAGCAAGTATAACAGAAAATAGCACTATAGCTGTCAGAGAGTTTACCATA -AATGACATTCAGGATAATATTCTTTCGGAAATCTACAGAGAAAAGCCTGGTATTATAGCATTTTCATGTT -ATATTTGGAATGTCGGGTTAGTTTTGTCAATTTCAAAGGAGATTAAAAAGCTGCTGCCGGACTGCCGGAT -AATTCTGGGCGGACCGGAGGTATCCTATAGTTCTAAGAAAGTTATGGAGGAAAATCAGTACATTGATTTT -GTTATATCAGGAGAAGGAGAGGATGTATTTCCGGCTTTGTTAAAAGACCTGTGTGATGGTACAGAGAATT -ATAAGACATTACCGGGATTAGCCTACAGAATGAGCGGCTCTATAATTTGTAATGAGGGATTCAATTTGGT -TTATGAGCTTGATAGGATTCCTTCACCATACACCGACGAATTAATGAAAACAACTTTAAACAGAATTGTT -TATTATGAATCATCCAGAGGATGTCCCTTTTCTTGTTCCTATTGTATTTCATCCACCTTCAACGGGGTAA -GATTTTTTAGCTTGGAGCGTGTAAAAAGGGATATTTACAGGATTCTTGAGTATAAACCAAGACTTATAAA -ATTTGTTGATAGAACATTTAACTGCCATAAAGAAAGGGCAAAAGAAATATTGAGATTCTTAGCTTCTTTA -AATTGTGAAACAGTATTCCATTTTGAAGCAGCCGCAGATCTTTTTGACAGTGAGATGCTGCATATACTCA -GGAAAGCTCCAAAAGGCAGAATACAGCTTGAAATAGGAATTCAGACTATAAACACTCAAACGTTAAAGGA -AATCGATAGAATAACGGATATAGACTTGTTAACAGAGAACGTAAAAAAAATCCTGAGCGGAGGAAATATA -CATGTGCATCTTGACCTAATAGCGGGTCTGCCCTATGAAGATTTTAAATCCTTTAAAAAGTCCTTTAATC -ATGTGTATGGACTCAAACCTCACCAGCTTCAGCTGGGCTTCCTGAAAATGCTTAAAGGTTCCAGAATACG -TAAGAATTCCCAAAAACATAGTTTCTATTTCAGAGATAATGCACCATATGAAGTTCTGAAAAACAAGTAT -ATTTCATATGATGAGATTCTTCTATTAAAAGATGTAGAGGAGACTTTCGAAAGATATTACAATTCCAACA -GGTTTAAGAATTCTCTAAATTTTCTTGAAGAGCTTTTCTTTGAAGGAGACTCCTTTGCCATGTATGAAAA -GCTGGCGGCTTATTGCAGGAAAAACGGGTTCCTGAACAGGCCGGTATCCTATAAGGAAAATATAAATATT -CTTTACTCTTTCCTTAAAGAAAATTGTAAGAGTAATATAAACTGTGAAAAGTTCAGGCAATACATGGTAC -TTGATTTTCTCAGCACAGACAGTTCCGGGGCAATCCCGGAGTGCCTGAAAAGGGAAGAGGATTTTCTGTC -TCCCGTTGAAATTCACTCTATGCTTAGAGATGAGGAGTTGATTGATAGATATCTTCCTCAATACAAAGGT -ACTCAGGCAAAAAATATTTTGAAAAGGGTATTTTTTGTTAAATTAAATTTATTGTTACCACCTGATGAAG -CACTTCTGTTTGACTATTCAGCAAAGGATGCAGTTTCAGGCAAATACCGTAATGTTTCAGTAAAAATATG -ATTCAAACCCAACAGGATTGAAACCCCGGATGGCATGATAGACCGCCATTAGGGGTTTTCTTTTATATAT -TACAAACTCTGCAACAGAAAAGTGTGTATTTAATAATATTTTTAAAATGACCACATATATTTTAAAATGA -GAAATCTTTTAAACTATTATTATTTAAGGGTAACAACTTAAATTACTACCACGGCATAAAAGGGAGGGGC -TTAAATGACCAGACCGGAATTTGATTTTAGTGAACTGATTAAAAAGGACAGGGAGGAACATGTACGCAAA -CAGTTTGAAGGAACATTCCTGGATTATTTGCAAATAGTTAAATCCAATCCGGAGGTTGCCATACTGTCGC -ATCAAAGGTTATATGAGCTTATCAGCTCCAAAGGAGTTGAAGCAGTCAAAACCGAAGAAAATCCAAGGTT -AAGAAGAATTTACGGAAACGATGTAATTAAGAAATACACATTTTTTGAGGATGATTTTTTTGGGATTGAT -AAAACTATAATGAAAATAGTAAGATATTTCCATTCTGCTGCAATGGCGGGAGAAGAGGCCAGACAGGTTT -TGTATCTGGTAGGACCGGTAGGTGCGGGTAAATCGTCCCTCATGGAAGCTTTGAAAAAGGCTCTGGAGGC -TGCTCGCCACATATATGCACTAAAGGACTGCCCAATGAGGGAAGAACCACTTCACTTGATTCCCAAACAT -CTTAGAAAAGATTTTGAGGAGAAATTAAATATAAAAATAGAAGGAGATTTATGTCCTGTTTGCAGATACC -GTTTAAGGAACGAATATAATGAGGAGTATGAGAAGTTTCCCGTTACATCGACAGGCTTTTCCATAAGGTC -AAGGAAGGGAATAGGCGTGGTGCCTCCCGTAGACCCTAACAACCAGGATACTTCAATACTAACCGGAAGT -GTAGATATTTCAAAAATAGACCTTTATCCTGAAGATGACCCAAGGGTATTGTCTCTAAATGGTGCTTTCA -ATGCGGGGAACAGAGGTATTGTGGAGTTTATAGAGGTATTTAAAAATGAAACGGAATACCTTCACACCAT -GATAACAGCGACTCAAGAGAAATCCATTCCTTCTCCTGGAAAGGGTGCAATGATATATTTCGACGGAGTT -ATATTGGCTCATTCAAATGAGGCAGAATGGAACAAATTTAAGTCAGACCATACAAATGAGGCTATTATGG -ACAGAATTGTAAGAATTGAAGTACCTTACTGTCTTGAACTTAACGAGGAAATAAAAATATACGAGAAAAT -GCTTTCAAAGAGCAAATTCAAGGCACATATAGCACCTCACACCATAGAAATTGCATCTATGTTTGCAATA -CTGACAAGATTAAGCCCATCCAACAAGGTAGACCCGCTCACCAAGCTTAAAATATATAACGGTGAGGAAA -TTCTGGAAAAAGGAATGACTCGGAAAATAGACATATTTGAACTTCGCGAGGAAGCCCCCCGAGAAGGAAT -GACGGGTATATCAACAAGGTTTATAATGAAAGCCCTTGATACTGCTCTGTCCGAATCTGAGAATGACTGC -ATAAATCCAATTGCGGTTATGGAGGCATTGATAAAGTCCGTCAAGGAACTTGGTATAGGAGATGACGAAA -AGGAACGTTATTTAAGGCTTATCTATGATTCTGTAAAGAAGGAATATAATAAAATTCTGGAAAAAGAGGT -AACAAAGGCGTTTATCCATGGATACAGAGAGCAGGCGGAGAGTCTCTTCAACAATTACCTTGATCATGCT -GAAGCCTTTGTCAACAAAACCAAAATAAAGGATAAGAACACAGGTGAGGAGCTTGAGCCTGACGAAAAAT -TCATGCGTTCCATAGAAGAACAGATAGGTATCTCCGATACGGCGGTAAAGGGGTTCAGGTCAGATGTCAC -TGCATATATGTTCTTTGTTATGAGAAATGGAGGGAGTCTGGATTATACAAGCTATGAGCCGCTGAAAGAT -GCAATAGAGAAAAAACTCACAGCTTCAGTAAGGGATTTAAGCAGGATTATAACACAGGCAAAGGTAAGAG -ATAAGGAACAGACCCAGAAATATAATACAATGGTAGAGGAAATGAAGAAAAACGGCTACTGCGACCACTG -TTGCAACGTCATACTGAAATATGCTGCAAACAATCTATGGAAGGATTAATTGGAGGATAAAAGTATGGCT -ATTTTCAGAGATTGCAGCAATATAGGTAAAGACAGGTCCGCCGAAGACAGAAGAAGACACCGGGAACTTG -TTGAAGATTCCATAAAGAAGAATTTAGGCAGTATTATTGCTGAAGAAAGTATAATAGGTAAAAGTAAGGA -CAAGAAAATTAAGATTCCTATAAAAGGAATAAAAGAATTCCAGTTTATATATGGTAAATCCAAGCCCGGT -GTGGGTGCTGGTGACGGAAATGAAAAGAGAGGCGACAAATTCCCGGGAGATTCTCAGGAAGGAAAAGGCA -AGGGTAATGCCGGAAATAGTGAGGGAGAAGAGGTTTATGAAACGGAGATAACAATAGAGGAGGTAATAAA -ATACCTTTTTGATGATATGAACCTTCCCGATATTGCTAAAAAACAGTTGTCCCAACTGGAGGAAAAAAGT -TACAGAAAGCTTGGATATCAGCACAAGGGTATTCCTCCGAGACTTGCCAAAAAACGCTCTGTCATTGAGA -AAATAAAGCGTAAACAAGCCTCCAAAAGGTCCGAAGACGGAGAAGATATTACACATGATAAAGAATATGG -GAAAGAGAGGTTTCCGTTTATTGAGGAAGATTTAAGGTATTACAGAATAAAGGAGGATAACAAAAGGGAC -TATAATGCAGTCGTACTATGTATTATGGATGTGTCTGGCTCCATGGACCAGACGAAAAAATACCTGGCAA -GGAGCTTTTATTTCCTTTTGTATCAGTTCCTGCGACTGAAATACGCCAACGTGGATGTTGTTTTCATAGC -TCACACGACAACTGCAAAGGAAGTAAATGAACGAGAGTTTTTCCACCGGGGTGAATCCGGTGGAACCTAC -ATCAGCAGCGGTTACGAAAAAGCATTGGAAATTATTTCAGAAAGATACAGTCCTACAAACTGGAACATAT -ATGCATTTCACTGCAGTGACGGTGACAACTGGTCTGAAGACAATAGGAAAGCAGTTGAAAGTGCCAACAA -GCTTTGTGAGGTATGTAACCTATTTGGCTACGGAGAAATAGTACCCGGCTATTACAATATAGGCAGTACC -ATAAAAAACGAATTTTTGAACAAGATTAAAAGTAAAAACTTCGCAGCTATAAATATTAACAAAAAAGAGG -ATGTCCTTCCGGCACTTAAAAAGCTTCTTGATAAAGCAAGTGACAAAGACGAGAAGACGGGGTTAAAATA -GATAAAATATAAAAACAGGAGGTGTATAAAGCTAATGGCGGATTTTAGTCTAAAGGAGCTGGAATATTGG -AATGAGCGTATAGAACAAATAGCGGTTGATAGTGGTCTGAACTTTTATAATCAGGAATTTGAAATTATAA -ACTATGAAGATATGATAGGTTATGAGTCATACGTTGGAATGCCCTCCCATTATCCTCATTGGAGTTATGG -AAAATCGTACGAAAGGATAAAAACACTTCATAAATATAATCTTACAGGCCTTCCTTATGAAATGGTTATT -AATTCCAATCCATGTATAGCTTACCTGATGAAGGATAATTCACTTCTGGTTCAGATACTTACAATAGCAC -ATGTATACGCTCACAATGATTTTTTCAAGAATAACAGGCTTTTTAAACAAGGAACCAAGGCTGAATACTC -AGTAGAAACATTTAAAAATCATGCAAACCGTATACGTGATTATATTTCTGATCCAAGCATCGGGTATGCC -AAAGTTGAAAAAATTCTAAATGCGGCACATGCGGTTAAACTGCAAACGGAAAGAATAATTGACTTCCGCA -ATAAAATAGAGGAAAAAAATAAATCAAAATCTGCTTTAGCAGAGAATAAATCTGATTTTCCAAATCTGGA -AAAATACTCACAGAATGAAAAAAAGGATGACACCGAGGCAGGCAGACAAGAAATCAAAATACCGGAGGAG -CCACAGGAAGATATATTGAATTTCATTACAGAATACGGACGTTTGCAGGACTGGGAAAAGGATATTCTTT -CTATTGTAAGAGAGGAAGCCCAATATTTTATTCCTCAGATTGAAACAAAAATAATGAATGAGGGCTGGGC -CAGCTTCTGGCATTATACCATATTAACCAAGCTCGAACTTCCCCAGAGTCTGCATTTTGAATTTCTAAGA -AAACACAATGAGGTAATCCGACCTTTAAAGTCAAGTATAAATCCATACTATATAGGATTTAAGATCATAG -AGAACCTTTATAATACGCAGGGGAAGGATAAAATATTTGAAGTAAGGGAAAACGAGAGGGATCAATCCTT -TATCAGAAGATACCTTACGCAGGAATTATGTGGCGAAATGAATCTTTTTGAATATATTGCCGCAGGAAAC -GATTATATGATTTCAGAGGTTTCAGATGAGGAAGGCTGGAAACAGGTACGGGATACTTTATGCAATACCG -TGGGTATAGGGAGTATTCCTACAATAAAAGTCATTGAATGGAGTCCCAAGGAGAATACTCTGTTACTTGA -ACATGAATTTGACGGACGCGAACTGGAATTGAGCTATGCTTATGAAACCCTCAAACATCTTGTGGATTTA -TGGAAGGGCAAGGTTGTACTGACTACTCACCTGGAAGAAAAGAAGAAAAATATAGCATGTGATGAAATGA -AAAGAATATCGCTGTACACTTGAAGAGAGCTACATTTGGGGAGTTTTGTTAGCACTCTTATTGATTGAGT -GCTAAAAAATGCTTGAAAATTTGCACTAATAGAGTTATATTATTAATAGTGTAAAAAATGAAGTGGAGGT -AATATTATGAAACACGAAAGCGGAAGTATTTCAATAAATACGGAAAATATATTTCCAATAATAAAAAAGT -GGCTGTACTCTGAAAAGGACATATTTATAAGGGAACTTGTGTCTAATGCAAGCGACGCCATAAGCAAAAT -GAAAAAGCTTGATGCTATAGGGGAAGCTGAACTTCCCGAAGGAAATAAATTTGAAATAAAGGTTGTTGTC -AATAAAAATGATAAAACCATAAAAGTAATAGATAACGGATTGGGAATGACTGAAGAAGAGGTTAAAAAAT -ATATAAATCAGATTGCTTTCTCCGGAGCAGTCGATTTTCTTGAAAAATACAAGGACAAGTCCGATGACGG -GCAGATTATAGGTCATTTTGGTCTGGGCTTTTATTCGGCATTTATGGTATCACAGCGTGTACAGATAGAC -ACCCTTTCATATCAGAAAGACGCAGCTGCTGTCAGATGGGTAAGTGATGGAGGAACGGAATTTGAAATGT -CTGATTCAGACAGAAACGAGAGAGGAACAACAATAACCCTTTATCTGTCAGATGACGGTTTGGAGTTTAC -CGATGAATACAAAATGAGAACTACTCTTGAAAAATACTTTGCTTTCCTGCCATACGAATTATATCTTGAG -GATTCAGCAAAGGAAGAAGAGAAAAAAGAAGAAAACAAAGAAGAACCAAAAGAAGGCGACGACCAAGCTA -ATGCAGAGCCTAAAAAGCCTGAACCATTAAACGATACAAAACCTCTTTGGCTGAAAAATCCAAAGGACTG -CACCGATGAAGAGTATAAGCAGTTCTATACAAAAGTGTTCCATGACTTTAATGAACCGCTTTTCTGGATA -CATTTAAATATGGACTATCCGTTCAACTTGAAAGGTATACTTTATTTTCCTAAGCTCAAACACGAATTTG -AGACTATGGAAGGGCAGATTAAGCTGTACTACAATCAGGTATTTGTAGCGGACAATATAAAAGAAGTAAT -TCCAGAATTCCTACTGTTATTAAAGGGTGTACTGGATTGTCCTGATTTACCGTTGAATGTTTCAAGAAGC -TTCCTACAGAACGATGGTTATGTTAACAAGATTTCCACTCACATAACAAAGAAGGTTGCTGACAAACTTA -CATCATTATTTGAGAATGACCGTGAAAACTATAATAAATACTGGGACGACATAAACCCATTTGTTAAGTA -TGGCTGTGTACGTGAAGAAAAATTCTATGACAGGGTTAAGGATGCACTTATTTTCAAGTCAACAAAGGGA -GGCTACACAACTCTCAAGGAGTATCTTGAAAATAACAAGGAAAAGCATGAGAACAAAGTGTTTTACGTTT -CAGATGAAAAACAGCAGGCCCAGTATATCAAGCTGTTTAATGAAAATGGAATGGAAGCAGTAATACTTAC -AAACATGATAGACAATCACTTTATGTCACTCCTTGAAAGCAAAGGCTCCGGCCTGCAGTTTAACAGAATA -GATGCTGATATTTCTGCAAGTATGAAGCAGGAGAACACAGGTATTCCAGAAGATAATGTCAGCTATTTGG -AAAATCTTTTTAAGGAAACTGTAAATGATGAAAAACTAAAAATACAGGTTGAATCCTTGAAGAATGAGAC -TATACCGGCTGTAGTACTGCTGTCAGAGCAGTCCAGAAGAATGCAGGAAATGAGCAAGATGTTCGGTGGA -ATGGATATGGGTCATATGTTCCCAAAAGAACAGACTCTTGTATTGAATTCTTCAAACAAGCTTGTAAAGG -CATTGCTTGATCTGAAGGATAAGGATGAAAGAAAAGATGATGTGAAACTGGTAAGTGAACATATATATGA -TTTAGCAATGATGAGTCACCAGACTTTGGAACCTGATGCAATGGCTAAATTTATACAAAGAAGTAATGAA -ATATTGATGAAAGTTCTGTAATTACAAACCCCGGATGACATTAAATCGCCATCCGGGGTTTTTTTATACG -ATAATTTAATAAAAATGGGTAGTAACCAGACTAGGTGAAATGGTAATGATAGCTGGCAGTATGTTAAAAC -TGCCAGCTATTATTTATACCTAGGAAGATAAAGTATAATACTTCATAATAAAAAAATATTGTAATATTTT -GCCGAAAAATGTTTAAATAGTACTTTTATATGATATAATTTACTGGATTTGTGAATAAAATTAAACCTTG -GGGGTCAATTATGAAAAAGAATTTAAGTATTAGTAAAAAGTCCGATTTCTTAAATTTAGTGATTATATGG -ACTGCAATTGTACCAATAATTCTGATTTCGTTATACTCAGGAACGGATTTTGCTATAACAATTATTCCGC -CAATTGTACTAGGTATTGTAGTAAGCGTAGTATATTTTATTCATATTAGCAGCAATATTAAAGCCTTTAT -TTATGCGATAATCATATTGCTTATTGCTATATCAGGGTTTATATTTACTGCAAATGATATAAGTAACCAT -TACATATTATTTGCATCGATTTCCATGATAACAATATATTTTAATAAAAGGTTAGTATTTATATTTGGCA -TTATAATAAATATAATACTTATTTCATTTTATATTATTTTTCCAGAGGCAATCATAGGTAAGTTAGGCTA -TTGGACAAATTTTGTTTACGAAATTATTTATATAAATTGCTCCTTGGTGTGCCTGTATTGTTTGACAAAG -TGGGGCAATGAGCTTGTGTTGCAATCAAAGTCAAAAGAGGCAGAAACTGAAATTTTGCTTAATAAATTAA -GGAAAACAATGGATAAGGTAGAAACTAGTACAAAATTTCTTAATGAAAATATTAAATCAGTAAATGAAAG -TATAGAATCCTCTGAAGCTGCCAGCAGTAATATTACAAAAGCTATGCACGAAATGGCAAGTGCTACACAA -CAGCAGGCAGCGAGTATCAATGATATTAACTTTTTGATGAACGACACGGTAAATGATGTAAAAAATACAA -AAAGTATTTCAGAGAGCATATACAATGATTCGCAGAATATGACTAAAGAGGTCCAAAATGGTATTTCCAA -AGTAGACGAAATGGAAAATCAGATTAAAACAATAGAACAAGCTGTCAGCATATCGCATACTACAGTAATT -GATTTGCAGAAAAAAATGCACAGAATTACTGATTTTCTTGAAAATATAAATCAAATAGCTGAACAGACTA -ATTTATTAGCACTAAATGCATCAATTGAAGCAGCAAGAGCAGGAGAACAGGGGAAGGGATTTGCAGTGGT -AGCTGATGAAGTCAGAAAACTGGCAGAGGGAAGTACAAAGATAGTAAAAGATATTAACGTAGTTATACAG -GATATTTCATTACAAACAGAAACTGCGGTAGAGTCATCTGTTAACGGGTATAATGCAGTTAAAGAGGGAG -AAAAGCTGACTAATGATGTATCTACCTACTTTACTGAGTTTAAAAAGGTGTTTAATAAAACTAATCAGTC -CTTAATTGATGAGGCTAAAATGATTGAAAAAATATCAGATAGTTTTATTCATATAAAAGAGCAGGTAGAA -AATGTTGCCTGCATCTCAGAAGAAAATGCTGCTTCAACTCAGGTAGTTGTTTCAACTGTGCAGACGGCAA -ACAGCGGTATCGTTAATATAGGTCAATCTATAAAGGATATAAATGAACTTAGCAGTGAACTAAGCTCAAT -GGTTCAGAATATATAGTACTCAAAGAGTATTTTAGCCGGATAATCAAAATGGTTTTATGCTAATATCGGC -TATTTAATAAAAAACCACTCTAGCTTAAATTCTTAGCTAGAGTGGTTTTTTGTGTATTTTATTACTTATT -ATCATCTGTCTGTCTTATTTCAACACGTCTGATTTTACCGCTTATGGTTTTAGGAAGCTCACTTACAAAC -TCAATAATTCTAGGATACTTGTAAGGTGCCGTAACCTTCTTGACATGATCCTGAAGTTCCTTTACCAGTT -CATCGCTTGGATTGTAGTTTTTAGCAAGTATAACAGTAGCTTTTACGATCTGACCTCTGATAAGGTCAGG -GACAGCTGTGATGGCACATTCCAATACGGCAGGATGCTCCAACAAAGCACTTTCAACCTCAAAAGGCCCG -ATTCTGTAACCGGAGCTTTTAATTACATCATCAGCTCTGCCAACAAACCAGTAATAGCCATCTTCGTCAC -GCCACGCCATATCACCTGTATAATAGACACCATCATGCCATACACTCTTAGTCAGGGCTTCATCTCTGTA -GTAACCTCCGAACATACCGGCAGGTTTTCTCTTAGAGGTACGAACAACAATCTGACCTTCTTCACCATCC -TGACATGAATTTCCGTTTTCATCAATAAGATCTATGTCATAGCCCGGAGAAGGTTTACCCATTGATCCCG -GCTTTGGTTCCATCCAGGGGAAAGTGCTCAGTGTAACAGTTAATTCTGTCTGGCCGAAGGCTTCCATAAG -CTTTATGCCCGTAGCCTTGTAAAACTGGCTGTATACCTCCGGATTAAGAGGTTCCCCCGCTACAGTGCAA -TATTTCAGACTGCTGAGATCAAATTTTGAAAGATCTTCCTTGATAAAAAATCTGTAAATTGTAGGAGGAG -CACAAAAAGAAGTAACATTGTACTTTGAAATAACTTCAAGAAGTTCCTTTGGAACAAACTTATCAAAGTC -ATATACAAATACGGCACATCCTGCAAGCCACTGACCATAAATCTTACCCCAAACGGCTTTAGCCCAGCCT -GTATCAGCAACTGTTAGGTGCAGACCTCCTTCAGAAACATTTTGCCAGTAACTGGCTGTAAGGATATGTC -CCAAAGGATATTCATAATCATGCTGAACCATCTTGGGCATACCTGTAGTACCCGAAGTAAAGTACAACAA -TGATATGTCGCTATTATGTGAACCTAAATCGCCCCGGGGTCTTTCAAATTGGCTTGAAGCTTCTTGAATA -CCGGATGAAAAATCCAACCAGCCATCCTTGGCACCATTAATCAGTGCCTTATATTTTACTGTAGGTGTTT -TGCTCTCAGAATCTTCTATATGCTTTATAACTTCGGGTTCGTTAACACAAACAATCATTTTGATGTCTGC -GGCATTGGCCCTGTAAACTATGTCCTTTGAAGTAAGAAGATGTGTTGCCGGTATTGTAACAGCACCTAGC -TTATGTAAAGCCAAAATACAGAACCAGAACTCGTAACGCCTCTTTAATATAAGCATTACAGGGTCACCCC -TCTTAATTCCCAATGACTGGAAGAAGTTAGCAGTCTTATCGCTATACTCCTTTAACTGACCGAATGTAAA -AGTTGTCTCGGCTCCCGATTTATCACACCAAATAATTGCCACCTTGTCTGGATCTGTTTTTGCATATTCA -TCGACCACGTCATAAGCAAAATTAAAGTTCTCAGGTACTTTTATTTTAAAGTTTTCGTAAAAATCCTCAT -ACGATGTAAAGTCTACCTGAGATAAGTATTTTTCCAACATTACTTACTCCCCCTGATACCTAAAGAATAA -TGGCCAGAAATCTGGCTTTTTTACCATTCATTGCTTTCATTGCATGACTTGCAGAAGAATCAAAATAAAC -GGAGTCACCTTCATTCATTATAAGTTCACGTCCGTTTATTATTATTTTAAGAGTTCCTTCTATTATATAG -TTGAATTCTTGACCTTTGTGAGAATTAAAGTGTAAAGGTGAATCGGCAGTTTCCGGCTCTACAGTTACAA -TAAAAGGCTCTGCCCTTTTTCCTACAAAATTGTAAGCAAGGCTGTGATATTTATAATGCTCCCGTCTTTC -AACACTTACGCCCTTGCTATCCCGTACAAGCTGATAAGTGTGAAGCCTTGGGGCATCCCCGGTAATAATT -GCGGAGAGTTCCACGTTAAATTTATTTGCTATTTGATAGAGAAAACTGACAGGAATATCGGTTTCTCCGC -TTTCATATGACCTATAGGATTCTTCGGTAATTTTAAGCTCTGCAGCAAGGGCCTCGACAGATATTTCTGA -AATTTCCCTTAATTCTTTTATTCTTGAAGCAATCAACTTAATTTGTTCAGACATATTATCACCTTCCCAT -GTTTTATCTGGTTATAATAAATAAATTATTACAATTAAATAATATCATAAAAACAATGAATAGCTGTAAA -AAATAACTGGAAGATATGTACAAATATTAATACATTAATCATTAAGCTATGTTAGCATATTTGATTTGGT -AAATATATACCGTAAAGAACCTTTTGATAATAAATTTTTAACGTTTTCTGCTTTTTTTATGCAAAGTACC -AGTATAATTTAAAATAGTAAAAGTATGTATAATATTATAGAATTTATTCAAATAATATGTTACTATGAAT -TTATGTTTAATTACTAATTTTTAGTTACTGGGGGCGAAAAACATGTCTATAGGCAAAAAGATATTGTTTA -TTGTAATTGGTTGTACAATTATTGTTGGCGGTGGGACAGCCTTATATATTATTTGGGATTTTCCTGTGTA -TACAATTACGGCAATGTTCTGTATATTTGCTGTTGCGATAGGGGTGTGGCTTACTTTTTCTCTTACCGTG -CCTATTAAAGTCCTTTCACGCGTTGTCGAACGTACGGCGAATTTTGATTTATCACATGACAAAACATATA -ATCAGATAAAAGGACGGAAAGATGAAATAGGGTTTCTTGCAAGAAATCTTTCAACTATGAGAGGTTCGTT -GAGAGAGATACTTGGCCTTATGGGTGATGCATCCAAAAAAGTTATTGAAAATTCACAGCAAGTCGAGCAA -ATGACAGAAGACCTAAAAGAAAAAGCAGACGACACATTATCCACTACAGAACATATATCAGCGTCAATGC -AGGAATCGGCTGCTACATCCCACCAGATTAATTTCAGTACTCAGGAAATAAAGAAAAATATCAACCTTAT -TGCCCAGAACTCAGAGGAAGGTGCACAAACTGCAAATGAAGTAAGTATTAAAGCAAGTGAAATAAAAGAA -AGTGCAGTTTTATCCGCCCAGAACGCAAATAATGTATATCTGGAGGTTAAACAGCAGCTTCAGGGGGCAA -TTGACAAGGCAGGTGAGGTTTCACACATAGACCAGCTTGCTCAGGCTATTCTTCAGATAACAGAGCAGAC -AAATCTGCTGTCACTTAATGCAGCCATAGAAGCAGCGAGAGCGGGCGAAGCCGGAAAAGGTTTTGCCGTA -GTAGCAGACGAGATAAGAAAGCTTGCAGACCAGTCTTCAAAAACCGCAGCCGATATTAAGAATATAGTAA -AAACGGTAAATGAATCTGTAGATGCTCTGACTGATAGTGCCGGAGTACTTCTGGAGTTTGTGGACAAGGA -AGTTTTAAACGACTATAAGAAGCTTATTGATACAAGTGAACAGTATTATACTGATTCAGCACAATTCAGC -AAAATAATGAATGAATTTAATGATTCTGCCAAGGCTATGAACAGCTCTATTGCAAACATTGTTAACGCAC -TGGAGCAGGTTACTTCAAGTGTAAACGAAAGTGCAGAAGGCGTTGAAGTTATTACAGTTAAAACTGCTGA -GATTGTTGGACACTTTGCAAATGTTAAAGTATCAACCCAGGATAATCTTATTGCTTCAGAAAAACTTAAG -GATCAGGTTTCAAAGTTTACATTATAATAATACAAATATTTAATGCCGCTTGTGATAAATAGATAAATAT -TGTCAGAGCGGCTTTTGTTCTAGGAAATAATTACCTGCTCAAATGCAGTAAATTGGGCCGAAAAAAAACT -AGCTGACTATTTTGTAAAATCATAGTATAATATATAGAGGTTTCCTTACTTAGAAGTTAATTCCCTATAT -ATTATAAAAAAGTAGGTGCTAATGTGGAAAGAGAATATGTAAAAGTAAGTAAAGATATAATTGACAGCAT -TTTGGCTGATGATGTTTACACCCGTGGAGGGAACATGATTGTTCCGTCGGATACATTTATATCTGAGCAT -ATCATTAAGAAGCTAAATGCCTTTAGGGTTGAAAGGGTAACAATATACAGATCTCATTCTATTCTTGGCA -ATGAATATCTTTCAGATAAGAGTATTAGTGAAAGTCAGAAACAATATATTGAGGATGTTAATGCTACCAA -GTCCATACTGCGAGGTCTGGCGTCAGGTAAGGAACTCGATATGGATAATGTAAAAACCATTACTGATAGT -GTCTATGAGAGACTTGGTGATGTAGGTTCAATAATAGAATGTATTAATTCCATTAAGGTAGCTGATCAGT -ATACATACTCACATTCCGTAAATGTTGCATTTTATGCAATGCTATTGGGCAAGTGGATGAACCTGAGCAA -ATTGCAGATAAAGGATCTTGCCATGGCAGGCCTATTGCATGATATAGGCAAAACCAAGATATCTGCTGAA -ATTATAAATAAAAAGGGCCCACTTAACGAAAATGAATTTGAGGTTATAAAAAGGCATCCTATTTATGGGT -ATGACATTATTAAGGGCTTTTCCGATATAGCTATAGATATAAAAAGAGCAGTTATACTGCACCACGAAAA -GGAAAACGGCACAGGCTATCCTTTTGGTATCCAGGGTAATAAAAAAAATCTTTACGCAAAGATAATTACA -GCTGCAGATATTTTTGATGCAATAACATCCGAAAGAGTTTATAAAGAAAAACAGACGCCGTTTTCCGCAT -TCAAGGAAATGGAAAAAATAGGATACGATATAGTTGATCCTATGGTCATGGGTGTAATGTTTGACAATAT -GCCCAGGTATTATATTGGATCCAAGGTGAAGTTAGACAATGGTGAAATTGGGGAAGTAGTCTACGTTCCC -AGTTCATGTGCCTATGCCCCAGTTGTAAAAATAAAAGAGGATTTTGTTGACTTTGCTAAAGAAAAAGAAG -CACTTATAAGTGAATTGCTATAGATTATATCAGTTCACTTATAAAGGTTTTTACTGCTTTAGATAATACC -ACGTTTTTCATGGTGACAACCCCTATACTTCTTGGAGGTAGGGGTTCTTTTGATTTTATTTGGAATAAAT -CCCCTGATTTTATTGCATCCACAGCACTTTCTTTTAGCACACAAGCGATTCCCGTGCCTATTTTTGCGAA -TTCAACCAGAAGGTCAAGACTTTCCAGCTCTATTTCAGGAGAACACGTAAGCCCTTGGTTTTGAAAAAAA -CGATCAACAGATTTTCTGGTTGAACTATCCGACTGCAATAAAACAAGAGGATATCCGTTTAATTCCTGCA -AAGAAATTTCCCTTCCTTTTAATTCTTTAAACTTATCCGATGCAACAAAAATATCCTGAACAGAAATAAA -AGGAGCAGCATTAAACGTATCCTCGTTAACCGGAAGTGTAGAAATGGCAATATCTATAAGTCCTCCTTTT -AATACGTCCAGTAGTTGGGGAGTAGTTCTGTTTATAACTTTAACCATAATATTGGGGTACATTTGCCCGA -ATTTTTTTATATATGGCATAACGAAATATTTACAAATTGAATCGCTTACTCCTATTCGGATTTCACCGGC -GGTGAGTCCTTCAAATTCCTTAAGCTTTTCCTCGGCAGTTTTTAAAAAATTGTAGGCCTGAGAAACATAA -CTGAAAAGGAGCTCACCTTCATTGGTCAGCTGTATATTTCTGGACTTTCTGTGAAACAGGGTTATACCGA -GCTGCTTTTCAAGACTCTTTACCGATTGACTGACAGCCGATTGTGTTATAAATAGTTTCCGGGCCGCAGC -TGAAAAACTTTTATTTTCTGCACAATGATAAAAAATTTTATATAACTCAAAGTTAATATCCATTAGTACT -CCTAATACAACATATTAAATATATTAATTTTACTAATATATTTTATCATAATATAATACAATTAGAAAGA -TTATTCGAAAGGATTTATATATATTAGGGGGACTGCCAAATGAAAAGTACTGTAAAAAGACTATTTGTTG -TAAAGAAACATCCTTATGACGTTGAAGCACAGGGACTTTTGAAGGACTTCAGAGAAACGCTGGGAATAGA -GTCATTGGAATCTTTAAAGATTGTCAATAGATATGATGTAGAAGGCATAAGCGATTCTGAATATCAACTG -GCAAGAAACACCATATTTTCTGAACCGACAGTTGATTCTGCGTATGATGAGGAGTTTAAAATTCCTTCAA -ACTGCAGAGCTTTTGCTGTTGAGTTTCTTCCCGGACAATATGATCAAAGAGCAGATTCGGCTGCTCAATG -TATACAGCTTTTAACACAAGGCGACAGGCCTGAAATTAATACTGCCAGAGTAATTGTTTTACAAGGCAGC -ATAAACGAAAAAGAATTCAATTCCATAAAAGAATACTATATAAATCCCGTTGAAAGCAGAGAGGCTAAAA -TGGAAAAACCCGAAACTCTTAAAGCTGAGGTTGAGCAGCCTGAGGATGTTGCTACTCTTGAGGGATTTAC -ATCCATGAATGAAAAACAACTCTCGGAGCTTTTAAGGGAAATGGGTTTTGCAATGTCTTTTGACGACATA -ATTTTCTGCCAGAACTACTTCAAAAACTCGGAAAAGCGTGACCCTTCAGTAACAGAAATGAGAATGATAG -ACACTTACTGGTCGGATCATTGCAGACATACAACTTTTCTTACCTGTATTGATAGTGTAAAGTTTGAAAA -AGGCAGATTTACAGAAATCATTGAGGAGACCTACAAGGACTACATTGAAAAAAGAGAGGATATCTACAAG -GACCGTAATGACAAGGATATATGCCTTATGGACATTGCTCTTATGGCAATGAAAGCATTGAAAAAGCAGG -GAAAATTGAATGACCTTGACCTCTCAGATGAAATAAATGCATGTAGCATAGTTGTCAATGCAGACATAAA -CGGAAAAAATGAAGAGTGGCTTGTAATGTTTAAAAATGAGACACACAACCATCCTACGGAAATCGAACCC -TTTGGTGGAGCTGCAACATGCCTTGGAGGAGCTATCAGAGACCCGTTGTCGGGAAGAGTTTATGTATATC -AGGCAATGAGAGTAACAGGAAGCGGCGACCCCAGGACAAAGCTTGAAGACACAATACAAGGAAAACTTCC -GCAAAAGAAAATAACCACAGGAGCCGCTTCTGGATACAGTTCCTACGGGAACCAGATAGGTCTTGCTACA -GGGCAGGTAGCTGAAATATACGACGAGGGCTACGTTGCAAAAAGAATGGAAATTGGTGCTGTAATAGGTG -CAGCTCCAAGAAAAAATGTGGTAAGGATGCAGCCTGAAGCGGGGGATAAGATAATACTCCTTGGAGGGAG -AACGGGAAGAGACGGCTGCGGAGGAGCAACGGGTTCGTCTAAAGCACATACGGAAGAATCTTTGATAACA -TGCGGTGCTGAGGTACAGAAGGGTAATGCCCCTACAGAGAGAAAAATACAACGATTATTCAGAAATCCCA -ATGCAAGCACATTAATAAAAAGATGTAATGACTTCGGTGCAGGCGGTGTTTCCGTTGCAATAGGAGAATT -GGCAGATGGTCTTGAAATAAATCTTGATGCTGTACCAAAGAAGTATGAAGGATTGGATGGAACAGAACTG -GCAATTTCGGAGTCACAGGAGCGTATGGCTGTTGTTGTTGAAGCCTGCGATGTGGAAAAATTCATAGGCT -TTGCAGCAGAAGAAAATCTGGAAGCTGTGGTTGTCGCAGAAGTTAAGGCAGAACCTAGGCTTAAAATGTC -ATGGAGAGGAAAGCAGATAGTTGACTTAAGCCGTGAATTCCTGAATTCAAATGGTGCAAAACAACGGATT -GACATAGAGATTTCTGCACCGGATGAAGAAACATATTTTGATAAATGCAATGAAATAGAGATAGACAATT -TAAAAGAATACTGGATTAAAAACCTGCAAAATCTTAACAGATGCAGTCAAAAGGGTCTAGTTGAAAGATT -TGATTCAACAATAGGTGCAAATACAGTACTTATGCCTTTCGGCGGAAAAACACAGCTTACCCCTGCGGAA -GGAATGGCTGCAAAGCTGCCCCTTATGGAGGGTGACACAACAACCGGAACACTTATGTCTTTTGGATACA -ATCCGGACATAGCAAAATGGAGTCCTTTCCATGGAGCAGTATATGCTGTTGTAGAATCTATTGCAAAAAT -TGTGGCAATGGGTGGTGATTACAGCAAGGCAAGGCTTACACTTCAGGAATATTTTGAAAAGCCGGGAAAA -GATGCAAAGCGTTGGGGAAAACCGCTTAGTGCCTTACTTGGTGCGTACTATGCACAGATGAAGCTGGGAA -CGGCAGCTATCGGCGGAAAGGACAGTATGTCGGGAAGCTTTATGGACATGGATGTTCCGCCGACACTGGT -ATCTTTCGCTGTAAACACTGTTAACGTGGACAACGTTATTTCCAATGAATTCAAGGGTGTAGGAAGCAGG -GTTGTACTGCTCAAAGTAAAACTTGATGATAATATACTTCCTGATTTTGATGAGCTTGACAGAGTGTATA -GTCGTGTTAACAAGCTAGCTAAAGAAAAAGCCATATTATCTGCAAGTTCCGTAAGATCTGGGGGTATTGC -TGAAATAATCAGTAAAATGGCATTTGGTAATATGATTGGATTTACACTTAAAGGGATAGCGGATGTTTCA -CTTCTGTTTAAACCCTTCTATGGTTCTTTAATCCTTGAAATACCTGAAAATATAGATTTGACAAAAGCAC -TGGAAGGACTTAGATACACTGTATTGGGTGTTACCACAGCCAATTCTGAAATTAACATAAACGGTACTGT -AATTGATCTTGGGGAGCTTTCCCACAAGTGGCAGGAACCTTTGGAAAAGGTGTTCCCTACAAGAGTAAGT -GAAGTCCAGGGAACTACAGTTCAATACAATTTTGAAGCAAAAACAAAAGCTAAACCTTCCGTAAAGATAG -CAAAACCAAGAGTATTCATTCCCGTATTTCCGGGAACAAACTGTGAATACGATACTAAAAAGGTATTTGA -AAATGCCGGCGGAATCGTAGAAACAATGGTAATAAAAAATATGACTCATAAGGACATCGAAGAGTCTATA -AAGAGAATGGAAAAACTCATTGATAATTCTCAGATTATCATGATACCCGGAGGCTTCAGTGCAGGTGATG -AACCTGAAGGATCAGGTAAGTTTATTGCTACAGCATTTAGAAATCCTGTTGTCAGTGAAGCTGTCATGAA -GCTTTTGAAGAATAGAGACGGATTAGTTTTAGGTATATGTAACGGATTTCAGGCATTGATTAAGCTCGGA -CTTCTTCCTTTTGGAGAAATAAGAGAAATTGACGAGGTATGTCCTACATTGACATTTAATACCATAGGAC -GACACCAGTCCTGTCTTGTAAAAACGAGAATAGCATCAAACCTTTCACCATGGCTGAACAATGTAAAGGT -TGGTGACATCCATACAATAGCAATATCCCACGGTGAAGGAAGGTTTACTGCAAACAGTGAGGTTATGGCT -GGTTTGGAGGCAAACGGACAGATTGCAACACAGTATGTTGATTTAAATGGAAAGCCTACATTAGACATTT -CATTTAATCCTAATGGCTCAATTAATGCTGTGGAAGGTATTACAAGTCCGGATGGAAGAGTTTTCGGTAA -AATGGGACATTCGGAAAGAATAGGTACAAACCTATATAAAAATGTACCGGGTGAAAAAGACCAGCAATTG -TTCCGTGCTGGAATTGAGTATTTTGGTTGATAATTTTATAGACAGTGTAGGTACAAATCATGGTAAAATT -GGTGACAGCCCAATGAAAACATGTTATCATGAAAAAAAGTCGTTATTTTCGGAGGTGGCTATTATGAAGA -TTTCGTTTTCAACATTGGGATGTCCGGGATGGAGTTGGGAGGATATGCTTTCAACTGCAAAGGATATAGG -ATTTGATGGTGTTGAGGTCAGGGGTATTGGTAATGAGCTTTATGTACCTAAAGTAAAACACTTTTCAAAC -GATAATATTGAATTGACAAAGAAAAAATTAAGCAAAATAGGCCTTGAAATACCTTGCTTGACTTCTGCGT -GTTTTTTATTTGACAAGGAAAATATAGATAAACATATAAAAGAAGGTATTGATTATATTAATTTGGCTGA -AAAGCTTGGAACACCGTATATAAGGGTTTTGGGTGATGCCCAGCCGCAGCCCTCTGATATAGATATTGAT -TTTGTTGTTAAAAATCTGAAAAATCTTGCAGCTGCGGCAAAAGAAAAAGGTGTTAAGCTATTAGTAGAAA -CCAATGGTGTATTTGCAGATTCAAAGGTTATGAAATCATTGCTGGATAAAGTTGACTCTGACAGTGTCGG -AGTACTTTGGGACATTCATCACCCTGTCAGATTTTTCAATGAGTCGTTGGAATACACATACGGCAATCTG -AAGGAACATATATGTTTTGTACACATTAAGGATTCGATTATGATGGATGGTACGGTCAAGTACAAAATGA -CGGGTTATGGTGATATTCCAGTGAAACAGGCTGTCGAGCTTCTTAATCAAAACGGATATAATGGATATGT -TTCACTTGAATGGGTAAAGAGATGGTGCCTTGACCTCGAAGAGCCGGGAATTGTTTTTGCTCATTTTGCA -GGGTATATGAAGAGTATAATATAAGGTTTATAAAGGGGGGTGTTGCAAAACAAAATTAGTTTGCAACACC -CCCCCTTTTATAGGTTTGTTAGGAAATAATTGTTAAAAAGTATATTAATGTGATATTATTCTTTCAACAT -AATGATTTGCAGGAGTGATATCATGAAAAGAATACCCTTGTGTTTAGTAATGGCTGCCTTCATTATACTT -AGCAGTTGCGGTAACGATAAAATAGTGTTACACAAACACAGCTCATATGGTTATCATAATGGCGACGTCA -AGCTGGATAAGACAATAAAAACGTTAGATGTAAACATAGATTCAGGAAAACTGCAAATATATTGTTGGGA -TAATAATGAAATTAAGTATGAAGCAAAACATGTTGCACGAGGAAATAAGTCCGATGAAGCTTTACAGGAA -CTTTTGAAGAAATATTCCGTTAAACCTAATCAAAAAGAAAAAACAATGTATATCACAGTGGCTTATGGGG -GTAAAATTAAAAACCCTCAGGATTTTTATACTGAAATCAAGTTAACTATTCCCAGAAACATTAAAAATAT -ATTTATAAAACAAGATGTGGGATCTATATCAGTTGAGGACAAAATTGATGGAAATATCACCGGAGACGTT -GATTCTGTTAACACAGAAATTAAAGCAATGAATGGAAAACTCAGTTGGACATGCGATACAGGGAGCTTTC -GCCTAGGTTCAGGCAAGCTTTTCAGTGATTCCACAGTGAATATAAAAGCAGGAAATATTTCATCAAAAGC -AGAGTGTCAGAATAATTCCCAGTATTTATTTAAAACAGATGCAGGCAATGTGGAGTTAAGTTTTCCTGCG -GATTCTGATGTTACCGTCGATAGCTACGGTACGCTTCAAAATAATCAATTTACCGGTATTAATGGAAATA -TAAAAATTAAAGCATCTACAAAAATGGGAAAGATATGCGTTAATGGATATTGATAAATTTATTAGAAATA -TTAAAAAAATTCTTGACAAACACAGAATATGTAATATAATGATTTTAATAGTAAATTTTCATTTCTTTTT -GTCTTTTTAAATTTTTCACTTTATAAAAAATTTCAGATTTGTGGAGATATTTCATGGCACTCATAAAAAT -CTTAATCGTTGATGAGGACGATGAGTATTCAATCAGCTTATGTAATTTTCTTACTCATAATTACTCAGAA -ACCATAGCGTTAAACTACTGCAAAGATATCGAAGAAGTTAAAAATCGTATAAATGAAATTGTTCCTGATG -TTATACTTGCTTCCGAGAAGTACCACAGAGAAATAAAAAACTATTCTAAAAATAACGTAATTCTTTTATC -ATCAGTAAAAAACTCTGCATCAACAATTCAAAACGATTACATATACAAATACAAAGATGTCAACCAAATT -GCAGCGGAAATAATAAATATTCATACAAGATCAGGGAATAAAATACATGACATCGGCGGAAATATTGCTA -AAGTCATCTCTGTATTTTCAGCCGCCGGAAATGTAGGTAAGACCTCATTAGCACTGGCTGTAAGCAGTAT -TTGTTCATTTTCAGGGCTGTCAGTCTTTTACCTTAATCTGGAGCAATTCCAATCTACCAATATATTTTTT -AACGGTAATACTCAAAATTCATTTTCAGATATTATATATTTTGCCAAGGAAAAGGATAAAAATCTTGTAA -CAAAAATTCCTGCTGTATGTTCCAAGGCAATTGATTCGGGTATCCACTATTTCAGTCAAACAAACAACGT -ATTTGACATAAAAGAAATCCAGCCGGAGGATATTGAATTCATTGTTTCTGCCATTAAAAACTGCGGATAT -TATGACCTTATAATGGTAGATATGGATTCACAGCTCAATGAAAATACTATGAAAGTTTTTGAAAAGTCTG -ATGAAATTTTATATTTGATTACTAAAGAAGAAAGTTGTTTGCATAAAACCAAGCAATTTATAGACAGTAT -CACTTTACTATCAAACAGCTTTGAAAATCAAGCTGCTATAAAAAACAAGATAAAATATATTGCAAACAAA -GTATATAAACAAGCCTATCTGTCTGAAAAATTCTTACTTGAGCAGGAACTTTTGTTCCAAATCGTTTACG -ATTCTGATTTCCCTTCATTAAATAACCTTTCCCAATTAAACGGAGGGCCTGAAATTATACTTAATACATA -TAGAGATATAGCGGGAAGGTACATTAAACATAACATGGAGGTACGGTGTGAAACAGGAACTCATCAATGA -AATAAAGACCTCAATTAATGATAAAATTGATTTAAAGAGAAATTTCACAGATGATGAAATTAATGAGTTA -ACAGTCCGCACGGTATTGGATAAATCCAAACAAGTTTTTCTCAGCTCAACCGAAAAAAAGCAAATTATTG -AATCCGTATTTAACTCACTCCGCAGGTTGGATATATTACAGCCTATTCTCGATGATAATCAAGTAACTGA -AATAATGATAAACGGTCCCAATGATATTTTTATTGAAAAGAAGGGTAAAATAAGCCGACTAGAAATGTTT -TTTGAATCCCAACAAAAGCTTGAGGACATAATACAGATCATGGTGACGGCGGTAAATAGAACGGTTAATG -AATCAAATCCAATTGTTGATGCCAGATTGAAGGATGGATCAAGGCTTAACGTAGTACTCCCTCCTATTGC -AATAAATGGTCCTATTGTAACTATCAGAAAGTTCCCCGGAAAACCTATTGATGTGAAAAGTCTTATTGAA -CTGGGTTCATTGACCGAAGAGGCAGCTGATGCATTAAAAATTCTTGTAAGGGCAAAGTACAATATTTTTG -TGGCAGGAGGGACAGGGGCTGGGAAGACAACTTATCTCAATGTACTTTCAAACTTTATACCAGCAGATGA -AAGAATAATAACCATTGAAGATTCAGCCGAGCTGCAAATAACAAATATATCAAACCTTGTCAGACTTGAA -ACAAGAAATGCAAATGTAGAGGGACGAGGAGAAGTGACTATAAAAAATCTTATAAGAACAGCCTTGCGTA -TGAGGCCAAACCGAATAATCGTCGGAGAAGTAAGGGGGGAGGAAGCAATTGATATGCTGGCTGCAATGAA -TACAGGGCATGACGGATCTCTTAGTACCGGACATGCAAATTCATCCCAAGATATGTTTTCACGTCTTGAA -ACAATGATTCTGAGTTCGGCACCTCTCCCTCTTGAGGCAGTAAGAAAGCAAATAGCTTCAGCAATTGACA -TTATCATATTTCTTTCAAGGCTCAGGGACGGGTCCAGGCGGACAATGGAGATTTCAGAGGTACTGGGAAT -AGAGAATGGATTAATAAGACTAAACCCGCTTTTTGTATTTGAAGAAACATTTCAAGGAGACAAAAAACCA -ATTAATCTTGTTTGCGGATGTTTGAAAAGAACATTAAATCCATTAATTAATAAACATAAAATTATAAATT -CGGGGATTTATAATGATTTTTAGGAGGAATTTTTGTGGTTGACTATAACGAATATGCGATTCCGACGAAA -ATGAAATTAGTATATGCATTATCAGCTGCAACTGTTGTATTTGCCGTTTCCTACCTGTTTTACCGGAGCT -TTACGGTTTCAATTGCAATAAGCCCTTTAGGTATATTTTATTTGAATTATAGAAGAAAACAAATAATCGA -AAAAAGAAAAAATGAACTAAATCTGCAATTTAAAGATTTACTCATATCTCTATCATCTTCTTTATCAGCA -GGAAAACCCTTGGAAAAGGCTTTTGTTGGTGCACTTTCAGACCTTTATGTTTTGTATCCCAGCGATGATG -CATACATAGTTAGAGAAACAAAAATAATAATTAATAAACTTTCTCTGAACGTCAGTATCGAAGAGGCCGT -ATCAGACTTTGCAGAACGTTCTGATATAGATGACATAAAAAACTTTTCAGATGTTATTATAATATGCAAA -AGAACAGGTGGAAACCTTGTAGATGCAATAAAGAACTCGTCAAGAATAATAAGCGAAAAAATTGAAATGG -CACAGGAAATAGAAACATTGCTTTCATCCAGAAAACTTGAGCAAAAAGTTCTTAATATTATGCCTATTGC -AATGATTTTTATTTTATCAACAACTGCCACAGAGTATATAAATCCGGTATTTACTACTGTCACAGGCAGG -ATAGCAGCAACACTGTGTCTCATTCTTCTTACAGCTGCATATTTTATTTCAAAAAGGATTATTAATATTA -AAATGTGAGGTATTATGTTAAGTTTATGGATTGTGACAGGGGTGACATTGAGTGCTTATGGACTAGCTTT -ATTAGTAGTATTAATTAAAAATTATCCTAGCTACTCACAATACTGCAGTGTTTTAGATTCAAAGGAATAT -CCTTTAAAACGCTTGCTTCCGTTTGGTTTATATATTTTGGATAAAATCAGTTATTCCTTTAATTCAGCAT -ATGACAGAAGAATTATAGGCAGGATTAGTGAAATATATGGACAGGAATATTCAGCTTTTCATATTCGCGT -ATTCCATGCAAAAAAAATTGTACTAATTGCTTTAATTATTCCTGGAGAATTAATTGTAGGTATTTTATCA -CATTATCAAGCTGTATTTAATGTTTACATAACATTACTGTTTGGGATACTAATCTTTCTTGATGACTCAA -GGTTGAGCAGAAAGATTAAAAAGCGGCATTTAGAAATACAGTTGTCGTTTCCGGATTTTATAAATAAGCT -CGCATTGATGCTTAATGCAGGTCTTACAATGTCAAAGGCATGGGAAAAGATATCTTTTGACAGCAATAAG -CAGGATGCTTTTTATAAGGAAGTGAAAAAAACAGTTTCACACAAAGCTTCTGTTTCCAATGATGATAATG -TTCTTTGCAATAATTATCATTGTAATTACTCCTGCATTAATATCCATGCAGGGAATATCAAATTTTTAGA -AAATCAATTTAAAGCCGTATTTACGAATAAGGAGGATTAATATGATTGCAGCATTAAAAAGATTTATAAG -AGAAGAAGATGGTATGGGAACAGTTGAAGTTATTATTATTATCGCTGTTCTTGTGGTGAAGTGGTGATAG -TATGAAAAATAATAAAGGTAGTTTTACTGTTGAAGCTTCACTGGTTTTTTCAGTAGTTTTTCTTATGGTG -ACTGCATTTGTATATCTCTTTGTAATTATGTACCAATATGTGAATATGCAAAGCGTAGCTAATGAAGCTG -CAACCAAAGGAGCTTATTTTTATGTTAATCAAACAGGAAACAACTACGGTTCAAATAAACTAGATGAAAT -GTACTGGAGAATTTATGATACGAATAATAACAAAAAAGCATCAGGGATAATTGATTATGCAAACAAATTA -CTTAACAAATCTTTGTTTCCGGCTGAAAATAATATTTCTGTAAATACATATAACAAAATACTTATAAAAA -ACCTTAAAATAGAAATTGTGGATAAATATACCATCCCTGTCAGTAACATGTTTGATATATTCGGTTTATC -CCCGGTATTAAGTCTTAAAGTCGTTACTAATTCACCACTGGATGATAATGCGGAATTTATAAGAAACATG -GATATTGTGACAGATATTCATAATTGTATAAAAAACAGTGACACCAAGTGGACTGGAGAGGGTTCAAAGT -TAGAAAATATACTGGAAAAACTCTTAAAGAAAAACTAAAGGAGAAATTCTTGTGGAACAACATAAAACCA -AAGGTGCAATAACAGTATTTTTAAGCATAGTTTTAACTGCTATATTTCTGGTTATTGGAACATTTACAGA -TGGAGCAAGACTCAGGTTGGCACAATCCCACGTTCAACGGGCAAATAAAGCTGCAATTTCTTCAGTACTT -GCAAACTATAACAATGAATTAAAAGATGAATATGGGCTGTTTGGAGTTTATCTGGATGAGGATTCATTAC -AGGAAACATATGAAGAGTATTTGTCTAAAAACCTTGGAATTGTCGGTAAAGGAAAATCTATGTATGATTT -CAGTATAGATAACATAAAACTTGAGAATCCATATAGTCTTGAGAATAAAGAGGTAATCGAAAATCAGATA -ATGGAGTTTATGAAGTACCGTGCACCGTATAAACTAGCGACTGAACTTATTGAAAAAGTAAAGGGTATCA -AAAACATTTCAAAGGGATCAAATGTATACAGCCGTAAGATGCAGACAGACAAGCAAGCAGCTGAAATAGG -GAGAATACAGCTTTCCCTTGAAAATAAAACCAAGAGAATAAATGAGTTTAATTTAACGACTCAATTATCG -GCACTTAAAGATGATTTTAAAAAGCAAAACGAAGTTCTCAACGAGAAAAATAAAAGTATACAAAATCTTG -AAAACATATATCAAAATGAAACAAATATAAAGAAAAAACAGGATGTAGGAAAATTATTACAAAATGTACG -TGAGGAAATGCAAAATATAAATAATACAAAAAACAATATAAAAAATAGCATTCTTGATGGGATAAATGAA -TTTAAATCACTGAATTCCGAAGCTATATCAGAAGCAGCAGCCATTGCCGATAAGAAAAAACTCCTCTGTG -ACAGGATTAATGGAGAAATGGAACAAATAGAAGAACATTACGAAGGAATCCATGAACTTCAGAATTCCTA -TAAAAAAAGCATGGGTAAGATTAAAAATATGGTGGAACAGGACAATTCAGAGTCAGTAATGGGAGGGTTT -AAGCAGAATATTGAGAATTGCAATCAAATAATCAGCTCTTCGGAGAGCGACGAAGAAAACTTTTTGAATT -CACTTGATAAACTCTCAAATATCGCTGTTGTAAACTATTCTTTCATTAAAACCGAGTCAGCTCATTCAAA -TGACAAGGATAACAGGAAAAAAGCCTCTGACGAACTAAAAACTGCGTTTAAAAAGGACGGAGATTCAAAA -AAAATACCCGATGACATATTAAAGAATCTACCTTCCAAAAAATCTGGTTTCAAAGAGGAAACGGGAGCTC -GTACATGGGACAACCCAAACTTTGAAGATGAAAGCTTTGCAGTAGATAATTTTAATTATATTGCTGAGAA -AGATAATACTTTTGGTGACATAGCCAATAAAATATCAGAAGAACTTTTTTTGAACGAATACATTATGGGA -ACTTTCAAGCATGGTATACCGATTTTGGAAGGCCAGACAGAGAAAGATGCATATAATCTCAGATCAAAAG -ACAAGTCACAAAGAATTTCTTTTTTTACAAACTTCGAGATTGAATACATAATAAACGGTAACAGAGATGA -AACGATAAATTCAATGTTGACCAAATCAGAAATAATGGCAATAAGACTTATTTCTAATGTACTTCATATA -TATGCTGATAGTTCCAAGATTACCAGAGTTACAAGTCTTGCGGCGGCACTAAGTTCGTGGTGTGCCGGTC -TTTCAACACCGCTTATTCAAACAATGCTGGTATTCTCTTGGGCTGCTTTCGAGTCATTGTATGATATTAA -CATACTTGAAAAAGGAGGAAAAGTAGCACTTTTTAAGACAGATGTTCAATGGATGACGGACATTTCAGGA -GCTGTTAGTAAAAAGGAAAAAAATAAAGTTAGTAATGATATCTTATGCCTTAGCTATCAGGATTACTTAA -AAATATTTCTTGTGACTATGGATAAGGACAAAAAGCTTATGAGGGTGCAGGATCTTGTTCAGCTAAACAA -AAGTGTTAAAAGTCCGGGGTTTCTCTTAGCAGATTGCAAGGTGTTTTTCAAAGCTTATACAGGTGTTTCC -ATAAAAAACCTTTTTGTAGCGTTTCCAATGTTTACTACTGAATCAAGAAGAAAAGTAAGCAGATCAAATA -TTAATGAAAGTATGTATCTTGGATATTAAGGGGGCTTTGTATTTGAAAAGTAAGGGCTTGCAGGACAAAG -GGTCTATTACGATTGAAGCTGCCATATGCTTACCATTTTTTATATTAGCTGTGATTTCGTTCGTTTTTTT -AATAAAGGTACATTTCTCACATGAAATAATCCAGCATGCCATAACTGGAGCATGTAATGAAATGAGTGTA -TACAGCCTGATATATTATAATACAAATGCAGAGGAGCTTGTAGGAGGATTAGAAAAGTTCTGTAAATCTG -ATAAAGTAAGCAATGCAGTTGGCAATTCAGTATTGTCCCAGTATATACAGGAGTTTGGTAAGGATGCATC -AGATTACGTGAGAGTACGGACTGTATTAGTTCCCATTACAAAAAAACTTGTAAGAGAAAACCTTGGTACT -TCATCAGATAATGCAGATATAAGACTAAAGAATTTAAGCATTCGGAACGGATTCGACGGAATCGACTTTA -CCCATAGCAGGATGGCAGCTGACGGCAAAAGTATAGATATTGTTGCAGAGTATAAGCTGGAATTTCCGTT -TCTTTCACAATTACTGCCAGGCATAAAAATTTGTCAGACTGCATCAGCATGTATCTGGGCGGGAGAAGAT -GGAGTGAATTCACTGAAATACAACAGTGATGAAACTAATACAGAATGTGTATGGAATTTGGGTAATATTA -AAAGAGGTCGGGAAATACGCAGACTTCAAGGAGCAAACCTACCATTTAATTTTCCGGTGATTTCAAAATA -TGAAAATGGAACAGCCACCAGCATTAAAAGTCTTAATCTTGATAAGATATATTACCATAACACCAATAAT -CTTGAAAAAAAGTTAAAGGGTTATATCACAAAACTTCAAGAGTTCAATGGTGGAAAAAACGGTTCAGTTG -AAATAGACAGCAACCAAATACTCAGAAAGGAGCTGATATTGGTTGTACCTGAAACAGATATTTTGCCTGT -ACAGTTGCAAACTTTGAATAAATGTGTAGATATTGCCAGGGAAAAAGGTATCTACTTAAAAATCGTAAAG -GCTTATGGTAAACAAAATAATGCAGAAAATGAGGTGGAGAATGCAAAAGGTTATTAAAATAGAAAATAAA -AAAATAAGAAAATTTACGACTGCAATGATTTGTGTAGTTATTTGGATTGCGGGGATAGTTGGAACAGTCG -GTTTTATTTATAAATCAAAGCTGCCAGCAGCTATTGGGGTTCTCCTAACTGTTCAGCTGCTGGCAGCACT -TTGGGATATAAAGAGTATGACAATTCCGGCTAAAATCACTGTTCCGGCCATGGTTGCGGGAGCAGTGATT -GTAGCCCTGACAGGGGAATTTTTGGAGGGAACGGCAGCAGCTGTTTTATCATTTATACTTATGAAGCTTT -TGGCTATAATATCCCGGAATCAGGTAGGGGGCGGCGATATTGCAATTATGACTGTAACAGGACTTTATAC -GAGTATTGGTGCATTGATTTCAATACTGTTTGCCTCTGTAACTTTATCAGGAGTGTTTTCCGTTATATTT -ATTATAAGCGGAAAAGCTGATAAGAAAACAGAGATTCCTTTTGCTCCTTTTATACTGACTGCAACAGTAC -TCCTGACTTTAAGCGGTTATGTAAATTGATTATTACAAATATAACTCCGGGGTGATGTAAATTGTATGAA -ACACTAGAATTAAATTTTGACATTAGCTATGAGAATGATTCGACTTCAAATTATTTGGTTCTAAAACCTA -AAAATGATAGAAAATTAATAGACTATCAGGTTCAAATGTTGCTAAATAACAGAATACACGGGCTTCTTAG -TCTTCATATAAATTCTGTCGGCAATCAAGTAAACTGTTTTTATGATATTACTTCAAAATGTACTCTTGTT -AACATAATGAATCGAAAAAAGTACAACCGTTATGAATTTTTGATAACAATGCTAACGATTATAAAGAGTA -TTATAGGACTAAAAGATTATCTTTTAAATGACAATAATATACTTTTGGATGAAAATAACATATATGTAGA -CCCAGAAGCTTTGAATTTATTTTTTGTATATCTGCCATTTGAAAACAATTCAAACGATATTAGAACATTT -TTAATAAACATAATTGTAAAACTAGTAAAATTTCAAGAGGAAGATTGCGATAATTATATACAAAAAATAC -TTGAAAACATTAAAAACGAACTATTTAATCTGACTTGTCTGAAAGAACTTCTGGAAAATTTACTAAGTCA -GGATATCACAAGAAATACACCAAATGAAAGCTTTAGTATAGATAAGCCAGAGAATGAGCCTCTGAATGAA -ATAAAAATAAAAGCTTCAAAACAAAAGCAAAAATCTTTAATTCAAAGAGGTGAGGTAAAGATACCAAATT -TGCCGTCAGAAGAATGTTCACCTAAAAATTTAAACATAAAACATAAAGATTTCTCAAAAGCATTCGGTAA -ACTAACGCTTATGCAAATAATTCTTCAGCCTATAATTTTATTAATTCTCTTTAAAATTTTATCAAGCAAT -TTCGTCAGAATGTCGGATAGTCCTAAAACCACTACAATAATTTTATCATTAATTTTTATTTCAATAGACA -TTCTTTTAATTAGAATTCTAAATGAAAAGAAAACAGAGAATACTGAAAGCTATAAGCCTTTGCAATATAT -TACAGAAAAAATGAGGGAAAACAGTGCACTGACTGTTAAACAGGCTTCGGAAAAAGATAGTAAAAAGGCG -GAAGAGGTACATATTAAAAATATAAACAACCGCGGTGGTGAAACAGTTATCCTTAAGAGCAATGAACCTA -AAGACATACCGTACCTGCAAGAAAAGGATGGAGAAGACATCATAAAAGTTAACAAAACGAGTATTCTGGT -AGGTAGAATGGGAAGTTTTGTAGACCATATAGTTGACAATAACGCTGTCGGGAAGGTTCATGCAGAAATT -ATAAACGAAGATGGTTCATACTTTGTAATGGACTGCAGTTCAAGAAATGGAACTTATATAAACGATGGTA -GGATAAAACCTAATACAAAAACAAGTGTTAACAATAATGATGTTATCCGATTTGCAAATAAGGAATTCAT -ATTTATAATTCCATCCTAGCAGTTGAAAATAATTTTAAAGAAATGAGTATTTACATGATTAAATACATAA -TTCTGTTTTTACTTGTACTGTTTTCAGTAGTGAGCGACATAAGAACATCAAAAATCAGAAACATACATAC -AGCATCAGCTATGCTTGCCGGCTTGGTAATAAATACACATCTTTCAGGTATGTATGGTTTTAAGGAAAGT -ATGGAAGGTATTATTCTTCCGGTGTTTTTATTTGGGATATTTTTTTATGCAAGGCTCATAGGAGCTGGGG -ATATAAAGCTGTTCAGCAGTATTGGGGCTGTTTTCGGAATAGACTTCGTAATTATGGTTATAGCGTATTC -TTTTTTAATTTGTGGTTTATATTCACTAGTTATGTTGTGTATAAAAAGAAAATTTGTAAGCACATTTGTT -CCATTTATAAAGGAAATTCGACTATGTTGTTTGACACTGAACCTTTCTGTTTTTGAGAATAAAACAACCC -GCACATATATCAGGATGTCTCCTGCAATTGCAGCGGGTTGTGTGTTTCAAGTATTATTAAATCTATAGTA -AAGAAAAATTTGAGCAGTCCTTACAAAGGCGGGCTATGTCAGAAAATTTATCTTCAGCATCTTTATATCC -TTCGGCATAGAGCTTTTTTAGATTTTCAGGATTCCTTTCAAATCTGGAGATTTCAATCGGCTTTTTGGGT -CTGATAATCACAGCTCTATTTTCTTCTTCTAGCTTTTCGGCCAACTTTATACTTTTATTATAGTGGATAT -GCCTATTTTTAATGGCCTCTACCAGGTTAGGGTATTTTTTTAGCTTGATTTTGCACAGAGGATACAGTTT -ATTAGGTTTTTTTTCATATCCCTTGTGCTGGGTTAGAATAATAACATGTTTATCAAAGCCGATATTGACT -GAGTAGTGAATAGGTATTGAATCGGAAGGTCCACCGTCAACCAGTTTTCTTCCTGCTGCTTCCACAATGG -GAGAAACCAGAGGAATAGAACTTGAAGCCTTTACATAAACATCATCAACTTTCATATCATTAACAGGAGC -ATAATAGCTCTTACCTGTCTCACAGTCGGTAGTCACAACTGTCAGTTTACAGCCGGAGCTTTTGAATTTA -TCGTAATCAAAAGGAATAAGCTTATTAGGAATATCGTTAAAAAGAAAATCCATATTAAAAATAGAACCTC -TGGTAAAAAGTCCCATAACACTTACGTAACGATTATCCATGCAATACCCTGCATTAATCTCAAGATTCCG -GCCACGCTGGCCTGTAATGTAGGACAAGGAATTACAGGCTCCTGCAGATACTCCTATAATGTCTTTAAAA -AGGATTTTATGGTCAAGAAAACAGTCTAAAACACCTGCTGTATACAAACCACGCATGCCGCCGCCTTCAA -GGATTAAATTCACTTTAGCCATAAATGCATTACACTCCTATATTTCCATTTTAGTTTTAATGAATTATAT -CTCTTTTCATGAATTGGTTCAATAAATCATTTTAATTTCTATAAAATCATTATAAATGTACCTATTGTTA -TAAAAACTGCTCCTAAAACAGTCTTAACTGTCACAGCTTCGTGTAATATAACAAATGCAAGTACTATACT -AATCACCACACTGAATTTGTCAACAGGAACTACTTTTGAAGCTTCACCGATTTGCAGGGCGTAATAATAA -AACAGCCATGAAAGGCCGGTAGCTACCCCTGACAATATCAGAAAAACCCAACTTTTGGTGCTGATGTTTG -TAATACCATGGTGTGCACCCGTTAAAAACACCATTCCCCAGGCAACAATTAATACAACAATAGTTCTTAT -AGCCGTGGCCAGATTTGAGTTTATACCGGTTATACCTATTTTAGCAAGGATAGATGTAAATGCAGCAAAG -AGAGCTGACAAAAGTGCAAATGCAAACCACATATTTTTACCTCCTTTAACCATAGATTATGCACCTCCAA -AAATGTACTTTGGCAATAATAGCTGATATAATAAACTATAAATGTAGTTTATGTAAAAAGAGGTTGTGGC -AAAATTATTTATATCTTTTTTAACCTGTACTTAAAGTAAAAATTGTATCAATGTAAGCTTGGAATCAATC -ATTGATATAATTTTATCCGGGAGTACTGGTGTTAAAACAGAAAAGTTTTCTGTATTGCAACAGCCCTATA -TCAAATAAGTATATCACAAGGTTATTCATTTAATGGAGGTTCAAAGTATGAAATCTTTCAGAAAAGAGTT -GTTTTTTAATGTACCACGCAGAAGAGCCTATATAAACATAACTCAACAGGTGCAGCAGTGTATTGATGAA -AGCGGTATTAAAGAGGGGATGGTTTTGGTTAATGCTATGAATATTACTGCAAGTGTTTTTATAAACGATG -ACGAAGCCGGGCTTCATGCAGATTTTGAAACATGGCTTGAAAAACTGGCACCTGAAAAGCCGTATAGTCA -ATATAATCATAACGGTTATGAGGACAATGCAGATGCACATTTAAAGAGGCAAATAATGGGGAGGGAAGTA -GTTGTAGCAATTACTAAAGGGGAGCTCGATTTTGGAACCTGGGAACAGATTTTCTATGGTGAGTATGACG -GAAAGAGAGAAAAAAGGGTTCTAGTGAAAATTATTGGAGAATAAAAATCCTTTGAATGGGACATTTTAAA -GATATATGTTAATTCAAAGAGGTAAAATTAATGTTAAGTCAGGAAACTAAAGAATTTCTTATGTCATGCG -GGATAGAAAAGGAAATGCAGCAGTTGGAAGACTGCTGTTCTGACTATTTAATAAGATTTATTCATAAGAT -GTATCCAATGCCCGAAAATACTAAAAACATGCTGGGAAGAAATAGCATGCATTATATTCAGATGGCATTA -TGCAGGTCTAAATTACTGACAGATGGTGTGATAACGGCCCTAAACGCAAAAAATGGGTTACTGGCAATGC -TTGCCGCCCGGGCACATCTGGAGGTAACAGGAGCTTTAGCTTTTTTTCTGAAAAAATTGAACAATTATTA -TAGAAATGCAATATCCTATCAAATTCTTAATGAAGCCCTACAAAGATTAATCTTGGGTACAAAATCGCTG -GAATTATCGGAGAATGCTCCTGCACCTGTAAATGTAATGACCCTGATAGATGCTGCTGATGAGTATCTTA -GCAAAACAAGAAATGAGGAAACAAAGGAATTCAGGGAGAATTACAACTATCTTTCGGAATACTGCCATCC -TGATTTTTTCGGTATAACTATGCAGAGCAGAATTAATAATGCCGGTATTACAACGTACAGTCTTTTTTAT -AATTTAAACGAACAGGATTTGACCTTTTTAAGTAGTCTTATGTCAAGCGTATCGACGTTTTTTCTTCTTT -TTGACAGTATTCTCGAGCTGCTGATGGAAAATGAAGAATTACCGGAATATCAATGATATCTACTAAAAAA -ATTACCTCTCATACCCAGATACGTTAATTATAACAAATATAGGCTCAAACATGAACTAATTTATACCCGT -TATATGAACAAAGTATGTTTTATATGCATTGTTTGTCCACGGGGTAAACCATGAATCTTCAGTATGTTCG -GCTATTACAGGCTCGTATCTGAATTTTGAACTATTATAAATCATGCCTACAATAACAGCAGCATGTGTAA -TTGTGGATTTATTATTCCAGTGATACTGTATGAGATCCCCGGGAACTACATATTTCCCAATTGAAGTGTC -ATATTGATCATCTCCACTAATTACTTTCTGGGTGGCCTTAGGGCCAAATTCCTCATTATTATGATTACCC -GAAAGAATGCTGTTAAGTCCTCTGGCGGTACTCCATGTCCATGAATATGTGTCGTTAGTAGATGCAAGTG -TTCCTTTTTTGTCATAATACCATTGGAAAGCCCCGGATTTGTCATTGACGGCACCTCCGGCCCTTAAACA -CTGGGAAACAAAGTTTGTGCAGTCTCCGCCTTTCCATTTTTCATCTCCAAAATTCAGGTATTCCTTGGAA -TAGTTGTTCCAGTGATTGTACGCCCAGTTATAGACTTCTTGTCTGTTATAGTCCTGACTGATGCGTGGAG -TATAAAGGTCAGACATTTTCCATTCCGGCGTTTCTGGTGTTAATTTAGAAGGTTTACTTTTTCTTGCTTT -ATCCAATGCTTTTTCTGCTTGGAATTTTAGTGTGCGTATTTGTTCATGAAGGTCAGCAATACTTTCTCTT -GTTAATTCAACAGAGCTACCTTTTTTTGTTTGAAACTTATCTTGTTCTATTTTCCAGACATCATTTTCAT -TTTTAAGTAATAATAAATGTTCTTCGACTTTTCTGCCCTTTATCGGATTGCCTAAAGGGTTTGCTGCATT -CCAGTAAATATCAGCTGTCAGTGTCGCCCTAATGTTAGCAAATTTTCCATCAAAGAGAGTTTCATTTATT -TTTACTCTGGGTTCAACCTTCTCTATAGTGTAATCATTAGAAGCATAAGAAATTATATAGTCTTCTAAAA -GCTGCTTTTGGATAAACAGAAGGTTCCTTTGAGATGTAGGAGAATTCGTATAATATATATTTATAGCATC -AACGTTATGCGAAACAACAGACTGAATTTTGGTACAAAGGAATTCTGTAGTTAATTGTTCTGCCTGTCTT -ATATCTATCGGCTTAGCTTGGAGACTGCAAAGGCATGAAACTATAATACAAAAAAGGATTGAAATTGTTG -TTATTTTTCTTATTTTGGCCACTCCGTTTCATATTTTTTAAACAATAATATTATAAGTAATATCATTGGA -AAAAATACTTTAAGAAAAACAATGTAATTTCACATGTATAAATATTGCCGATTTGGAAAATAATCCATAT -TGAGTGAATTTAATTATAAGGAGTTAAGCAAATATGGCTGAAAAAGACAATGAAAATTCTACAGATGTTA -GGGTGTTCAAGCTATTAACTATAGCTTTGATATTGACAAGTGCATTACTTGCTGTCTTTTGCATAAGTGT -GAACAATGTAGTGAATCAGTACAAAGAAAAATATAATAATGAATGTATTCAATCTATGCGTATTATGAAG -TCTAACCAATCACTTACAGCGAATACAAATAGTTACAAATCCCAAAGTGATGAACTAAGTAAGCTTAACA -ACGACCTTAAGAAACAAAATGAACAGATAAAAAAACAGCTTGAAGAACTAAAAAAACAAAATAAACAGTT -GGAAGCTACAAAGAGGGAATTAGCTGACGATAACCTTCATCTTCAAAAATCACTTAAAAAGGCTGCATCG -GTAGGTGTAAAACCCCAATCGTACAAGATCTACAGTAGTAATAATCTAGAGACCAACAGCAAAGGCAAAT -TTCTTGGCAAATTTCTTGGTACTGCATACACTCCCTGTGCTGAGGAATGTGGTAATAATAAGGGTATTAC -CAGTTCAGGACAGCCAATAGTGCCGGGTGTATCTATAGCAATTGATAATTCCCATTGGCCATATGGAACG -ATTTTTTATATTAAGGGATTGGGATATACAGTTGCTATGGACACAGGAAGTGCGATAAAAGGAAAAAATA -GATTCGACTTTGCAGTTTTAGATAAAAAGTTTGCTTACGAGCTTGGACAACAATATTATGATGTGTATTT -AGTAAAAATGGGAAATGGTAAGATTAACGAATCTATTATAGCCAAACCGGCTTAAATGAGAACTTGTTAA -TAAAAATCAGGAAATATTGACTTTGCTTTTAAAATGGTATATACTAGTAACAGATTTGAGTCTAAAAAAT -TAATAATTTATCGCTGAATTATGGCAGTTTGACTGCTATAAGCGGGGGAACCATTCAAATGGGGTGAATC -CTGTGTTATCAGGTAGGGTTAGTCTCTTACAACCCGAATCCGGCAGCTAACTTCGTAAGCGTTGGGGAGA -AAGTGAATTTTTACATTTTGTAATTTCTAACCAATGCTACAGTTTTCTGTAGCATTTTTAAGTTTGTCCT -TATTCATTTTCTTCAAATTTAATTATTCAATTTTAATCTTACTTTACAATTTGAAAGGGAGGGAACTTAT -TTGATGAAAGTTTGTATATCCGGCTTGGGCCGCACTGGAAAGGAAATAGCAAAAGCTATCTTATTACAAA -ATGAAATCCAGCTTGTTTCTGCTATTTGTAGTCCCACCAGCAAATCTTTGAATAAGGATTTAGGAGAAAT -TCTGGGAATTAATAAAACAGGAATAACTGTTACAGGGTCTGATAAGCTGGAAGAAGTTATATTCAGAAAT -AAACCGGATGTTGTTATTGATTTTTCAAATCCTAAATCAGCATTAAAAAATGCTTTAATTTTCTCAAAAT -ACAGGATTAACATAGTAGTGGGAACCACAGGATTCTCGGATTATCAGCTTAAAAAGCTCTATGTAATATG -CAGAAAATTTAAAAATGGTATTGTTTATGCACCGAATATAACTATGGGTGTAAATGTTCTGATGCTGCTG -TCAAATCTTACGGCAAGCTTGCTAAGCAGTTATGATTTTCAGATTACAGAGTTACACCATAAAAACAAAT -TGGATTCACCATCTGGCACAGCAAAAAAAATAGCCGGCGAGATACAGAATGGACTTTCGAACAAGGGAGT -TGTAGTCTCACATAAGGACATACCTATTAATTCAGTGAGAGCCGGAGGCGTGATAGGAAAGCATGAGGTA -ATGATTGTCGGACAGGAAGATAAAATAGAGATCAGTCATGAATCTTTTTCAAGAAAAGCTTTTGCTCAGG -GAGCTATAAGTGCCGCTAAATATATTCATAAAAAATCCGGATATTACGAAATGAAGGATGTACTTGATTT -GGAAAAAGTTTTGCAAACTTATATTGAAAATAATAACAGGTCATCAAGACGACGCAGAAAATATGATGCC -AAACCGGCTTCAAATTAAAAACAAGAACCCAGCTATTTCTGGGTTCTTGTTTTTTTAGCTTTAAATATGA -ATTTTAAAAGATTTTTAGCGATCAAAACTAATTCAATAATTGCAAGAATACCTACGATTATTACAAGATC -CCGATTTTCAGTAACAATGTTTTTAATTTTTGATATGTAATCCTCAGGTGCTGACACTGTCTTATCGGAG -TACAGATTAACTTCAATTACGGTATTATCGTTCAGGGTGTATTTCAAAACACCTGCAATAGTCTCGGTAT -TAAGCGGAAGTTTAAGCTTTTCATTAGGTGTAAAGCTGATATTATTAATAAAGCTGTCTCCCACTGGATA -GGTATAATAGACATCAATTTTACTTACAAGATCAACCTTTACATTGTCCACTTCTATACTTCTTTGAGGA -ATATTCTTAGGAACAAGAACTCCTGTATAAAATTTTGAGAACCCATAATCAAAGAGTTTTGCCGTCTCGG -AAAAGGCATTTTCCTCATTTGTATTAAATACCACAGCAATAAGTCTTTTTTCATTGAGGGTAGCTGTAGT -AACAGCAGAAATACTCTGAGGGTTTGTATTGGTACCTATTTTTCCCCCGTCAACGCCTTTATAGCTCCAA -AAAAGAGTATTTTGGTTAGTTAAAATTGAAGAATTATTTCCGTTGAGCCAACCAAAACCTCTTGCACCGA -ACATCAAATTAAAAGTATTATTAGAAATCGCTGCCTTTACCAGCACTGCAATGTCCTTGGCGGATGTATA -TTGATCCTTTTCGTAAAGGCCAGTAGGATTTACAAAATATGTATCTTTAAGGGACAGCTCCTTAGCTTTT -GTATTCATATATCTGACAAATTTTTGGATATCACCGTCACCTACATATTCGGCAAGTGCCACAGCCGCAT -CGTTTCCCTGTGAAAGCATTACGGCGTAAAGCAAATCCTCAACCGTATACTGGTTCCCTACCACAAGATT -CAGCCCCTTAAAGCTGGCGGCATTTTTACTGATTGTAACCTTTGCATTTAAATCAGTTTTCTCAATGGTA -ACAAGGGCAGTCATAAGCTTACACATAACTGAAGGTGATAAATGTGCATAAGCATTTTTTTCGAAAAGAA -TCTGTCCTCTTACAGTATCCATTAAAACTACAGAGCTGGAAGTAAGACCTTCTGTCGGCGTCCATGCAAA -AACCGGGAGACAATTAAATATCAATATTAAAGCCACAAAAACTATAAGTATTTTTTTGCTCATTAACTTC -ACCTGCCGAAAGTAATAATTCGTTTCTTATATATAATGATAGAGCATAGGGAATCAATTAACAAGGCAAA -ATTCAATAAACTAAAGTTAAAAATAGATTACAAAATTCCAAAAAAATGTTAATGTCAAAATTATTCAACA -AATGAAAACAATGTATATAAGTAACAATAAAATAAAATAATACATTTAAACTTAAGCAAAATTAACTAAA -AGGAGCATTACATTGGGAGTGGTAAAAAAATTAAGCAAATACATTATATATGATGAAAAAAGCATAAAGC -ATGAATTTGAATTGAAGGAAAAAAAGTCCTTAAATTGTGAGGAGGTTAGGAACTCCGCTTCTATGGACAC -CTTTGGAAGTGAAAAGTTCAAGGATTATTTTGAAGAATGTCCTGTTGATGATGAATTTCTTGAAGAATCA -GTATCGGATGAAATAGAGCATAATAAGAGTATTATGAAAAAAATATATAATATCCCTGAAAATAGTGATA -TTGTATATAGGGAATTTAATATAACCGTTAAAGATAAAAGCTTTCAGGCTTTTATAGTATTTATAGACGG -GATGACAAACAGCAGCATTATAAGTGACAATATTCTCCAACCCTTAATGATCCTTTCAAACCTTGATATA -AAAGAAGAGGCTAAGGATGTAGGAGAATTCATATTCAACAGGCTGATACCATTTAATCAGTTGAAAAAAG -CCAAGGATTTCAAAGAGATTGTAAGTAATATCAATTTCGGGGGTTGCACTATATTTGTGGATGGACTGGA -ATATGCATATACAGCTGATACAAAAAAATGGGAACACAGAAATGTGGGTCAGCCAAATTCCGAAACTGTT -ATAAGAGGTCCACAGGAGGCTTTTAATGAACAGATAAGAGCGAATACTGCCTTATTGAGAAAAATTCTCA -AGGACAAGGACCTGACTATAAAGGGACTTACCATAGGTAAGAGAAGTAATACTCCTTGTGCTGTTATGTA -CATCCGTGATATAGCAAATGAGTCCTTGGTACGTGAAGTATTAAAAAGGGTCAAAAGCATAGAGGTTGAC -TATATATTTGATTCAGGTGAACTGGAGCAACTATTGGAAGACAGTACCTTTCTGACAGCACCTCAGATAT -TTGCCACAGAAAGGCCTGACACTGTGGCAAGAATGCTTGCACAGGGGAATATAGCCGTTATATTGGATGG -AAGCCCGTATGTGCTTGTTATGCCTGCAACAATAACAGAATATCTCAGTACACCAGAAGATATAAACATC -AGATTTCCCTACGTGAATTTTGTCCGAATAATAAGAATAATCGGTGTTGCCATAGCACTTCTGCTACCCG -GGTTGTATATAGCAATAACAAACTATCATCAGGAAATGATTCCAACAAATCTTTTATTTGCCATTGAGGC -TTCAAGGGAGATTGTACCGTTTCCAACAGTTATTGAAATATTGGTAATGGAATTTTCATTTGAGCTGATA -AGAGAAGCCGGAATTAGGGTACCCGGAGCAATAGGCTCTACAATAGGTATTGTAGGAGGCCTGATTTTAG -GTCAAGCTGCCGTTGCAGCAAATCTGGTAAGCCCTATACTGATAATAGTAGTTGCAATTACGGCACTTGG -TTCCTTTTCTATACCTAGCTTCTCAATGTCCTTTTCTATAAGAATAATTCGGTTTGCCTACATTATTTTA -GGAGCCATAGCAGGATTTTCTGGAATAGCATTAGGTCTGCTGTTAAATGCCCTGCTCCTTGCATCATCAA -AATCCTTTGGCGTACCTTTTTTGACTCCATTCGGGCCTATAACAAATGGGAAATATTCAGATAAGATATT -GAGAAAACCAATGTGGAAACAGGAAAAAAGGCCGGATTATCTGAATACGAAAAATATCAAAAAGCAGCCT -GAAATAAGCAGGGGCTGGACTGTCGATGATTCAGGGGAGGACGGAGGTAAAGATAATGAGGAGCAATGAC -GGATTTGGTTCCTGGGAGGCAATATGCATACTAATAAATATGGTTTTCGTACAGGCTATATTGTACTTTC -CTAAAGAAGCGGCGGATTTTAGCGGCAGTGCAGGTTGGATGATTCCTATTGGGATAACAATAGTTGCCTA -TATTTACTTTGCAATAGTCACCGGATTTTACAGATACTCGGGAAGCATGGATTTACTTGAGATTTCTCAA -AGAGCCGCAGGAAGGATAATGAAAATAATTGTAGGGCTTCTGACAGCCTTATTACTGATTTTTTTGGAAG -CATCCCTTTTAAGTAGGTATGCACATTCACTTAAAACAATTTCACTTGATAAATCGCCTTTATCATATGT -CCTTCTATTTTTTTTGATTGGAATGGTTGCTGCAGCCTATTACGGAATAGAAGCAGTTGCCAGAATAAGT -GCTTTTATAGTACCTGTTTGCATAATTGGATTTCTACTAATAACGATAGGCGTTATACCCGAATTTAACA -CAGATAATTTATTCCCAATATTAGGGAAAGGTGTGGATTCAATAATTAACGGAAGTACTCTAAGCTTACG -TGTATTTTCACCGTTACTGCTCGTTTTTTTTATGATACCATTTTTTAAAAGAAGGAATTTAAAACGTGTC -GGCTATTTATCAATTACAATATCGGGAATTGTCACGTTATGGTCCACTTTGGCCTTTTTTTTGACCTTTC -CTTACGAAATGGCAGTAGATAAAAAAATACCTGTATATCAGATGGCTAGGCTTATTGAATTTGGAAATTA -TATACAAAGAGTTGAATCAGTTTTTGTTTTGGTATTCTCATTATCATCAATATTGTATATGGGAGCGTTG -TTTGCTTTTATAACTTATATAATAGCCAAAACGCTTGATTTGGAAAGGTACCGCCCAATTATACTGCCGA -CAGTAGTAATAATTTACTGTCTGACATTCATTATAAAAAGATTTTCGCTTAACCTACTGGTCAGTCAATT -GACAAACATACTTTGGATTTTAGCACTTATGCTGCCGATTATCGTACTGATTATAGGTTCGATAAAAAAA -GCAGGTTCTGAGAATGAAGGAGGGAAAGATTATGAGTAAAATAACCAGACTCTTTTGTATCATATCTTGT -ATAACTATTTACATGATAACTCTGACTGGCTGTTATGACAGCAGAGAAATTGAAGACTTAGCCTATGTAG -TAGCAATCGGAATAGATGAAGCTGATAACAATATGTTTAATCTTACCTTTCAGACTGCTGTACCAAAATC -AATAACTACGGGCGAAGGGGAAACAACTGATATAAAGTCCTTTAAAACTGATAATTTCCTTTCAGGCTTC -AGGAAAACAGGAAGATATTTAAGTAAAAAAATAAATTTATCTCATACAAAAATAATTGTAGTTTCCGAAG -AAATAGCGAAACGAGGATTACTTCCATTTTTGAATGGTTTACAAAACTATATGGAGCTCCGTCCTAACGT -AAATATTATTGTTTCAGCAAATGGAGCCAAAAACTATATAGAATCACTGCAACCAAAGCTTACAGCCAGT -CCAACCAAATTTTACGATATGATGTTTAAATCCTATCAAACAGATTTTCGTGTACCAAGCTCGCAGTTGG -GGGATTATCTTTACAGAACAGATAGTTCAGGTTCTCAACCTGTAACCATATATACAGAGGTGGACAATAG -CGTTATCGACAGCAAGAAACCGGAAGCAGGAAAGCCTACTGAACAACAGAAGGAAGAAAAGAAGAATATG -TCTATAAAGGGTCTGGCCGTATTTAACAGAGACAGAATGAAAGGAAGTCTTGATTCTGCAGAAACTTCTT -TATATGCATTGCTGACAGGATCTATAGATTTTATAAAACTAGATGTTAAAGACCCTTTGGATGAGAGATA -TAAAATATTGAGCAATATAAGAAAAGATAGATCCTCAAAAACAAACATACAGGTATATGGAAATAGACCC -CAAATAAATGTAGACCTTAACCTCCGAGCAGATATTGAGGCAGTTCAAAGCAACATAGATTACTCTGACC -CAGCAAAATCGGCGAGAGTGAAAAAGGCTTATGAGGATTATTTGAAAAATGAAATGAACAACCTTCTTTC -TAAAGTATCCTATAAGTACAAAAGCGATATATTTGGTTTCGGACAGATTGCAAAGATGAACTACAGATCT -ATATCACAATGGGATAAAATCAAATGGCACGAAATTTTTCCGAACGCCGTTTACCGAGTTAGAATCAACG -TGACGGTATCGGATGAGGAATAAAAAAGCGGGAGAGAAGAAAATGGCAGTTAATATCATAATTTTAGTAT -TCTTGATCTGGATATGTATATATACTTTCAGCTTCGGAATATATACCTGGAAAAATAATAACTGGTTCGG -AGGCTTGATGGCAATTCTTTTATCATTAACATCACTGTTGCTTCCCGCAGCAATGATGATTTTATGAGGA -AAACCAAATCGGCGGAACAAATAGTTATTTACTATAAATTGGAGTAGAGTAACCTGTTGACATACCTATT -TTACTGTGTTAACATAATCAAGCTGTCGCGGTCGGCAACACTTTAAATTAAAGTAATATGAAAGTTAGTA -AAAACAAAATGTAAAAAAGTGTTGACAACCTGACAACAAAGTGTTATTATGATTAAGCTGATTGCGGAAA -GTAAACAGCAAAAACCTTACAAAGCAGTTATACCAATGCATACAAGGTTTAAATTGATAGATGCGAGAAG -TACAAGGAAGATGAGTTTCCGAGTAACGGAGTTTACTATGGTAAATGAGTAGTGCAGGGAAGAAATCTGA -CGAAGTAATGCGAAGTATATCAATTTGAGATGGACTTTGAAAAGTAAACAGTGATAAACATGTAAAGGAA -CTCGAAAAATTCCGAAATCGCAAAGCGATTTCAAAATTGAGTAACTTGCGAACTTTACAACCTGGTTTTT -GGAAACAAGAACTAGAAAAAAAGTCAGCAATTTTAATGAGCTAACAAGCTTATCAAATAAGTTAATTGTG -TAGCAGAATTATCTGCGAAACATATAAATTTTAATTTGAGAGTTTGATCCTGGCTCAGGACGAACGCTGG -CGGCGTGCCTAACACATGCAAGTCGAGCGGAGTTACCTTTAGCACTGAGTATTCTTGGATATGATGCTGA -CCGACAGCGTCATGCAAAAACAACCTTAATGAATTATTTAGTTGGAGTTTTTGCATCACGCGTTTTATCA -AAGTGTCAACACATAATAGTAGAAGAGAATGTTCAGTGCTGAAGGTAACTTAGCGGCGGACGGGTGAGTA -ACGCGTGGGCAACCTGCCTGTTACAGGGGGATAACACAGGGAAACTTGTGCTAATACCGCATAACACAAC -GAGGAAGCATTTTCTTGTTGTCAAAGGAGCAATCCGGTGACAGATGGGCCCGCGTCCAATTAGCTAGTTG -GTGATGTAACGGACCACCAAGGCGACGATTGGTAGCCGAACTGAGAGGTTGATCGGCCACATTGGGACTG -AGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGGGAAACCCTGATGCAG -CAACGCCGCGTGAAGGATGAAGGTTTTCGGATTGTAAACTTCTTTAGTCAGGGACGAAAAAAATGACGGT -ACCTGAAGAATAAGCCACGGCTAACTACGTGCCAGCAGCCGCGGTAATACGTAGGTGGCAAGCGTTGTCC -GGAATTACTGGGTGTAAAGGGCGTGTAGGCGGGAATGTAAGTCAGATGTGAAATCCCAGGGCTTAACCCT -GGAGCTGCATCTGAAACTATGTTTCTTGAGTGCCGGAGAGGAAAGCGGAATTCCTAGTGTAGCGGTGAAA -TGCGTAGATATTAGGAGGAACACCAGTGGCGAAGGCGGCTTTCTGGACGGTAACTGACGCTGAGGCGCGA -AAGCGTGGGGAGCAAACAGGATTAGATACCCTGGTAGTCCACGCTGTAAACGATGGATACTAGGTGTAGG -AGGTATCGACCCCTTCTGTGCCGGAGTTAACACAATAAGTATCCCACCTGGGGAGTACGGCCGCAAGGTT -GAAACTCAAAGGAATTGACGGGGGCCCGCACAAGCAGTGGAGTATGTGGTTTAATTCGAAGCAACGCGAA -GAACCTTACCAAGGCTTGACATATAGCGGAATACGGCAGAGATGTCGTAGTCCTTCGGGACTGCTATACA -GGTGGTGCATGGTTGTCGTCAGCTCGTGTCGTGAGATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCCT -GTTGCTAGTTGATAACATTAAGATGATCACTCTAGCGAGACTGCCGGTGACAAATCGGAGGAAGGTGGGG -ACGACGTCAAATCATCATGCCCCTTATGTCTTGGGCTACACACGTACTACAATGGCTATAACAGAGGGAA -GCTAAGCTGCAAAGTGGAGCAAATCCCCAAAAATAGTCCCAGTTCAGATTGTGGGCTGCAACCCGCCCAC -ATGAAGTCGGAATTGCTAGTAATGGCAGGTCAGCATACTGCCGTGAATACGTTCCCGGGCCTTGTACACA -CCGCCCGTCACACCATGAGAGTCTGCAACACCCGAAGTCGATAGTCTAACCGCAAGGAGGACGTCGCCGA -AGGTGGGGCCGATGATTGGGGTGAAGTCGTAACAAGGTAGCCGTATCGGAAGGTGCGGCTGGATCACCTC -CTTTCTAAGGAGACAGGGTTCATGCAGAGAAATCTGAGATGAATCGTAATCTTTAGGTCGAGGATAATGT -TAGTAAGGCTTGAGCAAAGCTCGCCGAACATAAAAGCATTATCTTAGAGTTTCTTTACAATCACTGTTTA -GTTTTCAAAGCCCATGAAAATGGACTTTGATTTTATGGGGGTATAGCTCAGCTGGGAGAGCACCTGCCTT -GCAAGCAGGGGGTCATGAGTTCGATTCTCATTATCTCCACCAAGGCTTTTTTTAAGTCTAAAAAATACCA -GTTGACTTGTTGATTGAAACTGGTATAATAGGAACTCCGCAGTCAGTGTGGCAACACAAACAGCTGCGAG -GTTTGTACCTTGAGAACTGAATAATGTTATTCAAAGAATGCGTTTCAAATTTTTATTTGAAATACGTTTT -AAGAAGATGAGAAGACATAGAAATATATATGAAAGTATGTATTTCCGTAAAAGTAATAAGGGTAACATGT -GAAAAGGAGAAATCCTTTGAAACACGTAAAGCAGTTTACGTTGGAACATGCAACTCTTAGGAAAACTAAC -TCATTGATAGGTTAAGACAATCACTTTAAATCAATTACTATGTAATTGACATTGAGAATCTGATGAAATC -GAAGATAATTCGAATACAAAAGGAATAGATACGAGCAGTACAAGGAAGGCGACCGACGAGCAGCGGAGTT -TACGGTGGTAAATGAGCAGCACAGGAGGGAAGGCTGACACAGTAATGCGACGTATATATAACTTTTGAGA -GGTCAAGCTACTAAGAGCATAGGGTGAATGCCTTGGCACCAGAAGGCGATGAAGGACGTGACAAGCTGCG -AAAAGCTACGGAGAGGCGCAAATAGCCATCGACCCGTAGATATCCGAATGGGGGAACCCGGCCGAGTTAA -GCACTCGGTCATCGTTACATGAATCCATAGTGTAACGAGGGCATACGTTGGGAACTGAAACATCTAAGTA -CCAACAGGAGTAGAAATCAAAAGAGATTCCGTAAGTAGTGGCGAGCGAAAGCGGAAGAGCCCAAACCAAA -AGATAGCAATATCCTTTGGGGTTGAGGACTGGCATAATGATTCTGATCTCATAGCAGAATGAGCAGCTGG -AAAGCTGAGACCATAGAGGGTAAAAGTCCCGTAAGCGAAATGAGAAAAGACAGGCCAGAATCCAGAGTAC -CACGAGGCACGTGAAACCTCGTGGGAAACAGGGTGGACCACCATCCAAGGCTAAATACTAACTGGTGACC -GATAGTGAAGCAGTACCGTGAGGGAAAGGTGAAAAGAACCCCGGGAGGGGAGTGAAAGAGAACCTGAAAC -CCTATGTTTACAAGCAGTTGAAGAGCGTTAAAGCTCGACAGCGTACTTTTTGTAGAACGGTCCGGCGAGT -TATTGTATGCAGCAAGGTTAAGTACTAGAGGTACGGAGCCGCAGGGAAACCGAGTGTTAACCGCGCGAAT -AAGTTGCATGCTATAGACCCGAAACCGGGTGACCTACCCATGGACAGGTTGAAGCGGGAGTAAAATCCCG -TGGAGGACCGAACCACATGACCGTTGAAAAGGTCTGGGATGAGCTGTGGGTGGCGGAGAAATTCCAATCG -AACTCGGAGATAGCTGGTTCTCCCCGAAATAGCTTTAGGGCTAGCCTCAAGGGAAAATCAAACGGAGGTA -GAGCACTGAATGGGCTAGGGGCCTTACCGGGTTACCGAACCCTATCAAACTCCGAATGCCGTAATGATGT -TACTTGGGAGTCAGACTATGAGAGATAAGTCCCATAGTCAAAAGGGAAACAGCCCAGACCATCAGCTAAG -GTCCCAAAATCACAGTTAAGTGGGAAAGGATGTGGGTTTGCTAAGACAACTAGGATGTTGGCTTAGAAGC -AGCCACTCATTCAAAGAGTGCGTAATAGCTCACTAGTCGAGTGAGCCTGCGCCGAAAATTACCGGGGCTA -AACTGTGTACCGAAGCTATGGATCCATTTATGGGTGGTAGGGGAGCTTACTGTTGTAGGTAGAAGCAAGA -TCGAAAGGACTTGTGGACGAAGCAGTAGTGAGAATGCCGGAATAAGTAGCGAAAGTAAAGTGAGAATCTT -TACCGTCGAAAACCTAAGGTTTCCTGGGGAAGGTTCGTCCGCCCAGGGTAAGTCTGGACCTAAGCTGAGG -CCGAAAGGCGTAAGTGATGGACAACAGGTTGAAATTCCTGTACTACCGTTAATCGTTATGAGAGAGGTGG -TGACGCAGGAGGATAAGTCAAGCGATCAGCTGGAAAAGATCGTGCAAGCGAGGTAGAAAGTCCGGTAGGC -AAATCCGCCGGATGATTCGAAGACGTGATGCGGAGGGAAAACAAGTACCGAAGTGACAGATTCCACACTG -ACGAGAAAACCCACTATCCAGATTAAAGGTACCAGTACCGCAAACCGACACAGGTAGGTGAGGAGAGAAT -CCTAAGACGAGCGGGAGAAGCGTTGTTAAGGAACTCGGCAAATTGACCCCGTAAGTTAGCGAAAAGGGGT -GCCTCAAGCAATTGAGGCCGCAGAGAATAGGCCCAAGCAACTGTTTATCAAAAACATAGGTCTCTGCTAA -ATCGAAAGATGAAGTATAGGGGCTGACGCCTGCCCGGTGCTGGAAGGTTACGGGAATTGCTTAGAGAAAT -CGAAGGCATGAACTTAAGCCCCAGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGAAATTCCT -TGTCAGGTAAGTTCTGACCCGCACGAATGGCGTAATGACTTGGGCACTGTCTCAACAACGTACCCGGCGA -AATTGTAGTACTTGTGAAGATGCAAGTTACCCGCGACTAGACGGAAAGACCCCATGGAGCTTCACTGTAG -CTTGATATTGGGTTTCGGTATTTTTTGTACAGGATAGGTGGGAGACTGAGAAGTAGTGGCGCCAGCCATT -ATGGAGTCGCCGTTGGGATACCACTCTAAAAGTACTGGAACTCTAACCTGAGACCATAAGCTGGTTTAGG -GACACTGTCAGGTGGGCAGTTTGACTGGGGCGGTCGCCTCCCAAAGAGTAACGGAGGCGTCCAAAGGTTA -CCTCAGTGCGGTTGGAAATCGCACAACGAGTGCAAAGGCATAAGGTAGCCTGACTGCGAGAGAAACACCT -CGAGCAGGTACGAAAGTAGGGCTTAGTGATCCGGTGGTATGAAAGTGGAATTGCCATCGCTCAACGGATA -AAAGCTACCCTGGGGATAACAGGCTTATCTCCCCCAAGAGTCCACATCGACGGGGAGGTTTGGCACCTCG -ATGTCGGCTCATCGCATCCTGGAGCTGTAGCAGGTTCCAAGGGTTTGGCTGTTCGCCAATTAAAGCGGTA -CGCGAGCTGGGTTCAGAACGTCGTGAGACAGTTCGGTCCCTATCTGTCGCGGGCGCAGGATATTTGAGAG -GATCTGTCCTTAGTACGAGAGGACCGGGATGGACGAACCTCTAGTGCACCAGTTGTCATACCAATGGCAC -AGCTGGGTAGCCAAGTTCGGCAGGGATAAACGCTGAAGGCATCTAAGCGTGAAACCCACCTCAAGATGAG -ATATCCCACTAGCAATAGGTAAGACCCCATGTAGACTACATGGTTGATAGGTCAGGAGTGTAAGCATAGT -AATGTGTTAAGCTGACTGATACTAATAGGTCGAGGGTTTGACCCAAAAGAAAACAGGTATATCAAAAGTA -GAAGGTCTTAAAACTAGAAAATGAGAGAGCTTCAAGTCTTCTTAAAAGGATAACATTAATCAGTTCTGAA -GGTACAAAAAGTATCTTAAAAAAGTTAATAAAATTGTAAGAAGCGAGTAGTACAAGGAAGAAGAGTGATG -AGGAGCGGAGTTTATACGCATAAATGAGCACCACAAGAACGAAATCTGACGAAGTAATATGAAGCTTATC -ACAATTTTAAATTTTCTGGTGGAAATGACGAGATGGCCACACCCGTTCCCATACCGAACACGGCAGTTAA -GCATCTTTGTGCCGATAATACTTGGCTGGAAACGGCCCGGGAAAGTAGGTCTCTGCCAGATTTATATGAA -AACCTCAAGCTTATAGCTTGAGGTTTTGTTTATGTGCGTATGTTGATAGACAAAAACCCCCATGTTAAAC -AGGGGGGCTAGATTTTAACTGTATTAAATAGCTTTCACAGGCGGAATTCTTGTTTTATTGCTTTTATAGC -CTTATCAGCGTCCTTTTCATATATGAGATAGGATATATCAACTTCGGAGGTTGTAATCAGCTTGATTTCA -ATTTCGTTTTCAGCCATTAATGTAAATACTTTTGCAGCTACTCCGGGTTTATCCCTCATCCCTTCTCCAA -AAACACTAATTTTAGTACTGTCTGAGTCTATTTCAATCCGCAGGTTAGGAGCCCTTATTTTAAACGAGTT -TAAAATAGCAATTACCTTTATTATGTTTTCAGCTGGTATACTAAAATAAATATTAATTTTACCTTTATAT -GGCGGACTCTGGCTAATCATATCAATATTTATTTTTTCTTCTGCAATCTTATTAAAAATTCCTGAAATGA -AAACCATATCATTCGGAAGATTATCTACTGCCACAAGTGCTACATTGTATACTGTACTGATACTTGTAAC -CGGTAAAATGGTCATAATAATTCCTCCTTAAGAAAATTAACTAATTGGTTTCAGAAATAAGTTCCGACAT -TGAATACAAGCCAGGTTTTTTTGATGCAAGAAAGATTGAAGCCTTTAATGCACCTACGGCAAATATCTCT -TTTGATAATGCAGTGTGATTAATCTCTATTATTTCATCGTTTCCTGCAAAAATAACAGAGTGGTCACCTA -CAATTGTACCTCCGCGTACGGCATGTATACCAATTTCCTGTTTACTGCGTTTCTTTCTTCTGGAATGTCT -GTCATACATATATTCATATTTTTCGTCAAGTGAATCATTAATAGCGTCAGCAATGGCAAGAGCTGTTCCA -CTTGGTGCATCGATTTTTTGATTATGATGTTTTTCAACTATTTCTATATCAAATTGATCTTCCAGAACCT -TGGCGGCTTTTTTCACCAGATCAATAAGTAAATTGACTCCAAGTGACATATTTGCTGAGAAGAAAACCGG -TATTCTGTTTGAAACTGAAGTTTTAAGTATTGTTATCTGCTCTGATGACAAACCTGTTGTAGCAAGTACC -AGAGGTATATGCTTTTCCTGTGCATATTCCACCAATGGTTTAAATGCTTTCGGGTTTGAAAAATCTATTA -TAACATCAACATCTGCATTACAGTCCGCCAGCGAAGTAAAAACGGGGTATGGGTTATTAATATTGTTATT -AATATCAAACCCTGCCGTTATCTTTAATTCACTAAAATTATCTGAAAGTCTGGTAATAACCTGACCCATT -TTTCCGTTGCAACCGCTTAATAATATCTTAATCATTAGCTTTCCACATCCTATTTTTGTATTTTTATAAC -AATAAACCATACTTTATAAGTTCAGTTTTAAGTATTTCCAAATTACTATCAGACATGTCAACTAGTGGCA -GTCTGCATCCACCGACATTCATTCCCATAAGATTCATGGCAGCCTTAATTGGTATAGGGCTTACTTCGCA -GAACAGTGCCTTAATAAGATCAAGTGTTTTGAGCTGAAGTTTTCTACTGCCTTCAATATCACCTGAAAGA -TATTTAGCAACAATATCGTGTGTGTCCTTTGGTGCAATGTTGGCTAAAACAGAGATTACACCTTTAGCAC -CCATGGACAAAAATGGTACTATGGCTCCATCTTCTCCGGAATATACCGTTATATCGTCCCCACACAGGTT -AATGACATCTCCCACCTGAGAAAGATTACATTCCTTTACTGCTACAATATTATCAATCTTAGACAGGGCA -TGTATAGTCTCTGGAATAATATTAAGATTTGTCCTTGACGGAACATTATAAAGTACTACAGGAATTTTAA -TACTGTCTGCCACCATCTTAAAGTGCTCGTACAAACCCTTTTGAGTAGTTTTATTATAATATGGTGTAAC -TGTGAGTATAGCATCAGCTCCAACCTCTTCGGCATATTTACTGAGTGCCACAGCGTGTACGGTATGGTTG -CTTCCTGTACCGGCAATAACCGGTATTCTTTTGTTAACCTTCTCAACGGCAAATTTGATTGCAGCCTTAT -GTTCTTCATCATACATGGTGGATGCCTCACCTGTTGTACCGCAAATAATAATTGCATCAGTACCTTCTTT -AATTTGATATTCAATCAGTTCTGAAAGTTTATTATAATCAGTACCGTCATTTGTAAATGGGGTAATAATA -GCTACGCCTGAACCCGTAAAAATTGGTTTCTTCATTGTTCCCACCCTTCCATTAAACATTTATAATATAA -TTAAAAAAACGCCGGCAGTTTCGCCGACGTCTGTTTAACAAATTAATCTAATATAATTAAACAGATAGCG -CTCCACCACATAATAAATGATGACAGTCACAAGGCTATTGACCTTGAAACCAGGCATTACGTTGCTCGGG -GGTGCAGTATTGCCTTCGGCGTTTTTCCCTTTCAGAACAAATCATTAGGCCCCAGAATCCTCATTGTCCA -TACTCTTAAAAAACGCACCTCTATCTTACATATAGTCTTTTATCTATAATACCATTCACTTATATCAAGT -GTCAATTTTTTTACTACTTATTGTTATATTATATGTGCTATATTTCATTATTGTTACAATTTAGTAAAAG -AGGCAGGATGTACTTTTGAACTTGTCGAAGTTAGATGAAAAAAGAAAAGTGGGGGAGTCTAGTACAAATG -AAAAAAATGTGCTTATTTTTAGGCATTGTAATGATATTTATGATGATGCCTGGTTTTAACAACTTGAATA -CATCAGCGGCTGAAGCAACGTCCGTAAAAATAGGTCTGTATTATGGGTCTACAGCTCAGAGTCAGATTGA -TATCAGTGCCGACAAGGGAGTAGCTTTTAGTGCATTTGATGCCAAAGCAGGAAAATACTATAATGTCTTC -AATTCAAACGCAGGTCAGACAGTTACAATAAGAAAGGACAGTTATTTTATAAAGAGCGGGACTAAGTACA -CACCGGTTGCTGCAACCGGGAAGCCTACAAGCGGTCCTTTTCATATTCGGCTAAGTGGTTCATTCAATTC -TTATAATGATACCGTTTTACCTATTAAGAGTTACAGCGAGAAAGGTATCGCCGCATACCCGGTTTATACC -GATTCTGGATGGCAGATATGGACAGGGTTTTATGTTAGTAAATCTGCCGCACAAACGGCTACTAGTACTG -TTAAATCAAAGCTTGGTGAGAATACATATACCGTAATCGATGAGCTTAGTTCAAGAATTTACTGTACAGA -TCAAAATGGTAACGTACTTTTTATGTACTCATCTTCAGATAGTCTTTTAAGAGGAAAATCGCTGTCCACG -GCTAATTCCAATCCAGTTAAAATTGGGACAAGCCTGTACAGGGGACAGGTTGAATTTCTTAGAATGTCCG -ACAGCGATATGACAATTATTAATGTATTACCTTTTGAAGAATACTTATATGGCGTAGTTCCCAACGAAAT -GCCAGCATATTCAAATATTGAGGCATTAAAGACTCAAGCGGTGGCAGCCAGAACCTATTCTTACAGATCA -ATAAATAAACATTCTAAGAACGGTTTCAATTTATGTGCTACAACGCATTGTCAGGTATATAAAGGCTTTA -GCTCGGAAAATGCTAATACAAACAAAGCTGTTGATGAAACCCGTAATATGGTTGTTACATATAATGGAGC -CCTTGCCGAAACAGTTTTTTCGGCGTCTACAGGAGGCAGGACTGAGGATGCCGAAAATGTTTGGGGAAGC -AGTATACCGTATCTTAAAAGTGTTGAAGATAAATATGAGTCGGGGAAATCCTACAATTATAACTGGACAA -TGAAGTTTACAACAGATGAAATTAGTACAAAGCTAAAAAGCTATGGTCTTGGAACTGTAACAGGTATCGA -AATTACCAAATACTCAGCGGCTGGAAGACCGATAGAAATGATTATTAGGGGGACGCTGAAGCCGGAGGGC -GTTACAATTAAAAATGAGAGGTGCAGAACTTTTCTTGGTCTCCCAAGCCAGATGTATAGTATTTCCTCGG -ATGCGAATATAAATATACAGATTAATAATAAAACCGAGAATGTTTCGTTGAGCCAAATTAAGATAATTAC -CAGAGATGGTGAAAAAACATACAATGACCCTTCTCAAAAAGTAACTATTATTGGTGCCAATGGTAATAAA -TCTGTAGTTTCCTCAAGCCCTGGCGAATATGTTTTTACAGGTAAAGGCTGGGGGCACGCTGTAGGAATGA -GTCAGGAAGGTGCCATGGGTATGGCGAAAGCCGGTTTTACATATGACCAAATACTTACTCACTATTATAC -AGGAACAAAAGTTGAGTTAAAAAAATAAGTAGTGAATTAAAAAGGGACTCATCAAAAATGGGTCCCTTTT -ATAATATAAGAAATATACTATTTATATTGTTTGTTAAGGAAAAACTCGTTGTAGAGCGAAATAACAGCTT -TATGTGCTTCATTTTCCCTTACTGCGAACATCATTGTTATTTCAGAAGAACCTTGATTAATCATTTCCAA -ACTGATAGATGCCTTGGCTAAAGCAGTTGTGGCCCTTGAAGCAGTCCCTACGGTATTCTTCATACCTTCA -CCAACTATTATTATCATGGCAAGGTCGTGGTCAATAGAAACATCATCAACCTTTAATTCAGCTTTAATGC -GGTCAATTATTTTTTGTTCCATACCTTCCTTCAGTTGGTTCTGTTTTAGTATTATAGATATGTTGTCAAT -GCCGGATGGAGTGTGTTCATATGAAATACCCTCATCTTCAAGAATTTGAAGGAGCTTTCTTCCGAAACCT -ACTTCTCTATTCATCATAAACTTGCTCACATAGATACAGCAGAAACCAGCATCACTTGCTATTCCAACAA -CATGGTTTGGAGAATAATCTCTTACCAGGGATATTTTTGTTCCCGGAGCAGATGGATTATTTGTATTTTT -TATACAAACCGGAACTCCAGCCTTAAAAACAGGAACCAGTGTATCTTCGTGTAATACTGAGAAACCGGCA -TAAGATAATTCTCTCATCTCACGGTAGGTTAATTCAGGTACGGCAACTGGATTGTGAACCAGACCGGGGT -GGGCCGCATACACTGCATCAACGTCTGTAAAGTTTTCATATAAATCAGCCTTTAATGCAGCAGCCAAAAT -GGAACCGGTTATATCTGAGCCACCACGTGGGAAAGTTGCAACTTTTCCGTCTTTAGTGTAACCGAAGAAA -CCCGGGAAGATAACAATTCCATCTATATTGTTAATCATTTTAAGGTTTTCATAGGACTCAGGCAAAACCT -GTGCATTTCCGAATTTGTCACTCATAAGCAACCCTGCTTTTTTTGGTGAAACATATTCTGCTTTTTTACC -TATGCTATTCAGATATGCAGCTACCAATTTGGCACTGTTATCTTCTCCAGCAGCCTTCATGGCATCCATA -AATGTACCTGCATGAGAAGTATCAAGTTTAAGTCTTTCTTCCAAATCAGCTCTGATCAAATTGACAATTT -CGTCATCAAGTCCAAGTTCATTTGCTATATTCTTGAACCTCATTACAACAGCTTCAAGTTCTGCCTCCGC -ATTACCGTTTTCTAGATGCTTTTGGGCACATGCAATAAGTAAATCAGTCACTTTGGTATCTGAACTGTCC -CTTTTACCCGGAGCAGATACAACAATAACCTTTCTTTCGCTATCATTAAGTACGATACTGCAAACTTTTT -TAATCTGTTCTGCATTAGCTAAAGAGGTTCCCCCAAACTTTGCTACTTTCATTTTGAATCCTCCATCCAT -TTATATTAAAAATTTACTCTCAAAAAACGGGGACTTAGTATCCCTAAATAAGAGCATATGGAACTTCATA -CGATTATCTCATAAATTATACAAAAAAAGATTATGTATGGCAATAATATTTGTAATATAAACAATTATAA -TGTATGATATTTATTGATTTATTTTATGCAGCAAGTTTTATGATTGCTATTTATTATAAACAGACATAAT -AATAGAAGAATAAATTGGAGGTTATTTTAGGTGAACTTGCACGATTTCGATTATTACCTTCCGGAGGAAC -TTATCGCACAGCATCCATTGGAGAAAAGGGACATGTCCAGGCTGATGGTTCTGGATAAGCAAACCGGAGA -GATTGAACATAAATTATTCAAGGACTTATTTAACTATCTGGATGAAGGTGATTGTCTGGTTCTGAACAAT -ACCAGAGTAATACCTGCAAGGCTCTTAGGCGAAAAAGAGGGTACAGGCGGAAAGATAGAATTTGTTTTGC -TTAAAAGGGTTGAAGGGGACAATTGGGAGGTAATTTTAAGACCGGGCAAAAAGGCAAAACCCGGAAGCAA -GTTTGTTTTTGGAAACGGAGAGCTAAAAGCGGAAATTTTGGAAGTACTTGATGAAGGAAACAGACTTGTC -AGGTTTATATATGACGGCGTTTTTGAAGAAATACTGGACAGGGTAGGTGTAATGCCATTGCCGCCATACA -TTACTGAAAAGCTTGATAACCCGGAAAGATATCAGACTGTATATGCCAAGGTTAATGGTTCTGCGGCTGC -ACCAACTGCCGGACTACATTTTACCAAAGAACTTTTGGATTCTTTGGTTCACAAGGGTGTAAAAATAGCA -TATGTTATGCTTCATGTCGGTCTTGGTACATTCAGACCTGTCAAAGTTGACGATATAACTCAACATAAAA -TGCATTCAGAATATTATTCAATAAGTCAGGAAACCTGTGATATAATAAACGTTACCCGAGAAAAAGGCAA -AAAAGTTGTAGCTGTCGGCACTACCAGTTGTAGAGTTCTGGAAACTATAGGAAAAAATGGAAAGATTGCA -CCTTGTGACGGTTGGACTGATATATTTATATATCCGGGATATGAGTTCAAAGTAGTAGACAGGCTTATTA -CAAATTTTCACCTTCCTGAATCTACACTTATCATGCTGGTAAGCTCTTTAGCAGGAAGGGATAATGTGCT -TCACGCATATTCCGTAGCTGTGGAAGAAAAATATAGATTTTTCAGCTTCGGAGACGCAATGTTTATAAAA -TAACTTTAACTAATTAATAGAAAGGTAATTACTATGGCAGCAGTTACTTATGAATTAATAAAAACCTGCA -AGCAGACAGGTGCAAGATTAGGTAAGGTGCATACACCTCACGGTTCGTTTGATACCCCTGTTTTTATGCC -TGTCGGAACTCTTGCGACAGTAAAAGGTATGTCTCCTGAGGAACTCAAGGAAATAGATGCAAGAATCATT -TTAAGCAACACATACCATTGCTATCTGAGGCCCGGTCAGGATATTGTAAAGCAGGCTGGAGGCCTGCACG -GCTTTATGAACTGGGATAGACCAATACTTACGGACAGCGGAGGTTTTCAAGTTTTCAGCCTAAGCGGATT -AAGAAAAATTACAGAGGAGGGTGTAACCTTCAGATCCCATCTGGATGGTTCAAAACATGTATTTACCCCA -GAATCGGTAATGGATATTGAGAACGATCTCGGTGCAGACATTATAATGGCTTTTGATGAATGTGCACCTT -ATCCGGCTGAGTATGATTATGTAAAGAAATCGATGGAGCGTACTACAAGATGGGCAAAAAGATGCAAGGA -AGCTCATACTAATACAGAGAAACAATCACTTTTCGGTATAATTCAGGGTGGTATGTACAAAGAGTTAAGG -ATAGAAAGTGCTAACCAACTAAAGGAATTGGATTTTCCGGGCTATGCAATAGGCGGATTAAGTGTAGGTG -AGCCTGCGGAAATAATGTATGAGGTACTTGATTACACAGCTCCACTCATGCCTGCCGATAAACCGAGATA -TCTGATGGGTGTTGGAACTCCGGACTACCTTATTGAGGGAGCCATAAGAGGTATAGATATGTTTGATTGT -GTGCTTCCTACCAGAATCGGAAGAAACGGAACAGTACTCACCAGTAATGGAAGGGTCATTATTCGTGATG -CAAAATACTCAAGAGATTTTTCAAAGCTGGATCCAGAATGTGATTGTTATGTTTGCCGCAATTATTCAAG -GGCGTACATCAGACACCTTATCAAATGCGGAGAGCTTCTGGGCCTGAGGCTTACAACCTGGCACAACTTA -TATTTTTTAATTAACTTGATGAAACAAGTAAGACAGGCTATAATGGATGATAAGCTTGCCAGTTTTAGGG -ATGAATTTTATCTGAAATATGGCTATACTAAATAATAATGTATAATACAGTTCATCTGTGTTAATAAATT -AAAAATTTAATAGGAGGTTATTTAATAATGGCAGTAGCGGCATTAGTTCAATTAGTATTACCTATGGCTT -TAATTCTGGGTCTTATGTATGTAATGCTTATTCTTCCTCAGAAAAAAAAGGAAAAGAAGACTCAGCAAAT -GCTTAATTCACTACAGGTTGGGTGGGCTGTTACAACTATCGGAGGTATAGTTGGTAAGATTATAAACATT -AAGGACGATGAAATATATATCGAATCCGGTGTTGATAAAAATAAGATACTTGTAAAGCGTTGGGCAATCA -AAGATGTTGTTAAGCCTGTAGAGGGTTAATAAAAGATAAAATTTTAATTAATTCATATACAACTGTTCTA -AGTAGTTTACCTCAAAAATATGATATATAAAAAACATTTCTATTATATTTAGGGAGGTATACTATGAGCG -TACAGACACCTGGGTTAAAAAAAACACTGGATGAACACATAAATCTGCTGCGGGTAGTAAAAGGCTTGAT -AATAGCTTTTCTTATAACGCTTCCATGTTTTTTAGGCTTTGCATTATTTTTAACATATACTGATTTTCCT -GAAAAACACACTTATATTGCAGTTCTTATAACAACTGTAATTAGTGTACTGGTAGCATCCGCCTACTCTA -CAAGAAATGTGAAGAGCAAGGGCTGGATGAACGGTTGCTTTGTCGGGATACTTTATGTTGCTATATTATA -CATTGCTAGCAGTATTGTGTTCCTGAGTTTTCATATTGATATTCAGGTGATTTTATCTGTAATTATTGGT -GCCATTGTAGGGTGTCTAGGCGGTATATTTGGAATTAATTTACGTTAATTCGTTTCTAAATAATGGCTTT -TCAAAACTGCTTAGATATGCTATAATTCGGCTAAGAAAATTGATGGGGGGGACTACATAATGAAGCATAT -AAAGACAATTAACAATGCAACTCTAAAAAACAGCCTTGCAAAAGGTGGCTGTGGCGAATGTCAGACTTCT -TGCCAGTCAGCTTGTAAGACATCATGTACTGTTGCTAATCAAAGCTGCGAAAACAAGTAATATCAGAAAT -GCATATTGATTATTTTAATATGTATTAATATTTATGAATTAGTGAAAGGTGAATTACACTTTTCACTTTT -TTAAATGTTTTAACCCGGTGTTGTATCCAGGATTTTTAGCTTTAGGAGGTTACTTTTAATGATTCACAAG -TATACTATGCACGATACCAATATAGTCTTGGACATAAACAGCGGTGCTGTCCATGTATTTGATGATGCTG -CTTTTGATGTAGTAGATTTATATAAGAATAAAACAAAAGAACAAATAATTGAATCGCTATCTGAAAACTA -CACCGGACAGGTTATTGTAGATGCGTACGGGGAAATCGCTGAGCTTGAATCCCAAGGCTTACTTTTTAGT -GAGGATGCATACTCGGATGCTTTGCAGAAATGGGAGAGAAAGCCTGTAGTAAAGGCTTTATGCCTGCACA -TTTGCCATGACTGTAATCTTAGGTGCAAGTACTGCTTTGCCTCAACAGGAAGTTTTGGGGGACACAGAAC -CATGATGGATCTTGAAACAGGTAAAAAAGCAATTGATTTTTTGATTGAAAAATCCGCAGGCAGACGGAAT -CTGGAAGTTGACTTTTTCGGTGGTGAACCGCTGATGAACTTCGATGTAGTAAAGGGTATAGTTAAATATG -CGAGAATCAGAGAAAAAGAAGCTGGTAAGAATTTCAGATTTACTATAACTACAAATGCGGTATTATTAAA -TGAAGAAATAAAAGATTTTATTAATGCTAACATGCATAATGTTGTTCTTAGTATTGACGGACGTAAAGAA -ACTAATGACAGAATGAGACCTAGAGTAGATGGGTCAGGTACTTATACCAAAATACTTCCAAAAATTCTGG -ATATGGCTGAATCCAGAAACCAAGATAATTATTATGTCAGAGGAACTTTTACGAGAGAGAATCTTGATTT -TTCCAATGATGTATTGCATTTGGCGGATCAGGGCTTTAAACAGATATCAATAGAGCCTGTTGTTGCAGCA -AAGGACTCGGGATATGATATCCGTGAACACGATATTCCAAAGCTTTTTGAAGAGTACGAAAATCTTGCAA -GGGAATATGTAAAAAGAGATAGTGAAAAGCGTGGTTTTAATTTTTTCCATTTTATGGTTGATCTACAGCA -GGGTCCATGCGTTATTAAGAGACTTGGAGGATGCGGTTCAGGACATGAATATCTGGCAGTTACACCAGAA -GGTGATTTATATCCGTGTCACCAGTTTGTTGGGGATGAGAAGTTTAAAATGGGTAATGTCCATGAGGGTG -TATTCAATACTGATTTCCAGAAGAATTTTCAAAAGTCAAATGTGTATACCAAGAAGGACTGTGCCGAATG -TTGGGCAAAATTTTATTGCAGTGGCGGGTGTGCTGCAAATGCGTACCAGTTTAATAATGATATTAATGTT -CCATATAAAATTGGTTGTGAACTTGAGAAAAAAAGAGTTGAATGTGCAATTTGGATAAAAACTCAAGAAT -AGAGGGGTTCATTGTGGTAAAGGATTTTAATAACATCACGCCTAAAATACACGAGACTGCGTTTGTTGCA -CCAAACAGTACAGTTATTGGAGACGTAGTTTTGGGTGAAAATACAACTATCTGGTACAATGCAGTTCTAA -GAGGAGACATCGATAGTATAGTTGTCGGTAATAATACAAACATACAAGAAGGCTGTATATTGCATTGCAA -GAAAGGTATAGAAGTCAGGCTGGGCTCTCATGTTACAATTGGTCACGGAGCAATTCTGCACAGTTGCCGT -ATTGGTGATAACACCCTTGTTGGGATGGGGGCAATAGTACTTGACAGTGCAGAAATTGGCGATAATTGTC -TTATTGCAGCTGGAAGCGTAGTGACACCAAGGACTAAAATACCTGATGGGTGTCTTGTTTCAGGCAGTCC -GGCAGAAGTCAAAAGAACACTGTCAGAGCAAGAAATTGCTGATATTAAATGTAATGCGAACGAGTATATT -AATTTATTGAAATACTACAAATAATTAGTTTTCAACAAAATGAATATCCTGAATTTTGGGATATTCATTT -TCCGTTTACAACATTTCTTACAAGAATGGTAATTAATAGAAAAAATCTTACGATTTTTAATTGTTTTTAT -TTTAATAATTAACAAAAATCGATTACTTAATTTGTAAATTTATGTTTAATATTAAGACTTATTTATTGAC -TACCTTTTTTGTAAGTTATATAATGGCTTAGTGGATTATAAATTAAGGGGGAATACTACAAATGAGAGGA -AGCAACGCGGTTAAATTTTTCTCGATATTGGTTATCATCGGAATTTTAACCTGGATAGCAGCTTACGGTT -CTATCCTGGGGGTTGAAATACCTGGTGTTAGAGATATCAGAACAGGTATTGATATTCAGGGAGGCGTAGA -CGCAAGACTTTATGCAGTTACCAAGGATAACAGCAAGCCAAAGGCTGAGGATTTGGATGCTGCAAGAATT -ATTATCGGTAAGAGATTGGATTCAAAAAATATCTTTGATAGAGTTATTACTGTAGATAAGGATAAGGGAT -ACGTTCTGGTGCAGATACCGCATAAAAAAGGTGAAGCATTCGATCCACAGAGATCAATAGAAGAAATTGG -TAAAACCGCATTATTAACCTTCCAAGAGGTTGACGAAAGTAAAAAAGATTCAAATGGTTACCTTCCAACC -GGCAAGATTATTCTTGAAGGTTCAGACGTAAAGGAGGCATCTGCTGAAGTTGATGGCGAAAACGGTGGTT -ATTGCGTTGCACTGACACTTACATCAGAAGGCGGTAAGAAGTTTTCAGAAGCAACGGGAAGACTTATTGG -GAAACCAATAGCGATTTTTATGGACAATGATTTAATCAGTGCACCAAATGTTCAGACACAAATTTCTGGT -AATTCCGCAAGAATTACTCTTGGTGGTACTGCCAGTAATGAACAAAGGGATGAGGCTAAAAATTTGGCCG -GCCTTATTAAGTCAGGTTCATTGCCATTTAAGTTAGAGGCAAGGCAGGTAAATAATATAAGCCCTACGCT -TGGGTCTAATGCACTTAAAGTTAGTATTGAAGCCTTTATAGTTGCACTTATACTGATTTGCTTATTTATG -ATATTCTATTACAGATTGCCGGGTTTAATTGCAAGTATTGCTTTGATACTTCATACAGTCATGGAATTAT -TGGCTTTGTCCTGGACCAATATAATCGTTACTTTACCGGGTATAGCGGGTCTCATACTAACAGTAGGTAT -GGCCGTTGATGCCAACGTTATAATATTTGAAAGAATAAAAGATGAGCTTAAAAACGGAAAAACCCTTCGT -GCAGCTATTGATGTTGGATTTAAAAGAGCATTCTCAGCTGTACTTGACTCAAATATAACTACTCTTATAT -CTGCCGTAGTTTTATGGAAATTTGGTTCAGGCCCTATACAGAGTTTTGCGTATACTCTGGGAATAGGTGT -TGTATTAAGTTTCTTAACCGCTGTAACTGCTTCAAGGATAATGCTGCAGTCAATACAGGATTTGGAAGTT -GCAAAACACCATTGGTTATATGGCGTAAGTATGAGAGGAGGAAAAGCAAATGGTTAATTTATATGCTAAG -AGATACTACTTTTTTATACTCTCAGCCCTAATTATTCTAGCAGGTGTTGCTATGTATTTTGTTGAAGGCT -TTAAACTTGACATAGAGTTTGAAGGTGGAACAATAATAGAAATGAGAGCAAATGAAAAAATGTTTACTGC -GGCAAACACTCAGGATCTACAAACACAAATCGCAGATTTTGTTACTGAGACAATAAACAAACCTGCAAAA -GTACAGAAATCAACTGCTTATGATGTAAGTAAAAACAAAAATGCTGAAAGCTTTGATGTAATTACCATAA -GTATTGGAAGTAAGGATACACTTTCTAACTCAGAATTAACTAAGGTTGAAGAAGCAGTTGTAAAAGAGTT -TAAACTCACTGCTAAGGATCCTGTTGTCAGTGAAGAAAGTGTTGAACCATACATTGGTAAAGAAATAATG -AATAACGGTTTGAAAGCTATTGTTATAGCTTTTATATTGATTATACTTTATGTCTGGTACAGATTTAAAG -CTATGTCAGGATTATCAGCTGGTGTATTTGCAATTGTGGGAGTTTTTCATGATTTGCTCATTATGCTTGC -AGTATATGTTGTTTTCCAAATACCGTTAAACGAATCATTCATAGCTGCAATGCTGACTGTTGTAGGGTAC -TCAATGAATGATACAGTTATAATATATGACCGTATCAGAGAAAATAACAGACTCCTTAGAAAAATACCTC -TTCCTGAATTAGTAAACAGCAGTATAATTCAAACGCTGAACAGATCAATCAACACAGTTGTAACATCATT -AATAGCAATAACAACTGTATATATTTTCGCAAAAATAAACGGAATCAATTCGATGGAACAATTTAGCTTC -CCGCTGATTATTGGTATTGCAGCAGGATGTTATTCATCAATATTTATTTCAAGCCCATTATATGTAATGT -GGAAGGAAAGTCAGAAAAAGAAAAAGATTACAGGAAAAACTGCAAAGGCTTAAAAGTAATAAAAAGGACT -GTTGTACAATGGACTATTCACTGTACAGCAGTCCTTTTTTGTGGTTTATAATACAAAAAATGCGAGCCCC -AAGGGACCCGCATTGCGGTTAATATATTTATGTGGTGATGTGATAACTCAGGTCTTTCTTTTAATAACAA -TATCGATTACAAATGCGGCTATAAGAAACTCACACAAAACATAAAAACTGTTAATAATAAAAGAAGTTGC -TGTTTTATCAAAAATACTGCTGTAGCTATTACTCATTCTGTTAATTATAAAAAACACCGTTCCTGATATT -ATTAATAAAAGTGCGATCGGAGTAGCATATTTAATCATCTTTTTTGGCAAATCAGCCATATTGTATATAG -CTGATTTTAACATACTCAGTTTGGCTTTTTTATCATTTTGATTACTATTCATTATTTATTACCCCCCAAA -TACTAAACATATAAATTAAAGTGAATTTTTATAGACATTCTTGGTAGTAAGTTGAAAATAACGTACAAAT -AAAATATTAACATTTAAGTTTTCTAACATCAATGTTAATAATTGATAATAACCCATACTTCGACAGTTTT -ATCGAATTAAGTATTTCTTTTATGTAAAGTCAGTCGAATTAGAATAAAACTTTTGTATAGTTTAATATAT -TACAATGTATTATAATTAACTTAAAAGGTACAAAGGGGGAGAGCGGGAATGAGAGATTATGAAACAAATC -TTATTTACACAAAGAAGGTTGTTGTCTCCGAGGGTATTGTAAAGGAATTATATCTCAGGTATTATCTTAT -CGCAAGGGAACAAACTAATTCACTTACTACGTACGGCATACAGGTTATTATGGAAAATGATAAGGGAAGA -ATTGAAAAGGCATTTGTTCCGGATGTACTTTCATCTGAAACTGGTATTAATAACCTGATTTATTTACTAT -ACTCGAATTCAGTTACTCCAGTTAGTGTATACGATGTTATATATGATTGTATAGCATAAAAATCAATTAC -TTTATTTGGCTCATAAAGCATGTTCTTGCAGAACATGCTTTTTTTGTGCGATTTAAGGCCCTAGCCATTG -AATTAGTTATTAAATTATTATTAAAAAAGAAGGATTATTAATAATAATGTCGAACACTTATTAAGTGAAT -TGGCTAGGTTTAAAATAAATTACAGCAGATATGTCTATAATATTTTAGTACGATTAAATTAAGTAGATAG -GGATTTTGTGCATAATGGCAAATTTATTTCCAGACGATCTTATTGAAGAAATAAGAGTAAGTAATGACAT -TGTCGGTATTATATCAGAATATGTCAAACTGGAGAAGAAAGGAAAGAACTTTTTTGGTAAATGTCCTTTT -CATAACGAAAAGACAGCATCGTTTTCTGTAGAACCTGTAAAACAGATTTTTCATTGTTTTGGATGCGGCA -AAGGTGGGAACGTTATACACTTTATTATGTCTATTGAAAATCTGGAGTTTCCAGATGCCTTAAGGTTTCT -GGCAGATAGGGCAAAAATTCTGATTCCGGATATGATTGAAGGTAATCGTAATGACGAAAAAGCCGGTTTG -AAAAGGGAATTGTTGCAGATAAACCTTGAAGCAGCAAGGTTTTTTAGAGATAACCTTAATAATGACAAAA -ATAAGCTTCCAAATTCATATTTAATAAACAGGAAAATACAGAAAAATACAGTTGCAAAGTTTGGTTTAGG -CTATGCTGAGGACAGATTCGATACACTTTATAAACACTTGAAGGCCAAAGGCTTTAGTGATACATCCATT -AAAAATAGTGGGCTTGTTATATATAAGGAAGAAAGTGGTAACATTTACGATAGATTTAGAGGCAGGATTA -TGTTTCCTATATTTGATATCAGAGGAAATGTAATTGCATTTGGAGGGAGAGTTCTTGATTCGTCTCAGCC -AAAATACATGAATTCTCCTGAAACGGAAGTTTACCACAAAGGTAAACACTTGTATGCCTTGAATTTTGCA -AAGAATACTTGTTCCAGGCGGCTAATTTTAGCCGAGGGATATATGGATGTTATATCATTACATCAAAGTG -GAATACTAAACTCAGTTGCTCCGTTAGGAACAGCATTAACCGAAAATCAGGGTAGACTTTTAAAGAAGTA -CACTGAAGAAATAGTTCTTTCCTTTGATTCAGATTCAGCTGGCCGGGCTGCTGCATTCAGAAGCCTTGAT -TTATTGAACGAAATTGGATGTAATGTAAAGGTTTTAACAATCCCATCAGGCAAGGACCCCGATGAGTTTA -TTAAAGCATATGGCGTTGCAGAGTTTAAAAGGCTTGTTGATCGATCCGAAAGTTTGCTTGATTTTAAGCT -TGGTTCACTAAAAAATGATATAGATACTTCGACAAATGAAGGAAAAGTTAGGTTTCTTGATAAAGCTGTA -CTTATATTGGATAAAATTGACAATAATGTAGAAAAAGAACTTTATGTAAAAAAATTATCTGAGGAGCTGG -GTGTAAGTACACAGTCCATCTTTTCAGAAATGGCAAAACAACAAAGAAATTCAGTTATAAAAGTTAGACA -AGCAGCAAGTAATAAAAACTTTAGCCGAAATCAAATAAGAAAGAGTACAGTTGTTAAGAATCAAGAAGAG -AGGTTGGTCAGACTGCAATTAATGCTGTTGGCAACTATTTGTCTCGATAATAGTGTGTATTTTTCTATTA -AAGGTAGCTTTGATTGGGACAAATTTGATTCTGACGAGATAAAAAAAGCATTCAAATTTGCAGTTGAAAG -AATCGAAAGTAAGGCAGGTATATTAACGGGTGAAATATTAAATAAACTTTCTCCCGGAATGGCTGAAAGC -TTTGCAAATATAGTGCAGTCCCAGAGCATATTTGAGGATAATAAAAAAGCAGCTTTGGATATAATTAGAA -ATATAGACCTGTTTGGCTTGGAAGAAAGAAAAAATGAAATAATCGAGCTGAAAAAGAGAAGTGATCTGAC -AGAAGGAGATGTTGAATTATTAAATCGGGAATTAAGCGGTATTGTATCGAATATAGCTATAATGAAAAAA -GGTTTGTAATAGAGCTCGAAAGGAGGGGAAATAAGTGAAACATAGTCAAGAAAGTAGAAAAGCATTACTG -AAAGAATTGATAGACAGAGGCAAACAAAAAGGAATGCTAACCTACAAAGAGATTATGGATGCCTTTGAGG -AAATCGAGCTTGAGCCGGAGCACATTGAAAAAATATATGAAACACTTGAAACCATGGGCGTTGATGTTAT -CGGAGACATAGACTCCGAAATGGAAGAGATTCAGCTTACGGACGAGGAACTTGATATTAGTGTTCCAGAA -GGTGTAAGTATAGATGATCCAGTACGTATGTACCTTAAAGAAATCGGTAAGGTCCCCCTTTTAACAGCAG -ATGAGGAAATTGACCTTGCCCATAGAATGGAAAACGGTGATATAGAAGCAAAAAGGAGATTAGCCGAGGC -GAACTTAAGGCTGGTTGTTAGTATAGCAAAAAGGTATGTTGGTAGGGGAATGCAGTTCCTTGACTTGATT -CAGGAAGGGAATCTCGGATTAATTAAAGCAGTTGAAAAATTTGATTATAGAAGAGGTTTCAAATTCAGTA -CCTACGCAACTTGGTGGATAAGACAAGCTATCACAAGGGCAATTGCCGATCAGGCCAGAACTATACGTAT -CCCTGTTCATATGGTGGAAACTATCAATAAATTAATCAGGGTATCAAGGCAATTGTTGCAGGAATTAGGA -AGAGAACCACAACCTGATGAAATTGCAAAAGAGATTGGTATGTCTGTAGATAAAGTTCGTGAAATAATGA -AGATTTCACAAGAGCCCGTATCACTTGAAACTCCTATTGGAGAAGAGGAAGACAGCCATCTAGGTGACTT -TATTCCGGACGATGATGCTCCCGCTCCGGCTGAAGCGGCTGCATTTACGTTACTTAAAGAACAGCTTATT -GATGTACTTGATACTTTAACTCCACGTGAAGAGAAGGTTTTGAGGCTAAGATTCGGTTTAGATGACGGAA -GAGCCAGAACTCTTGAGGAAGTGGGCAAGGAGTTTAACGTAACCAGAGAACGAATACGCCAAATAGAAGC -AAAGGCGTTAAGAAAACTGAGGCATCCAAGTAGAAGTAAAAAGTTAAAGGATTATTTAGACTGATTTATA -ATATACCCTCTATCCCTAGTGAAGCTTGGATAGGGGGTTTTTCACTTCTTGACTGGGGATATATTGTAGG -GTTAATACACAATATAAAAAATTTAAAAATAACAGCAATCATTCGATTGGTTTACTATAAGTTAGAAAAT -AGACAATAAATCTTTTAAATAGTCTATTTATGGTTATTTTTGTGTTGACCAGTTCAGCGTTGGTAAGTAT -AATAGTTATGTGCTCGTGAGGGCAAAGCCTACATACGAGCGGCATAGAGATATTCCTCAATAGCTCAGTC -GGTAGAGCATGCGGCTGTTAACCGCAGGGTCGTAGGTTCAAGTCCTACTTGAGGAGCCAATTCGGGCCTT -TAGCTCAGTTGGTTAGAGCAACCGGCTCATAACCGGTTGGTCCGGGGTTCGAGTCCCTGAAGGCCCACCA -ACTAAAAAGAACACGCAGAAGCGTGTTCTTTTTAGTTTTTAACAAAACCTAACATAAGGGCCTTGCTTGT -TGAGATTATTTAACTCTACAAGTATAGTCTGTGCTTAATTTTTCGTCCTGCAAATCTATTGTAGTTTTAT -TTAATGCAGGATTATTTGGATTAATGCCCAGAATGTCTCTTCCCAAAAGGGTGCTTGACATTGGGTGTTC -AATATCGTTTTCCTTGTGCTTTTTTCTAAAAGTACTCACAGCGTGTACCTCATTTCATTTTTAATGTCTT -ACCTTCAAAACAAACATTGATTAATTATCTTTAGTATGTGTATAATTTAATCTGGTAATACAAAAAATGA -TGAAATTGGTTACAATTTTTGGAGGATGTTTTGATTTTAAATTTAAAGGGAAGGCTCAGATTAATTGCAG -ATAAAGTCCCTAAATGTAACACAGTAGCGGATATAGGGACAGATCATGCCTATATTCCTATTTATCTTGT -TCAGAACGGGGTTTGCCGGAAGGCGATTGCATCGGATATTAAAATAGGACCTGTAAAAATTGCAAATAGT -AATATTTCTTTATATAAATTGGCAGAAAAGATTGAAACAAGAATTGGTGATGGCTTGAATACTATTGAAG -TAGGCGAGGCAGATTCTATTATAATTGCCGGAATGGGAGGAACACTCCTGACCGAACTTTTAGAAGCTAA -TAAAATAAAAGTTGTCAGGGCAACCGCTCTGGTGCTACAACCTATGAATGACCTAGACATTGTAAGAAAA -TGGTTATATGATAATGCTTTTGATATTTATGATGAGGAGTTAGTTGCAGAAGGTCCAAAATTCTACTGTG -TTTTGTCTGCCAAATTTAGTGGAAGTAAAAAAGAATATTCTGATTTTGATCTTCATGTGGGGCAAGGCCT -TATAAACAAAAAAGATGTATTGCTTAATCAGTACTGTCAAATGAAGGTAAGACAGATAGATAGGGTTCTT -GAACAGTTGGAGGGTATGGAAGAAAATGTTGTACTCAAAAACCATTACAGTAGACTAAAAAAAGAGTATA -TAAGCCTTATGGAAAAAATATTATAAAAACCAATACTTTTTAAGGGAGAAGAATATGAATGTAGGAGATA -TAATTAATTTTTTAAATGAGATAGCACCTTGGCGGTATGCTGAGGAGTGGGATAGTGTCGGGCTGATGGT -GGGCAGCAGGGAAAGTTATGTCACAAAAATACTCCTTTGTATGGATGTAACGTCTGATGTGATTTCTGAA -GCTGCACAGTGTGGTGCTCAGATGATTCTTTCACATCATCCCTTTATTTTTTCAAAGCTGAAATCTATAG -ATATGGAAACCTTTAAAGGAGAACAGATTGCTAATCTGATAAAAAACAATATCTCAGTTGTTAGTGCACA -TACAAACCTTGATACAGCCCCGGGAGGGGTTAATGATACTTTGGCTGAGTCCTTGCATCTGACAAATAGC -CGGAACTTGAAGCCCTATATGCCAAAAGGCTTGGAATGTGATTTGGGAATGGGAAAGGTAGGAGAATTAC -AAAATTCTAAAAGCTTTGATGAATTTGTAATTGATGTTAAAAAGAGCTTATGCATAGAAAATCTTAGGAT -AATTGGTGTCAAACCCAAAAAGGTAAAAAAGGTTGCAGTGTTCTGTGGCAGCTTTGATGACGATCTGGAG -AGCTTAAAAAGCCTTAAGGTTGATGTTTTAGTAACGGGTGATATCAAATACCATATTGCATTGGATGCCG -CTCAAATGGGCCTTTGTATTGTTGACGCCGGACATTTTGCAACAGAAAGAATAATTCTCCCTAAATTGAG -GGATACATTAAATAAAAGATTTAAGGAACTTGATATAATTTGTAGTAAAATGGAAACTGATCCATTTACT -TTCGCTTGACTTATATTAAATCAACCACTATAATTAATAGTCCTAAGAGAATTTTTACGTTCTTAATTTA -TGAGTAAGCCAGATGATCGCAGATACTGCCTGAAAAGGCGTAGATGAGGAAAGTCCGGGCTCCATAGGGC -AATGGTGCCGGGTAACTCCCGGTGAAGGTGACTTTAAGGAAAGTGCAACAGAGATATACCGCCATATTAG -GTTTGCCTTATATGGTAAGGGTGGAAAGGCGAGGTAAGAGCTCACCAGCGACTTGGCGACTTGTCGGCTA -TGTAAACCCCATCTGGAGCAACACCGTGGAGGGACGCAATGACTGCCCGTCAGTCCCGGGGAGGTGGCTT -GAGCCAGACAGAAATGTATGGCCTAGATAGATGATCATCAAATACAGAACCCGGCTTATAGACTTACTCA -TACCATTTATCAGAAACACTCGCTTTCAAGGCGGGTGTTTTTGCTTATGCTTTAATTTTAAATAAAGTTA -ATAAAAGTAAGCAGATTTACTTATTGTATAATAATATATACAAAGTTATAATAGTCTGTAAATTTGATAT -TGAGTTTACTGCACTAATCATGTAATATTTAATCCAGGTGTGTTTTAACTTATATATTATGGTAACTTTT -TTATGCAAAAGTTAAAAGTTATTTTACGTGATGTACTTTATAAGTAATATTTTTTATTACATTCGGGGAG -ACGAGTTAATGACAAATAGGAATAAAACAGAAGTTTACATATACGGAAGCAAATATACGATATCAGGGAC -AGAATCCGAAGAATATATACTCAAACTTGCTCTACACGTTGATAAAAAAATGAGGAAGTTTGCTGAAGCC -AATAATGCACTAAGTTCGGGTATGATTTCAGTATTGGCTGCAATAAACATTGCAGATGACTATTTTAAAA -CTTTAGATAAATTACAAAATATTACGAAGAATCAGCATATTGAAACGGAATTAATGGAAAAAGAATACAA -ACAAAAAGTAGAAGAACTTACCTTGCAAATACAAAAGTTTAAGTCTGATGCAGTTACCATGGAAGAAGCT -ACGACTTCTCAGACCTATGAATTGGAAGTTATAAAAAACGAGTTTGAAAATAAGGAAAAAAAACTTAAGC -AACAAATAGAACTATTAAAGATAGAATCTGGCTACAAAGATGAAGCTATTGCAAATCAATTAGAAGAACT -GGAAAATGAGCATAATCAAAATAAAGACGAGCTTGTAGATCAGATAAAAAGATTAAAGGATGAGAATACA -TCAAAAGAAAAGGCAATGACGGAATTATACCAAAAAATGGAGCAGCTAAAGTCTGAATACAAGCAAATGG -AAGAATTATATCAAGAAGAGTATACTCAATTAAAAGACGAGTATAAAAAGCTGGAAGAATTAATGTTGAA -ATAGACTAGGTGTTGTATCAAGAGTTTAAAAGACATCCCTATGTCCTAAATATGGGATGTCTTTTAATAT -GTTCTATTCCTCCAGATCGATAACACTTACCGGACAGGCATCTCTGGCATCCTCTGCTTCCTGGAGATTT -TCCTCCGGTATATCTTCTTCAATAGCTTCGGCTTTATTATCATCATTCATACTAAATACTGCGGGACATA -TAGAAGTACATAATTCACAGCTTATACAGCCTTCCTGATCTACAGATGCTTTCATTTACAGGCCTCCTTA -AGTTTATTAATTTATAACTACAGACTATTATTCTCCTAAAAAGAAAAAATATACAAAAAATGTAAGAAAA -AGCAGACTGTAATATTATGGACTTTGGTTATTGATTTTACAGGGGACATGAGTTATATTAATTAAAAATA -TAAATGGAGAAGTTCAAAAAATGAATAATAATTTTGAAATAATTGATTGCCATGTTCATACATTTGCCAA -TGATGATATATCAGCTAAAATTATGACTTCCTTTAACAAATTGTATGATATAGAGTTTAAAAATCCCGGC -AACGGAACAATACCAAATGTTTTAAAAAATATGAACGAGGTTGGTATAGACCGTACAGTAATGGTCAATT -TTGCACCTCCCAAGATATTAGACAGTAACAACTTGTGGACAATAGATACTGCAAATTCCTCAGAAGGGAG -ACTTGTACCACTTGTAAATTTTCATCCAGATATGGAGGGGTGCCTTTCTGAACATTTTGAGAAATACGTG -GAGCTTGGAGCAAAAGGAATAAAGCTTCATCCAATGGCACAGGGCATTGATATTAACGATTCACGAATGG -ACGAACTTTATAGAAAGTGCAGCGATAATAAATTTACTATTCTTATACATTGCGGCAGGGTTTCAAATGC -AAGGCTAAATGAATTTTCAGATTTTCAGTCCTTACTTCCCGTAATAGAAAAATATCCTGATATTCCAATA -ATTCTGGCCCACATGGCGGATGGAGACAAGGAATGTGTTCTAAAAGTTTCAAAACAATATGAAAATGTAT -ACTTTGACACATCCATAGTTATAACAGGCTATCCTGAAATAGCTCGTGTCAATGAACCAAGCTGGTTGGA -TGACAGTGAAGTGGTTGATATTATAAATGAAGTGGGTGCGGACAAGATTCTTTTCGGCTCTGATTTCCCA -TGGGGAAGTTCAGTGCATGATGTTAAGAGGTTTATGAAGTTGAAACTAAATGACCAGCAGAAAAAAACTA -TTCTCAGTGAAAATTCTAAGCGTCTTTTTAAACTGTAGGAAATGGAAACTAAATAAATATGTAACGTTAT -GTACCTCGCTTAATATAATAATAAGCGGGGTTTTTTTGTCAAAAGGTATACAAGAATCTTTTTTGTACAA -AATATCATCAAATGGTATTCAAAGAGGAGGCAGTATATGAAGAATAAAAAGTTATTTATTTCAATATCAT -ATGTAGTATTGCTTTCGCTATTGATAGCAGGTGCAATTTTATTAAGCAAGCCATCAAAAAGTAATATATC -CCCAAAAAATCTGTTAACAGAGGACAATTTCAATAATGGTATTCTTGCTTATAAAAGTGAAATTAACCGT -AAAGAAGATATAAAAATTCTAAATAACCCTCAAAATGTAGATTTACAAGCAAGTCTCATTGAAAATATGA -ACGGTGAGGTAACCATAAATATTTCATATAAAATAGATGAAAAGAAGTTAAGTAGGACAATAGATACTTC -AATGATACCCGAAATAAGAAATCTTCTAAGATTCAGAGAAAAGTATAAAAAAGGCTATCTAATAGATAAA -ATATCTGTAAATAACAAAGCACAAAGATTATACTTTTATGTTAGGGGAAAAGAAGATAATAGGCTTACTC -AAACCTGGTTATACACGTATAATCTAAAAACTGCGAATGTCGATAAACTGTATTATGATACAGGTGATTT -TAGTGAATTTTATTTTTCTCCTGATGGCAAATATAATGCTTTTGCATACCGAAATAATTCTGAAAAACAA -ATGGAAGGACAAAAAAATAAGGTAGTGATAATCCGATGTGACGATAATAAGATTATTCTTAATGGTGACA -AGGACATTAACGGCAAACCTATTGGTCAGAATAGCGGCTTGTATATTTATAGGTATGATTTTCAAAAATG -GGAAAATACTGAGAATTGTCTACTAAAACAAATTTCAGAAATAAAAGATGGTTCTCATAAGATACAAGAA -CAAAAAATTTATTACAATGTAGTTGAAAATAAAGTAAAAGCTCGATAGATTAATTGTTTTGTTTTTCAGG -CGGTAGCTAGATGCTTACCGTCTTTTATTTTTAAAGATTGATCTTTCTTCCTCGTCTTGTTTTAATAAAG -CAATTAGTGTATTCTTTTATTAATGTTAATTTTTTAGTTTTGGAGTGATGTATGTGTATATAGTAGGTTT -AAATGGGAGTCCCAATGCGGATGGAAACACCGCTTTTTTGGTTAAAAAGGTTCTGGAGGAATGTGAAACA -AGAGGTGCTAAAACTATTCTTCTGAATGTGGGGAAAATAATGCAGGAGCAAAAGTGCGGTTTCTGTACGG -TTTGCTCAAATCCATGTACTGGAAATTGCTATAAAGGTACAAAGCTTGAAGAAGCTTTTGAAATATTGCG -AAATGCAGATGGTGTAGTGGTTGCCAGTCCTGTTTACTTTGGCAGTGTGTCTGCACAGCTAAAGGCAATG -TTCGATAAAACAAGGAAGGTCAGATCAAATAAAGGTTTGTACAATAAAGTCGGACTTTGTGTAGCAGTAG -GAGCCTCTCAATACGGTGGCGAAGAAACGACTATAAAAGCAATGCATGATATGATGCTGGTTAATGGAAT -GATAATAGTTGGAGATGGATATATTGACGATAATTGCGGACACCATGGTGTTTGTGCTACTCGACCTTCA -AAAGATGATGAACAGGCAGTAAAAAGAGCGGTAATGTCTGCAAAAAGGCTCATAGAAGTATGCAAAGCAA -CTGAAATCATAAGACAGAGCTAATTTTTATTTTAGATTTTAAGGCAGTTGTGACTACGGAGGATACAATA -ATAATATGTTGCACGAGTTTTCCAGAAGTGAATTAATTATTGGAACAGAAGGACTAGAAAAACTAAAAAA -CAGCAAGGTAGCAGTGTTTGGTGTCGGAGGAGTGGGTTCATTTACTGTGGAGGCACTTACTAGAACAGGG -GTGGGACATCTTGTACTGATAGATGACGACTGTGTATGCCTTACAAACCTAAACAGGCAGCTTCATGCTA -CCAGAAAAACCGTAGGCAAGCCCAAGGTTGAAGTTATGCGGGACAGAGTTCTTGAAATAAATCCCAAATG -TGATGTTACAATAATTCAGAAGTTTTATATGCCGGATGTGGCTGAAGAGATACTTGATAGCAGCTTTGAC -TATATTGTAGATGCAATTGACACTGTAACCGCAAAAATTGACCTGGTAGTAAGGGCTAATCAATTTGGAA -TACCGATAATCAGTGCAATGGGTGCAGGTAACAAGACTGACCCAACCCGGTTCCAGGTTTCTGACATATT -CAAGACAACAGTTGATCCTCTTGCAAAAGTGGTAAGAAAGGAACTTAGAAATAGAGGAATTAAAAAACTA -AAGGTAGTGTATTCCACAGAAGAACCTATAAAACCTGTTGAAACAGATACTTCCAGTTGTAGTGCAGGTT -GTATATGTCCTAAAGGAACAGCCAGAAAGTGTACTGTTAAGCATCAGATACCGGGAAGTCTATCATTTGT -TCCTTCGGTTATGGGTTTGATTATTGGAGGAGAAGTAATAAAGGATTTGATTGGATTTATAAAGGATTAG -TAATTAAAAGAGGAGATTTTTAAATGTTTGATAAACGCATCAACATATTTACCGGTCATTTTGGAAGCGG -GAAAACAGAGGTCGCAGTCAACTATGCTATGAAAATGTCAGAAGCCGGATATAGAACAGCGATAGTAGAT -TTTGATATAATAAACCCCTATTTCAGAACAGCGGATGCGAAGGATACACTGGAAGAACAAAGTATTAAAG -TAATTCTTCCTATGTATGCCAATACCAACGTTGATATACCTGCCATACCACCAGAAATATACTCATTGTT -TGAAGATAAGGATATAAAAGTGGTTTTGGATGTAGGTGGAGACGATCTTGGGGCCAAGGCTGTATCAAGG -TTCAAAGAAGAAATAATCAGCGATGACTACGAAATGTTCTTTGTAATAAATACAAAAAGAATTATGACCG -ATTCACCTGAAAAAATAATTGAAATGATTGCTCTTATTGAAGAAGGAGCCAATATAAAGGTAACAAAGTT -ATTAAATAACAGTAACCTATTGGAGGAAACAACTCCTGAGATTATTCTTGAAGGGAACCGCATTATATCT -CAGGTTTCGAAGAAATCGGGAATTCCGATAGCAATTACAGCTGGTATGGAAGAAGTTGTAAATAGCATAA -AGAAGAGTGAAATAGCAACAACGGAGATTTTAACCATGAGAAAACAGATACATCTTCCATGGAATAGGGG -TTAGGCAAGTTATGAAGTTTTTTTATATCATTTTAGCAATAACCGCCGGCTGCATAATTTTAAGTATAAT -CGGAAAAATATCCCGTACAAATAAAAATAGAAAGCAAATACGTGCCCAATGGGGGAAAGCACCTGTTACA -AAGTATACTGCTGATATATACAACTCGGTTAGAAATTATTTTGACAACAATAAAGACCAGGGAGAAAGTT -TTTTCATAGATGATATTACTTGGAACGATTTAGATATGAATAGAATTTTTTCCAGGTTAAACATAACCTG -TACGGATGTTGGAGAAGAATATCTGTATAATATACTGAGGGAATTACTCTATGACCAGAATGAGCTGACA -GAGCGGGACAGGCTGATAGAATATTTCAGAACAAACCCCTCCCAACGTGAAAAGATTCAGTTGATATTAT -CCGGTTTGGGGAAACTCCGGTATTTAAGTATATCAGAATATATTAACGGTAAAAGAAGCGGGGGTGGCAT -AAAGAGTATATACTATAAGATTTTATCATTAATCTTCATAGCATCAATTTTTGCCACAATATTTTACCCC -GGAGCAATAGCCATTTTTCTGATATCGCTGGCCGTAAATGTAGTAGTTTATTTCAAGGCCAGAGATCAGA -TAGTAGGCCACTTGCAATCACTTGGATATATTGTGAATATGTTGGGAATTTCACGAAGAATATCAAAGCT -CAATATAAAAGAACTTAATACATATTTAAATGAATTGAAAAAATGTACGGCTAAAGTTAAGGGAATAAGC -GTGAATGCTTTTTACTTTTTATTTTATACAAGTGAAAACTATTTATTTGAGCTTATTAAGATATTTCTTC -TTGGGGAACCGATTGCATTTCACAGTATTTTTAAAATTGTAAACAAATACCGCCATGAAATTGATTCCGT -ATATAGGACAATTGGACTTCTTGATAGTCTTATATCAGTGGCATCCTACAGGGAAAGCCTTGATTATTTT -ACAACGCCGGTTCTGACAAAAGATAATATCAACAACAAAAAAATAGAATTTACTGATATGTATCATCCCT -TGATAAAAAATCCTGTTACAAATTCCTTTTCAGTAACAGGAGGGGCATTGATAACCGGGTCAAATGCCAG -CGGAAAATCAACGTTTCTCAAGTCGGTAGCAATAAATGCAATTTTTGCTCAGACTATTTTCACATGTCTT -GCAAAAGATTATTATTCCAGCTATTTTAATATTTACAGTTCTATGGCTCTGAGTGACAATCTTGAAATGA -ATGAGAGTTACTACATTGTTGAAATAAAATCACTTAAACGTATCTTGAAGGGTCTCAACGACCATGTTCC -ATGTTTCTGTGTCATAGACGAAGTGTTAAGAGGTACAAATACTATCGAAAGAATTGCAGCATCCTCTGAG -ATAATGAACTTTATAACAGACAATAATTGTATATGTCTTTGTGCTTCTCACGATATAGAGCTTACTCAGA -TATTAGCAGATAAAGTTGAGAATTACCACTTTCAGGAGTTCTTTGAGGATGACAACATAAAGTTTGACTA -TAAAATATACCCGGGTAAATCAACTACACGCAATGCTATAAAATTATTAAAAATACTCGGTTATGATGAA -AGCATAGTTGACAATGCCGAACAAAGAGCCTGTCAATTTAACCAAAACGGCTATTGGTCTAAGGTATGAA -AATTGAGTTCTTAGTCACACAACTTGCAAATAAATATAAAGAGTTTTATAATAAAACAATAGTTTTAGTT -CTCTAAATTACTAAAAATCATAAGTAATAAAGTTAATAAGATAAAGTGAGGTTTTGATAATGGCAAAAGT -TATATTCCATGAGGAAAGATGTAAAGGTTGTAAACTGTGCGTTACAGTTTGTCCTAAAAAAATTGTCATA -ATGAAATCAGATAAATTGAATCAGAAAGGTTTCCATCCTGCGGGAGTTGAAGAGGTAGACAAATGTATCG -GGTGTGCATTCTGTGCTACAATTTGTCCTGATTGCGTTATAGAAGTAGAAAAGTAGAACTTAAATAGAAA -AGCAATTATTAAGCTAAAACATAATAAAATTTTGGAGCCGCTGTTGTGGTTCATGGAGGTTAATATGGCA -GAAAAATTATTAATGAAGGGTAATGAGGTAATAGCAGAAGCTGCCTTAAGAGCCGGCTGTAGACATTATT -TTGGATATCCAATAACACCTCAGACTGAAGTAGCACATTACATGGCAAAAGCAATGCCAAAAATAAACGG -TACATTTGTTCAGGCTGAGAGCGAGGTTGCAGCAATTAATATGGTTTATGGTGCAGCTGCAGCAGGAGCA -CGTGTTCTGACATCATCTTCCAGTCCTGGAGTAAGCTTGAAGCAGGAGGGTATTTCATACATAGCTGGGG -CAGAGCTTCCGGCAGTATTGGTAAATATCGTTCGCTGCGGTCCCGGCCTTGGAGGTATACTACCTGCACA -GTGTGATTATTTTCAGTCGGTCAAAGGCGGAGGGCACGGAGACTATAAAAACGTAGTTCTTGCTCCATCA -AGTGTTCAGGAATTGTACGAATTGACAGTAGAAGCCTTCAACATATCTGACAAATACAGAATACTTACCA -TAATACTTGGAGACGGTATGCTAGGACAGATGATGGAGGCAGTTGAATTCAAGGATAAGGAAGATATTTA -TCAGGATGATAAAAAGTGGGCCTGTACGGGAACAAAGATGGAGAGGGAAAGTAATGATGTTACTTCCATT -TATATCCAACCAGAAGTCCTTGAAAATCATAACTTGAAGCTTCAGGCTAAATATAAGAAGATTGAAGAAA -ATGAAACAAGGGTTGAAACATATAATTGTGAAAACGCAGACATAATTGTAACAGCATACGGTACTGTAGC -AAGAATTGTAAAGAACGTTATTAAAATGGCTGAAAAAGAAGGAATAAAGGTTGGATTAATAAGACCTATC -TCGTTGTGGCCGTTCCCTACTGCCGCTTTTGAAAAGTACGCAGAAACGCCAAAGGCATTTTTAAGTGTGG -AACTGAGTGCTGGACAGATGGTTGAGGATGTGCGCCTTGCGGTAAACGGAAAACGCCCTGTACATTTCTA -CGGACGTATGGGCGGTATGATTCCAAGTCAAAAAGAAGTTCTTGATAAAATAAAGGAAATCTTAAATAAA -TAAGATTAAGATGGAGGGAAAAAATGGCAACTGTGTTTAAAAAACCACATGCTTTAAAGGATTTATCTCT -TCACTATTGTCCAGGTTGTACTCACGGTATTATTCATAGGATAGTAGCTGAAGTAATTGACGAATTAGGT -ATAGAAGGTACTACAATCGGTGTATCACCTGTCGGATGTGCCTACAATAATTATGAATATTTTCATGTAG -ATATGGTACAGGCGGCTCATGGAAGAGCTCCAGCCGTAGCAACAGGAATAAAAAGAGTTCATCCTGATAA -CTATGTGTTTACTTACCAGGGAGATGGAGACCTTGCTGCTATTGGAACAGCCGAAATAATTCATGCTGCT -ACCAGAGGCGAAAAGATTACAACTGTATTTGTAAATAATGCAATATATGGTATGACTTCAGGGCAAATGG -CTCCAACTACACTTATGAATCAGGTAACAACAACTTCACCTTACGGCAGGAAACCTGAGATTCATGGATT -CCCTATAAAAGTATGCGAGCTTCTTTCTCAATTGGAAGGTGCTGTTTACGTTGAAAGAACATCAGTACAT -GATGTTAAAAATATCAAAAACACCAAGGAAGCCATTAAAAAAGCTTTTCAGGTTCAAAAAGCAAACAAGG -GATTTTCAATTGTTGAGGTCTTGTCAACATGCCCTACAAACTGGGGATTAAATCCTGTAGATTCCCTGAA -ATGGCTTGAAAACAATATGTTGCCATTCTATCCTTTGGGTAATTTCAAAGGAAAGGATTTGGAGGTGTAG -AAATGAAGCAGCTTGAATTGATAATTGCAGGTTTCGGAGGACAAGGTATACTCTCAGCTGGAAGATTGTT -AGCATATGCCGGAATGCTGGAAGGAAAGAATGTCTCTTGGCTGCCGTCATACGGACCTGAAATGAGAGGC -GGTACTGCAAACTGCAGCGTGGTTATTTCAGACGAACCTGTAGGTTCTCCTATTCTGGATACAACTAATG -TACTGGTAGTAATGAATGGCCCATCACTTGAAAAGTTTGAAAAATCAGTAGTAAGCGGCGGGTTGATAAT -ATCAGACAGTTCTTTGGTAGAAGCAAAACCGAAGAGAACGGATATAGAATTCATAGGTATTCCGGCTACA -CAACTGGCTTCTGATATGGGTAATCTTACATTTGCCAACATTATTATACTTGGTAAATTGTTAGCAAAAA -CAGGAATTGTTTCAAAGGAAAGCTTCGAGGCTGCTTTGAAGAAAGTTCTTTCTCCCAAAAAGCATCATAT -GATTCCTGATGAAATGAAAGCCCTTGTTATGGGACACGATTATTAAGAACTGGACCAAATAGTAGGAAAT -ATCACCAAACAAAACGTAGGCTTAATTTTATATAATTTGTCACAAGATTGTAAGAAGTATGCTTTATAAT -TCAAGCTATAGACTATCTGATTGATTAGTGTATAGCTTGAATTTTTTTAGTTTGGAGATGATTTTATGAG -TATATTAAAAACAGATGGATTAAGAAAATACTATGGCAAGGGTGAAAACCTTGTAAAAGCTCTTGACGGC -ATAAATCTGGAAATTCTGGAAGGAGAGTTTGTAGCGGTTGTAGGTACATCAGGAAGCGGTAAATCGACGC -TTTTGCATATGCTCGGGGGACTTGATAAGGCTACAGAAGGTAAAGTAACGGTGGCGGGTAAGGAATTTTT -TGATATGAATGATGAGCAAAAAACAGTCTTTCGCAGAAGAAATATTGGTTTTATATTTCAGAATTACAAT -CTGGTACCTATACTGAACGTTTATGAAAACATTACTCTCCCTGTTGAACTGGATGGAGGAACTATTGATA -AAGCATTTATAGACGATATTATTAAAACCCTTGGCCTTGGCGGTAAGCTTACAAACCTTCCAAACAATCT -TTCGGGAGGCCAACAGCAAAGGGTAGCTATAGCTAGGGCTCTGGCAACAAAACCCGCTATAATCCTTGCA -GATGAGCCAACGGGTAATCTCGACAGCAAAACCGGGCTGGAGGTAGTAGGCTTGCTAAAAATGACCAGCA -AAAGATTCCATCAAACAATTGTTATGATTACACATAATGAAGAGATTGCTCAGTTGGCGGACAGGGTTAT -CCGTATTGAAGACGGTAAAATAGTCGGGGGTGAAGACAAATGATGTTTCCTACCGATAATAGGCTTGTGA -TAAAAAAGATAACTGTAAGAACTATAAAAGCAAATAAGGTTAGGAATATATTTGTTATTACTGCAATAGC -GTTAACTGCTTTTCTGCTGTCAACCATCTTTAGTATAGGAATAAGTGGGACAGAGTCTATCCAATTACAG -AAAATAAGAACTATGGGAACTATAGAGCATGGAGGTTTAACTTTTCCCACGGATGAACAGATAAAAAAGC -TGAAATCATTGGATTATATTGAAGATGTAGGCATAATGGCACATGCCGGAGATATAATAGAAACTCCTGA -CATGGGAAATTTGTCTCTGTCATTATTCTGGTTTGATAAAACAGAATGGGAAAAACTCAGAGTTCCTGCC -ATGAACAATATTAAAGGGAAATATCCTCAGGAATATAATGAGATAATGGTATCGGATTGGATTCTTAAAA -GGATAGGAATAACTAATCCTAAAATAGGAATGGATATACCAATTAAATACGGAAAGGTCGGCGGTACTGA -TTCTGAAGCTACAAATGAAAACTTTAAACTCTCGGCATATTACACAGAATACTCTAATCTACGTTCGGGA -AATGCGGGAATGCTGTATGTCTCAAAAGCTTTTCTTGATAAGAACGGAGTAACTCCTGAGAATTCAGGTA -CTGCAACAATACGCTTCAAAAGCCAAAAAAATATTGGAGAACAATTTGAAAAACTTAGCAGGGAGGTCAC -TGCATCCCCAAATCAGAAGTGGAAAATGGTGCCATTGTATGAAACAGTTAATGGAGACAGACTATCAACG -ATAATAGGCCTGTCAGCACTTATACTGTTCATAATGCTCAGCAGCTATCTGCTAATATATAATGTTCTAT -ATATTTCAGTATCAAAGGATGTACGCTTTTACGGCTTATTAAAAACAGTAGGTACTACCCCAAAACAGAT -AAGAGCAATAGTAACGGGTCAGGCAATGAGGCTGACTGCCTTGGGAATCCCTCTGGGACTTGCTTTGGGA -GCAGCAGTTTCTTTTGTTGCCGTACCATTTGCACTAAGCGGAGCGACAATAGATACAGGTATAAAAATAT -CCTTCAATCCTATCATATATGTTGGTGCGGCCGTTTTTTCTCTTGTAACCACACTTATCAGCAGTATAAA -ACCTGCCGGAATGGCTGCCACGATTTCACCGATAGAGGCTGTCAGATACACCGGAACAGATGTATCCCGT -AAACTTAGAAAAGTGTCAAAGGTCGGCAAGGTACAAAAAATGGCTTTTAGAAATGTTTTTCGAAACAGAA -GAAGGGCAGCAGTTGTATTTTTATCACTGTTCATGGGGATAACGACCTTTATACTAGTAAATACACTTGT -GCTTAGCATGGATACGGAAAATTACGTAAACAGCTATATTGATAATGATTTTACTCTAACTAATAATACA -TTTTTTCAAAATGGTACAGGAATTAAGCAGAAATTTGATAATGATTTTATGTCAACTTTTAAAAGAATAG -AAGGAATAACAGAAATAAGAAAGGTATCACAAAAGATAGTTACTCTCAAATACGATGACAATCTCTACAA -GGAACATCTTGAAGAATTCGGAAAAAGACATAATACACAAATGCCCACAGGTGACGAAATAGAGAAAAAT -CCAAGGTTTTTCTGGTCAAATCTGGTGGGACTTGACATGGAATATATAAAGAAACTTAACAAAACACTTG -GAGAACCTATTGATGTGGAAGCTTTTGAAGCGGGCCGGATAGCTTTATTTTCAACAAATAATCCAAAGCA -TTTCAAGGTGGGATCAGATATTGTTTTTACAGCTGATGAAAAAGAATATTCCCTCAAGCTGGGAGGATTT -TTGCCTGAAAGAACTGCATTTAATGGAGGTATGGGGCCGGCACCCCTTGTTTACATAAGCAATGACTACA -TGAAAAAGCTATTTAATAACCCTGTATTCTGTTCTGTAACAATGAATGCCGAAGTGGACAAAGAGGCACA -TGTATTAAAACAGTTAAAGGAATTGACGGCAAATGATAATGAAATATCACTTGATTCAAGGCTGGAAACT -CTGGAGCAATTTAGAAGTTCAAAAACAATGTTATATATTCTCGGCGGTGGAATGTCCTTGATATTGGCAC -TTATAGGTATTCTCAATTTTGTAAACGTAATGGTAACGGGAGTAAACACAAGACGACATGAGTTTGCTGT -TTTAGAGAGTATTGGCATGACTCCGAGACAGCTAAAACGTATGTTGTCCCTGGAGGGACTCATTTATGCC -ATTATTTCCTGCGGACTTGTGGCTACTTTGGGAGCTGCACTAAATATATGGGTATTCAGCTTATTCAAGA -AGCAGGCTGATTACGCAATTTTTACATTCCCTACAATCCCGTTGGTTTTATCTGTAGTTATCGTTTTTGC -AGTGTGTATTTTAGTACCAGTAGCTGCATATGTTACAACAACAAAAGATACAGTTACGGAGAGGTTGAGA -AGCGTTGAAGGTTAGGATAAAATAAAATATGTAATCAAATAAATTTCATTCTAAGAGGTAATATGGCCAG -AATACTTATTGTTGAAGATGATAAGCTTCTTAATGAAGGGATATCAATTGTACTAAAAAAACATGGACAT -ACGGTTTTGTCAGGTTATTCCTATAATGAAGCATTATGTTTATTTTTGAATAACAACTTTGAATTAATAT -TGCTGGATATAAATCTTCCTGATAGAAGTGGTCTAGAGCTTTGCAATGAAATTCGGAAAAAATCCGATGT -TCCCATTATATTTATAACTGCTAATGACACAGAGCAGGATATTGTTAATGGTTTTGTGAACGGCTGTGAT -GACTACATTGCAAAACCATTCTCTCTGGAAGTAATGAACCGGCGTATTCAGGCGGTACTCAGGCGTACCG -GAACTGAAGACAAAAGCATTTTCCGCTCTGGTGAAATATCAATAAACTATGAAAAGATGGTGGTTTCAAA -GGGGAAGATATCACTTAAACTGACTGCTACAGAGTACAAATTACTGACACTTCTTACTCAAAACAGTGGG -CAGGTACTGACCAGAGACATTATCCTCCAGAGGCTTTGGGGCACTGATGAAGCTTTTGTTGATGAAAACG -CTGTTAGTGTTAACATGAGGCGGCTTCGTCAAAAAATTGAGGATGATCCAAAAAATCCAAAATACATAAA -AACTGTTTTCGGTATAGGTTATACCTGGGGAGAGGAGTCCTGCAGGTGATGAAAGAGATAAAAAAAAGTG -AAGTTGCTTTGATTGCAGTGATCTATGGTCTTTGTATAGGTTTTATGGTATATCAACTGATGGTTGCTAA -AAATTTTCAAGCCGTCATAATCAGTATTGTGTTTACAGCGGTAATAGCTGTCTTGATAGCAGTACTTATA -TCAATGCTGCACAGATATATGCAAAGTGTAATGGTCCGGCTTTCCGATATGGTAGCGTCACTAATAGACA -TGAGGGAAACAGAAGTGTTTTCAGTCCTCAACGATGATTTACTGTCAAAGTTACAATCACAGGTGCTTAA -GCTTTTAAGAATACTAAAGTCACAAAATACAAAGCTGCATAATGAAAAAAATGAAATAAAATCTCTTATT -TCAGACATATCCCATCAGTTAAAAAACCCTCTTGCAAATCTAAACATATATGTATCCTTGATAAAGGAAG -AAGATATTGCTCCGGCAATGCGAAAGGAATACCTTAAAAATATTGAAAATCAATTGGAAAAGCTGAATTG -GTTGATGGAAAGCATGATAAAGATGACCAGGCTTGAAAGCGGTATTATCCGGCTGAACCGTGAAATGAGC -AGCTTGAATGATGTACTCCTGACATCTTTAAAACAGATATACCAAAAAGCATTAAAAAAGAATATAGATA -TAGTATTCATTCCATCTGAAAAGGATATTAAGATGTCTATTGATATAAGATGGACGGCAGAGGCTATAAC -CAATATTCTGGACAATTCTGTTAAGTATACACAGGAATCGGGGAAAATAAAAATACAGGTCCATAAATAC -GAGTTATTTGCCAGAATAGACATAGAGGATAATGGTGCTGGGTTCGATGAAAAGGAAGTAAATGATATAT -TCAAGCGTTTTTACCGAGGAAAAAACTCAAACTGGATAGACGGCGTCGGTATAGGACTCTATCTTACAAG -AAGAATTATTTCAATGCAGGACGGATATATAAAAGCAAAGTCCATTTTGGGCAAGGGAAGTACATTTTCA -GTATTTCTCCCTCTTGAAAGCTGATAAGGTTTTTGTACCCGGCTATACCAATCGTAAAATAGGTATGACC -GGGTACTTAATAGTGCCTGCGGGAATTATATATTGAATAGAATATCCGCATAGGTTGGAATAGGCCAGAT -ACTTGAAGCTACTATGCACTCCAGCTCATCAACAACCGTTCTTAATGTTTCCATTCTTGCAAATACGTCT -TGTCTGTAAAACATAGCCTGCTCAAATGTATCTTCAAAAGAATGCTGAGCCTTGCTAAGACTATTCTCCA -ATAGTGAAATTTCCTTTTTAAACTGTGAGACAAGAGAAGCGGTTTCTTTCAGTAAGTCTGTGTTGGCACT -TATATCTACTTCAACGCCGCAGTTCTTAATCTCATTTATAGATCTTGCAATTTCAGTTTCAAACTTGATA -CAAGCTGGAAGAAGCTGCCTTTTTGATATCTCAAGCATGGTCATAGCCTCTATGTTAATTGTCTTTATAT -ATTTCTCAAGAGAAATTTCATACCTTGAGTGCATTTCAACTCGGGAGAAGACCTTTTGCTTTTCCATGAC -AGCAATGTTTTTTTCCTTCAAAAGACAAGCAATAGCTTCAACGTAACTTTTAATATTTGGAAGACCTCTT -CTCTCGGCTTCTTTTACCCATTCATCAGAATATCCGTTACCATTGAAGATAATGCGGCCGTTTTCTTTGA -CTACGTCTTTAATAATACTGTTTACTTCCTTTGAGAAGTCCTTTGCTTTTTCAAGTCTGTCAGCAAACTG -TTCCAGCACATCTGCAACTGCGGTATTAAGAAAGAAGTTAGCTGATGCAATTGATGCAGAAGAGCCAACC -ATTCTGAACTCAAATTTGTTGCCTGTAAAGGCAAAGGGGGAAGTTCTGTTTCTGTCGGTAGTATCTTTTC -TCAGTTCGGGCAGTGTTTTAACACCAACCATGAGCTTTTCAAGACAATTTGTTTCTATATTTTCTCCCGA -TACAATCTGCTCAAGAATTTTAGTAAGCTCATCTCCTAGGAAAATTGAAATAATAGAAGGAGGAGCTTCA -CTTGTACCTAACCTATGGTCATTTCCAGGGTTGGCACCAGATAACCTTATAAGATCAGCATATTCGTCTA -CGGCTTTTATAACTGCACACAGGAAAAGCAGGAATTGAACATTTTCATGTGGCGTCTTACCCGGGTCAAA -AAGGTTCTGACCATCATTAGTAGACAGTGACCAATTATTATGTTTGCCGGAACCATTGACTCCTGCAAAA -GGTTTTTCATGGAGCAGACATACTAAACCATGTTTTAATGCAACTGTTTTCAAAAGCTCCATAATAAGCT -GGTTATGGTCGGTTGCGATATTGGAGGTTGTAAATATTGGAGCGAGCTCATGCTGTGCCGGAGCTACCTC -GTTATGTTCTGTTTTAGCAAAAATTCCAAGCTTCCATAATTCACGGTCAAGGTCTTTCATAAAGGAAGAA -ACTCTTGCCTTGATACTGCCGTAATAATGATCGTCCATTTCCTGTCCTTTTGGTGCTTTGGAACCGAAAA -GGGTACGTCCTGTAAAAATCAAATCCTTCCTTTTATCATACATTTTTTTATCAATAAGGAAATACTCCTG -CTCAGCACCAACGGTGGGAGTAGCTTTAGTAACGTTTTCATTACCAAAAAGTTTAAGAACCCTGACCGCA -TTTTTAGAAAGGCATTCTATAGATCTTAGAAGAGGAGTTTTCTTGTCAAGAGTTTCACCAGTGTATGAAC -AGAAAGCAGTTGGAATATATAGTGTATTGTTTTTAATAAAAGCAGGCGAGGTACAATCCCAGGCAGTATA -GCCACGTGCCTCAAATGTGACTCTTAATCCTCCCGAAGGAAAAGATGAGCCATCTGCTTCACCTTTAATC -AATTCTCTCCCAGAAAACTCCAATATCGCTTTTCCATCAGCAGTAGCATTAATAAAGGAATCATGTTTTT -CAGCAGTAATACCGGTCATTGGCTGAAACCAATGGGTATAGTGAGTAGCCCCTTTTTCAATTGCCCAATC -CTTCATAGAACTTGCAACAACATCAGCTATTTCAAAATCTAAAGGAAGGCCTTCATCAATGGTTTTTTTC -AACGCCTTGTATGTAGCTTTAGGAAGGCGTTCTCTCATTACGGAATCATTATATACATTTGAACCGAATA -TTTGGCTTATCAGATTCATAAATCACCTCGTAAAATATTTTTAAGGTATACGATTATATTCTCGATACCA -ATAATTATTAATATTACCTAATAAAGATACAATTTTTCCATACTAATTGCAAGTATAAAATCAATAGTCA -TCCTTCAAAAACGTATCTTTACCATAGGTAATTTAGGGAAATTGCAAAAGAGGGCTTTCGCTGTGCTATA -ATAATTATACGCAGTTTTTATCAAAATTTATTTTTTGCAAGCATAACACATTTGAAGGTAGGTGATTATT -TGATAAATATTCTTACAAATCCAGTTAACTTAATATTAATACTACCTGTTTTGGTAACACTTTTAAGCTC -TTTGATAACAAAATATAACCGTGAAAGAGTTATAAAGAGTTTTTATTCAATAATAAATAATATTGAACTA -ATCACAGGCCTACTAATTGCATTGTTTTTAACAAAGGGAATACTATTTGACAATAATTATAGGCTTTTTA -TTTATATTCGTAATCATATGCCCGAAACAGTCAAAGCCAGCCTCGAAGCAAACAATATATATACATACCT -GTGTGTTGCGTTTATTGTACTATTGATTGTAGTACTGATAATCAAAGCGGTCATGTATCCTCTGTACAAA -CATGTATTTGGAACCATGGCCCAAGGAATATACAAGGTTATGAGCTCCATGAGCTCTGTTACCAGAAGAA -TTATTGCATTTGTTTGCAGTATACCAAAGGCAGCTGTTTCGCTAATTTGTATCAGTTTTGTTCTATACTT -TTTTTCATATTATTTTACAGTACCCGGTTTATCAATGTGGATAGATGATTCAGCGGTACTTCGAGGAGTT -TATAAAACCGCTTTAAAACCGGTGGTTGAGTCTGATATTGCTAAGAAAATACCGGTAATTATTAATGATC -GCTTCGTTAGTCCCACAATGAATGGGCAGGAAGTAGAAATAGCCGAAAATATCAGAGATACTCTTGACAG -CTACAATATAAAGGTTATTCAGTACTTTAATGGTGTTACTTTGGATGATGCTGTTAAGTCCAATGATGAA -ATAGATAAGCTAGCACTTGAATTGACTAAAGGAAAGACAGGTGATTATGAGAAAGCCAAAGCAATATATA -AATGGATAACTAAAAATATAAAATATGATTACCCAAAAGCAAAGCAGATTGCTGTTAAGACGGAAGGTAC -AAAATCCGGGTCAATAATCTGCTATGAAACAAGGAAGGGGATTTGCTTCGATTACTCAAGTCTCTTTATT -TCAATGTGCAGGGCAAATGGAATCAAGGTAAGGCTAGTTACAGGTTTGGGATACAGCGGGTTGGCCTGGG -GAGATCATGCATGGAATCAGTTCTATGATAATGCTCAAAAAAAATGGGTAAATGTAGACTGCACATTTGG -AGTAAGTGGAAACTATTTTGATTCTGCCAAATTTTCCTTGGATCACAAGGGCGATCGTGTACAAGAAGAA -TGGTAAATATTATGACAACACCCTCTTTAATGTTTTACCCCCCTTATATTCTATGTTTTCGTGGGTATAA -TTTTCATAATAATGACAATGCGAATTAACTATATTTAATCTACCTGCAATCTTATGTTTGTGACCGTGGG -AGGTTTTTACCGACAAGCCTGTAATTCCTGAATACATGTGCCAATGTCCATTAAAGGAGGTTGTCCCGAA -ATATATGTGAAAGTGGAATAAACCTATTCCGAACATATACTCAGTATATCCTGTAAGTCTGTGAGAGTGT -TTTTCACCAGTTAAGCAATTAAATTTGTAAAAATGATAGTGATTAACCATAAAGTTCTCCCTTTGAATGT -ATTATCCTATCCTTATTTTGCATGTCAAAGCAATAATTTATTATGAAAAATAATGGAATTAAAATTATAG -TTGCTTCACCAGATATGTTATAATACTAGAAAGTTGGTAAAACTGACGGGGGCAAGATAAAATGGAGCCA -ATAATTGCGATTGTGTTACTTGTAGCTAATATACCGGTTTATAAGAAAATTTTGCGGATTATATTTCGTG -ACCAAGAGGATGTAAATGACTCAATAAAATACTCATTTACACCCGATTTATTTTCTTTTTTTAAAGGGAA -TTATTGGAAAGATAAAATAGGCGAAGCCAAAATTACAGCATTTATATTCTGCTGTGTTTCTGTCGTTGTA -ATTGAACTCTTAATAATTAAATGGATAATAGCCATTATTGTTTAATTATTATAACGAATATAACGAAAAA -GCAATTTAAATAGGAGATTACATAATATGAGAGAAATTCTGAATAGAGAAGAGCTAAAGAACAGAGTAAA -GCGGCTGTGTGCTATAGCTACTGATAAATACCCTGATTGGGATGCAATACTAATAATAGGACGTATTAAC -CAGTACTATTTAACTGGAACCATGCAGGATGGACTGATTATTATTAAAAGAAACGGAACCCTGATGTATT -TTGCCAGAAGAAGCTATGAACGGGCAAAAAAAGAGTCACCTATTTCCGAATGTATATATCCTATGGGGAA -ATATTCCGATGCAGCTGAGATTTGCGGTAAGCAGTTGGGAAATGTACTTATGGACACTGACATCGCAACC -ATTGAGGTACTTGATAGACTTAAGGTTCATTTTAAAATCAATGAAATTTACCCTATAAAAAAGATTTTGT -CCGAGGTAAGGTCAATTAAAAGTCCATACGAACTTGAAGCTGTAAAAGATGCCGGAAAAAGACACCAGTA -CTTGCTCGAGGAAGTTGTACCAAACCTTTTAAGAGAAGGAATGAGTGAGGTTGAATTATCAGCAGAGTTG -TTTGAAAAAATGCTGAAACTTGGACATAATGGTGTTTCACGTTTCAATAGCTTTCAAACCGAAATGGTAA -TAGGTCAGATTGCATTTGGAGCAAATTCTCTTTACCCTACTAATTTTGACGGTCCCGGAGGCATGAAGGG -CTTAAATTCAGCAGTTCCATTGTTTGGTAGTCATAATGCCTTACTTAAAAAAGGCGATTTGGTTTTTATC -GATGTAGCCTTCTGTATGGAGGGATATCATAGTGATAGAACCCAAGTTTATATGTTTGGGTCGAAACCTT -CTGATGAAATCCTGAAGACACACAGAAAGTGTGTTGAAATTCAAAAAAGGACTGCAGCTCTGTTAAAGCC -AAACAGTATACCTTCTGATATATACAGTAGTATAATGAGCAGTCTTGATTCCGAATTTATTGAGAACTTT -ATGGGTTTCGGTGAACGAAGAGTCAGCTTCCTAGGTCACGGAGTGGGTCTTTATGTAGATGAACTGCCTG -TAATCGCAAAAGGCTTTGATAAGCCCATAAAAGAAAATATGGTTTTTGCCCTTGAACCAAAAAAGGGTAT -ATCGCAAGTTGGCATGGTAGGCGGTGAGGACACATATATTATCACCCCTGACGGAGGGGAGTGCATTACA -GGGGGGGGAAAAGATATTATTTCAGTATAGGAAGGGGATATATTATGTCTGTATTGAAAAGATACAATGA -TTTTATTGACAGAGTTAATGAGTTGGGCTTTATGGCACTTTCAAATATACATGAAGGGTTTCCATCACTT -TCTTCAGAAACCTCAAAAAATCAGTGGCATACGGGGGAGTTTGAAACTGACCCTTGGCAATGGAAGGATA -GGGCTGCTGAGGAAAAAAAGCTCGCTTTTGGTTGTATTCTCGGCGGGAACAAGGGCTTTGTTTCTGCAAG -GATGTATCTATATTTTTATAGAGCGTATAAGCCGATCTTATCAATGGAAGAACGATGGGAACAGGTACAA -GCTTAATAAGCAGGGGGAGCCCTATGGCTGGCCGGCAAATATATATGACAGGGTAGAAAACTGGGCTCCT -TCCGAGTGGATTGAAAATTCCTGCAATATTGATGTTGAAGAGTCCAGAGAAACTATTATCAATACTGGCC -TTTCGGTATGTAAAGGAATGGATATAAAACAGCTGACTAAAACTCTTTCACTAAAATAATAGTGCTGTTG -ATTTTGAATAAGTAATTAAGAGAGACAGGTTATCATAATTTTTATTTTCAAAAATAAACATATATAGAGC -TTGAAATCACTTTTAAAGCCAAATCTATATATGGGAGTGTTTGAGATGAAAATAAGATTATTATGGGCAA -AGGCAAAAAATATACCTAAAAAAGTTATGATTATTTTTTTACTGATATCTGCACTATTTGTTTCGATAGG -TTATACAGCCAAATCGGCCGGAGTTTTTAATCCTTCAAAGCATCTTCCTATTTACAGCGTTGAAACAGAA -CAAAATGCTGTTTCAATTACCTTTGATTGTGCATGGGGAGCAGATGACATTCCTCAAATACTGGACACCC -TGAAAAAAGATAGCATTAAAGCAACGTTTTTTATGGTTGGACAGTGGGCTGAAAAATTCCCTGATGCAGT -AAAGCTTATGGCCAATGAAGGCCACGACATTGCCAATCACGGATATTCGCATTTGCGTATGAGTACAATC -AGCAAGGAGAAGTGTAAGAGTGAAATCGAGATGTGCAACAAAAAGCTGGAAGAAATATCAGGAACAAAAA -TAAATCTCTTCAGACCACCGTACGGTGACTATAACAATACTGTTATTGACACATGCAACGAAATGGGGTG -TTATCCTATTCAGTGGAATGTGGACAGTCTTGACTGGCGTAAAGAAATGAGCAGACAGGCTATACTGGAC -AGAATTTTAAAAAGAACTAAGCCGGGTGCAATACTGCTATTTCATAACGATACACAGTATACAGCACAGC -TTCTCCCTGAGATTATAAAAGGACTTAAATCCCAGGGACTAACGTTTTTACCTGTATCTCAGCTTATAAT -GAAAGATAATTATTACATAGATGATCAAGGAAGACAGCAGAGGAAAAAGTAATGCTATTTTTGTAGAATT -AAATAAATTTACAGTAATATACTTCGAGTTATTTTGCCGGCTGCAAGATAACTTTTGTTTTTTGCACAGC -TTTACACATATTTAAAAGCTCATCGCCGTTTATACATTCAATTACATTTTTATGGCAAAAAACTCTTGTA -CATGGTTTAAAATCACCTAAAGTTATAATCATTCCTCTATATACAGAATTCCTCTGCATACATTTAGCCA -GATTCATAGCAAGTTCAACATCAACAATTTGTTTCAGCCCATGCTTCCATATCTCGGCAAATTGTATATT -ATTCAGTATAAGGCCACTTCCGTCAATCCCGCATTCACGTGTTGACTTAATCTTATAACCGTTCCTTTTT -AAAACTTCAACAATAATGGACATATAATCACGAAAATTTAAATATAATAAATCCTCTTTAGAGTCTATAA -CTTTCAAAAGTTCGTTTATCTTTCTTTTATAAAGATAATCTTTTGTAATATCAAATACTTTAAATGAAAT -AAGTAAAATAAAATATAATAACAGCATCATTAATCACCCAGTATTATTGTTTCTATAAATTACTTTAATA -TTCTTAGTTATTAAAAATACAGGAATTAACAGTACTAATGTTATTGACTTAAAACATTGAAGCATGATAA -TATAGTCAAGCTGTCACGGACGGCAACACTGTCAATCGGTTAATGTCGATTATAAATCCATAAACTAAGA -ACAAAAAAGTGTTGACATACAAACAGCAACGTGTTATTATAATTAAGCTGATTGCGGCGAGCGACAGCAA -AAACCTTACAAAGCAGTTATATCAATGCATGCAAGGTTCAAATTGATAGATGCGAGCAGTACAAGGAAGA -TGAATTTCCGAGCAACGGAGTTTACTATGGTAAATGAGTAGTGCAGGGAAGAAATCTGACGAAGTATATA -TCAATTTGAGATGGACTTTGAAAAGTAAACAGTGATAAACATGTAAAGGAACTCGAAAAAATTCCGAAAT -CGTAAAACGATTTCAAAATTGAGTAACTTGCGAACTTTACAACCTGGTTTTTGGTAACAAGAACTAGAAA -AAAGTCAGCAATTTTAATGAGCTAACAAGCTTATCAAATAAGTTAATTGTGTAGCAGAATTATCTGCGAA -ACATATAAATTTTAATTTGAGAGTTTGATCCTGGCTCAGGACGAACGCTGGCGGCGTGCCTAACACATGC -AAGTCGAGCGGAGTTACCTTTAGCACTGAGTATTCTTGGATATGATGCTGACCGACAGCGTCATGCAAAA -ACAACCTTAATGAATTGTTTAGTTGGAGTTTTTGCATCACGCGTTTTATCAAAGTGTCAACACATAATAG -TAGAAGAGAATGTTCAGTGCTGAAGGTAACTTAGCGGCGGACGGGTGAGTAACGCGTGGGCAACCTGCCT -GTTACAGGGGGATAACACAGGGAAACTTGTGCTAATACCGCATAACACAACGAAGAAGCATTTCTTTGTT -GTCAAAGGAGCAATCCGGTGACAGATGGGCCCGCGTCCAATTAGCTAGTTGGTGATGTAACGGATCACCA -AGGCGACGATTGGTAGCCGAACTGAGAGGTTGATCGGCCACATTGGGACTGAGACACGGCCCAGACTCCT -ACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGGGAAACCCTGATGCAGCAACGCCGCGTGAAGGATG -AAGGTTTTCGGATTGTAAACTTCTTTAGTCAGGGACGAAAAAAATGACGGTACCTGAAGAATAAGCCACG -GCTAACTACGTGCCAGCAGCCGCGGTAATACGTAGGTGGCAAGCGTTGTCCGGAATTACTGGGTGTAAAG -GGCGTGTAGGCGGGAATGTAAGTCAGATGTGAAATCCCAGGGCTTAACCCTGGAGCTGCATCTGAAACTA -TGTTTCTTGAGTGCCGGAGAGGAAAGCGGAATTCCTAGTGTAGCGGTGAAATGCGTAGATATTAGGAGGA -ACACCAGTGGCGAAGGCGGCTTTCTGGACGGTAACTGACGCTGAGGCGCGAAAGCGTGGGGAGCAAACAG -GATTAGATACCCTGGTAGTCCACGCTGTAAACGATGGATACTAGGTGTAGGAGGTATCGACCCCTTCTGT -GCCGGAGTTAACACAATAAGTATCCCACCTGGGGAGTACGGCCGCAAGGTTGAAACTCAAAGGAATTGAC -GGGGGCCCGCACAAGCAGTGGAGTATGTGGTTTAATTCGAAGCAACGCGAAGAACCTTACCAAGGCTTGA -CATATAGCGGAATACGGCAGAGATGTCGTAGTCCTTCGGGACTGCTATACAGGTGGTGCATGGTTGTCGT -CAGCTCGTGTCGTGAGATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCCTGTTGCTAGTTGATAACATT -AAGATGATCACTCTAGCGAGACTGCCGGTGACAAATCGGAGGAAGGTGGGGACGACGTCAAATCATCATG -CCCCTTATGTCTTGGGCTACACACGTACTACAATGGCTATAACAGAGGGAAGCTAAGCTGCAAAGTGGAG -CAAATCCCCAAAAATAGTCCCAGTTCAGATTGTGGGCTGCAACCCGCCCACATGAAGTCGGAATTGCTAG -TAATGGCAGGTCAGCATACTGCCGTGAATACGTTCCCGGGCCTTGTACACACCGCCCGTCACACCATGAG -AGTCTGCAACACCCGAAGTCGATAGTCTAACCGCAAGGAGGACGTCGCCGAAGGTGGGGCCGATGATTGG -GGTGAAGTCGTAACAAGGTAGCCGTATCGGAAGGTGCGGCTGGATCACCTCCTTTCTAAGGAGACAGGAT -TCGTGCAGAGAAATCTGAGATGAATCGTAATCTTTAGGTCGAGGATAATGTTAGTAAGGCTTGAGCAAAG -CTCGCCGAACATAAAGACATTATCTTAGAGTTTCTTTACAATCACTGTTTAGTTTTCAAAGCCCATGTAA -CTATAGATAATAGTAATATGGTGTTTGAATTATTGATGGGCTCATAGCTCAGATGGTTAGAGCGCACGCC -TGATAAGCGTGAGGTCGATGGTTCGATTCCATTTGAGCCCACCATACTAAATTGTAATAGTTTAGTATAA -AGTACCAGTTGACATAACAATGAAACCTGGTATAATTGGAACTCCGCAGTCAGTGTGGTAACACAAACAG -CTGCGAGGTTTGTACCTTGAGAACTGAATAATGTTATTCAAAGAATGCGTTTCAAACGAGAGTTTGAAAT -ACGTTTTAAGAAGATGAGAAGACATAGAAATATATATGAAAGTATGTATTTCCGTAAAAGTAATAAGGGT -AACATGTGAAAAGGAGAAATCCTTTGAAACACGTAAAGCAGTTTACGTTGGAACATGCAACTCTTAGGAA -AACTAACTCATTGATAGGTTAAGACAATCACTTTAAATCAATTACTATGTAATTGAAATTGAGAATCTGA -ACAATCGAAGATATTCGATATGTAAAAACGCTAGATGCGAGTAATACAAGGAAGATGAGTGCCGAGGAAC -AGAGCATACATGAGTATGTGAGTACCGCAGGACACGAAATCTGACGAAGTAGGACGATGCATATAGAGTT -TTTAGAGGTCAAGCTACTAAGAGCATAGGGTGAATGCCTTGGCACCAGAAGGCGATGAAGGACGCGACAA -GCTGCGAAAAGCTACGGAGAGGCGCAAATAGCCATCGACCCGTAGATATCCGAATGGGGGAACCCGGCCG -AGTTAAGCACTCGGTCATCGTTACATGAATCCATAGTGTAACGAGGGCATACGTTGGGAACTGAAACATC -TAAGTACCAACAGGAGTAGAAATCAAAAGAGATTCCGTAAGTAGTGGCGAGCGAAAGCGGAAGAGCCCAA -ACCAAAAGATAGCAATATCCTTTGGGGTTGAGGACTGGCATAATGATTCTGATCTCATAGCAGAATGAGC -AGCTGGAAAGCTGAGACCATAGAGGGTAAAAGTCCCGTAAGCGAAATGAGAAAAGACAGGCCAGAATCCA -GAGTACCACGAGGCACGTGAAACCTCGTGGGAAACAGGGTGGACCACCATCCAAGGCTAAATACTAACTG -GTGACCGATAGTGAAGCAGTACCGTGAGGGAAAGGTGAAAAGAACCCCGGGAGGGGAGTGAAAGAGAACC -TGAAACCCTATGTTTACAAGCAGTTGAAGAGCGTTAAAGCTCGACAGCGTACTTTTTGTAGAACGGTCCG -GCGAGTTATTGTATGCAGCAAGGTTAAGTACTAGAGGTACGGAGCCGAAGGGAAACCGAGTGTTAACCGC -GCGAATAAGTTGCATGCTATAGACCCGAAACCGGGTGACCTACCCATGGACAGGTTGAAGCGGGAGTAAA -ATCCCGTGGAGGACCGAACCACATGACCGTTGAAAAGGTCTGGGATGAGCTGTGGGTGGCGGAGAAATTC -CAATCGAACTCGGAGATAGCTGGTTCTCCCCGAAATAGCTTTAGGGCTAGCCTCAAGGGAAAATCAAACG -GAGGTAGAGCACTGAATGGGCTAGGGGCCTTACCGGGTTACCGAACCCTATCAAACTCCGAATGCCGTAA -TGATGTTACTTGGGAGTCAGACTATGAGAGATAAGTCCCATAGTCAAAAGGGAAACAGCCCAGACCATCA -GCTAAGGTCCCAAAATCACAGTTAAGTGGGAAAGGATGTGGGTTTGCTAAGACAACTAGGATGTTGGCTT -AGAAGCAGCCACTCATTCAAAGAGTGCGTAATAGCTCACTAGTCGAGTGAGCCTGCGCCGAAAATTACCG -GGGCTAAACTGTGTACCGAAGCTATGGATCAGCGTGTGTTCCATGGTATATCTAGTAAAGAAAGCAAAAA -GGTAATTTCACGAAAAAACATCCGCAAGGAATCATTCAAGGTTTTTCGTCAAATTACTCTCAGCTAAATG -TGTACGAGATATAGCATGGAGCACACGAGGGTGGTAGGGGAGCTTACTGTTGTAGGTAGAAGCAAGATCG -AAAGGACTTGTGGACGAAGCAGTAGTGAGAATGCCGGAATAAGTAGCGAAAGTAAAGTGAGAATCTTTAC -CGTCGAAAACCTAAGGTTTCCTGGGGAAGGTTCGTCCGCCCAGGGTAAGTCTGGACCTAAGCTGAGGCCG -AAAGGCGTAAGTGATGGACAACAGGTTGAAATTCCTGTACTACCGTTAATCGTTATGAGAGAGGTGGTGA -CGCAGGAGGATAAGTCAAGCGATCAGCTGGAAAAGATCGTGCAAGCGAGGTAGAAAGTTCGGTAGGCAAA -TCCGCCGGATGATTCGAAGACGTGATGCGGAGGGAAAACAAGTACCGAAGTGACAGATTCCACACTGACG -AGAAAACCCACTATCCAGATTAAAGGTACCAGTACCGCAAACCGACACAGGTAGGTGAGGAGAGAATCCT -AAGACGAGCGGGAGAAGCGTTGTTAAGGAACTCGGCAAATTGACCCCGTAAGTTAGCGAAAAGGGGTGCC -TCAAGCAATTGAGGCCGCAGAGAATAGGCCCAAGCAACTGTTTATCAAAAACATAGGTCTCTGCTAAATC -GAAAGATGAAGTATAGGGGCTGACGCCTGCCCGGTGCTGGAAGGTTACGGGAATTGCTTAGAGAAATCGA -AGGCATGAACTTAAGCCCCAGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGAAATTCCTTGT -CAGGTAAGTTCTGACCCGCACGAATGGCGTAATGACTTGGGCACTGTCTCAACAACGTACCCGGCGAAAT -TGTAGTACTTGTGAAGATGCAAGTTACCCGCGACTAGACGGAAAGACCCCATGGAGCTTCACTGTAGCTT -GATATTGGGTTTCGGTATTTTTTGTACAGGATAGGTGGGAGACTGAGAAGTAGTGGCGCCAGCCATTATG -GAGTCGCCGTTGGGATACCACTCTAAAAGTACTGGAACTCTAACCTGAGACCATAAGCTGGTTTAGGGAC -ACTGTCAGGTGGGCAGTTTGACTGGGGCGGTCGCCTCCCAAAGAGTAACGGAGGCGTCCAAAGGTTACCT -CAGTGCGGTTGGAAATCGCACAACGAGTGCAAAGGCATAAGGTAGCCTGACTGCGAGAGAAACACCTCGA -GCAGGTACGAAAGTAGGGCTTAGTGATCCGGTGGTATGAAAGTGGAATTGCCATCGCTCAACGGATAAAA -GCTACCCTGGGGATAACAGGCTTATCTCCCCCAAGAGTCCACATCGACGGGGAGGTTTGGCACCTCGATG -TCGGCTCATCGCATCCTGGAGCTGTAGCAGGTTCCAAGGGTTTGGCTGTTCGCCAATTAAAGCGGTACGC -GAGCTGGGTTCAGAACGTCGTGAGACAGTTCGGTCCCTATCTGTCGCGGGCGCAGGATATTTGAGAGGAT -CTGTCCTTAGTACGAGAGGACCGGGATGGACGAACCTCTAGTGCACCAGTTGTCATACCAATGGCACAGC -TGGGTAGCCAAGTTCGGCAGGGATAAACGCTGAAGGCATCTAAGCGTGAAACCCACCTCAAGATGAGATA -TCCCACTAGCAATAGGTAAGACCCCATGTAGACTACATGGTTGATAGGTCAGGAGTGTAAGCATAGTAAT -GTGTTAAGCTGACTGATACTAATAGGTCGAGGGTTTGACCCAAAAGAAAACAGGTATATCAAAAGTAGAA -GGTCTTAAAACTAGAAAATGAGAGAGCTTCAAGTCTTCTTAAAAGGATAACATTAATCAGTTCTGAAGGT -ACAAAAAGTATCTTAAAAAAGTTAATAAAATTGTAAGAAGCGAGTAGTACAAGGAAGAAGAGTGATGAGG -AGCGGAGTTTATACGCATAAATGAGCACCACAAGAACGAAATCTGACGAAGTAATATGAAGCTTATCACA -ATTTTAAATTTTCTGGTGGAAATGACGAGATGGCCACACCCGTTCCCATACCGAACACGGCAGTTAAGCA -TCTTTGTGCCGATAATACTTGGCTGGAAACGGCCCGGGAAAGTAGGTCTCTGCCAGATTTATATGAAAAC -CTCAAGCTTATAGCTTGAGGTTTTGTTGTATTGAAAAATAAATATAGAATACAAAGAAAAATCATAGAAT -ATATCTAAAGGAAAACAACAAAATAAAAAGTTTACTTTTAGTGTGAAATTTCAAGTTGATTAAAGTTAGC -TATAGAATTTATAAAACACTATGAAAATTATGTAAATTAATATAATAAAACTATGAAAAATAAAATTAAT -TGTCAAAAAATAAAATAAATTGTAAAAATTAAGAGTACATATAAAATTTGCTAAAACTATTGATTTATGG -CACTTCCAGTGTTATAATAAATTTTGTGATTTATTATAATCATACCTATCTTACAAATTTTAAGTACATC -AATCTTAGAATGACATCTCCTGGTAACAAAAATTTTTCTTGCTTACGGTAGTACAGACATCCTGAAACCA -ATTTTAGGATAGGTAGTATTAGTATAGTTGTGTTTCCTTGACCTTCCAAACTACTTGCACTTTTGCGTTC -TGCAAAAAATATCCTGGCAAGCATAAAATTCAAGCAGAGGCATGGCAGATTCTAGCTTTACTACCGTAAA -CAGAAAAATTAAGCTTACATTTATATGTTATCAAATTTAAAAGAATCATTAATAAAAAATGTCATAATCT -ATATTATGCTAATCATTTTTTATTACCCTTCAGTTAATTTCTAATAGTTTGGTCATTGTAACCATTTTTT -CTTGTACGAAATGTCAAAATAACAAAATCATACATAGAAAAAATTGATTGAGGTGGCCTTATTTTTCATT -CTTCATTTAAAAATATTCTTGTTCTATATCAGTATTATAGTTAATTTGTGCAAAATTATGGAAATTAAAA -TTAGGATTTTCAAGTAAATATAAAAAGCTTAGAACTGCTACAGTTCTAGGCGTTTGCGTTTGCAGGGGTT -CAAGTCTGTTTACTAAACCAAATAAAAAACACTTAGAAGAATAAATCTTCTAAGTGTTTTTTTCTGGCAG -GGGAGACAGGACTTGAACCCGCAGCCGACGGTTTTGGAGACCGCTACTCTACCAATTGAGCTACTCCCCT -AAGACGAATATTAGTATACAATAGAGTATGCAATTTTGTCAATGGAAAACTTAAAAATAAAGTTAAAATG -TTTTTTCCTTGAAAAAACTGTGTATAAAAAGTAAAATTAGATATGAGGGAACTAATGAAAAAAATAAGTA -TACTAAAGAGGCCATAATGAAGGTAAAAGACAATTTAATTATTCTATTTATTATATTTGCCGTTTTTGGG -ATGCTCGTTACAGTACAGATAAGGAGTACTGTCAGTATGCAAAAACAGTCGGCTCTTACCCTTGATTATA -ACAGACTCAAAAATCAGCTGGATTCAAGAGTTAAAGAAGGGGAGCGGTATAAAGCACAAATAGCTGAGCT -GGAACATAAAAAGGAAGATTTTTTGAAAGCATATCCGGGGACGAATTCAAGTAATACCTTAAAAAATGAT -TTGGATTATCTTAAATTTATATCAGGGTTAACAGATGTAACCGGTGAAGGTGTAGTAATAACCTTGAATG -ATGCAGAAAACCCTGATTTGGAAAGTCAAATGAATTACATAATTCACGATTATGAAATTTATGGTATTAT -AAATGATTTGAGGGATGCTGGAGCACAGGCCATATCCATAAATGATGAAAGGTTAATTGCAACGAGTGAG -CAGATTTGTGCAGGCCCTACTATTAAAATAAATAATAACAGGTATGCAGTTCCGTTTGAAATAAAAGCAA -TTGGCGACCCTGACAAGCTGCACTCTGCAATGAAGAACAGTGATGTGGTTAGTAGCCTTATACAGTATAA -AAAACGTGTCACAGTTGAAAGTCAAAGTAACATTGTTATACCTAAATTCATGAATGACATCAATGGATTA -ATTTCCAAGCTGGAGGTAGCAGAAAATGAAAGCAAAAAGGAGCAGTAGAAACATATCCATAGCATTAGTA -TGTGTGATTCTTGGACTTGCACTGTCATGGCAGTTTCAAAGTATAAGAAATAATGCAAAGGTAATGACAT -TGGAAAATCAGAAGAAGGATGATCTGGTCGTAAAAATACTAAATGAGCAAAAAAATAATGAAAATTTAAG -AGCCAAGCTAAATGAGTTACAAACTCAGTTATCCAAGTTTGAAAATGCGAGGGGCAATTCAGATGAAAAT -ATAAAACTATTATCGGATGAAATCCAAAAGCTGAAAACTGTTGCAGGGTTGACCAAGGTTAAAGGCAAAG -GAGTTATTGTTACATTCAGCAAGGATGATGCTTTAAGTGTTGAAGATAATGACCTTCTTTTCGTATTAAA -TGAGCTGAGAGCCACAGATGCCCAGGCACTTGCAGTAAATGATCAAAGAATAATTGATACAAGTGAAGTC -AGGGGCTCGGGTGGAGGTGGATATATAAATATAAATGGCAGGCATGTACTTCCGCCTTATGTAATCAAAG -CAATTGTTGACCCTGATGACGCTGTGAATGCATTGAATATGGTAGGTGGAGTTTTTGAACAAATTAAAGT -ATTTATTGATGTCAGTGTTCAAAAATCAGATAATATTGAAATTCCTCCAATAGGTGAAGAATTAATAAAA -ACAGATAAGCTTAAAATAGTAGAAAATAATAACTAGACTAAAAGTCCAATATTGTAAGAATCCTTAAAGA -ATGATATAAGTCACTTCTTTGAGGATTTTTTTATTATAAGCAAAAGTTGTTCTAAAAATAGAGACGAACT -ATATATAAATATATTAGAAATATTTTTAATTGAGATTCTTGAACAACTTACAATAACGGAGGTACTAAAA -TTGAAAAAAAATAAGGCGATTACTGTATTAGCTGTAATAGTGGGCATAGCTTTAATTTTTGTCTTTTTTA -TAATAAAGAAAAATAGAAATCCCAAGTTAGATTCTGTGCTTTCTGATTTTGGAGGAGTTTACAGTGTTAG -CAGTAAAAACGTTGATTTTTCTACAGAGCTTACCGGGAGACTTATTGAAGGAAACCGCTTAGCTATAGAT -AGAGATTTATCTGATAAAAGTTCATATCCCAATGATAAAAAAAGGTGCTGGGGAATGGCTAGACAGCCAA -ATAATCAAATACCCAGAGCTGATCCGGGAACCCCTGAATTGTTATCAAAATATGGTGCCAAGTACCTTGG -AGATGTAAGTAAAAAGATAATTTATCTTACATTCGATGAGGGCTATGAAAATGGCTATACGGGGCAAATA -CTTGATACACTGAGGGATAATAATGTGAAGGCAGCTTTTTTTATAACCGGTCCATATCTGAAGGAACACC -AGGATTTGGTACGGAGGATGGTTGAGGAAGGACACACTGTTGGAAACCACACAATTCATCATCCTAGCCT -ACCTGAAAAAAACGACACTCAAATTGAAGAAGAGGTGGTTGGGCTGGATCGTGCTTTTTCGGAAAAATTC -GGTGTAAGAATGAATTTTCTCAGGCCGCCAAAGGGTGAATACAGCGAACGAACCCTGAGTATTACAAGTA -AGCTTGGATATTGCAACCTTTTCTGGAGTTTTGCATATGATGACTGGTATAGGGATAGGGTAAGAGGCCC -TGAATATACATATAAGGTAGTAATGCGTAATCTTCATAATGGTGAGGTTATGCTTCTTCATGCGGTCTCT -AAAGACAATGCCGATGCATTGGGCATGATTATCAAGGGAGCCAGGGAAAACGGCTATGAGTTTGGTAATG -TTCGGGATTTGGCAAATTAAACGATTAGAGGGTAGGAAATGGCGGGGAGAATGAATTCAGCAGGCAGAAG -CAAAAAAAAGAGTAAAACTCCTTCAGAAAAAAATAATAAGCCTAAACTTAGAGAAAAAATAACGGAGATG -CTGGAGTTACCAAAAGAGATTGTTTTAAACATGCCTAAGCTTGTTATGCTGGGTAATGGTGATGTTATCA -TTGAAAACTACAAGGGAATTGTCGAGTACGCGGAAGGATTTATACGTGTAAATACCACGGCTGGAATTAT -TAAATTAACAGGTACGGATATCTATATTAAAGAGATTACAGCAGAAAATATAATGGTATATGGCAATATA -CTGTCACTTGAATTCCTTAAATAAAAACTTTTAAGTAAAAATACGGAGGTAACGAAAATGTTAGTTTGGA -GGTTATGGAATTATATAATTGGATATGTTATTATAATAGTTGAAGGATATTTTTTGGAAAAATTTATTAA -TATATGTACTCATCGGCAGATTAAATTATGGAATGTAAAATGGAATAGTAGCAGCAAACTGACAATGAAA -ATCAGTATTAATGACTTTAGGAAGTTAAGACCTGTTGCAAAAAAATCTCGGTGCAGAGTACATATCAGCA -AAAAAAAGGGTCTTCCTTTTTTAATATATAAATACAAAAACCGTAAGGCATTTATTATCGGTTCAGCTGC -ATGTATAATTACTTTTTTCATAATATCCTCCTTTATATGGGATGTTTCAGTTACCGGAAATGAAAAGGTT -TCCACAGAAATTATATTGGGGAAGCTGTATGAAAACGGAATAAAGCCCGGAGCATTTAAATTCAGTATAA -ATCCTGATAACGTTATAGACAATATAATGCTTGGGATAAACGATCTTTCGAGGATTAGTGTTTCGGTCCG -GGGGACAAGGGTTTTTGTTGATGTTTCTGAGAGGGTGAAACCGCCGGATTTAATAGACAAAAAAATACCC -TGCAATTTAATTGCAGCAAAGGATGGTGTTATATACTCGATAGTGGCAAAAGAAGGCCTTGAAACAGTTA -AAATTGGTGATACTGTAACAAAAGGTCAGTTGCTTGTTACCGGAACAATAGAGAACGTGAAAAATCCAGA -AGCCCCTCCGCTTATGGTGCATTCAATGGGGGCTGTAAAAGCCAGAACATGGTATGAAGCCAGTAATCAG -GTGGAGCAAACGCTTGTTAAAACAAGAAGAACGGGTTTGGAGAAAGAAAGGTACTCTGTTATTTTTTTTA -CAAAAAAAATCAATTTATTTCATAGAAAAATAACATATAATAATATAGAACATATAGAATATAAAAAGAA -ACTTTCTATTGGTAAAAACTTTGCTTTACCTGTAGAATGGGTTGTTGATAAATATTATGAGTATGAGTTG -ATACAGGAAAAGCTTGATATTGACAGGGCAAAACAGTTAGCGGCCGAAAAAGCATTTAAACAAGTTCAGG -ATCTGATACCGCAAGGAGCAGAGATGGCAAAAAAGAATGTATATTTTACCGAAAAGGATGATGGCAAGAT -AACTGCCACAGTAACTGTTGAATGTATAGAAGACATTGGAGTTACACAGATGATAGGAGGCTAATAATAT -TTGGCAGATATAACTGAGAAAAGTGTAGAGTTTTATACGATTGAGCATGCAATGAATGTTTTTGGTAATT -ACGACGAGAACATAAAGATTATAGAAGAGGCATTTAATGTAAAGGTTTTAACACGAGGTACATCTATTAG -GATAAGCGGTCATTCGAAAAACGTCAGTAACGCTGAAACTATTGTAAACAAGCTTCTTGATATTGCTAAA -CAGGGGCAGTCTATTACCAGACAAAATGTCCTTTATTTGGTTGGTTTATCCAATGAGCAGCAGATAGATA -AGGCTGATGAAATTCTTACAGATTATGTTTGCCTTACCGCAAAGGGCAAACAAATTAAATATAAAACCCA -TGGACAAAAAGTTTATGTTGATGCCATGAAAAAGAATGACATAGTCTTTGGTATAGGGCCTGCCGGAACG -GGAAAAACTTTTCTTGCAGTAGCCATGGCTGTGACGGCATTCAGAAATAAGGAAGTTGACAGGATTATTC -TGACAAGACCGGCAGTGGAGGCGGGAGAAAAACTGGGTTTTTTACCTGGAGATTTGCAAAATAAGGTAGA -TCCATATTTAAGACCTTTGTACGACGGACTATACGAAATAATGGGTGCTGACCTTTATATGAAATACCTG -GAGAGAGGTATGATAGAGATAGCACCTCTGGCGTATATGAGGGGCAGAACTTTGGACAATTCCTTTATAA -TACTTGACGAAGCCCAGAATACAACACCGGAACAAATGAAAATGTTTCTCACAAGAATTGGATTTAATTC -AAAGGCGGTTATTACCGGGGATATTACACAGGTTGATTTACCAGGAGACAAGAAATCAGGTCTCAGAGAA -GTTACCAACATACTTAACGGTATAGAGGGGATATCATTTGTAAATCTCACAGAAAAGGATGTTGTAAGGC -ACGAACTGGTACAAAAGATTATAGTGGCATACGATAAATACGATTCGAACAAAAAGTGAGCTTGGATTCG -GGGGAAAGCCAATGATAAAGAAGAAGAAAAGTAATGGCAGGCTGAAGAAGATTACAAAAAATTTTGCTTT -TCAGCGTGCTTTTCTTGCTATTATTACGGTACTAATTGCTTTTTTTATAATTCAGACGGGGGCAATTCCT -AAAAAGTACAGATTAAGTGTGGGGGATGTTTCTACGTATGATATTACAGCCCCTAGAGATTTGGTTAACG -AGGTTCTAACAGAAAAAAACAGAATTTCTGCAAGAGATAATGTTGAACCAGTTAATAGGGAAGATACAAA -AGCATTTGTAGAGGTCATTTATAAGAAGGATGATTTTTTCAGGGCAGTTTCATCTGCCAGAGAAAGTATA -GAAAAAAATTTAAGACAGCTAGGTGTAAATTCAAATACAAAGGATTATGATGTATACCTGAAACAGGTCC -GTGAAGAAGCAATTAACAGCCTTACAGAGCAGGTAGCCAAGTTAAATATACCCCTTTCTGCAGACCAGAT -TAATTTTCTTGTTTCCAAAGTTTCGGACAGTGAGCTTGATAGTTTTGAGGAGATTACCCGCCAGCTTATT -TCTGATTCAATGTCTGAAGAGGTGACTGAAAGCAATCTTGCAATTCATATACATAGGCTGCAAAACAGTT -ATCAAAGTGAACAGGGAATAAGCCAGGAACTTAAAAATATAGGTAATCAGCTTGTAAAAGCAATATTGAA -GCCTAACAGAGTTATAGATCAGGAGGCTACAGAAAAGAAACAGCAGGAAGCCTACAATAATGATGCAAAC -ATTGTAAAAATCAAAAAGGAATCAAGAATAATAAGCTTTGGTGATGTTGTAACGGAGGACAAGTTACAGC -TTCTTGAAGAGTTAAATTTGCTGGAAACAAGGAGTAAATATGATTACCTTTTCTCTATTGGTATCCTCGC -CACTATTTTATTTCTCACCGGTTTAGTTATAGTGTTTTTAAACAAATACCATAAAAAAATTTACAACGAC -AGAAATGACCTGTTGTTATTATCTTTAATTGTTTCCATAATACTTGTTTTGGCAAGGTGTCTCTATCCTT -ATTACGAGGGGCTTGTAATACCCATTTTTGTAGGTACAATGCTGGTCTCCATACTATTAAACATGGAGCT -GGCAATAGTAATAAACTGTGTACTTACGGTGGGTATTTCAATAATGATCAAGGGTGACAATAAATTTTTG -TTTATGGGCCTAATTTGTGGAGTCATATCTGCTTTTCTTGTAACAAAAGCAAGCCAACGCAGCAAATTAT -CTATGAACGGGATACTACTTGGGTTGATAAATGTAGTTCTTATTGTTGCACTCAACTTTATACATAAAAG -TGACGTGCAAACAATTATTACAGACAGTGTAGCAGTATTTTTAAACGGTCTGATTTCAATGGTACTAACT -ATAGGTTTTCTGCCGTTTCTAGAAAGCGTTTTCAATATAGTGACACCATTAAAGCTTTTGGAAATTTCAG -ACCCTAATCATCCGCTACTTAAAAGATTGCTCATAGAAGCACCGGGAACTTATCACCACAGTCTTATGGT -AGGTAATCTGGCGGAGATAGCTACAGAGGATATAGGAGGAAATGCGTTACTGTCCAGGGCCGGTGCTTAT -TTCCATGACGTTGGAAAATTGAAAAGACCGGACTTTTTTAAAGAGAATCAGTTGAACGAAAACCCCCACG -ACAGGATGACTCCCAATCTAAGTACCCTTGTTATAACGTCACATGCCAAGGATGGAGTAGACATTGCCAT -AAAATACAAGCTTCCTACTGCAATCAGAGATATAATAAAACAGCACCATGGCACAACTCTGGTAGCTTAC -TTTTTTCATAGGGCAATGAAAGCAGGTGGAGATGACGAAATAAAACAGGAAAATTTCAGGTATGAAGGCC -CGAAACCTCAGACTAAAGAGGCAGCAGTGGTTATGCTGGCGGATTCCGTAGAAGCGGCTGTAAGATCAAT -GACAGACAAAACAGAAGGAAAAATAGAAGGCTTGATAAGAAAAATAATTAAGGATAAGCTTGATGACGGA -CAACTGGATATGTGCCAACTGACGCTTGCAGACCTTGATACTATAGCTAAATCCTTTATGCGTGTCCTAA -GCGGTTATTTTCATGCAAGAGAACAATACCCTGAAATAAAAGATGCATTGAAAAAGGATATTTTTATTGA -GGAAAAGGGAGAGTATAATAACGAGAAGGAAACGGAAGAGAAAAGAACAGGCGGAGGGGCAAAACTTGAT -AATAATTGAAAATGAGCAGAATAAAGTTATTGTAGACAAAAAAATAGAAAGCCTTATAGAAAAGACAATA -AAACTATGTATGAAGTCAGAAAAGCTTGACAAAGATTACGAAGTAAATGTTTTAATTGTTGATGATGAAG -AGATAAGAGGTATAAACAAAGAGCATAGGGATACAGATAAATCCACTGATGTTCTATCCTTCCCAATGGT -AAATTTTAAGGACGGTAAGCTTATATCAGACGAAGGGGACTATGACCTTGAAATGGGCGAGTTAATTCTG -GGAGATATTATTATTTCTGCTGAAACTGCCCAGAGGCAGGCAGAAGCCTACGGTCACAGTTTCGAAAGAG -AGATGGCTTTTCTCACGGCACATTCCTGTTTCCACCTGTTGGGTTACGATCATATGGAAAAGAATGAGGA -AGAGATAATGTTCAAAAAGCAGGAGGACATTTTAATAGAGATTGGACTTCCTAGAGATTAAGGAGTACTA -TTACTATGAAGAACAGAAATATTATAGAGAGCTTTAATAATGCTGTTCAAGGTATATGGTATACTATTTT -AAACGAAAGAAATATGAAAATTCATTTGATTACAGGGGCTTTTGTAATATTACTTTCACTGTGGGTTCAA -GTAAGTAAAATTGAGCTTACCATAATTTGTCTTACAATTGCAATGGTAATCTGCTTTGAATTAATTAATA -CTGCTGTAGAAGTTGTAGTTAATATTATAGTTGATGTATATCACCCCAAAGCAAAAATAATAAAGGATGT -TTCAGCTGGGGCTGTTTTCATATCGGCGGTTTTTAGTATAGCAATAGGAATACTTATTCTTGCTGATAAA -ATTATATATAAATTAACGCTTCTACTATGATGAAAAGGAGTCTTTAAAAATGACTGAAATAGAACTTGCA -TCACGTGCAAGAAAGGCTATGGATACAGCCTATGCCCCCTATTCAAAGTTCAGGGTGGGGGCGGCACTGT -TAACAGCTTCTGGCAGAGTATACACGGGCTGCAATATTGAAATAGCTTCGTTCGGTGCAACAAATTGTGC -GGAGAGAACTGCAATTTTTAAGGCTGTTTCCGAAGAGGGCAGGATAAAGATTGATAAAATTGCTATAGCC -AGTGATGACGAGGATTACATATATCCCTGTGGCATATGCAGACAGGTAATGGCTGAATTTGCAGACGATG -AAATGGAGCTCATATGTACCAGAAAAAATGGGGAATACAAAAAAATGAGGTTTGGAGATTTGCTTCCAAA -TGCATTCCGAACTTTTTAATAGAATATAATGGAGGAGACAATGTCATATAAATCAGGTTTTGTATCAGTA -ATAGGAAGGCCTAATGTAGGAAAATCAACACTTTTAAATACGATAACAGGTCAGAAAATTGCAATAATGT -CCAACAAACCCCAAACTACAAGAAATACTATAAGGGGTGTTATAACAAATAAAGAATGTCAGCTTATATT -GATTGATACTCCGGGTATTCACAAGCCAAAAACTAAGCTTGGAGAATACATGGTAAACGTTGCTTCTGAG -ACAATAAAGGAAGTTGATTTGATTCTGTTTCTGGTAGAAGCGAATACACAGCCGGGAGCTCAGGATGTTA -ATATTATACAGCAGTTAAAGCAGATAAAAACTCCTGTTTTTCTTATACTGAATAAGGTTGATCTGATAAG -TAAGGATAAATTGCTGGCAATAATAGACAGCTACAGCAAACTTATGGATTTTAAAGCGATTATTCCGATT -TCGGCATTAAAAAATGATGGTATTGATTTAATATTAAAAGAGGCATTGGATTACATTCCGGAGGGGCCGC -AGTTTTTCTCGGAAGATATGCTTACAGACCAACCAGAAAAAGTAATTGCTGCTGAAATGATAAGGGAAAA -AGTTCTGCTTAATCTTGATGATGAGGTTCCTCACGGTGTTGGTGTAGAGGTTACATCCTTCAAGGAGAGG -GAAGATGGGCTAATAAATATTCAGGCCACCATATACTGCGAAAAAAGCTCTCACAAGGGCATAATTATAG -GTAAGCAGGGAAATATGCTTAAAAAAATCGGAAGTGCTGCAAGATACGAAATTGAGCGTCTGCTAGACAC -GAAGATATTTCTTGAACTCTGGGTAAAGGTAAAGCCTGACTGGAGAAACAGTGACAATATGCTTAAAACA -CTGGGTTACAAAACTAATAAAAACTAAACGGGTATACTCTTGGAGAATTGTGAGAGAATATATAGTGTAA -AAGTATAGTTCTAAACAAATCTTTGAGCCAAGGGGGCTGACATTTATGTTACTGGACTTTGTATGGAATG -TTTTTAAAACGACAGGAAGTATTGATTCGTATGTTCTGATGAAAGAGATCGAAGAGAAATTTAAGTCTGA -AACAGCAGAGAATGTCATGCGGGAGGAAACAGAAGTTTAGGCATTATCGGGGTTAATAATGAGTTATGTT -AATTATAAGGGGTTAGTAATAAAAGAAATAAATACCGGAGAAGCAGATAAGATTATTACGGTGCTAACTG -CTGAAGAAGGTAAAATATCAATAGCTGCAAAAAATGCGAGAAGGGCGAAAAGTTCATTGGGTGCAGGGTC -ACAGCTTTTTGCCTACAGCGACTATATGTTGTTTAAAGGAAAAGAGCTTTACAATATGTCCAGCTGTCAG -GTAATAGAGCCAAATTATGAGATAAGAAACGATATTGAAAAACTGATATACTGCTCTCATATACTTGAGT -TGATTTTGGATAATGTTCAGGAGGGAGAACCTTCTGAAGAGATTCTTCAGCTTCTGCTGAATACTCTCTA -TGTTATTTCAAAAACAAACCGACCGCTCAATCTTGTAACCAGAGTTTTTGAATTAAGGCTCATGTCCCTG -CTGGGATATGAGCCCCATGTTATCAGTTGTGTAAACTGTGGAAAAGCACAAGACGAGAATATGTACTTTG -ATTTTGACAGCTCGGGGTTGATTTGTAAAAAATGCTTAAATCCGAGGTCAAGGTCCTTTTTGTTACTTCC -GGGTACGGTCAAGGCGTTGAAATACATAATGTGCATTAGTCCTCAAAAACTGTTTAACTTTTCACTTTCC -CAGGAATCCATAAAAGAATTAGGGGAAATATCAAAAAGATATATAAAGGAACACATTGGAAAAGAGTACA -GAAAACTTGATTATCTGAAACAATTGAAGCTGGATGGTTAATGACATTTGGAGTGAGACATGAATACAAA -CTTATATTCAGCACTTTCATTAATTATAATTATATCAAACAGTATTTTCATTATCACAGCCCTCTTTTTT -GAAAGAAAAAAGCCGGTACGAGCTTTGAGTTGGATTTTAGCACTCACTCTATTACCTGTAGCCGGCTTTT -TATTATATATGATATTTGGCAGGCCCTTAAATTTGAAAAAAAGGAAATTCCATATAAAAAATCATAAGGA -TGTTGAATACAGCAGAGAGATTTATCAGACATTGGGGAAGGTATCTTACGACGAAGCCATGTTCAAGGAG -TCCTACAATCACTACGTAAAACAGCTTATAAACTTTAATATTAGCCTGTCTCAAAGCCCTTTTACTAATG -ATAACAAAGTGGAAATATTCACAAAAACTCAGGATAAATACGATTCCTTGTTAAAGGATATTGAGGGTGC -TGAAACCTCTATCCATATGCTGTATTTTATTATTAAAAATGATAAAATCGGTACAAAACTAATAAATACT -CTTGCATCAAAGGCTAAAGACGGTATTACAGTGAGAGTACTTTTTGACCACGGACAGAATCTTTTGTTTC -CGTATAGAGCTTTTAAACCTATTATAGATAACGGAGGAGAGGTATTAAGCTTCTTTTCAAACTCAATAGA -CAACTACCTTAAAGCAAACTATAGAAATCACAGGAAGATAGTGGTTATAGACGGAAGGATAGGATATGTC -GGAGGAATTAATATAGGTGATGAGTATTTGGGATTGCATAAGAGAATCAAGCCATGGAGAGATACTCACC -TTAAAGTAACAGGAAGCAGCGTTTACTGCCTTCAGCTCAGGTTTATGACAGATTGGCTGTATGCTTCCAA -AAAAGAGGTAGACTTCGGTAGATTGGATAAATACTTTAGGCCTATCAGAAAGGAAGAAGGTGGAGATGTA -GCTATCCAAATGGTGTCAAGCGGTCCTGATACCAATGCAGAGGAGATTAAGAGGAGCATGATAAAAATGA -TCAATTCTGCAAAATACTCTATTCTTATTCAGACCCCTTATTTCGTACCGGATGATCCATTTCTTGAAGC -ATTACAGAACGCTGCAATGTCAGGTGTAAAAGTCATTATCCAGATACCTGAAGTACCTGACAAAAGACTT -GTATATAAGGTAACCACATCATTTATTGAAGATGTGATGGACTTCGGAGTAAAGGTTTACCTGTATCCCG -GCTTTTTACATGCGAAAATGATAGTAATAGACGATACCTGCTGTTCAATAGGTTCTGCTAATACGGACAT -GAGAAGCTTTTCACTGGATTTTGAGATTAACGCATTTATGTATGGACATAATATTACCGAAAAATGTTCA -ACAATATTCTATAATGACCTTAACATATGCAGGGAGGTAACCGAAGAAAATTATAAAAAAAGAGGTTTAC -TGTCAAAAACCCTGGAAAGCATTTGTAGACTGCTATCACCGCTTCTTTAGCTTATAATCCTTAGAAAAAG -TTACAAATATGACACAAATAGAACACATTTAGTGTTTATACTTAAATAGTTAAATGTGATTTAAACTGTT -CGTATGCTTTGGAGGAGGTAGTATTCTTGAATCGAAAGGTACTTGGAATAATTATTATGCTTCTGGCAGT -AGTATTTCTCCTTTGGGGATGGAATAATATAGTTTGATATAAGTAAAATTTGCAATATAAAGTACTTTCT -TACAAGAGGATGTCTTTGGGCGTGTTATGTAAACTATAAAACTTATCCAAAGATTTATTACACAAAAACT -TCCCTTATAAAACCTAATAACTCCGAAACTTTTTAGGATGTATTAATGCTCTGCATGTTTTCGGCAAGTA -AAAATACCGTTTATAGCTATAGTTTAGGATAATCATACACGTCAATTCTTTTCTTTCATGGGTGAACCCT -CTCTATGATGTAAGAATATTTAACTTATTTTATAAACATGCTTATTGTGTCATAAAAATTTGTGTTATTC -TGCATTGTTTTTCAAATATCAATACAATATAATTGATAGATATGGATAAAATCCGAAATAAAGGAGGGTA -ATATGACACTAATTTCGGACAAAATAGTTATTGCAGAAAAAATGCTTAACGTAAAATGGGGGAATTTATT -CGTTGTTTAAATTAATAAAATATTTAAAGCCATATATGAAACAAGTTGTATTAGGTCCGGCCTTCAAACT -ATTTGAAGCTATTTTGGAATTAACCATACCTTTACTGATGGCGAAGCTTATTGACAACGGAGTAAAGGCA -AACAATCCATCATACGTTTATATGATGGGGGGAATAATGGTTGCAATTGCCATAACGGGTGCCGGGTCCG -CATATATATGCCAGTACTATGCTTCCATAGCTTCACAAGGGTTTGGAACTTCAATGAGAAACCTTCTATT -TAAAAAGATACAAAGTTATTCCTTCAATGAGCTTGATAAATTTGGAACACCTTCTCTCATAAACAGAATA -ACCAGTGATGTAAACCAGCTTCAGCTTGCTGTTGCTATGCTTATAAGACTTGTAGTCAGAGTGCCTTTTC -TTTGTATAGGCGGTTTAATTATGGCAATGACCATCAACTTAAAGCTATCTGTAATACTGTTTATAACAAT -GCCGTTTTTTGCACTGTTTATTTATTTTATAATGTCAAGAACAATACCTCTTTATAAAACAGTTCAGAGG -AAGCTTGATACATTATCTGTAATAATACGTGAAAACTTGTCCGGGGTGCGGGTGATACGTGCTTTTGCAG -GACTGGACAAGGAAAGGGAGCGGTTTACAAAAGGTAACAGGGAATACGCAGATATGTCTATAAGGGTTGG -AAGGATTTCAGCACTTCTTAATCCTGCCACGACAGTGATAGTCAATCTGGGTGTTGCTGCAATTCTGTGG -TTCGGTGGAATACAGGTATATCATGGAGCAATGACACAGGGCGAAATAATTGCATATATAAACTATATAA -ATATGATTCTTTCTGCACTCATTTTACTTGCAAATCTGGTTGTTACCTTCACCAAGGCGGCAGCTTCAGC -AAATAGGGTCAATGAGATATTGGAAATTCAGCCGTCTGTAGAGGACAGGCCTGATAGAGATGTAAATGTC -CGGGTTGTCGGTAATGGTTTATCGGGAATCCCCTTGATTGAATACAGAAATGTAAGTTTTACATATGATG -GCTCCTCCGAGTATGCATTAAAAAATATATCGTTCCAAATCAAAGAAGGACAAACAATTGGAATAATAGG -TTCTACCGGATCAGGAAAATCTACACTTGTAAACCTTATTTCAAGATTTTATGATACTACGGATGGTCAA -ATTCTGATTAACGGAACAGATATAAGAGATTTAAAGCAAAAAGATTTAAGGGATAGAATAGGACACGTAC -CTCAAAAATCAGTTTTATTTTCGGGAACTATTGAGGAAAACATCAGGTGGGGGAATGAGTTTGCACCGGA -ACCTGATATTTATTGGGCTACTGAAATTGCTCAGGCTTTAGATTTTATAAAGCAAAAGCCGGAAGGCTTC -AAGACTGTTGTCACTCAGGGAGGAGCAAATCTTTCTGGAGGTCAGAAACAAAGACTTGCTATTGCAAGGG -CGATTGTCAAGAGGCCGGAGATATTAATTCTGGACGACAGCACTAGTGCCTTGGATTATGCTACAGATGC -GGCCTTAAGAAAACAGATTAAAGATAAACTAAAAGGACTGACAATCATAATGGTAACACAAAGGGTAGCT -GCAATCAGGGATGCGGATCTGATAGTAGTACTGGATGATGGGGAAATAGTAGGAATAGGCGGAAATGAAG -AACTGTTGGAAACCTGCCCGGTTTATCAGGAAATTTACTATTCACAAAGAAAAAGTGAGGTAGCACAGAA -ATGAAAAGTGATGCAGTTAGACGCCTTGGCAGGTACATTTTAACAAATAAGCCATATCTGCTGGGGGCTG -TAATATTTGCAGCATTAAGCAATATACTTATGGTGGCAGGCCCATTTATAATAGGTAAAGGTGTAGATGC -CATTGTTGGAAAAGGTCATGTAGATTTCAAAATTATACTTTATGTAGTTATAATAATTTTTATTTTGTAC -TTAATTAGTGCAATTTTTCAATGGAGCTTGCAGGTAATTACAGCCATATTGTCAAATAGAACAGTAGAGA -AACTGAGGAAAGATGTATTCAACCATATTATGGAAGCACCCTTAAGATTTTTTGACCATAAACCCCATGG -AGATATAATGAGCAGGCTTACAAATGATATGGAAAATATAGGTGAAGGAATTTATCAGTCTGTTACTCAG -TTTTTTGCTGGTATAATATCCATATTGGGTTCACTAATCTTTATGTTTGTTTTGAATCCATGGATTACTC -TTATAGTAATTGTGATGACGCCCGTTACTTTTTTAATAGCATCATTCATAACAAAGCGTTCATCAAAAAT -GTTTAAGGAGCAATCAAGGGTAAATGGTGAATTAAATGGTTATATAGAAGAAATTATAGGCAATCAGAAG -GTTGTAAAGGCTTTCAATTATGAAGAAAAGACTCAGCAGAAATTCGAGGAAATAAACAGACGCCTGTATA -AGTGCGGAAGGTGGGCACAGTTCTATTCATCCCTTGTAAACCCCTCTACACGCCTTGTAAATAACATAAC -ATATGTTTTACTTGGAATGACAGGAGGGATAGCGTCATTGGCCGGAAGGTTAAGTATTGGTTATATTTCC -AGCTTTCTGACATATTCAACCTACTTTTCTCAACCTATAAACAATGTTACGAGTGTAACAACCCAGATAC -AGAGTGCTATAGCCTCAGCAGAAAGAGTTTTTGCAGTAATGGACGAGGAAGTTGAGAAACAGTCGGATAA -TGATGGGATTACATTAAGTAAAACAAACGGGAATGTGAGATTTGAAGATGTGTCATTTTCATATTCTCCT -GAAAAACCTTTGATACAGAATTTTAATCTTAATGTTAAAGAAGGTCAAAGGATTGCAATAGTAGGGCCAA -CAGGATCGGGAAAGACTACTCTTGTAAATTTGCTAATGCGTTTTTATGACACAGATAAAGGGTATATATT -TATTGACGATAAAAATATAAATAAAATATCCAAGGATAGCCTGAGACAATCCTTTGGAATGGTTCTGCAG -GACACATGGCTTTTTTCGGGGACAATTCGTGAAAACATAGCCTATGGGAATCAGGATGCTACAGATGAAG -AAATAAAAAAAGCTGCAATTTCTGCAAACGCACACAGTTTTATCAAGAGACTTCCGAAAGGCTATGAAAC -AGAACTTACCGAAGGCGGAAGCAACTTGTCACAGGGTCAAAGACAGCTATTGACTATTGCAAGAGTAATG -TTAGTTATTCCACCTATGCTTATACTGGATGAGGCAACCAGCAGTGTTGATACAAGAACAGAGTTGAATA -TACAGAAGGCATTTTTGAAGATGATGGAAGGAAGGACTAGCTTTGTTATAGCTCACCGCCTTTCAACAAT -CAGAGAAGCAGATGTTATACTAGTTATGAACAATGGTACTGTTGTAGAGCAGGGAAGTCATGAAGACTTG -TTGAAAAAAAATGGTTTTTATAAGAAACTATATTTAAGTCAATATGAAAGTTTTGAACAAGATTTATAAA -AAGAGTAAAAGGCAGGTGCTTTGAATGAATAAATTAGTTGAAGAATATACACTACAAAGGAAGCTTCTGG -CGGAAGCTCTGGTTGAAAAGGACTATATGGAGCTATATGAGGCGGAAGCCATTAAAAACGAATTTGTAGC -CAAATTGGGTGAACCCAGATATGAACTTTCTAAACTGGAACTTTCCATAGCCAGAACCAAACTTAAACTT -GAAATGATAGAAACATGCGAAAGATTTAAGATACCCGTAGACCATTCTCATATTGATAGAGAATTGGAAA -AAGAATTTCAGAAGCATTATGAAATGCTCAGAAATATGAGGTTGGAAATAGAATATGCACACACAATAGA -TGATGAATTTGAGAAGACAAGACGCAGCCGTGCATTAGAAATGAAGCAGATATATTTGGACATAGCAAGC -TATATTCACCCTGAATTGACAGAAAACCAGGATAAGAATCTCAACAGGGTTTGGAAATTAGTGGAAGAGG -CATGTCAGCAGGGAAACATAGAAAAACTCAAAAGGCTTCGTAAAAAAGTTATAAATGATTATGGTAATAT -AACCGAAAATAATGAAGATTTGGAAGAACAGCTGACATTAATAAAAAAGCGAAAATTAGCCGTGCAAGAT -GAGATAAAGGCTATGAAGAATAGGTTTCCTTTTTCAGAATCGGATATGCTGGATGATGAAGTTGCGGTTA -TGAAATTCAGGGATAGCATGGACATGGATATAAAAAACGCAAAAGAGATACTGGACAAACTGGAAAAGCA -GATACTTGAAAAGCTGCCTCCTATGGGGAGATACAAAAATTAGTGTTTCTATGATATGTCCTGAACGGTA -CTTGGGTTGACACTCCTCTGGGAAATATTAAGTTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTT -CTATGTCAAACCGGCGCCTGGTCTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAAT -TAACTCGCAGGATCATTCAGGAGCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCG -TCTTGCCTTTACACCTTTTCCCCTGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATC -CTCCTGCATTTGTTCAACTGATTTATACATTGTCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATT -GTTTGGTTAAAACGCTCGCATATACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGT -CGTTCATCTGCAGAAATAACTCATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGT -GAGTACTCTCATTATCGGTATCATATGATTCTCAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCT -GCTGTTACTGGTACCTTGGCTGTATATAATTTTGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTT -GCTGATATATACGTCCAACACCTTTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGG -GTGCTGGGTATCTATCTCGTCTATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGA -TCTTCAGTGTAAAGTATGCCTTCCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTT -CTATATTATATCTCTGCCAGATTGATCTTACCCCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTC -GTTACTTGCCCTGAGCTGCCCGTATGCCGGCTTTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCT -GGAGCAACCCTGTTTTTCATACAAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCT -CGTAAGCTTTCTTAATATCATAGAAGTGCTGTCTGCTGACTCCATGAATTTTACATGCTTCACTTACGTT -TTGAAGATATTCGGCCAACTCAATCAGGCTCATTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATT -GAAATCTCCTCCTACAATTTAATTATTGTCCAGAGGAGATATTGCCCAACATTATTCAGATACTGTCAAG -TGAAGTCAATTCTCTAGCATATGATATAAAATAAACCGGGAAAGGTGTGTTAAAACATCAGTTCCCGGTT -TACCACTTTAAACTGGCACATTTCAGATTTTAATTATCCTTTCTCAGGCTTTTTCTGTTTCCATCAGCAT -CTACAATAACCGTATTATCCAGAGTAGCCTTTAAATTTGCCCGAAATGCTTCTATATATTCTTTTCTCAA -CTTATCCCTTTCGGCAAGTTCAGAACTTGTAAGGGAGCCTGATTTTGCTTTTTTTGCCAGTTCGTTCAGT -CTCTCAATTCTGCTTTTTTCCATAAATATAAACCAATCCTTTTCAACATTTTACATAAAACACATCAGTA -TTATAACAAAAAATATTTCATATTAAAAGAAACTGTCAATATTTCTTTAAAAAGCTTATCGGGTGTGATA -ATATAAATATTACAAAGTTAAATTATTCTTCGGGAGGTTGGTTAGAATGAATGATATGCAAGTTGTGGTT -TTTGAATTAAACAATGAACTTTGTAGTGTGGAGACTTCAATAGTATTTAAGATAGAAAAATACGGATCAA -TATCACTTGTTCCACAAATGCCCGATTATATCAAAGGTATATATAATCTAAGGGGAAAGGTAGTCCCGGT -AGTAGACCTGAATAAGAGGTTTAATTTGGGAGAATCAGAGATAACAAAAAAAACAAAGATTATAATAACA -GAAAAGAATGATCAGTTATATGGTTTTATGGTAAACAATGTTACCGAAATAATAAATCTTGACGAGAAAT -CAATCGACAGATCCGAGGCGGTACTAAAACTAAACAACAAAGAATACATAAAAGGTATAGGAAAGAATGA -CGGGAAGCTTTTTTCAATAATTGATTTAAACGAAATATTATATAACGAGGAGATAAAAGAGGTTACAACG -GTACTTTCGGAAAATCTAAAATAATTATTTACATCACAACAAAACCCTGCTGTTAGCTATAGCAGGGTTT -TTAATAAGCTTAATTAAACATTAAATGCTAGAGAATTGACTTCACTTGACAGTATCTGAATAATGTTGGG -CAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTATGACAGCACAAGATCGTATAG -TTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTAAGTGAAGCATGTAAAATTCA -TGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAAATGGTCTGGAAGGATTAAAG -GACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAGGAAGCCGTATTAAGAA -TAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAAAACAAGGAGTTCTTGT -ATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCTTTGACAAGAGACTCAAAAAG -CTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCTCGCTGCTCTGGAAAAGGCAC -AGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCGGGATATTTGCTGGCACAGGACAC -TTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTGCCATAGATACTTATTCGGCA -GTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGATATATTAAATGACAGAGTCT -TACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACAGACAGAGGAACGGAGTACTGTGG -AGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTGAGCACACAATGACAAAGGCT -AAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCTGAATGAATTTTATAAACCCG -CATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGATTTGGATTTTTATATGCTGGAATA -CAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCAGACATTTCTTGACAGC -TTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGGTCTAGCCCGCCCGGCG -ATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGCACCTCCATATTGGAAGTGCC -GAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAGGACACATTAAATCTGA -ATAATGTAACGTCTCCGTCATGCATTACATATTCCTTACCCTCGGAACGAACAAGGCCTTTTTCCTTTGC -AACTGTATATGAGCCGCAATTAATCAAGTCATCATATGCAACAATTTCCGCTCTGATAAACCCTCTTTCA -AAGTCGGAGTGAATTTTACCGGCAGCCTGTGGTGCTTTTGTACCGTTTGTAATAGTCCACGCTCTTACTT -CCTGTTGGCCCGCAGTAAGATAGCTTATTAGTCCCAAAATCTTATAGCTGGCTTTTATAAGCTTGTCCAA -ACCTGATTCTTCAAGTCCCATGGCCTCAAGGAAATCCTCCTTTTCTTCATCTTCCAGCTGGGCAATTTCT -TCTTCAATCTTTGCACAAATTACCATAACTTCTGAATTTTCTTCAGCTGCAACTTCTTTAAGCTCTGCAA -GAAACCTGTTGCTATCCAGCGAAGAAAGATCTTCTTCCGATACGTTTGCAGCATATAAAACAGGCTTTAA -TGTTATTAAAAATAACTGTTCAACAAGCTGCTGCTGTTCTTGGTCAAAGGACATGGATCTAACGGGTTTT -CCGCTTTCAAGGTGAGCCTTAATGGATTCATAGAGCTCCATTTCAATCTGGAACTTCTTGTCTCCAGATT -TAAGCAATTTCTTAGTTCTGTCGATTCTCCTATCTATCATTTCAAGGTCAGAGAAAATCAATTCAAGGTT -GATGGTTTCAATATCTCTTTTTGGACCTATAGAGCCATCAACATGAACGATATTACTATCTTCAAAACAT -CTTACAACGTGAACTATTGCATCAACTTCTCTTATATGAGAGAGAAATTTATTTCCTAACCCTTCGCCTT -TACTTGCACCTTTAACAAGGCCTGCGATATCAACAAATTCAATTACAGTAGGAGTTGTTTTATCAGGGTT -ATACATTTTGGTAAGCGTGTCCAGTCTTTCGTCCGGAACTGCTACAATTCCTACATTTGGTTCAATCGTA -CAAAATGGATAATTTGCACTTTCTGCACCAGCTTTTGTTATAGCATTAAAAAGAGTGCTTTTGCCTACGT -TTGGTAGTCCTACAATTCCTAATTTCATTTATATATCTATCCTCTCATGGTTTATAACATAACAAAATAC -CATAAGAATTATATACTATCTGTTTTTTCATTGCAATAAGATAAAGTTTATGCAAAGTGGTATTGATTTT -ATTTTTCTATTAATTTAATATATAAAGCATGAAAATAATCAGACATACAATGCTTATTGGAGTATATTAG -AGTGTAAACACAATTAAGAAAAATGTATGTTCCTTAATAAATCTTTTTAACTATATATTTTTGTATAAAT -CAGGAGGTATATTTATGTATTGTAGAAATTGCGGAAACGTTATGAATGATCAGGCCGTTATATGCGTTAC -CTGTGGAGTTCCTATAGGAAAAGGAAACAATTTTTGTCCCTTATGCGGTGAAACAACCGATTCAATGTCT -CATATATGCATGAAATGCGGTTTTAGTTTAAATAATAATTACGGACAGCAGAAATCAAAATTGGCCGCTG -GATTGTTTGGCATTTTCCTTGGCATGTTCGGGGTTCACAGATTTTATCTCGGATTTATAGGAATCGGTCT -GGCACAGTTGTTGCTGACTGTTTTATCATGCTTTGTATTCTCACCGATTATTTGGATTTGGGGATTGATA -GAAGGAATTCTGATTCTTGCTGGTTCTATTAATAGAGATGCTAAGGGTGTAGCACTAAAGGATTAAAACA -GTAAGATTATTTAGCAGATAGGAATTTGTAATAAATCCCCATCTGCGGTTGATGAGGGGAATATTTATTT -TCCAATCAGTTTTTTCAGTTTACCAGCCAGAGATGTGTTTTTTCGTTCTCTCCAACTGGTAATATACCTG -TCTACCTCCTGGAAATGCTTGTCCATTTTGATTTCCATTTTGCGGGAACTATTTTCAACGCAAGCTCCAA -GTTCAAGCTTGGAGCTATGGATTTCCTTTGAGATATGCTCACGAGTACTTATAAACTCTGCAGCAACATT -GTTAAAAAGCTGCTCTTTTATACCGTTTAAAGTTTCGAGTATCATAGACAATTCAGCACTGCTTAGTTCC -TCTATTCTCTTTGAAACTACAGCGGGAAGCTGTTCTGTAGGAATAGGTATACTAATGTCCTTTGGCTTAA -TAATGTTTTCTTCCTGAAGAATTTTTCTTATTGCCTTTAGCTCGAGGCCTTGGTCACGCATTGCTTTTAT -TTGATACATTACATTTGCAAGCTCAGTAGTGTAGTACCGTCTTCCTCTGTTGTCCTTAGGGATATTTAAT -CCAAATTCCTTTTCATAAAAACGTAAAGCATGATCTGTTACGTTTAAAGTTGTACTTAGCTCTGTTATAG -AATATTTTTCTTTGAGCACATCCATTTTATCATCGACCCCCTGTTACTATGTCTAAAAACACGTATAATA -ATGTTTTGATAGTATCATATGAAATACTTCATGTAAAATATTTACATATCATTTACTTAGTATTTCCAAA -AGTCCTGATATGTCGGAAGGAAGCTCAGCCTTGAATATAACTCCTTTTAGGGTTACAGGGTGAATTATCT -CTGTTCTGTAAGAATGGAGGGCCTGCCGGGAAATGAATAAATTTGTATTATCTGAATACAGAGTGTCACC -ATAGATAGGAAAGCCCATTGCCTTACAATGAACTCTTATCTGGTGTGTACGGCCAGTTTCAAGCTTAAAG -CTCAACAAGGCTGAATTATGTGAAGGGAAAGTTTTAAGAATCTTGTAATGTGTTATTGAGGGTGCTCCTT -CCTCTGAAATATGCCTAAGCATAATGCTGCCCGGCTTTCTAGCTATAGGTAGATTAATAGTGCCTTCGTT -ATTTTGGGGTATACCCTGTACAATACCTAAATACTCTTTTTTAAACAGATTGTTATGCATTTGCTGGATG -AGCATTTCCTGAGTGAACTGGTTCTTTGCAAAAATAATAATACCTGAAGTTTCTCTGTCAAGACGGCTGA -CAGGCCGCACCTTTTTGGTAACACCCTTCTGTTTCAGATAATAAACAATACCATTGGCTATGGTATTATC -GGGATGGTAACTTGTAGGATGTACCACTATACCCGACTGCTTGTTGAGAACCAGCATACATTCATCTTCG -TATATAACGTCAAGAGGTATATCCTGAGGTTCTATATGCTCACATTCCTCCTCCAAGTCAAGTATTACCT -TCAATCTGTCATCAGCCTTTACAATATAGTTTACTCTCTCGGGATGTTCGTTTACATAAATCTTCTGTTG -TAATTTTAGTTTTCTTATAAGTCTTTCAGAAAGCTTAAGCCCGTTCTTCAACACATGCTTAAGAGTCTTT -CTGGCTTCATTCTCACTGATTATCCGCTCTAATATCATTAATATCCTCCTGAAAATAATAGCAGCAATAA -ATCCACATTGTATTATGACGCTTGATATATTGTACTATAAATAGAATTTGATACGCAAAAGTTTTATAAT -TAACTTGATAAACTAATTCAAAGTAGATAAAATCGTGTATATATAACTACGAAAGAGGAATTTTACCAAT -GGACTTACAAACAAGAGAATTTTTGAAACACCAGTTTGAAATAGATGACAGGATCATAGAATTGGCTGAG -CAGGCCGAAAAAGATGCACAAAAGGTATTTAAACGTATTGATGAAATAAAGCAGCTTAACCAGCTGAAAG -TAATAAAGGCGATGCAGGAAAACAAATTAAGCGATTCCCATTTCAATGGAACAACCGGCTATGGTTATGA -CGATAGAGGTAGAGAGGTTTTGGACAGTGTCTATGCAGATATATTCCAAACCGAGGATGCTCTTGTACGC -CATCAAATTGTTTCGGGTACTCAGGCATTGGCACTTTGCTTGTTTGGAAATTTAAGACCGGGAGATGAGC -TGGTAGCTGTTACTGGAAAACCCTATGACACTCTGGAAGAAGTTATCGGAATCAGAGGGGAAAACTGCGG -ATCCCTCAAGGAATTCGGGGTAACTTACAAGCAGGTTGACTTAAAGAATGGAAAACCGGATCTGGAAAAA -ATAAAAGAAACGGTGTCAGGAAAAACCAAAATGGCAATGATTCAGCGTTCTAGAGGTTATTCCTGGAGAG -ATGCACTGTCCATTCAAGATATAAAAAATGTAATAGAAGCGGTTAAAGAAGTAGACGGTAACATTATTAT -TATGGTTGATAACTGTTACGGGGAGTTTGTTGAGACTTTGGAGCCAACACAGGTGGGAGCCGATATAATA -GCAGGTTCCCTGATTAAAAACCCTGGAGGAGGGCTGGCGTTGACAGGAGGTTATATAGCAGGAAAGAAGA -ACCTCGTGGAGCAGGCTGCTTACAGGCTTACATCTCCGGGACTTGGCAAGGAGGTTGGTGCTTCCCTGGG -AAACAACAGGCTTATGTTCCAGGGCTTGTTCATGGCACCCCATGTAGTGATGGAGAGCCTCAAAGGTGCT -GTGTTTTGTGCTGCACTTATGGAACGGGCCGGTTTTGAGACATTGCCTTCTGTTGAAGCACACAGAAGTG -ATATAATACAATCAGTAAAGTTTAACAACAAGGAAAGCCTTATAGCATTTTGTCAGGGGATACAGAAAGG -ATCACCTGTAGATTCTTATGTTACACCACAGCCTTGGGAGATGCCGGGATATGATTCACCTGTAATTATG -GCAGCCGGAGCATTTGTTCAGGGGTCATCCATTGAACTCAGTGCAGATGCACCTGTCAAAGAACCATATG -TGGCGTACATGCAGGGTGGTCTTGTGTATGAACATGTTAAACTGGGCAATATTATTGCTTTGCAGAAATT -GTTCCAGCAAGGAATAGTAAAATAGACGCAGGCTGGAAACAACACTAAAGAAAAGGTAATAGATGGGGGG -AAACAAATGCGGAATGTATTCAAAATCAAGGGCATTAAAATAGGCACACTGATTATGGGAATCTTTCTAC -TGATATATCTGCCATCATTGCTTTACATAACATTTGGCAATACTATTGAAAAAGATTTATTGAAAAATGG -TAAGATAGAAGTAGTTCAAAATGTTGACGGAATTTTAATAAGAAATGAAAAGGTTATAAAATCACCGGAT -GACGGTAATTGCGTTATGGACGCCGTAGAGGGTGAGAAGGTCCCTGCCTTTTACAGAATAGCAACTATCG -TTAAAAATGTCCCCGTTTCAACCTACGAGGAACTTAAAAAAAAGGAAATGCAAATAAGCAGTGCCGAGAA -AGCTCAAAAAGAGAATTTAGGAGTTTTTTCGGGTGACATAATTAAATTGGACTCGGAAATTATTGAAAAG -GTAAAAAATCTGGGGCAGCAGTCAGTAAGGGGAAGTCTGGTTGAAAGTTACGATACGATGTCGGATATTG -ACAGTGTAGTTTATAGAAAATCCGATATATTTGGTGACAATAGCAAGTCTGCTCAATATATAAATAAACT -AATCAGTGAAAAGGCTGAAATTGAAAGTAGACTTAATAACAATGTCAAGGAGATAAAAACCGGAACTGCG -GGATTGATATCCTTTGCAATAGATGGTTATGAATCATTGTTAAATCCGGGTTTTATAAAAAAAGCTACAC -CAAAGGACCTGGAGAATATTACTGTGAAGAATACAAACAGAGACTTTAATGTGATTGATGTAAAAAAAGG -AGAGCCTATTGCCAAATTAGTAAGAGATCTGAACAATTATATGGTCGCAGTTGTTGACCAAAAAACAGGA -AGGGATCTGACAGTAGATAAGCAAGTAACCCTAAGAATTAACGATATAGGGTACAGCATGGATGCTGTTA -TAGACTACAGTTCAAATGCCATTGATGGAAAAAGAATAATTTCATTTAAGTATAATACTGGTTTAGATGA -AACTATAGGTATGCGCAGAATAAATGTTGATGTAGTACTGTCCAGCCACAGCGGCCTGAAGGTTCCCCGA -AGTTGTTTACAAAATATTAATATTAGTAATCAAACAGCAAAAATATGTTTATTAAAAGGGAATATAGCTA -CTTATAAAGAGGTGAAAATAGTAGGTATGAATGATGATGCTGCAATAATTGATAATCCCGACGGGGAGTC -ATCCATTGCACTTTACAATACATACATACTAAATCCCAAAAACATACAGGAGGGACAGATAATTGATTGA -TGAAACAATAAAACAAAATCTGGACGATATATATTCAAGAATAAAGATCGCAGCTGAGAAAAGCGGGAGA -AAAGCTCAGGACATAAAGCTTATTGCCGTTACTAAAACAGTTGAGGTTGGTAGAATTAAAAATGTTTGTG -AATATGGTATACATGATTTCGGAGAAAACAGGGTACAGGAGCTGCTGGAAAAGTACGATAAATTTGATGA -ATCAATACAGTGGCATTTAATTGGACATTTGCAAAAAAACAAGGTTAAATATATCATTGATAAAGTGCAT -ATGATACATTCGGTAGATAGCTTTGAACTGGCAAAGGAAATTGACAACCGTGCAGGTAAAGCGGGCAAAA -GAATGAACATACTTTTACAGGTAAATGTTTCGGGTGAAGAAACAAAGTTTGGAATAAAGCCTGATGAAGT -GAATGAGTATGTTGGATTTATTTCCCAATTAAAGAATATATCTTTGAGAGGAATGATGACTATAGCCCCA -TTTGCTGGTAATCCCCAGGAAATAAGACCTATATTTAAAAAACTTTATGATATTTATATTGACATAAAGA -ATAAAAGAATAGATAATGTTAATATGGATTATCTTTCCATGGGTATGAGCAACGATTTTGAGGTTGCTAT -TGAAGAAGGTTCAAATATTGTCAGAATCGGAACAGGTATTTTTGGAAAGCGAAATTATCCTCAAAAGTAG -TAATGAACTACAGACAAAAAAATATATTTACTAAAGACTCAGGGGGGTATTTGAAATGTCAAAACTTCTT -AACAAGGTGTTTAATTTTGTAGGCTGGGAAGCTGTAGACGAGGATGAATATGAATATGACGAGCAGGAAT -TGAATACAAAGGAAGAAGTGAAAGACGAACCTATTCAGACACACTTCTTTAACGGATCAAAAAAGCAGCA -GTCAGGCAAGGTTGTAAACATTCATACCGGAAATCAGTTTAAAATGATAGTATCACAGCCGAATACTTTT -GATGATGCACAAGATATTTGCGATCACCTAAAGAACAAAAAACCTGTTGTTATAAATCTTGAAGGTATTG -AAAAACAGGATGCTCAAAGAATAATTGATTTTCTGAGCGGTTCTGTATATGCACTTGACGGAAGTATTCA -AAAAGTTTCCTGCGATATTTTTGTTATAGCTCCAAATAATGTAGATGTTAGCGGAGACTTAAAGGATGAA -CTAAGAAACAAAACCGTTTTTCCGTGGGCTAAATAGTTTTGTCACTTACGTTGGAGGATTATATTAGATG -TATTCAGTTTTCAGAGCTATAAATAGTGTATTGTTTGCCTTTGAGATGATTTTGGTGGCCAGAGCAGTTC -TTTCGTGGTTTCCGATATCAAGGAATAACAAATTTATAGATTTGCTTCATGCTATTACTGAACCGGTGCT -TTCACCTATACGTAATATGCTCAGCAGATCAAGTATATTTAATAATTCCATGCTGTCTATGATGGATTTT -TCTCCAATTGTTGCATTTCTGCTTATTGAAGTAATTAGAAATGTGGTTTTAAGTATATTTAGAATATTTA -TATATTAGGATTATATGGATAAAAACGAATTATTAAAGATGGTTTCAAAGCTAGAGGATAGGGTGCTTGT -TTCACGTTTGTTGGACAAGATTGAACAGTGCCGTTATTCCTCTTTTGCATATTCAGATTTCCTTTCTCCT -TACGAAGCTTCTGTTTCTAAAAAGATTTTGGACAGAGTCAAGGAGGTTTTTTACAAACTAACGGGTGGAT -ATGATGGGGCAGAAAGAGTTATAACTGTCATAAGCAATGATTTTATCGAAGAGGATATACCATATAGCAC -TCCCATAAGCTTGTTGAGAATATCACCTGTTACTGAAAATAAGCTTTCCCATAGGGATTACCTCGGGTCG -TTACTTGGGTTGGGAATAAAGAGAGAAAAAATCGGAGATATCCTTGTAAGTGAAAAATGTACAGATGTTT -TTGTTATTGATAAGATAGCGGAATATATATCTTATAATTTGGACAAAATTGGTAATACAAAGGTTCATTG -TGAATTATGTGATATATATCAGTTTACTCCACCGCAAAAGAAGGTACGGAGCATAAATACCACAGTAGCT -TCTCTGCGTGCTGATTCTGTAGCATCCAGTGGGTTTGGTTTGTCCAGAACAAAGGTAATGGACTATTTTA -AAGCACAGAAGGTTAACGTAAACTGGGAACTGGTGCAAAGCCCATCCAAAATGTTGACTGAGGGAGATGT -GATTTCAATACGGGGAATGGGAAGAATTGTTCTTGAAAAAGTTTTGGGTAATACCAGAAAGGATAGAATC -AGTATAATTATAAAACGTTTCGAATAATTTATTGTTTCGAGAAAGGGTGACCATTATGAATTATACGCCG -AATGATCTTGATAATATAAAATTTAAGAAGAATTTTATGGGATATAATGAGGATCAGGTTAACGAGGTAT -TAGACAGTGTAATACAGGATTATGAGCTTTACATAAAAGAAAATATAGAGCTTAAAGATAGGATTTCAGT -ATTAAATGAAGGTATTCAACACTATAAAAATATTGAGGAATCTCTTCAAAATACACTTATAGTGGCACAG -CAGACAGGTGAGGAGATTAAGAAAAATTCCTATGAAAAAGCAGAAAACATTATCAAGGAGGCTGAATTAA -AAGCTCAGAGGGTAATTAACGATGCCAATCAGGAAGTTATAAAGATTCGGTTTGAGTATGAAGAAATGAA -GAAAAGGCTTCACCTTTTCAAAACCAAGTCAGAAACACTTTTATTGTCTCAGCTTGAATTGCTGAAACAG -TTATTTAACACTGATAATGATGAAGAGTAGCAAATGATGATTAAACTTTAAAACCCTTAGAAACAAAGTA -TACTTGTTTCCAAGGGTTTTAGTGTGTAATGGAATAATCATAAAAAATGTGATATAATTACAAACATATT -TTCAAGTAAATCTATGACGTAACAATAACTGTGGGGTGTTGTTTTTGCAGGTCAAAAAAGTAAAAAAGAA -AAAAAAGTACAAACGGGTTGAGAGTGGTTTTTCAAAATATAAAAATGAAATTTTAGGTCTTATTTTATTT -GCTTTTGGTATTCTGGCTTTTTTCAGTTTTATATTTACAAAATCCATGGGTGTTTTCGGTAAAGGTATAA -CAAATGTTATGCTCGGTTTTCTAGGTGTAGCAGCATATGCAGTTCCTGTTGCTTTTATAGTATATGGTGT -AGCTATGATATTTAAAATGGACAGCCGTAATTTTAAATGCCGTTTTATTTATTTTGGTATACTTTTAATA -TTGCTTTCTGCATTTTTTCAAGTATCTGTATTTGATTATGAAGAATATGCGGGCAGAAATTTATTTTACA -GTATTTCAAAATTCTATTCAGACGGTAAGGTATTATCCGGGGGAGGTATTCTCGGAGGTCTGTTAAGTTT -ACCTTTTTTGATGACATTCCAGGTTTTGGGAACTGTAATAATTCTGACAACTATATCAATTATTGATATT -ATTCTGTTAACAAATGTTTCAATGGCGGCGTTCCTTAAGAATGTTTCGCTATATTTCTCCAACAAAATGA -AATCTGCAAAGGAAAACAGAAAAATAAAGAAGCAGGAGAGAATTGAAGCTCAGGAGGAATCTGTAAATGA -TACTGAGCTTAGTGATGAAAAACCTGACAAGAAGAAAAAAGTAATTAATTTCAGAATAGAAAGGGAGAAC -AGAGGAAAATCAGCTAAAAAGCTTGAAAAAGATGCGGAAAACCCTGAGCCTGAGATAGAAAATGTTGAGA -CAGAGGAAGTGCCGGAAGAATTTACTGTTAGCCTCACAGGGTTTAATGATGCTGCTGATGAACTGGTAAT -ATCTGATATAAAGGATGCTGGATTGTGTCCTGACAACAATTTTATCGATGTTGAGAATCAGGATGTCCCT -GCCGAAACTACAAACACAGAGGGACAAATAAGTCAGCCGGTACAAAAAATGGATACAGCTTCTGAAAGCG -ACCCGGATGAACTTGTTATACCTCAGACAGAGATACAGAAGCCTATGATATACAATTATCCTTCAACGGA -TTTACTGGATTCAAATAAGGACGATCTCAATGTTAAGGCATTAAAGAATGTCGCACTTGAAGGTGCAAAG -AAGCTTGAGGATACATTAAAGAGCTTTGGGGTTGATGCACGTGTTATAAATATCAGCCGTGGGCCTGCAG -TAACCAGATATGAAATACAGCCAAGCCCCGGAGTTAAAGTAAGCAAGATTGTTAATCTGTCGGATGATAT -TGCACTTAATCTTGCAGCAGCAGGCGTGAGAATTGAAGCTCCAATTCCAGGTAAAGCCGCGGTAGGTATT -GAAGTGCCAAACAAGGATATGTCTACCGTACTATTAAGGGACATTATCGAATCAAGAGAATTTGCAAACC -ATTCGTCAAAACTTGCTTTTTCGGTAGGTAAAGACATTTCAGGGGAAACGGTTGTTGCCGATATCGCAAA -AATGCCTCATTTGCTGGTTGCAGGTGCCACTGGGTCGGGAAAAAGTGTGTGTATCAACAGCCTTATAATG -AGTATACTATTCAAAGCGTCACCGGAAGAGGTTAAGCTTCTGATGGTTGACCCAAAAGTAGTTGAGCTTG -GCATCTATAATGGTATTCCTCATCTGCTGATACCCGTCGTTACAGATCCCAAAAAGGCAGCAGGGGCACT -TAATTGGGCTGTACAGGAAATGGTAAACAGGTACAAGGTTTTTGCGGACAAGGGGGTAAGAGATTTAAAG -GGGTACAATGCAATGCTCAAGGCAAATAATGAGCAGGGCATATTGCCTCATATTGTAATTATTGTAGACG -AACTTGCGGATCTTATGATGGTTGCTCCAAATGATGTAGAAGACGCAATATGCCGTCTGGCACAGATGGC -ACGTGCTGCGGGAATGCACTTGGTAATTGCGACCCAAAGGCCGTCTGTAGACGTAATTACCGGTGTTATA -AAAGCCAATATTCCTTCGAGAATTTCTTTTGCAGTATCGTCACAGGTGGACTCAAGGACAATACTTGATA -TGAGCGGGGCAGAAAAACTTCTTGGTAAGGGAGATATGTTATTTTATCCGGTTGGAGAGCCAAAGCCTTT -GAGAGTAAAGGGATCATTTGTATCTGATACGGAAGTTGAAAGAGTAGTAGAATTTATTAAAACACAGGGT -TACACCTCATATGATGAAGATATAATTGAAAAAATAAATGACCAGGCAACGGGAAAAGATGATAACCCTG -GAGATAACGACGAACTTTTGAATCAGGCTATAGAAATGGTAGTTGAAGCTGGACAGGCATCTGTTTCCTT -TGTTCAGAGGAAGTTCAAAGTAGGCTATTCACGTGCTGCAAGAATAATAGATCAGATGGAAGCAAGAAAT -ATAGTAGGCAGGTTTGAGGGCAGCAAGCCAAGACAGGTTTTGATATCAAAACAACAGTGGATGGAAATGC -AAATGAACCAAAAGGACTTGCAGAAGGACTAATTAGAGTAAAATTTTAAATAGTATAAATATATAAAAGA -TGTATGGATTACTGTAATGATTCATACATCTTTTTGTATTTTTTGTATATTATGTATTTCCCGCAAAGGT -TATAATTTTCCCCATATTTTCATAACTATTTATAAAAAGTCAATAGTGGACTAGCTAAAGAATTTTTAAT -ATACGCGGGGGTGCAGAATGTTTATTTTAACTACATTTAATGCTTGTTTAATGGTTCTACTTCTATCTTA -TGTATTTTACAGGCTTTTGAAAAACAAAGAAGCAGTGACGCTTATTTCCTTTACAATTCAGCTTTCAGCA -TTAACAATAGTGATTCTTTCTCTTGTAAATCACGTGAATACAAGTAATATTATAGAACTTTTCTACATAG -TGTTCGGGATATTGATTCCATCTTGCTTCATTATCTGGGATTACAGGCATACAATTAAAAGTAGTAACAA -TAAAGAAAGACATCAGGATTATATAACTATTGAGAATAAAATATTACAGCAACAAGGTAATTTATCGGAA -TCCTCATCCATAAGTACTGCCGACAGCTGCCAAAAGGTTATGGATATATTGGAAAATGAAGATTCTGTTG -ATGATATCATAGCTGAATTGATTTTATTAAAAGATGATTTATTTCTGGGGATTAAGAAGAAACTAATTCA -AGCCGAGAACAGATATAGTCAGGGAAATTTTGATTTTGCATACGATATATATAAAGGCATGCTGGACATT -ACACAAGCTCCGGGAAACCTGTTTTTTAACTATGGAAATGTATGCTTTAAAAAAGGAATGTTCAGAGAGG -CAATCTCTTGCTATAGGAAGGTACTGGAGTTGAGCGGCTCAATCACAAAAGCGTATTTAGTTTATATTAA -CCTTGGTGCAACATATTTTAATATGCAAAAAACAGAGCTTGCACTTGAAAATTTTTTTAAGGCTTTGGAA -ATAAATCCTCAGTGTTCGAAGGCAAAGGAAGGTATCGGCAAGGTATATACTGCGACAGGCCGACAAGCTG -ATGCGGTCATTTATTATGAAGAATTGCTCAAAAATGATGATAGTAATTATGAACTCTTATTATCACTGGG -AAAACTTTTAGTTGAACTGGGCAATATAGACGAGGCGAAAGAACGTTTTGAAAGATGTATTAAGAACAAC -CCACGGCAGGCAGATGCTTATATCCTGCTTGGAAAGTTATTTATGTCAGTAGGACAGTATTCTGAAGCCA -GTAAGGTTTTTAAAACATATATTACAATTAACGGCGTAGATTATACAGGACATTATAACCTCGCAGAATG -TTATTTTGAAAATAAAGAATACAAAAATGCAATTGCTGAATATAAACAGACCATAAGTCTTAACCAGAAA -AGTCATGAAAGTTTATTCAAACTGGGTTTAATCTATGATAAGACTGATGAAACAGAAAAAGCAATAGACT -GTTATAGGGCGGTAATTCAGTTAATGCCCAATTTTATAGATGCATATAACAACCTTGGGATAGTATTTGC -CAAAAGTCAAAGGCATGTGGAGTCGCTTGCTGCATATACTGCGGGAATTAAGCTAAATCCTGATAATTTC -AGACTTTATTTTAATATGGGTGTTGTATTATTTGAGATAAAACGATATGAAGATTCCGCGGATGCCTTTG -CAAGAGCTGTTAAGTTGAATCCTGATGACAAGGATGTTTATTACTATCTGGGTGCTTCACTAACCGAATT -AAAGCAGTATGATGAAGCGATTAAGGCTTATGGCAGGGCTCTGGACGAGAAAATGGAGGAAGGCGAACTA -TATTATAATATTGCAGCCGTCTATGCATTAATGAAAAAACAGGACATTGTATTAGATAATCTAAAGAGGG -CAGTAAGCAAGAATTCAGGAATAAAACGGGAAATTACCCGGAACAGTGTTTTTGATTATATGAGAACAAA -TTCTGATTTTGTAGAACTGGTTTCGTAATTATAGTTTACTATAACCTTATTTGTGTTAAAATAACATAGA -AAATATCAAATAAGGTAGTACTGGCTGTCACATGATGTGGTCAGTATAAGGTGAATAAATGAGTTTTTTA -CCCATAAGTTTTGAAGACATGAATGAAAAAGGCTGGGAACAGCTTGATTTTCTATATATAAGCGGAGATG -CGTACGTGGATCATCCCAGCTTTGGACATGCAATAATATCGAGAGTTCTGGAAAGTGAGGGCTTCAAGGT -TGGAATGATAGCTCAACCTAACTGGAAGAACAGTGAGGATTTTAAAAAACTGGGACGACCAAAGTATGGT -GTACTTATATCATCTGGAGTCATTGATTCAATGGTAAACCACTATACGACCAGTAAAAAGAAAAGATCTA -CGGATCTGTATTCACCGGGGGGAAAAGCAGGCTATAGACCTGACAGGGCCATTATTGTATATGCAAATAA -GATAAAAGAGATATTTAAGGATACTCCTGTCATAATCGGGGGAATTGAAGCAAGTCTTAGAAGATTTGCA -CATTACGACTATTGGGACGATAAAGTAAGGAGATCGATTCTTGTAGATTCCAAAGCTGACCTTCTGGTTT -ATGGAATGGGAGAAAAGCCTATAACTGAGATAGCAAAACTGCTTAGAAAAGACGTTCCTGCACATAGTAT -CAAGAACTTACGCGGCAGTGCATATCTTGCAAGATATGAAGAACTTCCGGCTGAAGTAAGGGAAGCCGTT -GATTCAAACGGATCGAAGAATGTAGCTGTATTACCTTCTTTTGAAGCCGTACAGGAGAGTAAAAAAGTGT -ATGCTGAAGCATTCAGGATACAGTATAACGAGCAGGATGCTATAAGCGGAAGGATATTGGTACAACCTCA -TGGCGACAGATATTTGGTCCAGAACCCTCCTATATTGCCCTTGTCAACTGCTGAATTGGACAGGGTTTAT -GCTCTGCCTTACGAAAGGACATACCATCCGGTTTACGAAAAATATGGAGGAATCCCTGCGATAAAAGAGG -TTGAGTTCAGCGTAACAAGTCACAGAGGCTGCTATGGCGGCTGTTCTTTCTGTGCCTTGAATTTCCATCA -GGGCAGAGTTATTCAGAAAAGAAGTCAAGCATCTATAATAAATGAGGCAAAGAAACTTACATGGACACAG -GGCTTTAAAGGATATATACATGATGTTGGCGGCCCTACAGCTAACTTCAGAAATGTTGCCTGTGAAAAAC -AGAAAAAAAGCGGTGTTTGTAAAGAGAGACAATGTCTGCATCCTGAACCATGTAAAAACCTCATTGTAGA -TCATTCGGAGTACCTTGAGCTTTTGCGTAAACTCAGGACTCTTCCCGATGTTAAGAAGGTGTTTATACGC -TCGGGAATACGTTACGACTACTTGATGCTTGACAAGAATGATGACTTTTTTTCCGAATTATGTGAGCATC -ATGTCAGCGGTCAGCTTAAAGTCGCTCCAGAACATGTAGTGGACAGGGTTCTAAAAATGATGGGTAAACC -AAAAAGGCAGCTATATGACCGTTTTGTAAAGAAATTTTATGAAATAAACGAAAAAATCCATAAAGAACAG -TATCTTGTCCCTTACATGATTTCAAGCCATCCGGGAAGTGATCTAAATGCTGCCGTGGAACTGGCGGAAT -ACCTCAAACAACAGGGGTATATGCCCGAACAGGTTCAGGATTTTTATCCGACACCGGGAACACTTTCAAC -ATGCATGTTCTATACAGGCTATGACGCCAGGACCATGAAGAAGGTATATGTACCAAAAACACCGAAAGAG -AAAGCCATGCAAAGAGCCCTTTTACAATACCGTAAAAAGGAGAATTACCATCTTGTAGTAGAGGCACTTA -AGGAAGCACATAGGGAAGATTTAATCGGTTTTGGCCCCAATTGCCTTGTAAAACCTCTAAGAGGCAGAAG -TTATAATAATGCTTCAAATATGGCGAAACCCGCTAGAGAGGGCAATAAGGAAAAAAATCCAAGAGGAGGA -AATAAGAGGAATACCGATAGAGTGGAAAAAACAAAGCAAACAAGGCAGGAAAATAGTAGTAAAAATAGAA -AACAAAGTAGTAAGACAGCCTATACAAATGCTAAATCAAAATCGAGTGGTGTGAAGAATTTGACAAGAAA -AAAGCGATAAAATAAAATATAATAGTTACAAAATTATTAAAAATACTCATGAAAAAAGGAAAGGAAAGAA -ACCATGTCTGCTAAAGTTTTGAATGGAACTGAGCTTGCGGCAAAAGTCAAAGCTGGGCTGAAAGCAAAAA -TAGACGAATTGAAGTCAAAGGGTATAAATCCCGGACTTGCGGTTATTATTGTTGGCGATGACCCTGCTTC -AAGGGTATATGTAAATCACAAGAAGAACGATTGTACTGAAATCGGAATTAAATCATTTGAATACGCACTT -CCTGAAAGTACCTCAGAGGAAGAATTATTGGACTTAATAGAAACATTGAATAATGATGCTTCCGTAAACG -GTATACTTGTCCAGTTACCGATACCAAAGCACATAAATGAAGAAAAGGTTATTGCAGCAATAAGCCCTGA -TAAGGATGCGGATTGTTTCCATCCTATGAATGTTGGAAAGCTCATGATAGGAAAACCTGAGTTTCTACCA -TGCACTCCGGCTGGGGTTGTGGAATTGCTGGAGGAAAACGGTATTGAGATATCAGGCAAGAATTGTGTTG -TAGTAGGCAGGAGCAATATAGTCGGAAAACCTCAGGCGATTCTACTTCTTGCTAAAAATGCAACAGTAAC -CATATGCCACTCCAAAACTGCCAATATTGAGGAAGTATGCAGAAGTGCAGATGTTCTGGTAGTTGCCATT -GGAAAATCGGAGTTTATCAAACCCGAATTTGTAAAACCGGGTGCCGTTGTTATTGATGTAGGCGTGTCAA -GGGGAGCAGATGGAAAATTAGTTGGGGATGTTCAATTTGCGGAGGTTGCGGAAATAGCGTCTGCAATTAC -AAAGGTAACAGGCGGAGTTGGCCCTATGACCAGAGCCATGTTGATGAAAAATACATATAAAGCGGTATTG -TTGCAAAACGGGTTGTAATTTCCTTGGTCAACAATAACAAAAACACAATAGTATCGTGTATACTTTTCAT -TCTTGACATAAAAAATAAATAAGTTTACAATTAAAATGATTGAGGATTAAGAGACAGTTGGTATTGTAGA -GTTATATTGATTGAACTACTAAGCTACTTAGGCTAATATATATATGCAGGTTTGTTTTATTAATGTTAAA -AGCTTCAGCTGGGATTATTGTCACAATTCTGGTATTTTGTGTAGTTAAAATGACATATTTAGTAAAACAT -CTCATATGTTTGAATTATATACATTAATTGTATCGGTTGTAGCCATACATTGCTTATTATAAGATTGTGC -TATTCTACAGTATATAAAAGACCTTTTATAGGTTCATTTCTTCTCTTATTCCAGTATTTAATATCGTTGA -TTACGAATTATGAAATTTGAGCTTTGAAAACTGAATAAAGAGGAGGTGTGTAAAATAATAGTTAATATTT -TAATTGGATTGGCCTGCGGATTAATTATTGCAGTAATTGCTTCTAAAATATTTTATGATAGAGGTTTTGA -GGCCAGAAAAAAGCAGGCAGAAGCCCAGATAGGCAGTGCCGAGCAGGAGGCCCAAAGAATTGTTGGAGAG -GCTTTGAAACAAGGTGAGAATAAGAAGAGGGAAGCACTTCTTGAGGCTAAAGAAGAAATTCATAAAAGCA -GAGTAGAGCTTGACAGGGATATAAAGGACAGACGAAATGAGTTTATGAGGCAGGAAAGAAGGCTTGTTCA -GAAGGAAGAAACACTCGACAAGAAAGTAGAAGCACTCGAACAGAAAGATGAAGCTTTAAATAAAAAGCTA -AAGGATATTGAAGTTTTACAGGAGCAGTCTGGAGAGCTTGTTAAAAAGCAAACCGAAGAGCTTGAAAGAA -TTGCTGGATTATCTGTAGAAGATGCTAAAGAATACTTGCTTCGTAACATTGAAAACGAAGTAAAACATGA -TGCTGCGGCACTTATTAAGGAAATTGAGGCTAACGCCAAGCAGGAAGCTGACCGCAAGGCAAAGGATATA -TTGGCAACTGCGATTCAAAAGTGTGCTGCCGACCATGTATCTGAAGCTACTGTTTCCGTAGTACCTTTAC -CTAATGATGAGATGAAGGGAAGAATTATCGGTCGTGAGGGTAGAAACATAAGAACTCTTGAGACATTGAC -AGGAATTGACTTGATTATTGATGATACACCTGAGGCCGTAATACTGTCTGGATTTGATCCTATCCGAAGA -GAGGTTGCCAGATTAACTCTTGAGAAGCTTATTCTTGATGGAAGAATTCATCCGGCAAGAATTGAAGAAA -TGGTTGAAAAAGCTAAGAAAGAAGTTGACAATACCATTCGTCAGGAGGGTGACAATGCAGCATTTGAAAC -AGGCGTACACGGCTTGCATCCGGAACTTGTAAGACTATTGGGTAAACTGAAGTTCAGAACTAGTTACGGA -CAGAATGTACTTAACCATTCCATAGAGGTATCTCATCTGGCAGGTATAATGGCTGCTGAACTTGGTGTTG -ATGTTCTTCTGGCAAAAAGAGCTGGTTTGCTGCATGACATCGGAAAGGCTATTGACCATGAGGTTGAGGG -TTCCCATGTTACTATCGGTGCCGATGTGGCTAAGAAGTACAAGGAAAGTACCGATGTGGTAAATGCCATT -CTTTCTCATCACGGTGATGTTGAGGCAACAAATGTAGTTTCAGTACTTGTACAGGCTGCGGATTCTATTT -CAGCAGCAAGACCAGGTGCGAGAAGGGAAACACTTGAATCCTACATCAAGCGTCTTGAGAAGCTCGAAGA -GATTGCAAACTCCTTTGAGGGAGTTGAAAAGTGTTTTGCAATTCAGGCAGGAAGAGAAATCAGAATTATG -GTTAAGCCTGATGTTGTAAATGATACAGATATAGTTCTGAAGGCAAGAGAAATAGTCAAGAAGATAGAAG -ATGAGCTTGAATATCCCGGACAGATTAAAGTTACTCTGCTAAGGGAAACTAGAGCTATTGAATATGCAAA -ATAATTAGTTAAAATATAATAAAAAAGCGTGGATTCCACGCTTTTTTATTTTTAGCAGGTTTACCGTAAG -GTGTTACTTTTTATTGATATATGTATTATAATTGTTATAGATTACGGCATTACGTACTTAAAAATGAATG -TCTGTACATAATAACAATAGCTTAAATAAATTTTGGAGGCAAAGAATTGAAGATACTTTTTATTGGTGAT -ATTTTTGGAAACCCGGGAAGAAAGGCTGTAAAGGAATTTGTACCACAGCTAAAAAAGGACCTGGGGATAG -ATTTTTGTATTGCCAACGGCGAAAATGCAGCTGCGGGAAGCGGCATAACCTATCTGATTGCTCAGGAGCT -TTACAAGTCAGGTGTCGACTGTATTACACTGGGAAACCACACATGGTCCAAGAAAGAAATTCTGAATTTT -ATAGATTCTGATCAAAATATTGTAAGGCCGGCAAACCTGCCCGGAGATATCCCAGGAAGGGGATATACCA -TCTTAAAAGCAAACGGGAAGGAACTGGCTGTATTAAACCTTATGGGTAGGGTTTATATGGATAGTATTGA -TTGTCCGTTTCAGGTGGCGGACAGGGAATTGCAGGAAATAAAATCTAAAACTAAGGCAGTTTTTGTAGAT -ATGCATGCAGAAGCCACCTCAGAAAAGTGTGCTCTTGCTTGGTATTTGGACGGAAGAATATGCTGTTTGG -TAGGGACTCACACACATGTACAAACCGCAGACGAGAGAATTCTACCCTGTGGTACTGGGTTGATTTCCGA -TGTTGGAATGACGGGACCTTATGATGGTGTAATAGGTGTAGACAAGGAATTGATTATCGAAAGATTTATA -ACAAGGATGCCTCAAAAATTTGAGGTTGCAAAGGGTAGGGTACAGTTTTGTGCTGTTCATCTGGAGGTTG -ATGAAAAAACTGGAAAATGTATTACAATTGAGCGTATATTTAAAGTAGCGGATTCTTTGGAGGGAAAATA -ACGGGGGTATAAATGATAGAAAGCAATGACAAAATTACTTTAAAACAAAAGAATGACTTATTATATATTC -AGTTTCAGAATCTCAAAGAATATGAAGATATACTTACACATTGCTTTACCACAAGGCTTGGAGGTGTAAG -TCAGGGAGCATTTTTTTCATTAAACCTCAGCTTTAGCAGGGATGACATCAGGGAAAATGTTCTTGAAAAC -TACAGGCGGCTTGCGGATGCAATCGGAGTTGAATACAATAAAATGGTTTTATCGAATCAAATACATGATA -ATAAGATAAGAATAGTTAGTGCTGCGGATGCAGGCAAAGGACTGGTTATGGAAAGTGACATTGTAGGTTT -TGACGGACTTTCGACAAATCAGCCGGGAATACCGCTGGTAACATTTTATGCTGATTGTGTCCCTGTACTA -TTTCTAGATCCGGTAAAAAAGGCCATTACTGCTGTCCATTCCGGTTGGAGGAGTACGGTGAAAAATATAT -CTTATGAAGCATTAGTGCTTATGAAAAACACGTACAATAGTAATTATAACGATATACAAGTAGCTATCGG -ACCATCCATATGTATGAATTGTTTTGAGGTTGGTAAGGAAGTATACGACAGCTTTAAGGAAAAATTCAGC -TGGTGTGATACATATACGGAGTATAGAGACGGAAAGTATTACATGAGTCTGCAAAAAATTATTAAGCATG -TTTTAACTGACGCAGGTGTGCCTGGGGAGAATATTATGGTAAGTGATGTATGTACCAAATGCAATACTGA -TCTCTTCTTTTCCTTCAGGGGAGATAAAGGGAAAACGGGCAGTCTGGCCGCAGTTATGATGCTAAAATAA -CAGAAAGAATATTTTAGAAAAGATTATTTGTTGGAGAAAAAAATGATGACAAAAGCCTTGAGACTTATTT -CTTTATTCATAATTACAGGACTGATGCTATCTGCATGTTCTGTTAATCTTAATAAAAAATCTGCCAATCA -AGATGAGGATATTTATGAAGGTAAATATGATATATTGGACAAAGGCCCTGAAAAAGGAGGGTCTATACGT -CTGTTCAGTACACCTGTAGATACTTTAAATCCAATTTTGACTAATAACCAGTATGTTCAGGATTTTTTGG -GATTTGTATTTGAAGGACTCTATAGATTAGACGAAAAGCAGCAGCCTGTGCCTGTTTTAGCAGAAAGAGC -AGTTACTTCAGCTGACGGATTAAAACTTACAGTAACTTTAAAAAAAGGAATTAAATGGCACAATGGATTA -CCGCTTCAAGCCGGAGATGTAGTGTTTACTATAAATAGTATAATGGATACTAAGAACAGCAGCGTGTATG -CAGCTAACTTACAGAATATCGCTTCTGTAACTGCGGGAAATAATAATTCAGTTGTAATTACGTTGAAAAA -ACCTGATTCAATGCTGTTATACAGCCTGACCTTTCCCGTTATATCTATGCAGTATTTTAATAAAGAAAAA -TTGAGTGATAAAAATTCAAAGAAAAATCTCTCACCTGTAGGTACGGGACCTTATACTTTTGTATCATATA -ATGCAAAAAACGGAGTAAAATTTAAAGCCAACGATGATTGGTGGAACAAAGGCAATTCAGAAGTAACGAC -TCCCTATATCCAATCATTGGAGATTAAAATATTCGAGAATGCCGGGAAAGCCACTAAGGTCTTTCAGTCC -AGGGATGTTGATGTGGTTACGGTTGATCACAGTGAGTTTAAAAAGTATATCAATCGTACTGATATTTCAC -TCAAACGTTATCCCGGTAAAAACTATGAATTTCTATCACTCAATGTTACAAAAGGGCCAATGGCAAATAA -AAATTTGAGAAGTGCTTTGGGTGGATTTATAGATAAGAAAAAGCTTATTGATACTGCAGTACAGGGGATT -GCGATACCTGCTGAATTACCGCTTTTCCCTAACTCTTGGATAAATCAGTTGGTAAATATGGAACAGTATT -CAGACTTAAAAAAGGCGAAACAGCTTATGACACAAAGCGGATATGTTCTTTCGAAAAATAAGTATGTAAG -CAAAGCAAACAGTAGAGCATTGTCATTAAAGCTTATTGTTAATCAGGATAACACATTAAGAGTAAATACT -GCCGATGCTATCGCATCTCAATTGGTTAAAAATGGAATAAATGTGGAGGTTGAAAAGCTGACTTGGGAGA -ATGTGCAAAAACGAATAAAATCCGGTGCATATGATATGGCTTTACTGGGATATCAAATTTCAACAAAACC -GGATTTGTCCTTTGCTTACTCTACAGATAGTATAGAGTCAGGGCTCAATACGGCAAAGTACAGCAACCCT -GCTGTTGACGGGTATCTTCAACAAATTTTAACTCAATCTGACATTGAAAAACAGAAAAGTTTATATACCA -AACTTTTAAATACTGTTCTTGACGAAAGGCCGTACATAGGCTTATATTTTATCTCCCAAGGTATAATGTG -CAGTAAAAATATTAAAGGAGCGATAAACCCTAATGTATGGAACAGTTATAACGATATTTCACAGTGGTAT -GTACCGCAATAATCATATATTTTGAATGGAGGACAAAATATGCTTTGGGCATTGATTATTATCTTGGGAT -TCGCAATGGATAGGCTTAGCAAGGTCTGGGTTTTGGATAAAATTGCAGGGAATCCCGTAACCGTAATAAA -AGATTTTTTTTACTTGAGACATCTTGAAAATGATGGTGCTGCTTTCAGCATTTTACAGGGGAAAACGGTT -TTTCTTATTTTAATGGTATCTGTAGTCTCTTTGGCAATGTTATATTATCTCATTAAAGAGAAAAACAAGT -TTTTGCGTCTTTCCTTGTCACTTATCCTAGGAGGTGCATTGGGAAATCTGTACGACAGGATTTTCAGTAA -CGGAAAAGTGGTGGATTTTCTGGAATTCCATTTTGGGTCTTACGTTTTTCCAACCTTTAATGTTGCGGAC -ATATTGGTTGTCGTTGGAACAATTCTCCTTGCGATATATATTTTATTTTTGTACAAGGAAGAAAAGCCTG -AACCCGTTCAACAAGAACAGGTCAAGGATGAAGCAAAATAAACAAACTATACTTTGTTCACGGAGGTTGC -TTTGAAAGAATTTATTTTGAATTGTGATACTGACGGAGTAAGGATAGATTCATGGCTCGCCGGAAATTTA -GAAGATTATTCAAGATCTTATATTCAGAAGCTATGTCTGGATGGCAATGTCTGGGCAAATGGAATACAGG -TAAAGTCAAATTACAGGGTGAAAACGGATGACAATATTAAAGTAAATGTTCCTGAAGCAGAAATTCTTGA -TGTAGAGCCGGAAGATATTCCACTTGATATTGTATATGAGGACAAGCATATTATAGTTATAAACAAACCC -AAGGGAATGGTAGTACACCCTGCGGTTGGAAACTACACGGGAACCTTGGTTAATGCGTTAATGAAACACT -GCGGGGATAGCTTATCAGACATAAACGGTGTTATAAGACCCGGAATTGTGCATAGGATTGACAAGGATAC -ATCTGGGCTGCTTGTGGTAGCCAAAAGCAACATTGCACATGAGAGGCTCTCGGAGAAGCTTAAAACCCAT -GACATAAAAAGAGAATACATTGCACTTGTCGACGGTATTATATATGAAAACAGCGGAAAGATTGATGCAC -CCATTGGAAGAAATCCAGTTGAACGAAAAAAGATGTGTGTTAATACTGAAAACGGCAGAAATGCTATTAC -TCATTTCAAGGTTCTAGAAAGATTTCAAAATGCTACCTACCTTGAGTTGAAGCTTGAAACCGGCAGAACC -CATCAGATCAGAGTACACATGGCTTATATAAACCACCCTATTATCGGGGATATGGTTTACGGGAGAAGAA -AGCAAAAGTATAAGACAAAGGGACAGGTGCTTCATGCATGGAGACTTTCATTCCAACATCCAATAACGGG -TGAGGAGGTAAAGTTTGAGACAGCTGTGCCTGAATATTTTCAAAGAATTTTAAGTCAATTAAGAGAAAAT -CTATAGACAAGCTGTTATTGTTATGGTATTATTTCATGTAAAAAGACAGTTACCTTTAAATTAGTCCAGA -GAGGCTATAAGGTCAGATTTTAAAATATACTGCATTTATGTATAATCATCATAGTATGGTTGTATTTGTA -TATGTTAAGCTTCTTGCCTTATGGCAGGAAGCTTTTTTAGCTGTCAGGCTAAACTGGCCGAATCAAGCAC -ATTATAATATACGCTGTAAAAATGAGAGGAGATGGCCTAATGGGACACACCGAGATAATGGATCAAAACG -CAATAGCAAGAGCAATTACTAGAATTTCCCACGAAATTATTGAAAAAAATAAGGGAGTGGAAAACCTGGT -ATTAATTGGGATTCAAAGAAGAGGCGTTCCCCTTGCAGGGAGAATAGCCGAAAAAATAAAAGATGTTGAA -GGCAGGGAAATCCCTGTAGGAATTCTGGACATAACACTGTATCGTGATGATCTTAGCCTCTTAAATGAGC -ATCCAGTTATAAATGGTACAGAAATTAACTTTGATATTGCGGGAAAGAAACTGGTGCTGGTTGATGACGT -TATTTATACGGGAAGAACCGTAAGGGCAGCTATTGACGCACTTATGGATATTAACAGACCCAAAATGATT -CAGCTTGCGGTACTTATTGACCGGGGACACAGAGAGCTTCCAATAAGAGCTGATTATGTAGGAAAGAACG -TACCTACTTCAAGAAGTGAGATAGTACACGTTAACGTTTTTGAAATTGATGGTTTAAACAATGTTACTAT -AGCCGACAAGGAATAGGAGAAAGAAATATGAACTTAAAATCCAAAGATTTATTAGGACTGAGGGATATTT -CGGCAGAAGAAATTGAGTATATTCTGAACACCGCCAAAACAATGAAATGTATTGTTACATCTAATAACAA -AAAAACAGCACATTTACAGGGAAAATCAATTATTACACTATTCTACGAAAACAGTACTAGAACGAGACTT -TCATTTGAACTGGCTTCCAAATACATGGGAGCCAGTGCCGCAAATATATCAGCATCAAGCAGCAGTGTAC -AAAAGGGCGAAACCTTAATAGACACAGGAAAAACAATTGATTCTATGGGTTCGGATATAATTATAATGAG -ACATCCCATGTCCGGTGCACCACATCTGCTGGCCAAGAATGTAAAATCCTCAGTAATAAACGCAGGTGAC -GGTATGAATGAGCATCCGACTCAAGCTTTGCTGGACATGTTTACCATACTGGAGAAGAAGGGTACATTAA -AAGGCCTGAAAGTTGCCATAATAGGAGATATACTCCACAGCCGAGTTGCCAGAAGCAACATATGGGGACT -GACGAAAATGGGTGCGGAGGTTAATGTAGCAGGGCCTGCTACACTGATACCGCCTGAGATTGAAAAAATA -GGTGTAAATGTTTTTAGTACGGTTCAGGAAGCAATGCTTGATGCTGACGTTGTCATGGGTCTTAGAATTC -AACTGGAGCGTCAGAAAAAAGGATTGTTCCCCACTATAAGAGAATACTCAAGGTTTTTCGGAGTAGACGA -TAAAAGGCTAAAGCTTGCCAAGGAGGATGCAATAGTACTGCATCCGGGTCCTGTAAACAGAGGGGTTGAG -CTTTCTAGCTCAGTCACAGACGGTGAACAGTCTTTCATAGACGAACAGGTAACAAATGGCGTTGCCGTAA -GAATGGCTTTGCTATATCTTTTAACAAGGAGGGGAATCGTTAATGAAGTTACTGATTAAAAACGGACATG -TTTTGGACGTAAAAACCGGCTTGGACAGGGTTACCGATATATTAGCAGTAGATGGTATTATCCACGAGGT -AGGAAGTAAAATAGATGAAGCAGGCTGTGAAGTAATTGATGCAACGGGCTTATATGTAACCCCGGGGCTG -GTCGATGCTCACTGTCACCTGAGAGACCCCGGATATGAGTATAAGGAAGATATAGAGTCAGGAACTAGAA -GTGCGGCAAAGGGAGGTTTTACCTCGGTTGCATGCATGCCAAATACCAACCCGGTACTGGACAATGAAGC -AATGGTAAAGTACGTAATAAATAAGGCGAAAACCGATGGTTTTTTAAATGTATTTCCTATTGGAGCATTG -TCAAAAGGGCTAAAGGGAGAGGAACTAAGTGAAATCGGGGAGCTCAAATTTGCAGGTGCAGTTGCACTTT -CAGATGATGGCAGACCTGTCGGTAACTCCTCATTAATGAAAAAGGCAATGCAATATGCTTCAATGTTTGA -TATAACTATTATTTCACATTGTGAAGACCTTGACCTGGTAGATGAAGGCCTTATGAATGAAGGATATCAG -TCATCAATTCTTGGTTTGAAAGGCAATCCTGCTCCCGCTGAAGAAGTAATGATTGCAAGGGATTTGATAC -TTGCAGAGTATACAAAGGCAACAATTCACATTGCCCATGTAAGCACAGAGCTGGGAGTTGATTTAATAAG -AAATGCAAAAAGAAGAGGTGTAAAAGTTACGGCTGAAACGTGTCCGCATTATTTTACACTGACAGATAAT -GCTTGTGAAGGGTTTAATACAAATGCAAAGGTAAATCCTCCGCTAAGGACGCAAAAGGATGTGGATGCAA -TAATTCAAGGCCTGAAGGATGGCACCATTGATATTATCTCAACAGACCACGCCCCCCATCATATAGACGA -AAAAAATGTAGAATTCAAGATTGCCGCAAATGGAATGGTTGGCTTTGAAACAGCTTTTCCCTTGGCAGTA -ACCTATCTGGTTAAACCCGGACACCTTTCCCTGAAAGAACTTGTATACAAAATGAGTTTTAATCCATCAC -AAATGCTTGGACTAAATAAAGGTACTATCGAAGTCGGAAAACTTGCTGATTTGATAATTTTCGATTTAAA -TGAAGAGTACAAGGTTAATATTACAGAATTCGAATCAAAGAGCAAGAATTCACCATTTAACGGTTTATTA -CTTTATGGTCAGCCCCAGTATACCATTGTGGGTGGAACCCCTGTAGTAAGAAAAAAGGTACTGTTGTAAA -AAAAATTATTATACATTGGGCTTTTCAAGCAGTGATAATTATGAATGCCCGGAAATGGAGATAAAAATGT -TTATTGACAGACTTATAGAGAGTATTCAGGAAAAAAATAATCCCACAGTTGTAGGTTTAGACCCCAAGAT -TGAATATGTGCCTACTTTTATTAAAGAAAAAGCCTTTAAGGAATACGGTAAAAACTTAAAGGGTGCTTCT -GAAGCAATTTTAAACTTTAATAAAATGATAATTGATTCAATATATGATCAGGTTCCCGCAGTTAAGCCAC -AGCTTGCTTACTATGAAATGTATGGAATTGATGGATTGATTGCTTTCCAGGAAACCTGTAAATATGCAAA -AAGTAAGGGTTTGATCGTTATAGCAGATGGAAAGAGAAATGATATTGGCACAACTGCCGAGGCCTATTCA -AAGAGTTTTCTGGGCGAGACAGAAATAGACGATGGAGTAAAGCAAAAGGTTTTTGATGTAGATGCTCTTA -CAGTTAGTCCATATTTAGGAATTGATGGTGTTAAACCTTTTATTCAGGACTGCATTAATTATGACAAGGG -AATATTCGTGCTGGTAAAAACATCCAACAAATCTTCGGGGCAGCTTCAAGATATTGTAACTCAACAATGC -AAAAGTATTTATGAAGTTATGGGCGGTTATGTACAGGAATGGGGAAAACCTCTCATGGGCAAATATGGCT -ATAGCAGTGTTGGAGGAGTGGTTGGAGCAACATACCCTAATCAGGCCAAGTTGTTAAGGTCAATTATGAA -AAATGCATATTTTCTGGTTCCGGCGTACGGTGCACAGGGAGGAACAGCAAGAGATTGTGCAAACTCATTT -AACAGGGATGGACTTGGGGCAATTGTTAGTGCATCCAGAAGTGTAATTTGTGCATATAAGTCTGATACAT -GGAAGAATGAATATACCGAAGAGAAGTTTGCAGAAGCTTCGAGAGCAGAGGTTCTTAGAATGAAGGAAGA -TTTGAACACTGCACTTGGCAGGTAATCAGATATTAATAGAAGACACAGAGGTGAAAATATGAAGGCTTTT -TTATTACTGGAAGATGGAACTATATTCGAAGGCAACAGCTTCGGAATGGAAGGAAAAGTAGTTGGTGAGG -TGGTTTTTAATACGGGTATGACAGGTTATCAGGAGGTTCTGACAGATCCGTCCTACTGCGGACAAATCGT -ATGTATGACATACCCTTTAATTGGCAACTATGGCGTAAACATAGAAGATATTGAATCCTTGAAACCACAG -GTTAAGGGGTTTATAGTAAGAGAGCTTTGTAAAACTCCAAGTAACTGGAGATCAATTGAAACCTTGAATG -AATATCTCAAAAGAAATGAGATAACAGGTCTTGAGGGCATTGATACAAGAGCATTAACAAGGATTCTGCG -TGACAATGGCACTATGAAGGGTACTATAATTACAGCGGAACAGCTGGAAAATATACAGGAAGAACTTACA -AATGTAAACAGCTATACAGTCAGCAATCCGGTGCTACAGGTAACTACACGTGAGATAAAGCACTACGAAG -GAGAAGGATACAAAATAGCACTTCTGGATTACGGTCTTAAACAGAATATTGTAAGATCACTGTTAAACAG -GGGCTGCGAAGTATATGTTTTCCCGGCAACAGCAACAGCGGATGAGGTTTTGGGGGTAGATCCCGATGGA -ATAATGCTCTCTAACGGACCCGGAAGCCCAAGGGAATGTCAGTTCCAAATAGATACTATAAAAAAGCTTA -TCGGCAAAAAGCCAATATTCGGAATTTGCCTTGGACATCAGCTTGCAGCCTTGGCCAACGGAGCCAATGC -CATAAAGCTCAAATACGGGCATAGGGGCTGCAACCATCCTGTAAAAGATATTGAAAAGGATCTCACCTAC -ATTACTTCCCAAAACCATGGATACACGATTGTTGAAGAATCACTTAATAAAGAAACTATGACTGTAAGTC -ATAAAAATATGAATGACGGAACCATCGAAGGAATAAAGTACAAAAACGCTCCGCTCTTCACTGTGCAATT -TCATCCGGAAGCATCACCGGGGCCGGAAGACACAGCATATTTGTTCGACGAGTTCATTAAAATGATAGAT -TATTCAAAAAATATTTTATAAAAGAAGCTGGAGGGATAATATACATGCCAAAACGTAATGATATTCATAA -AGTATTGGTTATCGGGTCCGGTCCGATAATAATTGGTCAGGCCGCAGAATTTGACTATGCCGGAACTCAG -GCGTGTCAGGCACTCAAGGAAGAAGGAATAGAGGTAGTGCTGGTAAACAGTAATCCTGCCACCATAATGA -CCGATACGAATATAGCAGACAAGGTTTATATAGAACCGCTTAAAGCGGAAGTAGTAAAAAATATAATACG -ATGTGAAAAACCTGATAGCATTTTACCTACACTGGGCGGCCAAACAGGCCTGAACCTGGCAATGGAACTT -GCAGAATCAGGTTTTTTGCAGGAGCAGGGAGTAAAGCTTCTGGGAACCGCCACCGAGGCTATAAAAATGG -CAGAAGACCGACAGGATTTTAAGGATACCATGGAGCGTATAGGCGAACCCTGTATTGCAAGCAAGGTTGT -TACCACAATAGAGGATGCAATTGCATTTGCACGTGAGATTGATTACCCCGTTATTGTAAGACCTGCATAT -ACACTGGGAGGAACAGGTGGAGGAATCGTCAATAATGAAGAAGAACTGCGGGAAGTAGGAGAAAACGGTT -TAAGACTCAGCCGTGTTCACCAGGTTTTAATTGAAAAATGCATATCAGGATGGAAGGAAATAGAATATGA -AGTAATAAGAGACGGTAAAGGAAACGTTATAACTGTATGCAACATGGAGAATATTGATCCGGTTGGAGTA -CATACAGGGGACAGCATAGTTGTTGCACCTTCTCAGACTCTTGCAGACAAGGAATATCAGATGCTGAGAA -CCTCGGCATTAAAAATAATATCAGCCTTGGGAATACAAGGGGGCTGTAATGTACAGTATGCACTTCATCC -TACAAGCTTTGAATATGCTGTAATTGAAGTAAATCCCAGAGTAAGCAGATCTTCGGCACTGGCCTCCAAG -GCAACGGGATACCCTATAGCAAAGGTTGCTTCAAAGATTGCGATAGGCTATGGTCTTGATGAAATAAAAA -ATGCAGTAACCGGAAAGACGTATGCATGTTTTGAACCAACTCTTGACTATGTCGTAGTAAAAATACCAAA -ATGGCCATTTGATAAATTTGTAAAGGCAAAGAGAACACTGGGAACCCAGATGAAGGCAACTGGAGAGGTA -ATGTCTATAAGCAGCTCCTTTGAGGCGGCATTAATGAAAGCAATACGTTCCCTAGAACTGGGAATATTTA -CACTGGAGCAGGACATATATAAAAATCTTGAAGGCAGCGAGATTGTGCAAAAGCTTCATGACATAAACGA -TGAAAGAATATTTGTCATAGCAGAAGCAATAAGACGTTCTATAACAGTTGAAGATATTCATGAAATAACC -AAGATAGATTATTTCTTCCTTTGCAAGATAAAAGAGCTTGTAATAATGGAAGAAAAGCTTAAAAATGTAA -GTAAGGATCAGCTAAATAAGGATGTCCTAAAAAAGGCAAAGAAAATGGGCTTTACAGACACGATAATCGC -CAAGCTGTCAGGGATTCCTCAAAAAGAGATAACCGAACTGAGAAAGCAGAAAAATATTATAGCGGCATAT -AAAATGGTTGACACCTGTGCAGCTGAGTTTGAGGCTGTGACACCATACTACTACTCAACCTATGATGATT -TTTCAGAGGTTAAGGAATCCCAAAAAGAAAAAGTTCTGGTTCTTGGGTCAGGCCCAATAAGAATAGGTCA -GGGAATAGAATTTGACTACTGCTCTGTACACTCTGTATGGGCTTTAAAGGAATTGGGTTATGAAACAATA -ATTGCAAACAATAATCCTGAAACGGTAAGTACTGATTTTGATACCGCTGACAGGCTTTACTTTGAACCAT -TGACGGCCGAAGATGTGGCAAATATTGTTGAGGCTGAAAAGCCCAAAGGAGCTATAGTACAGTTCGGTGG -ACAAACTGCCATCAAGCTCACAAAGGCTCTGGATGATATGGGAGTAAAAATATTTGGTACAGAAGCTAAA -AATGTAGATGCTGCCGAGGATAGGGAAAAATTTGATGAAATACTCGAAAAGACAGATATTCCAAGACCTC -AGGGCAAGACAATATTCACTCTTGATGAAGCAATAGCAGCAGCAAATGAACTGGGCTACCCGGTACTTGT -CAGGCCTTCCTATGTACTTGGAGGGCAAGGTATGGAAATAGCTTACAATGACAAGGATGTTAAAGAGTTT -ATGGAGATTATAAACAGAACTGTTCAGGAGCATCCTATACTTATTGACAAATATATGATGGGTAAGGAAA -TCGAGGTTGACGCCATATGTGACGGTGAAGAGATATTAATACCCGGTATTATGGAACATCTTGAGAGAGC -AGGGGTTCATTCAGGTGACAGCATATCTGTATATCCTACACAGACTCTAAGCGACAAGGTTAAGGAGGTT -GTAGTAGATTACACTATAAAACTTGCAAAGGCCTTGAATGTAATAGGAATGGTAAATATCCAGTATGTTT -TATACAACAACCAGGTTTATGTAATAGAGGTAAATCCAAGATCAAGCCGCACTGTTCCTTATATCAGCAA -AGTAACAGGAATTCCTATGGTAAATCTTGCAACAAAGGTAATGATGGGTAAGAAGCTTAAAGACTTCAAG -TACGGAACGGGATTATACAGAGAACCCGGATATGTTTCAGTTAAGGTTCCCGTATTTTCCTTTGAAAAGC -TCGATGAAGTTGACACAAGCCTTGGGCCTGAAATGAAGTCAACAGGTGAGGTGCTTGGAATAGCGGACAA -TTTACCCGAAGCTTTGTACAAAGGCATTATAGCGTCAGGAATCAAGCTTCCAAAGTCGGGTGACGGAATA -CTTATGACAGTGAGAGACACCGACAAGCCTGAGTTGATTCATATTGCTGAGGAATTTGAAAAGTTGGGCT -TCACCCTCTATGCAACAGGCAAGACTGCAAATATGCTTAATAACAACGGAATAGCAACAAATGCGGTAAG -AAAGCTGGATGAAGGCTCGCCAAACATTATTGAACTAATTCACGCAGGCAAGCTTTCAATGATAATAAAT -ACCCCCACAAAGGGAAGAAACTCAGACAGAGATGGTTTCAAAATAAGAAGAAAAGCAGTTGAAATGTCAA -TACCATGCCTCACCTCGCTTGATACGGCAGAAGCAATTATTAAGTGCCTCAAGCTCGGCAAGACCGAAGG -TGAGCTTGAAGTTCTGAATTTAAGCATATTTGACGAGTAAAATACCGGAGGTAAATATGGGTAAGATTCT -AAAGGAACAGATTGTAAGCACACAAATGCTATGCAAGGATGTCTTTAAAATGACTATCAAGTCTGAGTAC -GTTGCTTCTAATGCAAAACCGGGTCAGTTTGCTAATATCAGATGCGGTGGGTTAGATGCAATGCTCAGAC -GTCCTATAAGCATTTGCGATGTAAATAAGTCTCAAGATACGTTTGATATAGTTATTCAGGTAAAGGGAAG -CGGTACCGAAAAGCTTTGCAGTATGTGTCAGGGAGATGTTGACATAATGGCACCTCTGGGAAATCCTTTT -ACAATAGGAGATAAGTATAAAAATATATGTGTTGTGGGAGGTGGTATTGGAACCTTCCCACTCCTTTATC -TGCTAAAATCCTCCCAATCAATTCACAAGACTGCTTTACTTGGATTCAGAAACAAGGAAGCAGTTGTTCT -GGAGGATAAATTCAAGGCTGCCGCAGACACTGTGGAAATAGCTACAGATGACGGGTCATATGGGAAAAAG -GCCTTTGTGACAGAATTGCTTGAGGAGAAAATTATGTCCCAAAAGCCTGATATTATCTATACCTGCGGGC -CGACTATAATGATGCAGAAGGTCGCGACTATTGCCGAGAAAAATGGAATCCCATGTCAGGTGTCTCTGGA -ACAACGAATGGGGTGTGGTATAGGTGCATGTCTGGTTTGTGCCTGCAAAACGAAAAAAAGTGATGACTGG -GGATTCGGCCATGTTTGTAAGGATGGGCCTGTATTCTGGAGCACGGACATATACTGGGACTAATTAGGAG -GGTATTGATTTATGTCAAATAGGATAGATTTAAGTGTAGATATTGCAGGAATCCGGTTTAACAACCCTGT -TATAATGGCATCCGGTACCTATGGTTTTGGTAAGGAATACAGCGAGTATGTTGATTTGAATCAAATCGGA -GGAATTTCCGTAAAGGGGCTTACTCTCAAGGAAAGAAAAGGCAACAAGCCGCCTAGAATAGCGGAAACTC -CTGCAGGTATACTTAACAGTGTAGGGTTGCAAAATCCGGGAGTTGAAAGTTTCATAAAGGATGATTTGCC -GTTTTTGAAAAATCATAAAACTAAAATAATTGCAAACATTGCCGGAAATACTATAGAAGAATACTGTGAA -ATGGCGGAAATACTAGCCAGTTCAGGTGTAGATGCCATAGAAATGAATGTGTCGTGTCCGAACGTTAAGG -CAGGGTGCCTTGCTTTTGGGACTACGCCCAAAGGCATAGAGGAAATTACATCTGCAGTAAAAAAGTACTG -TAAGCAGCCATTGATAGTAAAGCTGACTCCAAATGTCTCCGACATTAGGTCGATAGCAGTGGCTGCCGAG -GGGGCAGGTGCAGACTGTATATCACTTATAAACACAATATTGGGACTTGCAATCGATATAAATAAAAAGA -AACCAATTTTAGCAAACAATTTTGGAGGCCTTTCAGGCCCTGCGGTAAAGCCTATTGCATTAAGAATGGT -ATATGAAGCTGCACACTCGGTTAAAATACCTGTAATAGGAATGGGAGGAATTAGCTCATGGGAGGATGCC -ATAGAATTCATTCTGGCAGGAGCATCAGCTATAATGGTTGGTACAGCAAATTTCGTTAACCCCATAGTTC -CGATAGAAATAATAAGCGGAATTGAAAAGTATCTTCAAAGTAATGGACATACAAATGTAAACGAAATTGT -GGGAAAGCTTGAGTTAAATGACTGATAAATTTGCTATAATTAATATTGTTGTATTATATTTATAATATTG -GAGGTACTCATGAAAACAAGGCTTATATTTGTAAGACATGCGGAGGCAGAAGGTAATTTCAACAGAGTAT -TTCATGGATGGTATGACAGTAGGGTTACGGAAAAAGGGCATAAGCAAGCAAAGGCAGTAGCAGAAAGACT -TGCGGATTTGCCTATTGACATAATTTATTCAAGCAGCTTGACAAGAACCCTGCAGACAGCACAGTATATA -GCTGATGTTAAAAAACTCCCTATTATCCGAACTGACAAAATGAAGGAAATCAACGGTGGCGACTGGGAAG -ATGTGGCATGGGAAGTACTTCCCCAAAAATACCCAAATGAAAACTACACATGGGAAAACGAACCCCATAT -GCATCAGATGCCTAACGGTGAAAACATGGAGGAATTCTATAACCGCCTTATGAAGGAAGTTATGAATATA -ATCAATCAGAATAAGGGGAAGAGTATATGCATAGTCACACACGGTACTGCTATAAGGGCAATGCTCTGCA -GGTTTTACGGCAAGTCTCTAAAGTATATGAAAAATGTGCTGTGGCATGATAATACATCAGTAACCATTGT -CGATTATAATGATGAAAATGATGAGTTCCAGGTTGTACTTGAAGGTGGTATTGAACATTTAGGTGAGGAG -TTGAGTACTATTCAGAATCAGGAATGGTGGCAAAACTACATGGAGTCAAGGCAAAAAAATAATTAACTTT -TGGGGGAGTTAAAATGGAAAAAAGTAATCTTATAAATTGGTTATTTAAAACCAATGCTGTAAGGATATGT -CCTGAAAACAAGCCATTTTGGTATACGTCATCCAAAATTGGCCCTTACTACATAAATACACATTTTCTTT -ATGGCAGTGAAGAAAAGGCAAATAGTCTTTTAAAAGTAATTGATGTATGCAAAGAAAATAAAATGGACTG -TTCAGAGATAATACTTGAACTTGCCCGTAAGAACTTTGAGACTGACGAGATATACAGAGGCCTCATAACA -ATGATGTGTGAGTATATAAAGAGTAATATTAATATAAAAAATGTAGGATATATTTCAGGTGGAGAAAGAA -GAGACTGGTTCTTCTCGCTGATAATAGCTGATATTCTCAAAATACCTCACATAACAATATTCAAAGATTT -GACAGCTGTACTGTATAAAGATGGTATATCATCAGATGTAGCTGACCTTAGAGGAGCAAATGTACTTCAT -ATAGCGGATATAATAACGGAAGCTTCCAGCTATGTGCGTGCATGGATTCCGGCTGTTAATAAACTAAATG -GTAATTTGAAATACAGTCTTGTAGTAATTGACAGATTACAGGGAGGTACTGAAAAGTTAAAGGATGCAAG -TGTTGAATCCCACGCACTTATGAATGTGGATAAGGGTCTTTTTGACGGTGCACTTACGGGTGGGCATATT -TCATCCGAGCAATATGCCTTGCTTATGAAATATCTTGACAATCCAACAGGCACTATGAAGGAGTTCTTAA -TTAACCATCCTGAGTTTCTGGAGAATTCCCTTAATGCAGATCCCAGGACCGCTGAAAGAGCTCGTATCTG -CATAGAACAGGATATTTATGGTCTGAAATAAATAATTGCTGAATACATATACCATTGAAAGAATATGGAA -TTCAATAAAGAACTCGATAGGGTTGGAGTGATTTAATGAAGAGATTTGTATTTGTAGCATCCATAGTATT -GGCAGTTGGCTTTGTAGCAATATTATGCTACAGCCACTTTGCTTTTCAGGATGCTTTTTTCTTTCTCAGG -GGTGAGGTTAAAATTGAGAAAATAGTTTGTCAAGGGGATATGGACGGGGATGGTATTCCCGACAACGATG -ATATTGTACGGGGTGCCAGAATGGAGATAGCCAACAGGACAAAGTACCAAAGTACTTACTATGAGGGAGG -ATATCCGCCAAAATCAGAAGGGGTATGTACAGATGTTGTGTGGAGAGCACTCAAAAATGCAGGATACGAC -CTGAAGGCACATATGGATGCTGATATTTCAAGAAATACATCAGATTACAAAAGTGGTGTTATTATACCTG -ATCAAAATATAGATTTCAGGCGTGTAAAGAACCAGTATGTTTTTTTCAAAAGGTATGCTACCAATCTTAC -TACAGAGGTAAAGCCATTTGACAGGAAAAACTTATATGAATGGCAACCCGGTGATATAGTAATACTGAAA -AACAGTGACCATGTTGCTATTATATCGGATAAACGCAGGAGAGATGGAGTCCCCGCTATAATACACAACT -CCAGCACTTTTCCAATGGAAGAAAACTTGCTTGTAAAATGGAGCAAAAATGGCCGGATAATAGGGCATTT -CAGGTTCCCGCAAAATGATTTGGAATAAAAATGGAAGAAGGGATTTGGTGTGGCAACTCAAAAAACAAAT -GTTATGAGAATTTTGGATAGTGCGAAAATCAATTATAATATGTATACATACGACAGTAAGGGCGGAGCAA -TAGACGGTGTTTCAGTAGCCGAAAAGATAGGACAACCTGTTGAAAGAGTTTATAAAACACTGGTAACCAG -AGGAAACAGCAAGAACTTTTTTGTATTTGTAATTCCGGTAAGCAAGGAACTTAACCTGAAAGCTGCTGCA -AAAGCAGTTGGGGAGAAGTCCATAGAGATGATAAGAGTGGATGAAATCAATAAGGTTACAGGCTACATAA -GGGGAGGCTGTTCGCCCATAGGGATGAAGAAAGACTTCAAAACAGTAATTGATAGTACTTGTAAAAACCT -TGCTACAATTATTTTCAGCGGGGGGAAAATAGGTTTTCAGGTTGAGGTTAACCCAAAGGAATTGGTAAAT -TTCATAAAAGCGGGTGTGGAAAACATAACTGAATAAAGGCAATAAAACAATGCCACAGATAATGACGAAA -ATCTTAAAAGTAATAAAAGACGTATAAATGAAAAATTCTAGCTTTGAGGGATTTGGGGAATAAAATAAAT -GTTTACAATTTAATACAAATAATATAATATATACCTATAATAATTTATTAGGAGGGGTATATATGAAAAA -ACATCTTGTAATTCTCTTGGTTATGTGTATGCTCTTTACCAGTTGTTTTCCCATGCTGGTAATCCAAGCT -GAGGGCTTGGAGGATCTTCCTGCACCACAGGACCGTTATTTGTGGTCAATAGCAGCAAATGACAATGGGC -TTTTTGTGGCTGTTGGAGATTACGGTATTGTTAGGTTAACAGAAAATGGCATGGATTGGAAGGATATTCA -GCTTCCAACGGATTCACAGCTAAACTCAGTTGCCAGCAGAGGAATTCAGTTTGTAGCAGTAGGTGATTTT -GGTGCAATTTATACTTCAGAAGAAGGTTATGACTGGAAAGAGGTAATGCCTCCAAAGTTTGATTACAATC -TTACTTCTGTAGTATCAAACGGAAAAATTTTCGTTGCTTCAGGAAGTGATGGAGCGATTCTTTACTCAGA -AGACGGATATAACTGGGTAAAGGTTGAAAAAGCATACACATCCTATAAAGAGACTATCCCCAATATAACA -AGTCTTTTATGGAACGGAAGTGTATTCTATGCTTTGACTGATGTTGGGACAAGCCTGATATCAGAGAATG -GTATCGATTGGAAAGAACAAGAAATCTATACGGCAGTTGAGACTAAATATGGTTTTTCATTGAAAGATGT -TACCTGGGGTAATGATATGTTTGTTGCTACAGGTGAAAAGGGTAAAATTCATGTATCATATGACGGCGTG -TACTGGAAACCGGTTTTCCAAGACGAAAAGGCATCCTTTAGAAATGTAGTTTGGAGCGAGTCTGAAAATG -GTTTCTTTGCAACCGGAACTCGTGGACTTATTAGTTTTTCAAAGGATGGTTTCGGATGGGATAGAATATC -AAAGGAAAATTTGTCGCATTATGCAGTAGAGCATATGGCAACGTTCAGAGATATATCTATTGCTATAGGC -GGGGGTGGATTAATAACCAGAATCACATATCTTAATCACACCGTTGAAGTTATAAATGCAGGAGCAGATG -ATGGTTATCAGCTATATGATGTCACCTCTGGCGAAAGAACCTTAGTAGCCGTGGGTACTGACGGAAGAAT -AAGAAGATCAACTGATGGCGGTTTAACGTGGTCATACTTTAACCTTACTACAATTGATGACTTGGTTGAT -ATCGATTACGGAGAAGGAGCTTATGTCGCAGTCGGACCCGGTGGTACAATCATCAGGTCTACTGATGGAG -GGAAAAACTGGTACGCACCAATAACCGGCCTTGGTAATGATATAGAAGGTGTTACATATTCAAGAGGAAA -ATTTATTGCTGTTGGAAGCAACGGACTTATTCTTACATCAGGTAATGCAGGTGCTACATGGAACGACAAT -GTTGTTTCACCCCCGGTTAAATTGAATAAGGGTGAATATAACGGAAGTACATATGTTGTTGTTGGAAACA -ACGGTAAAATATTTACTTCTATTGATGGAGTAAACTGGACTGAACAAAGATCAGGAACTAATAAAAACCT -TAAAAGTGTCGTTTGGGACGGTAGAAAATTTATAGCAGTGGGAGACAACGGTACAATAATTACTTCACCT -GATGGCATAACATGGTCAACTTCAGTTTCAGGTTTCCAGACTAATTTTACTGATATTACTGTTTATGGGT -TAGATACTTGGAATCCCGGCGGTTACAGAATTATTGCAACAGGCCTTTCCGGTAAGACTTATGGTTCCAA -TGATGGAATAAAATGGTTCCCTGTGGCTTCACAGGTTTCAACCAATCTGAATGGAACAGTATGGTGTAAC -GGTAAATACGTTTCAGTAGGATGCCATGAATGTATCACAGTGTCCAATGATGGAATAAACTGGACGCAAG -TTCTTGGACATTACTAAAAATCAATATTTTATTAAAAGGTCGGCGGCGTAAGCTGTCGGCCTTAAATTAT -ATATTTTATAGTACCTTCTCCAAAAAGTTGATTTATCTCCATTGTAAAAAATTCTTTAACTTCATCAAGT -GATTCCTTGGGATACACATATTTACCATAACCAAACTGTCCGAATTTGAATTTTCTGTTTTCGTTTATCA -TATCCAGAGTTGTATCTGGGAATATCTCTAAAATCCTGTTTTTGGCTTTTTCCGTATATCTGTGAGTTAT -AATCTCAAAGCTGGTATTGTTTGTTGTATTGACGTCTACGGTATTTCTGAGCTTCAACAAAAGATCCTTA -TAATCCTGTTTCCAATCTTCATAGAGAAAAACGGGTGCGATTAAAAATCCTACCGGATACCCTGATTTTG -AAGCTTTCCCGACTGCTTCGATACGCTTGTCCGCAGAAGCGGTTCTGTGCTCATACACACTAATAATACT -CTGGGTATTTACACTAAAGCGTATTTCGGTATGTTTGTTATGATCCAGGTCAAGAAGGCTGTCTATATCA -GTAAATTTGGTTACAAATCTGAAACGGGCATTATTTTGCTTTGCAAAGAAGTTTATAGAGGCCTCTAAAG -CTCCTGTGTAGGGTTCAACAGGTACAGGGTCAGAGGTTGCCGCTCCTTCAAATATGGTGTTTTCAGGAAG -TCTTTCTTTTATATATTTATCTGCCTTGTTTAATATGTCGTCAATGTTTACATAAACTCTAATAAAAGGC -TTATCGCCTAGCTGCGTATTAAGGTAGCAGTATTCACACTGCCCAATACAACCGCTAACAAGGGGAAGCT -GATAGTGAGCAGATGGCTTACAGCTCTGAAAGGTCAGGCTCTTTTTTACTCCGACTACCAGTGTCTGCTT -TGCATGGGAATAATGGGAACGTGCATCTTCACCGGGAATATAAGATTTTACCCTATTTATGGCACATTGA -TTTATCTCAATGCCTAAAGACCTGAAATGGTCATGCAGACTCCTGCCCAGTTCGTAATCCAAAGCTCCTG -TTTCAAAAATTACTCTTTGCGGTTTGAACATAAAAAATCCTCACATAATGTTTTTATTATTTTGTGAGGA -TGCCTTTTATATTATTCGCATAGTAAAATTTACTATCTCCACCCATCATTGTAATCATCTTCGTCGGGTA -TTTTTGTTTTGTCAAGGCCAGTAACATCTATTTTCGGGAGTTTGATTCTATCGGAATACAGGTAGCTGCA -AACAAGAGAGGTAAGCGGCATTGTAAATAGAATGCCTATACTGCCTATCAACGATTGAAGAATTTCAACT -ACTATCATTTCTTTGTTAAGAAGCTCTATCAGTGAACTATTATAGGAAACCAGAAGAAGAACCACAGAAA -GTGAACTACCTATATAAGCAAGTATAAGTGTGTTGGCCATTGTTCCCATTATATCTTTTCCAATAGATAT -TCCCGATTTTAACAGCAAACTGAAGGGAGTGTATTCAAGTTTCTCCTGTATTTCCGCAAGTGATGCGGCA -ATTGACATGGATACGTCCATTATTGCCCCGATTGCTCCGATAAGAATAGCTGCAAATACTATAGCTTTTA -AATCTATCGGGTGCTTAGTATTAATGCGTAACAAATAGAGGGATTCTTCGCTGACAAGCCCGGTAAGTTT -CAGAAGCTTATCCATAATGGCTATTAAAATACCAGATACCAGCACACCCCCTATACAGCCGATACCGGCA -GAAAAGCTCTTCTTGCTGGGACCGTAGACGATGAGTAAAGTCATACAAATAATAAATAAACAGGTTATAA -TAGACCATATATAAATGTTAAAGCCCTGTAATACCGCAGGTACAAATACTGCAAATATAGCTGCGAATGT -AAATATAAGTGACAATATTGTGTTGAACCCCTTAGACCTTCCGAATATCAGAAGCAGGATAAAAAAGATG -ATTCCCAGTACCAAAAGTACATTTGTTCTCAGGTATTCCGCCATGACCCAATCATACTCAGAATCCTTGT -TATCAAGCTTATATAAAATCACTTTGTCTCCCGGTTCCACTTCTTTTTGTGAGGCACCTATAAAAGGGTC -AATGGTTTGATAGGCGGTAATTTGCTTATCTTTGTCCTTTCCTGATAAAAGTTTTGCCGAAAAAGCTATA -TCCTTTCCTTCATTGGGGATATCTCCGCCCAGATTGTATTCGGTTTTACTTGTTTTGATTATTTTAACAA -CACTTGCAGTCTGTGCTTCAACACCGTCAACATCTTTTAGAATATCCAGATTATTGGTGGTAAACCTGTT -TCCAATGTACAAAAGTAATATAGAAATGATAATAGTCGTTATATATATATAAGTTTTTTTATTTATTAGT -TTTTTTGTAAGATTAGATTCCATATAATTCCTTTAGAACTCCTTTAAATAAATTACTAAGAAAATAACAT -TATAATCTATTATTCATAATTTTCAAATAGTCATTAGTATATTTGTAATCATTAAAATGACAATAAGATT -GAAAATTTTAACATAATTAGTATAATATTAGTATAGTAATTTATATTTACTGGCAAGTGTTTTATAAATA -ACATAGAGGATAGCCAGCAGCCAGGTGCTGATATGTAAGGGCTTAAGGAAGTATAATGACATTTAAAAAT -GTAAAAAAGGTTATTTTGACGGGTTTTGTAATTGTTACTTTGCTATTATTTTTTGAAAGTACGATTGTTT -TAGCAATTGATAATGCAGTAATTGAGGATGTCCAGCCCAAAAAAAATATTTTGATACTGCATTCATATAA -TGAAGGCTTGGCATGGACAAGTAATCAGAATACCGGAATAATTGAAATGATTGATAAGGAATACCCAAAT -ACCAGTACATATGTAGAATATATGGATTGGAAAAATTATCCCACTTCTAATATACTATCTTATTTATCTG -ACTACTTCGAATTTAAATATACACAAAAACATATAGATTTAATAATAACTACTGACGATGCCGCTTTTAA -ATTTGCATTACTCAACAGAAAACAAATATTCTCCGATGCACCTATTGTTTTTTCAGGAGTTAATCAAGAA -GATGTTTCCAAAATAGCCAAGCATTATAAAAACTATACCGGGGTAATTGAAAATATCGATCCTACTGAAA -CTTTCAGAATAGCTTTAAGAATAAATCCCAACTTAAAGAAAGTTTATGTGGTGTTTGATAACTCTGAAAG -CGGCTTATCAACAGGCCGGTTGGTAATGGACAAAGTAAAGGCCATGAATCTAGAACCCATACCAATGAAT -AATATGAGTTTCAATGAGCTTTTAAAGGTTGTAAGTAAACTGGATAATACAAGCATTGTATTCTTTGCAA -CTTATTATAGTGACGGAAATGGAAAAATGCTAGAATTTAATCTGGCATCCAGAGAGATAAGCAAGTATAG -CAGTGTACCTTTATATCACCAATATGACTTTGGATTAAATAAGGGGGCCTTCGGCGGGGATATGGTAAGC -GGCAGACTGTGCGGAAACTACGCAGCAAAGCTTGCTGTGCGGATATTAAAGGGAGAATCTGCTTCAGATA -TAAAGATTATATCACCTAAAGCAACAAGAGTAGTTTTTGACTATGAACAGTTGAAACGTTTTGAAGTACC -TGTCTGGAAGCTTCCTAAAACTGCCGAAATAATTAATAAGCCATTTTCGTTTTTTGAAACATACAAGCGG -CTCGTTGTATATGTTATAGGTGCTTTTTCAATACTGACCCTGTTTTTGGTAGTTCTCCTTGTATATATAA -GGAAAATTAGAAATATTCGTAAGCAATTATATCTGAGTAATGAGGAGCTTACTCAAACATATGAAGAACT -GGTTGCCTCGGATGAAGAGTTGAGGCATCAGCTGGACGAAATCCGTTCCATACAGAAGAGCCTGTCCCAA -AGCGAGGAAAAGTACAACTTCATGGCTTTACATGATGTCTTAACAGGTCTTCCCAACAGACGTTCTTTAC -TTGAGGATTCTTCAAGGTTTTTAGGTATTAATACCGGGAAAAAGACTGTATTACTATTTATTGATATGGA -CAATTTTAAATATATTAACGATACAATGGGGCATGAATTCGGTGATGAACTAATAAACAAGGCAGGCCAA -AGACTTAAAACGGCTCTTAAAGATCTCGGAACATTGTACCGCTTGGGTGGTGATGAATTTATCCTGCTTA -TATATAATATTGAAAATCAGTTCGAGGCAGAGGATTTTATGTCTCAAGTTCTTCAAAGCTTCAAGGACGA -ATTTGAAATCGGAAATAGTGTACTTCATATCACTTTCAGCATCGGAGCAGCACTATATCCTGACCATGGA -AACAATATTGAGGATTTAATAAAATGTGCGGATATAGCAATGTATAAGGCCAAGGAACAGGGTAAAAACA -GGTATGTACTTTACGATAGGGACATGGATAAGGCTTTTTCCGAAAGAATGACAATAGAAAAGTTGTTGCA -CACTGCTATGGATAATAATGAATTTGAGGTATATTACCAGCCTCAATTTGATTTGCAATCTCAAAAAATA -ACCGGCCTTGAAGCTTTACTCAGATGGAAAAGTTCAGAGCTTGGAAATGTTTCACCTATAAAATTTATTA -AAGTTGCAGAAGATACTCATTTAATCATACCTTTAGGGGAATGGGTATTGAATCAGGCATGTGCGTTTGT -TAAGGAGCTACATGAAAAGGGTTTACAAGGCTTGACCGTATCAGTAAATATATCAACAATACAGATTCTC -CAGTCGGGATTTACACGTAAGATAATTGATATAATAAATAGTCATAAGCTCAATCCTGAATGTCTTGAAC -TTGAAATTACTGAAACTATTTTAATTGAGTCATTTACTACTGTTTTCAGAAAATTAAACAAACTAAAAAA -AATGGGTATAAGAATAGCCTTGGATGATTTTGGTAAAGGGTACTCCTCGTTGAACTATTTGAAGCAGCTT -CCAATATCAACTTTAAAAATAGATAAATCCTTTATTGACAGTGTTTCAATAGACGAGGAGGGCAGGACTA -TAACCCGTCATATAATCACTTTGGGAAAATCGCTGGGAATGACAATTATTGCTGAAGGTGTAGAATTCAA -TGAGCAGCTGGAATACCTGAAAAAATACCACTGCGACAGGATACAGGGATATCTGTTCTCTAAGCCTTTG -CCCGGAGAAGATGTTAAAAAGCTTTTGATTGTGTGATTACATAATAAGAATCATAACGACCATGTTAACC -CTTGAAATACAGGTTTTGCATGGTCGTTTGTTTAATAGTCAACTTCTTGACTTTTTTGATTAAATTGGTA -TAATAATTATGTGCATATGCACATAATTATTATGAGGTGAAAGTAATGCCGAGACCAAAAAAATGCAGAA -GAGTTGGTTTTATACCAGGTAATGCTTGTTTTCACCCCGAAATCAAAAGTCAGGTTCAAGTTGTTTTGAG -CATTGAGGAGGTTGAGGCCATCAGACTTGCAGACTATCTGGCAATCGGTCAGGATGGAGCTGCAGAAAGC -ATGAATATTTCCAGAGGAACTTTTCAAAGGATTATAAATTCTGCAAGAAAAAAGATGGCAGATGCATTGA -TACATGGTAAGACTATTCGGATAGACGGGGGAAATTATCAGGTTGAGTCAGGCAGGAGCTGCTGCAGGAG -ACAAAGTGGGGAATGCAGGACTGTAAACTGTGACAGGTGTACAGGTTGTATGGACTGTCACAAATCAACA -AATATATAACGAGGTGACTTATATGGTAGACAATGGATGCAGTTGTGGCGGAACAGATTGTGGATCAAGT -GATTGCGGAGGCAGTTGTCCTTCCGGGGACGGCCGCCCACAGACTTTTTTGGAAAAAACCCATAAGCTCA -ATTCAATTAAAAGAGTTATAGGGGTTGTAAGCGGTAAGGGGGGAGTGGGAAAATCTCTTGTAACCTCAAC -CTTATCTGTAATGATGAGAAGGAAAGGCTATGAAGTAGGGGTGCTTGACGCTGACATTACGGGGCCTTCA -ATACCGAGGATATTTGGAATTAATAAAAAGGCACAGGGAAGCGAGCTTGGTATTTACCCCCAAATGTCCC -CTAATGGTATCAAGGTAATGTCAGTTAACCTGATGCTTGGCCAGGACGATGCTCCCGTTATATGGAGAGG -ACCGATTATAGCAGGTGTTGTAAAACAATTCTGGACGGATGTAATATGGGGAGAGGTTGACTATCTGTTC -CTTGATATGCCGCCTGGAACAGGCGATGTTCCCTTGACAGTGTTTCAGTCAATTCCTTTGGATGGAATAG -TTATTGTTACTTACCCACAGGATTTGGTTTCGATGATAGTTAAAAAGGCCTATAATATGGCAAAGGAAAT -GAATATTCCTATACTGGGTATCGTCGAAAATATGAGCTATTTAAAATGTCCTGACTGCGGTAAGGAAATA -AACGTTTTTGGACAAAGTAAAATAAATGAGGTAGCGGAGGGCCTACAGCTCAAGGTATTGGGTAAGATGC -CTATAGACCCTTGTGTTGCGGAATTGTGTGACAAGGGTGAAATTGAAAAGGTTAATCATGAACATTTGGG -AAATGCTGTATCGTATATTGAAAATAGATTACCTGTTGGAAAGGAGAATGAGATAATGAAAATTGCAATT -GCAACTGAAGGAAACAATATTTCCTCTCATTTTGGAAAATGTGAGGTTTTTACAGTAGTTGAAATAGAGA -ATAAAACCATAAAAAGTAAGGATGCAGTTAGTACAGAAGGTAATCAACACGGTCTTCTTCCGGGTTTTCT -GACTTCACTGGGTATAGAGACCGTAATAGCCGGAGGAATGGGAGATGGTGCAAGGCAGAAGCTTGAAGAT -ACTAATATTCAGATTATATCCGGAATCAGCGGAAATATTGATGAAGTAATACAGCTTTATCTTGAAGGAA -ATTTGAAATCAAAAAGTTCCGGGTGTTCAGGCCATGAACATTCACATGAACATAATCATGGTAAGTGTGG -TTGCAGCTGCGGAAACCCATAAAAATGTTGATTTTAATAAAATAAGCATAATAGCCTTGAAAGATGAATT -TTCTTGGTTATCATGCTTATTTTTAGTAACATTATACCTGACCCGTCATAAATTGAACTACTATACTGAC -GATTGTCACCGTAAACCATACCACTAACCCTAGAAAAAGGGGTTTGAAACCTGTTTTCAGCATTTCTTTG -AAATTTGCGTTTAATCCGACAGCCGACAGAGCCATAACTATAAAAAACTTACCTGTACCCGAAAGAAATG -AAACTGCTGAACTACTAAATACTCCAAGAGTATTCAAGAGTGATGCTGCGAGAAATGCGACGATAAACCA -TGGAAAAATACTCTTGAAGCTGTATGAAACCGTATCGTCCTGTTTTGCAGCTTTTCTTTTTCTAGCTATT -GTAACTGCTGCATAAACCAATGATATTGGTATAATCATTGTAGTACGGGTCAGCTTGACTATGGTTGCAT -ATGCTCCCGCAGTATTACTGTAAGCATAACCTGCCGCTACAACAGAAGAAGTATCATTTATCGCTGTTCC -GGCCCACAAACCGAAGGCTGTATCGGAAAATCCTAATAAATGCCCAAGAGGTGGGAAGATTAAGACAGCT -AAAATGTTAAAGAAAAAAATAGTTGATATTGAATATGCTACTTCCTTTTCTTCGGCTTCTATTATGGGAG -ATACCGCAGCTATGGCTGAGCCTCCGCAAATAGCCGTTCCTACTCCTATCAGGCTTGTGAGATTAAAAGG -TACTTTTAAAAGTTTACCGAAGCCGTATGCTGAAATAAAGGCAAATGACAGGGTAAACAGCATGACATAT -AGGGATTCAAGGCCTGTTTTCCATACCTGTGTAAGACTTAAACCTGTTCCCAACAAAACAATAGCATACT -GAAGAATTTTCTTTGATGTAAATTTAACACCGCTTTCGGACCAGGCAGGTTTCCCAATTGTATTATTAAT -TATAATACCAAACAGTATTCCGAAAACCGGGCCTCCTATAATTGGGAAAATGCCTCCCAGCCATGATGCG -ACAATTGCTATACCCAGTGCCAATAGTATTCCGGCAGTGTTTTTTCTTATCCAGACCATAAATATTCCTC -CGATTTTTTAATATATTTATTTTAATATTACATATACATAAATGCAAATTATGATTTATTATATATCTAT -AAGAATTTTTTATGGATTGTAAATATTTTGGAAATAATGGAGGCTTCATATGATTGACCCTAAAATTACT -ACTTTTATTTGGGCTGCAAAACTGTCCAGCTATACAAGAGCCGCTGAAATGCTTAATTTAACGCAGCCTG -CAGTTACACAGCATATCAAGCAGCTGGAGGAACACTATAAGGTTAAATTGTTTAAAAAAGTGGGAAGACA -GATCTGTCTGACTGAGGAAGGCGAGCTTCTTTTTAAATACGCAAAAGAATTTGAGGCTAGTTCACTGTTC -ATAGAAAGAACTCTGAGAAATAAATCCGCTGTTAATAAGCATTACAACATCGGAACAACTCTTACAATCG -GTGAATTTGTACTTCCGGGCATACTGGGACAATACAAAAAGCAGCATGATAACATTGATATTATCATACA -CGTTCACAATACCGATGAAAACTTGAAAAGGCTTACCAATGGCGAACTTGACTTGAGTATAGTTGAAGGT -CCTTTTGACAAAAACAAATATAAACATAAAAAGATGAGGAATGATGAGCTGGTTCTGGTGGCTTCCCCTG -CAAGCAGTTTAGCAAAAAAGGGAGCAGTAATAATGGAGGATATCGCCTTTGGAGGAAAACTTATACTAAG -GGAAAAGGGCAGTGGAACAAGGATGATACTCGAAAACAAAATTACTGAAATGGGATTAAGTCTTTCTGAT -TTAAAGGTTTATATGGAGGTTGGGAGTATCGGTGCCATCAAATCACTGGTTCAGGCCAATCTGGGTTATA -CGTTAGTCTCTATGGAAGCAGTCAGAAGAGAAGTCAGGGATGGGACTTTGGTGGTAGTACCTATAACTGG -AGTGAGAATAATGAGAGAGTTCAATTTTATTTATACAGATATGAGCCAAAATTCATTTATTGAAGAGTTC -ATAAATTATATTATGAGTTTCCGAGAGTCAGTTGTATAAAACTATATTAATATATCGTAATATTTAAATA -TTAGGATTGACATTAATTGAGTGTTCTAATATAATTAGTTATATCCTCGAGGTGCACAAAATTTATATAG -GGGAGTATAGTATGAACACAATAAAGAGTTTTGTACACAAGTGGGCATGGTTGTTGCTTATTTTCTTTTG -TATTGTAGGGTTGGTATATCCAAAAGCAGGCATTGCTGCTATAATATGTATGCTTGCACCTGTAGCTGTA -TCCTTTTTCAGGGGAAGGATGTGGTGCGGTAATTTCTGCCCCAGAGGCAGCATGAATGATATATTAATTT -CTAAAATCAGCCGTAATAAAAAAATACCACGAATTATGAAAAATATGTGGTTCAGATTGATTTTTCTTGT -GGTACTTATGGGAGCTTTTACGGTACAATTTTCATTTGCATGGGGCGATATGGTGCAGGTTGGACAGGTA -TTTGTCAGAATGATATTGATAACGACGGGGTTGACAATAGTTCTGGGAGTCATTTTCAGCCATAGAGCCT -GGTGTGTTATTTGCCCTATGGGTACGATGGCCTCTTTAATTACCAAGGCAGGAAATAGTTCAAGGGTGAA -AAACGTAGCTTTTGACAAACAAAGGTGTGTTAGCTGTAATCTTTGTACAAAATCCTGCCCAATGGAAATA -GATGTACTGAACTTTAAGAGCAAAGGGGAAGTTACACACTCCGACTGCCTGAAATGCGGAGAATGTGTAG -TAAAATGTCCAAAAGACGTACTTGAAATATAAATGACAAAATGTAAGTTGACAGGGAGGCTATAAAATGT -CTGCTATTAAAGCTAAAAATAATTATATAGGCGTAAACGGCAGTAGGATGAATTGTGCACAAGCAGTATT -AAGTGCTTTTAAGGAAAAATACAATATTCAAGATGATTTGGTTGAGCGCTTTAGAAACTATGGGGGAGGC -AGAGCTCCGGATGGCCTTTGCGGTGCTTACTATGCGGTTAAGTATATTTTAAGCAATTACGATAAGGAAA -GGGTTGCCGAACTGGAAAAATATTTTCTTGAAAATGCGGGAGCCCTGCAATGCAGCAACATTAGAGGGTT -AAAAAAGCTCTCATGTGTAGGCTGTGTTGAAAAAAGCTCTGAATTTCTTGAAAAACATGGCTGATGATGT -AAAAGACTTGATTATTGTAAAACTAATAATCAAGTCTTTTTTTCACTGAATTCCAATTTCGATTCACGCC -ATCGGTTGTATAGAATCAAAAGCCCCGTTGTGCCTAGTAATATTTGACCTGTGATAACCGAATACGTCCA -AGGAAAAAGGTACCTGATAACCAAGGGAAAACCATCCCATAGACCATGTAAAACTACTACCGTAATATAT -GATTTAATAACTCTGCCATTGATATAAAATCTTCCTTGCACACTTTCTCTTAATAGTACGCTTGATAATA -TGGCAGTCCAGGTTCCATGACCTACGGGGGAAGTTATACCACGCAGGAGAGTAATAAAAACAGTGTATGT -CAGGCTTCCGCCGCTTTGCAGAAACGCAGTAAACGCATACCCGGTACTTTCAAAGGCTGCAAACCCCATT -CCCGCCGCAGAGCCTAAAATAATACCGTCCAGCATTGAATTATATCGTCTATGTCTTGCAATGATAAATA -CACCTATAAGTTTTGTAAATTCTTCAATAATTCCGACTGTAAAGGCGGTTGTAAATGTAAGCTCACTTAT -AAACACCGGTTCCAACAATGATGCGGCAATAGTGCCCAAAGCACCTCCGTAGAAAAAGCACAAGGCAGTA -GCAGACATATTGACGCTGAACCAATCTCTTTTTTCGTAGAAAAAGGAGACAAAGGCAACAGGTACCAAAA -AATTTCCTATAAGTACTATACTTGGAAATAGATAGATGTTACCTGTTAACATAAAAGTAAGAATTGTAGC -GGCATAAACTATAAACCCTACAAAAAGTACACGAAGCCAGTATCTGCGTTTTGTTTGAGTCATATTATAT -ATCACACCTAAAAGTTTATTTATTATTATGATTACAATTTATTTAACATAAATTCTTGGGAATAATTAGA -TTGAATTTTAAAAAATATATCCTGCAAGAATAAAAACTATCAAAGATTTTACTGTACCGGCAGGTTTTTT -AAATGGAGATTTCTTTATAGGAAATTACTGCTATTATGCTAAAAAAACTGATATAAATACATACACTACT -AACATAAATGGATTCAGAAATTTAGATCTTTCATACCAATGTTATATAAAGGGATGGAGTTATGATTTTA -CTGATGATTATAATAATGAAATGATCCGACACTTAATTAATAATTAAGTTTACCTGATATTGTGGTTAAT -ATTTTATAAAGTTATGTCATTCAAAGTCCATGGTCATGATATTTTAATGGCCATGGACTTTTGTTGTATT -AGTACAGAAATAACTCTACTGTTGTTGGGTTTTTTGGTGCGCCATCAGGGATTCGAACCCGGGACACCCT -GATTAAGAGTCAGGTGCTCTACCAACTGAGCTAATGGCGCAAATATTCTTTATGTGCTTCGTGTAATAGA -GCGTTTTTTATTATAAAAGCAAAAAACTATATTGTCAATACATTTTCATTAATTATGTGAAATATTTATT -TGAAATTCTAAGACTACTTATAAATTTATGAGTATAATTCATTATAGATGTTATCTAATAGGGGGGATTT -TTGTGAAAGCAGTGGTAGTCTACAAATCAAAATCGGGTTTTGTAAAAAAATATGCGCAATGGATAGCAGA -GGAGCTTCAAGCAGATATTTATGAGGCTTCAAAAATAGATGTTAATATGTTGATGCTATATGACACGATT -ATATATGGCGGAGGGCTTTATGCAGTTGGTATCAATGGACTAAAGATTTTAACAAAGAATTTAGACAAGC -TGAAAGATAAAAAACTTGTAGCTTTTGCTACAGGAGCAACCCCATCAAGAAGTGAGGATATCGAAAAAGT -AAAAAACGCTAACTTTACACCTGAACAGCAAAAGTATATACGATTCTTTTACCTGAGGGGCGGCTTTGAT -TATACTCGACTTAAGCTAATTGACAAAGTACTGATGAATTTATTGAAGCTGAAAATCAAGTCCAAGAATA -AAAACAAATTGATTCCTGATGAAAAAGGTATGCTTGCAGCCTACGACGAGCCAATTGATTTTACCAGCAA -AAAGAATATAGAGGAATTGATATTGTATGTGAAAGCAAAGTAATATTGTCAAAAGAATATGTTTTATATT -TTATAGGAATACTTTATGATAAACAAATAAAGTTCAGTTTATTTTAAAAAGAGGGGGTAGCCGGTATATC -GGCAGATTATAAAGAAATATGATACGTTTTAATTGTGATTACAGCGAGGGTGCACACCCTAAAGTATTGG -AGAAACTTTTACAGACAAATATGGAGCAGACCGCAGGGTATGGAATGGACCCATACTGCAATAAGGCAGC -GGGAATGATAAAGGATAAGTGCTTGCGTCAGGATATGGAAGTACACTTTCTGGTTGGCGGAACACAGACA -AACCTTACAGTTATTTCAGCAGCACTAAGGCCTCATCAGGGGGCTATTGCTGCTAATACAGGACATATAT -GTACACACGAAACTGGTGCAATCGAAGCTACCGGGCACAAGGTTATTGAACTTTCAAGCCGGGATGGAAA -ACTAACCGCAGAGCAGGTTGCAGAAACCGTAAAGTCACATTACTCTGATGAGAGCCGGGAACATACAGTT -CAGCCGAAGATGGTATATATTTCTAACCCTACAGAAATTGGAACTATATACAGTAAGAAAGAGCTTTTTG -AATTAAGCAGGATATGCAGGGAAAATAGTCTTTTTCTTTACATGGATGGTGCAAGACTTGGGTATGGTTT -ATGTGCTGAGGATAATGATCTGGATTTACCAACTATAGCACAGCTTTGTGATGCCTTCTACATAGGAGGT -ACAAAGATAGGTGCACTTTTCGGAGAAGCATTGGTTGTTTGCAATGAAGAACTTAAAAAGGACTTGCGAT -ATATAATAAAGCAAAAGGGGGGGATGCTCGCAAAAGGCAGACTACTTGGATTACAGTTTATTTCACTGAT -GGAAAACGATTTGTATTTCGAGATTGCTACCCATGCAAACAAAATGGCGTTGTTAATAAAGGAGGCTCTT -TTAAAAAAAGGCTATAGTTTTTTAATATCGTCTACAACAAACCAGCAGTTCCCAATATTGCCAAATGATA -TTCTAGTAAGGCTAAAATCGAAATTTGAGTATTCTTTCTGGCAGGAAATTGATGAAAATACAAGTGCTGT -TAGGTTCTGCACAAGTTGGGCAACAAGCCCGGAGGATGTACGGAAATTGGTTGAAGAAATAGAAAATGGG -TAAAATATGTTGAAACAATTCTAAAAATACTGATATTTACAGTCTATTCTAAATCTAACACTTAATACTA -ACAAAATTTATAGTAAACTATCACTTATTTTCATAAGAATCATAAAATGTATTACGAGAATATTCTTGTA -ATACTTTTTAAAAAGGAGATTTTGTTATGGAAGAATTGTTTGATATTAATGTATTAAAGGCTCAAATAAA -AGCTGAGCTCAAGGCTGAATTGAATGTAGATGTAGATGAGGAAAAAGAGTTTCATAAACAGAAACAAACA -AACAAGCAAATCAATTATAATGTATTGACTCAGAAGCAGTATCAGGGCCAGAAGGCTGAAAATGATGCAG -ATAATGATGCAGAAAATAAGGCTGAGAATGAGGCGGAAGCAGAATCTAAAGCTAAGGCTAAGGCAGGAGC -TGAAGCAGAAAATGAAACAAAGGTAGAAAATGAAGCTAAAGCAGAAAACCAAAAACAAGTAAAGTATTAT -GTTTAGCAATAAATAGTGGGATTTTTCCCACTATTACATATGATTTTTGAAATCATGTAAAATAGAGGTG -AAGGTATGGAATTTAAGGATCAAACGCTTCAGGAGGAAACAGGAAAAGCCAAGAAGAAAAATAAGATATC -CCTTGAAAAAGACAGTATTCAGTATAACGCTCAAGACCTTGATCAGGAACAGAAAATGGATGTAAACCCC -ACACAGTTGAATTCTCAAAATATACGCCTCTACCTTAGTAGAGGGGAAAACAATCACTCAGGAAAAATAA -CCGGTACTGCTTATTTAAAAGAGGGTAAGGAGATTGTAAAAAATGCAGGAATACACCTGTTTTTGGGTCA -TGATAGGAGATATCCCGTGTACAAAACAAATTCTGACGAAAATGGAAATTTTATAATAGATGACATACCG -CCCGGATTTTATACAATAGTTGCAAAGTACGATGGTAATTTAAAATATGAATCCCATTACATCAAGATTT -TTGGAGGTCAGATAGTACACCAGTCTGTTTTACTGGAGTAATATACGTATAATAAATCCTTTATTTTTCG -TTTATATTAAAAAACAGGATATATTAGGGTTCCTATAGGAAGAGTAGTTAATATGGGGGAGTATGACAGT -GCATAAATATTTCTTTCAGCCAATTCCTACCACCCGTCAGATTAATCCCCGGCAGGTGGTTTTCTTCTTA -TACGGTTTTTTTGAGGCCGAAGGGTTATATCGTTTACAACCATGTTTTCAGAGCATCCCAAAATGTATTC -CACTGCGTCTGCGGTCTGCTCCTCCATCAAAACAGTGTCTGATTCGCTGTCATAGGTGAAATCAAGCTTA -TCATAAAAATTGCTGCTGGTAATGTCAGGGTGTATGACGGTTACCTTAACACCGTATTTTCTTACTTCCT -CAAACAGACTTGCTGAAAAATGTGAAAGACCTGCTTTAGAAGAAGCGTAGGAACAGCCATGAGTACTTAT -TTTCTTAGCGGTTACCGATGAAATGGAAATTATAGTTCCATTGCTCTTTTTTAAGGCTCTTAAAAGAAGT -TTACATAAAATAAGCGGAGCTTCAAGGTTTGTACGTATCATGGTCTGAATATCATTTATTTTCAACTGCT -CATGAGGACCGAAAAAGCCTACTCCTGCATTGTTAACTAACAGGTTAATTTCTGTTTCCTCAGATTCGAT -TTGTTTAATTATCCTTTGAAGTTCGTTAGTATTCAGAATATCACAATTAATTGGGATAAAATTATTATTA -GAATATTCCGTATTTTCAAATGAACGGGCTATTCCATAAACTTTGTAGCCCATTAAAATGAGCCTTTTTA -CAATAGCAAGGCCAATTCCTCTTGAAGCTCCCGTTAATATTGCTGTTTTCATAGTGTAAATATCTTCTCC -TTTGGCAAATATTCTTCTAAAACACTCAAATGCCTTGTCATTACCGTTTTACTCAGTTCATGAGGATAAG -ACACTATATCGTGGTTTACACTGTACTCTTCCGCGAAAAGCTCAGAACTTCTTTTTTGATTCTCTATTCT -TTTGAAAAAATCCTTTGACATTCTGAAAAAACCATAACCGACATCTTTTAGTTCATCCGGGTTGATTTCC -GTAAAGAGATTTCTAAAAAATGGTGGGTACAGTTTTTCGCTCCCGGAATTTAATATAACCGGATCAAGAC -AAAGCCGTACTTTGAATCCTTTTGAAATAGCGGTTTTTACGGCTTTAATCCGGGCTGTCAAAGGCGGTGT -AAGCCTTTCATATTTCTGTATAATTTCTTGCGGAGCCATACTGAAGGCGATCACAATGTTTTCAGCAGGT -GAAAACTCACTATAAAACATTTCATTGGCACTCTTGGTTCGTATCTCCGCATTGATGTTGGGATGTTCAG -CAAAAAAGTCATGAAAGAAATCCCAATACGGAATTACATTATGAAAACCAATAAGGTCAGTATCATAGGA -AACAGCCAGGTAAGCTCTTTTTCCATCCAAAATGTTTTTTATTTCATTCTTGAAGTCATTTATATTAACA -AAGGCAACGATATTAGCAGAGGGATACATTCCCTGTAAATAGCAGTATTCACAGTCAAAAATACAATTCA -AAAGAAAAGAAGTATAGTAAAAGTCAGAATACCCAAAATCCTGACATACATGAGGGCCGTTATACAGAAA -AGGACTGCCTTTTACTGCCAGTATAAGGGACTGTCGATTCTTCTGAAGTTCGAAATGCTGATTGCCGCGG -TTGAATATGTCCTTATAATTGCGTATTGTTATTACAGGTATGTCAGGGTATTTTTCCAGAACCATGCGAG -TGATAGTATAATCATACGCTTGTTCTTCTACATATATGGTATTAAACAGATTTTTGCCTGATTTTTGTAA -TAATTTGCTCAAAATATTTCTTTCCTTCCTCTTTAGAATCAGACCTTATTCCCGTAAACTGCTTTAAGGA -GACTAAAGGTTCAAATCCTTTTATTCTGGCCCGCCTGACTTCCTTCGTCAGGATAAGTTTCATTGCCTGT -GTAAAACGCAGGCTTAAACAAAGTGATTGAATTGCACTATTTTCCTCATCAAGAGACATTTCACCATAAC -CTTCATTTAAATGTCTCATTTCTTCTATTATACTCCTCAGTGCAGGCATTTTCTTTTCAATATAGCTTTT -CAGCTTTGCCTTGTCCAACCTCTCAGGTTCCAGATAATCTGAAATTATTTTGAGTATAAGAACGTTGTGA -GCAAAGAAAAACTTTTTTGAAGCCTCCATAATACCAGCAGATTCCATATCGCAGAATAAATCTCTTTGCA -CAGGCATATCTACTGCTTTTACAACCTTTGAATAGCATTGTATAGAAATCTGAGGAATTCCGGCATCGAA -AAAGACATCGGGATAATAGTCTCTTCCCGTATCCATATCGGTAACCTTGTTTACAACAAGGAGGCTTCCT -GTCTCAAAGCTTTTGCTGCCCGAGCCGCAAAAGCCAATATTTATTAAAACATTGTTTTCCCCCGTACCGT -ACATATTATATAAGTATACTGATGCCATTGCACTTTTCAGTTTACCGACACCACTTACAATCAATGCAAT -ATCCGAACCCTTAAAAACAGAGTAGGGAAGTATTTTCATATCCTTTTTCAGATTAAAAAAATCTATAATG -GGGGCAGCTTCAAGCATTAGTGCTGTCACAATGAATATCATATACAATCTCCTGTTATTGTGTTGGTAAC -CCTTAACGGGTATAAAGGAAATTATATCAAATATAACGAATGGTGGAAAGGTATTAACAAGCTATACAGG -TCTACTCAAAAGAATTGATTTATGTAAACTTTTACTTTTATCATAAATGTTCAAAACAGAAGAACTGCCT -GCTCAAATTATTTAGGGCAGGCAGGAATCCCACTTTTAACTATAAGCTATGCTCTCTATATTCCGTATTT -ACCATTCACTTTGTCAAAGAAAAGTGGAATGTGTGGAGGTTGAAATGTCCAATAAACAATTAATGCAAAA -ATGGCGGCAATTATTAAAATAGATAACCAGGTACCCAAACCTTGGGAATATTTGTAAATATGAAGCCCCA -AGCACTGACCAATAATTATGGCCAATAAAAAGATAACTATGTCTACAACAAGAGACTGTATACCGAATGC -TTGTGTGTAAAAGTAGTAAAAACATATCATTGTTAGTATTGAAGAAACAATTGCAACCAACATTCCTGTA -AACCATAGATTAGCGTCTATATCGTATTTTTTTTGTTTTATTACATAATAAATTAACCACCATAGAATGA -TAGGAACCAGCAAAAGTTTTGTATGTTCCCAGACGCTTTCATTTACTGCAGAAATCAACCCGACTATGAC -TTTTTTACCTGACCAACTATACAAAAAGTGAAACAGAGAGCCGAATATGAATATAAACGGGATACCGATT -AAAATCCATTTTTCAGGATGACTAATCCTTTGTTTTCTCATAATATCACAACCTTTCATATTAAGCACAA -TATAATTTTATGTGGGGAACTAGCTATTATATGACATTTCTTTGATTTATTTATGGGTCATGAGTTTATT -GTATAATTATGTTTTATAAGCAAATATTATAAATATCCAAAAAATCTTCGGGGGGATATTTATGAAAAAG -TTACTTTATATTAGTGTTAACACAAAACCGGAAGAAATGTCTTCTTCAAAAACAGTTGCAAGAAAGCTCA -TTAACAGTATTCTTGAAAAGCACCCGAGTATGGCTCTTGAAGAAGTAGATTTGTACAGGGAGCATATACC -ACAGTTAAAATACAGCTACTTTGAAAGCAGGAGTGCCATAGTTAATTCTGAGGCTTTGGCAAAGCTACCT -CAAGATGAACAGAATGAAGTTACCCAGATAATAAAGCTTTGTGACCAGTTCAGAGCAGCGGATATTTATA -TAATTGCATCCCCTATGTGGAGCTTGTCATTTCCTGCTCCCCTAAAAGAATACATTGATTGTGTTGTCCA -ATCCGGTAAAACAATTGCTTTTGATGAAAACAAGCCTTATGGTTTGTTAAATGATAAAGAGCGTACGTTT -ATATATGTACAGTCTTCAGGAGCAAATATTCCATGGATTATAAGACCTGCTTTAAATAAGGGATTGAATT -ATGTACACGATATTATAAGATTTTTAGGTATAAGCAAGTTTGAAGAACTGTTGGTGGACGGAACGGGAAC -TACAGAACTTGAGCGGCAGGAAGCAATTGAGAAGGCAGCTTCAAGAATAGAAACATTAGTTGATCAGATA -TAACTCCTGTTATAACCTTAACCAAAAAACAGCGGAGTGTTCCTCTCTTTGGAACTCTCCGCTGTTTTTT -TGCCCCAATCTTATCTTGGCGGTACAGGGGACGGACTCTGAATATGAGTCGGCGAAATTGTAAACCCTCC -GGGATATTCCAGTAAAGCGGCTATTACTCTGGTTGCTTCCGCTCTTGTAATTGTTTTTTTCGGTCTGAAA -GTACCATCCGGGTATCCTGATAGAATATTATTCATTGAAAGAACAATGATAGATTTATTTGACCATGGGT -TGCTTTCAGGACTTACATCACTGAAAATTCTTTGAGAGAAATCTACAGTATCAGGGCTGAATAGTATTTT -GTCACATACCACTGCAAATTCTTCCCTTGTAATCTTTCTTTCAGGGTAAAACATGTTTCCCGAATACCCG -CTGAAAATGCCCTTTTCTTTAACAATGGCAATTTGTTTTGATGCCCAGTGATCTTTAGTGTCGGCGAAAG -ATGCAGTTGCGGTTTCATTCTGCAAACCAAGGGTTTTTACAAGTAATGCTGCGGCTTCGGCCCTCGTGAG -ACTGCCGTCAGGTACAAAACGCTTGCCGGGCATACCACTGACGATGCCTTTTTGAAACAGATCTATGATG -TAGCTTTGTGCCCAGTGATTTGATATATCAATAAAGGGCTTACCTATCAGCCATTGGCTATAATTATTCC -AGAAACGCTGAGGCTCCTGCCCCAATGCCCAACTCCCCGCACCAAGCAGATTATTTTTTGAGACAAGGGA -TAGCTTTTTCTCAAGTGAAGTTTCATTTTCATACCAAATATCGTAAGTGCCGGCTGAAAGTCTGCTGCTT -CCCCAGATAACAGCATTATCTGTCGAGGTTACCGTTACGGTTGCACGGGCACACTGGGATGTACTGTCAT -ACCAGGTTTTGGATTTACAGGTTGCTACCAGACGTTCAACGTCAGATACGGTTATTCCGTAGCCGCCGCT -TGCTGCTCCTTGTTTCCAATATCTGCCGTAAAATGGTACTCCTAAAACTATTTTTGTAGATGGAACATAT -TTCAAGGCATAGTTTACACTTTTTTCAACAAAAGAAAAGCTGGCTACCGCTCCCGGTGCACTTCCGGTGT -AATGCTCATCATAAGCCATTATGAATAGCTGGTCGCTTATAGTACCTAAGGCGGCATAATCATAAGAACC -CTGCCAGCCAATAGTTGATCCCCACGGATTAGCTGCGACACATACAGATAGTATTTTTGTTTTTGGCAAA -TAAGAACGTAAAAGTCTGATAAAAGCTGTAAATGCGTTGCGGTCAGCTTCGGTAAGGTTTTGAATGTCTA -TATTTATACCGTCACAACCAAGTCGTACAATTTCGGCACTTAAACTGGCGACAAATGAGTTTTGGTTGGC -CAATGCAGCCCTGCCGAGAGTTCTGTCCCAGTTATTACTAAGGTAGGGTACTACTTTTATTCCCCGTGCG -TGCATAGTCTCCACAAAAAGAGGATCTACCTTTATTGTTTTTTTTAGAGTCCCGTTACTGTTTATTTCAA -AATAATCGGGAGAAACCGTTGTAAGATTTGTACCTGAACGATTAACATTATTTATATAGGTGGTTGTGTT -TCCTGCATATAAAAAGCTTATGCTTTCATAAGCGGAAGTGCTTGTTTGAAAAAGGAACACAAATATAAGC -AGTGGTATTATACATTTTTTTAGCCGCATTATTATTTTCCTCTCCAATATAATTGATCTATGTTGTTTAC -ATATTATGTGTTACATTCAAAAAAATAAACATGGCGTATAAGGAACTATATAATAAGTTGCTTGACAGAA -CAGAAGGTAAATAGTTTATAATTTTAGGTATGGTTTTGGAAAAATTCGAAAGCCATTGGGAGGATAAATC -ATGAAATCTGAAGTTATGGGTGAAATAGTATTAGTAACGGGCGGGGCAAGAAGCGGTAAGAGTACATTTG -CAGAGAAACTGGCAAAGGAATACGGCAGTGAAGTCCTATATGTGGCAACAGCAATACCTTTAGATGATGA -AATGAGACTTAGAATAAAAAAGCACAGGGAACAGCGCCCTGCAAACTGGGAAACTGTCGAGACTTATAAA -GACATGGATATATTACTTGAAGAGAAGTACCGAAACAAAAAAGCCGTTCTGTTGGATTGCATCACAGTAA -TGATTGCCAATATAATGTTTGAAGTATGTCACGATTTTGATAAAATGGTCCAGGAGGATATGGCTATCAT -TGAAGAGGCTGTTAATCTTCAAATGGACAAGCTGATAGTCGTTGCAAGGAGTTCTGGGATTCCTTTTATA -CTTGTTACAAACGAAACCGGAATGGGTATAGTGCCGGAGAATAAGAGTGCAAGACTTTTCCGGGATATTC -AAGGCAGAGCAAATCAGAAACTTGCGGCTGCTGCTAAGGAAGTATTTCTGTGTGTTTCAGGCATTCCTGT -GAAAATAAAGTAAACCATGAAAGAAGATTAAAAAATGATACTGTTAAAACGTTTTTTATTAATGATACAA -TTTTTTACTACAGTTCCAATTCCTGTAAGCTTGAATGTAAATGAAGAGGATTTTGGAAAGGGACTTGCAC -TTGCTCCATTGGCTGGTTTGTTAATAGGTGGTTTGGTTGCCTGCGGGGGATATGTGTTGAATATGTTTTT -TGCCCCCGCTATAACAGCTGTTCTAGTAGTTATTTTATACATACTATTAACCGGAGGAATTCATTTTGAT -GGATTAGGCGATACAGTAGATGGTATTTTCTCCAACAAGCCTAAAGAGAAGATGTTGGAAATTATGCGAG -ACAGCAGGACAGGAACATATGCGGTACTGGTTATTGTTTGTGTTTTAGGACTCAACGCAGTACTGATGTA -TTCAATAATTTCGGCTCATATGTATTTTACCCTTGTACTTATGCCTGTAGCGGGAAGAATAGGCTCTGTC -ACGGGGGCGGCTGTTTCAAGGTATGCAAGAAGCGGGCCGGGGTTGGGAAAATCCTTTATTGATTACTGCG -GATTAAAAGAGATGTTATCAGCGGCGGTAATCAGTCTTATTGTTTTTTTTGTTTTTAAAGTATTTGAGGG -TATTTTTCTTTGTCTTTTCATGTTTATATCAGCAACCTTGCTGGTAAAAATTCTTGGCAGGAAAATCGGA -GGTGCGACGGGAGATGTTCTTGGAGCCGTCTGCGAACTGAATCAGACCATATTTTTATTAATATCATATT -TGCTGGTATTTAAATAAGTACTGTTGATTTTTATAGAGAATAATTTTGGGAGGACAAATTTTATGACCTT -TGAAGAAGCGATAAATTCCATTAAAGAACTGAATATAGAAACGATGCAGAAGGCACAGAAAAGGTTGGAC -AACTTAACAAAGCCTCTGGGAAGCCTGGGTCGTTTGGAGGAAATCGTAAAACAGCTTGCCGGAATTACAG -GAGAGTTGTTTCCTTGTGTAAAAAATAAAAAAATCGTAATAATGTGTGCAGATAACGGAGTTGTTGAGGA -AGGAGTCAGTTCGTGCCCTAAAAGCGTTACTTCTTCCGTTACACAAAATTTTCTGAAAGGTTTTACGGGA -GTGAATGTTCTTTCAAGACATTCGAGGGCAGATATAGTTGTTGTGGATGTTGGTGTTGATGATGATATTG -ACTGTCCCGGCGTTATAAACAGAAAAATAAGAAAAGGTACATGGAATATTATGAAAGGCCCTGCAATGAC -CAGAAACGAAGCTATAAAAGCTATTGAAACGGGAATTGAGATTGTTGGAAAGTTAAAGGAAAAAGGAGTA -AATCTGCTTGGTACAGGTGAGATGGGGGTAGGAAACACAACTACAAGCAGTGCAGTAGCATCTGTACTTA -TCGGTAACGATATAGGTGAAATGGTAGGCAAGGGGGCGGGACTGACCCAGAAAGGTCTTATTAATAAGAT -TGAGATTATTAAAAACGCAATAGATATCAATAAACCGAATCCGTCCGACCCTATAGATGTACTGGCAAAG -GTCGGCGGTTTTGACATTGCAGCACTTACCGGGTGTTTTCTTGGAGCAGCAGCCTACAGGCTTCCTGTCA -TGATTGACGGATTTATCTCGGCTACCGCTGCATTGGCGGCAATAAAAATAAAGCCCGAGTGCAGAAATTA -TATTCTTCCTTCACATGGTTCTGCTGAACCCGGAAACAAGAAAATAATGGAAGCACTTGACATGAGCCCC -ATGCTCTTATTGGAAATGCGTTTAGGTGAGGGTTCAGGAGCTGCACTTGCATTTCATATTATAGACGCTG -CTGTTGCAGCCTATAATGAGATGGGAACATTCGGGGATGCAAAAATTGAACAATACAAACCATTAGAATA -GGTACACTTTAAAAGTTGAATAATTTACATATACTCCTAAATAATGTATAATATGCATATAGTTTTTAGC -TAAAATAAGGTGACAACTATCCTAGAAAGAGGGTTTGTTATGTTTGAATATAAGTATGTACAGGCAACTT -TAGGAGGATTTTTTACTGAAGCTAATCACCATGAAATAATTGATAAATATGCCGGTGAAGGCTGGAGACT -GGTACAGGTACTACCTATGTACTATAATTCACATGGAAAACCTACTGATTACGAAATAATATTTGAACGG -GAAGTAGGCTAGCTATATTATAACTTCACAGATAATTAAAAAGACGAGTCGCATGACTTGTCTTTTTTAA -AGCATAAATATTGTTTGTGTTAGTAAAATATAGTAAAATTTGGATATGGATACGAAGAAAATTACCCTTT -TGTATCTAAAAATATTAGTGAAAAAAGAAATATGAAATCACAATAAAGCCGGAAGTTTACTTTTTCACAA -AGAAAGGTAGGGTCAAATGATGAAAAAAAAGTTAGGTTCTAAATTTATTAGTCTGCTTTTAGTAGTGTGT -TGCCTCAATTTGATGCTTTTACCATCAAGTGTATTTGCGGCAGCGAATAGCAGCATCTTACCACCGAGTA -ATCTGGCGGTTGTACCTACATCGCCTGATGATGTAAAGGTAACCTGGAATTCCGTATATGGAGCTAATGG -CTATAATATATACGGAATAAGTGAGGGACAGCTTAAACAGCTTGGAACGACTACATCTACGTATTATAAC -TTTAATGATCTTCCGGAAGGCACCTATACTTATGTGGTTTCCACTCTCAGTGCAGACGGTGAATCAGGAC -CATGTGCACCTGTCTCGGTTGATATTGTTTACCCTGAAATGGAACCCCCTGCGACTCTTACCAATACATT -CCAGAATATAAACGACATTACCTTAAATTGGTCAGCAGCATCATATGCACAGACGTACAATATATACAAA -ATATCAGTAGATGGAGAAAAAACACTGCTTACTTCTGTAACAGGCCGTACATACACTTTAACCAACGCAC -CCGCAGGAAGTTATTCCTTTGCCGTAACAGCAGTAAATTCTTTGTATGGCGAATCTCCTCTTTCTAGCCC -TGTAGAAACCGAAGTGGTTTTTCCTGTTATGTCTGCTCCAAGCAATGTCACATCAAAGCTCCAAAATGGT -ACGGATGTCATACTGACGTGGAATGCAGCAACTTATGCCAACAGCTACAAAATTTATGAACTTATTGACG -AGCAGGAAGTATTGAAAGCAACAGCAAACTCAACAACTTTTACACTTACAGATGTCACAGCAGGCAGTCA -CACATATGTTATTCACTCAGTAAGTTCCCGTTTCGGGGAGTCCGCAGAGGGAGCCCGGGTAGCTGCAACA -TTGGGTGATGTTTTGATGCCTCCTCCGGGCAACTTTTCCTATACTGTTAACAACGGTAAAGACATAGTTT -TAAATTGGACAAGTGTTCCAAACGCAACAAACTACAGAATATATCAGGTAATAAACGGACAAAAAGTTTT -AAAAAGCACCGTAACCAGAACAACTGTGACTTTTACCAATATGACAGCCGGTGACTATACCTATGAAATT -CATTCTTACTCCACTACTTATGGGGAGTCAAAAGAAGGAAGTACTCTGACGGTAACAATAGAAGGACAGT -CAATGCTTGCTCCGACCAATTTACAGTACAGCCTTGCCAACCAGAATGATATAACTTTGACATGGGCCGC -AGCTGCAAACGCAACAAGCTACCAGATTTACCAGTTGGTTAATGGGGAAAAGCAGTTGAAAAAAACTGTA -AGCACAACTTCTGTAAGTTTCACAAATATGCCTGAAGGAGAATACCATTATATGGTTACCTCTGTTTCCT -CACTTTATGGTGAATCTCAAAGTGGGTCAGAAGTTACTTTTTCAATAGTTTTTCCGACTATGAAGGCACC -CGGAAATCTGGCTTACAAGGTTCAGAATGTAAATAGTGTTGTACTTTCCTGGAGTGCAGCAGATTATGCA -AACAGTTATAAGGTTTATGAAGTAGTAAACGATCAAAAGACACTGAAAACTACAGTAAATGGTTTAACTG -CAACAATCTATAATGTATCAGCCGGAGATCACACCTATGAGGTTCACTCACTCAGCAGCCGTTTTGGCGA -ATCTGCGGAAGGCAGCCGGATTTCACTTGCTGTAAAACAGGAAATTGCGGCACCCGATGACTTAGCATAC -AGTATTGCTAACGGAAATGATATTACATTAAAATGGACAGGAGCTGAGTTTGCAACAAGCTACAACGTAT -ATCAGGTAGTTGAAGGACAAAAGGTACTAAAGAAGAATGTTACAACTACATCTGTTACATTTACAAATTC -GTCTGCCGGAGATTATGATTTTGTTGTCACTTCTGTATCAAATGTATTTGGTGAGTCATCAAACGGATCA -GAGATTACTTTCTCATTGACTTTCCCGGTTATGAAAGCTCCTACCGATTTGACATACAATATTCAGAACA -TAAATAATGTTGTACTAACATGGTCGGCTGTCACTTATGCCAGTTCCTACAAAGTGTACGAGCTGGTTGA -AGGGAAAGAAGTTCTTGTAACTACCGTCAGCACGCCGACTGCAAGGATATCGAATGTAACAGCAGGTGAT -CACACTTATGTGGTTCACTCGGTAAGCAGTCGTTTCGGTGAATCAATGGAAGGAAGCGGGGTTTCACTGA -CCTTAAAGCAGGAAATGCTGGCTCCCACCGATTTAGCATATAGTATGGCAAATGGAAATGATGTAACTTT -GAAATGGACTGCATCCCAATATGCAACCAGCTATAGTATTTATCAAGTGGTTAACGGAGAGAAAAAATTA -GTAAAATCAGTAACAACCACATCTGTAACTTTTACAAACATACCTGCGGGGGATTACCAATATGTAGTTA -CTTCAGTGTCTTCTGTGTTCGGAGAATCTTCTAGCGGAGCAGAAATAAAATTGTCCGTTGTCTTTCCGAC -AATGACTGCACCCGGCAATTTAGCATACAAGATTCAAAATGCCAATAATGTTATATTATCATGGGATGCA -GTGAATTACGCTAACAGTTATAAAGTCTATGAATTGACAAATGGGCAAAAAGCCCTTAAAACAACTGTTT -ATTATGCTACAGCAACTTTATCAAACGTACTGCCGGGAGATCACACTTATGTGGTTCACTCAGTAAGCAA -CCGTTTTGGAGAATCACTTGAAGGCGGTCAAGTCTCATTAAATATAAGCCAGCAGATGTTGCCTCCGGCT -AATCTGGAGTATACTATTGTAAACGGAAATGACATTTCATTAAAGTGGTTGGCAGCAGAAGCTGCAAACA -GTTACAACATCTACCAGGTTATTGACGGACAGAAAAAATTAATCAAGAATGTTACAACTACCACTGTAAC -ATTAACTAATATGCCTGCTGGAGAGTATGACTATATAGTTACTTCTGTATCAAGGGTGTTCGGAGAATCA -TCCGAAGGGTCTGAAACTACCTTATCTCTGGTTCTCCCTACAATGTCAGCACCCGATAATTTTGTACAAA -GTATAGTAAATGGAAATGATATAGTACTTAAATGGAATGCTGCCAGTTATGCAACCGCATATAACGTATA -TCAGATAAATAATGAGAAAAAATCTTTGGTAAAAACCCTCACCGGGAATGTTACTACTGTAACATTTACA -AATATGCCGTCAGGAGATTATAGTTATCAGGTTTATTCTTACAGTACAAGATTTGGTGAATCGCCGGAAG -GGAGTAAAGTAAACTTCCAACTGGTATGGCCTATAGTTGAACCGCCTGTTCTTACTTATAGTCTTTATGA -TGTAAACAACATTACTCTTTCCTGGAAGGCATCAAGTTGGGCAAACGAGTATCGTGTTTATGAGCTTAAC -GGTGGTGACAGACAATTGCTTTATAAAGGAACTGCACTTAGTTTCAAAATATATAATTTATCAGAGGCTG -TTCATAACTTTGAAGTTACTGCATACAACACACGTTTTGGTGAATCGGAGCCGTCCGACAGAATAACGGA -AAATATAATTTTCCCTGACATGCAGGCTCCTAGAGCAACGGTAAAGGTATTGGATTCAACAACTGCATCA -ATTTCTTGGAGTTTCGTTACATATGCAAACGGCTACAATGTTTATGAATTGGTAGACGGAACGCCGGTAT -TACTTATAGAGAACTTAAATAATCTTTCTTACGTGGTTAACAATCTTTCATACAAAGATCATCAATTTTA -TGTTACTGCATACAGTAATTCATTTGGGGAATCAGAACCATCTAACATGGTTACAGCTGTACTTATTGTC -GATATACAAGCCCCTGTTACAACTTCAAATGCCCCGGTTAATTGGATTAAACAGAGTCCTGTAGTTGTAA -CTTTATCTGCAACTGATAATATGACAGGTGTTGCAAAAACATATTATTCATTAAATGATAGTGAATATAT -TGAAGGGACTACTATTACAGTTGATAAAGCAGGAGTGAATAAAATCTCATTCTACTCTGTTGACAAGGTT -GGCAACAAAGAAGATGTAAAAACAGCAGAAGTCAGGATAGACAAATCCGCTCCCGTTACCACCGCGAAAG -TGCCTGCTGATTGGTCAAAGGAAGACGTTGCAGTTACACTAATTGCGGAAGACCAACAGAGCGGAGTTGC -GAAAACCTACTACTCAGTTGATGAATCCGAATACCTTGAGGGAACATCCTTCACAGTAAAAGGTGATGGA -ATTCACAAAATCAGTTATTATTCGGTGGACGCTTCGGGGAACGAGGAAGAGGTAAAAACGACAGAGGTCA -AGATTGATAAAACTGCTCCCGTTACCACCGCAAATGTGCCTGCTGATTGGTCAAAGGAAGACGTTGCAGT -TACACTAATTGCGGAAGACCAACAGAGCGGAGTTGCAAGAACCTACTACTCAGTTGATGAATCCGAATAC -CTTGAGGGAACATCCTTCACAGTAAAAGGTGATGGAATTCACAAAATCAGTTATTATTCGGTGAACGCTT -CGGGGAACGAGGAAGAGGTAAAAACGACAGAGGTCAAGATTGATAAAACTGCACCTGTTACCACCGCGAA -AGTGCCTGCTGATTGGTCAAAGGAAGACGTGACAGTTACATTAACTGCAACAGACGAGCAGAGTGGGGTT -GCAAAAACCTACTACTCATTTGATGAATCCGAATACCTTGAGGGAACATCCTTCACAGTAAAAGGTGATG -GAATTCACAAAATCAGTTATTATTCGGTGGACGCTTCGGGGAATGAAGAAGAGGTAAAAACGACAGAGGT -CAGGATAAAGAAATCAGAGCCTGTTATAACTTTGAATATGTCTGACGAATACAGTATTTGCACAAATTTG -AGATTATCTTATAGTATAGAGAAAAATGGATATGAAATAGTTTGCGAAAAAATGGTAGTACTCGGTCCTA -ATGAAACTACTGGGAAAGTTGTAAAGAATAACTCATGCATCAAATTAGATAAGCCTGGAAAATACACTGT -TACAGTGACAATTAAAGATGCGGACGGTAATACCACTACAGTTGAGAAGCATTTTGAAGTTTATCTGCCT -GCAGTTGTCATCGTAACCCCTTGTATTGTTATTTGCAATAAGGGTGTGCTTACTGTAAATGTTTTGGTAC -CGGGTATGGGATGTAAAAAGGAGTTTGACCTTAATACCGCCACACTTAACGGAGTAAAAGCCCTTTCTGA -TAACAAGGGTTATTATATGCAGGCAAAACATGGACAGTTTAAATTTGACAGATCTGATTTTAAGTGGACT -TTCTCATTAAGTAATATCATGGAGTTCCGTTGTTACGTAGATGGCTATTTAGTTATCGGACGTACTAATG -TGATAGTTCTTTAAAAAAGGCTATTGATATTTAAAATTATGCTTCCTTAGCAGTTTTACAGTGAATGTGC -GGTGCGTGCTGTAACTGATAAGGAAGCTTTTTTTACAATTAACATATCAAAAGCTTAATCAAAATGGGTA -ATATATGGTATAATGTATTTAAATGGATTTTAATTTTTGAAGATTGGCAATTGGATAATTTTGCTTAGTT -ATACATTCGCAATATGTATGAATTACACTTGTTGTATTTTCCCTTCTCTCACCATTTTAGAATAATAAGA -GATCCTCTCTTCTTACATTCCCCATGAAATTCGGCAGTACTTTTAAGATTATCCAATAAAGACAGACAAA -TTAGTAGGTTTAAGGGTTATAGGTATCCTTTTTGCCTAAATTTTATTCTTGGGGGTGGTTCTGTACTTTT -ACCGAAGATGAAGTTTGCTCAAATATTTAGGGCAATTTAGAAAAGCAAAAGAGAAAGAATGTAATTTAAT -GTTATACAAAGAATAGGAGGATTTTATATGAAAAAAATCATTCGCTTATTAGGTCTAACTATGGTTTTGA -TGCTTGTATTTACAATGGTATTACCATTAAATCTTTATGCAGCATCAACTGTTACCGTGGATTGGGGTAC -CAATTATCAAACAATTGATGGTTTTGGTGTTTCAGAAGCTTTTCATCAGTCAAATAATATTGCTTTATTA -GGAGATACCAAGAAAAAGGAAATTTATGACTTACTATTTTCAACTACAAAGGGGGCAGGGTTTTCAATAT -TCCGTTCTATACTTGGAGACGGAGGAACATGGGGGAATGCAACTGACGGACCAAATAAGACAATGCAGCC -TTCTGAGACAACTTGGGACTGGAAAGAATCAAATGATGACCAGATATCTATGATTAGAGAGATACAGTCC -GGCTACGGAATCAATAAAATTCTTTACACTGTATGGAGTCCGCCTGCATGGATGAAATCAAACGGGTCAA -CTTCAAGAGGATATCTAAAGACCGATAAATATCAAGCATATGCAACATATTTAGCAGAGCATATAAAAAA -CTACAAATCAAAATTTGGAATTGATATTACTCATATAGGGATTTCAAATGAGCCTAACCTTGAAACAGAC -TATTCTTCATGTACATGGACAGCAGCTCAATTCAAAACCTTTATGAAGGATTATCTGGTACCAACTTTTG -ATAAAGAAGGTATTACTGCAAAAGTTATTATGGGAGAACCAATGTCATGTACCGAATCATTTGCAATTGA -CTGTTTGAATGATGCCACAGCATTGACAAGAACAGATATTGTAGGTTGTCACAATTATGGATCATCATAC -ACAACTTTTCCAACCACTAAGGCAAAGGGAAAAGGAATATGGCAGACAGAAATATCAGACATGAATGGAA -ACGATACTACAATAACTGATGGTTTAAAGTGGTCAAAACAAATCTTTGATTTTATGACAATAACTCAGGG -AAATGCATGGAATTACTGGTGGGGTGCGTGCTATAAAACATATAATGGAGAAGGTCTCATACAAATGGAC -ATGAATTCAAAGACCTATAAAGTTGCTAAAAGACTCTATACTGTTGGACAATATTCAAGATTTATCAGAC -CGGGATGGCAGAGATTCGCTGCTACTTCGAACCCTGTGTCCAATGTATATGTTACCGCATATAAGGATCC -CGCTACAGGAAAATTTGCAATTGTTGCTATGAATGACGGTTATACAAATCAATCAATTACATATACATTG -AAAGGATTTACTCCTGACTCGGTTACTCCATACACAACTTCATCAACCCAAGATTTGGCTGAAGGTACAA -AAATAACTGTAAGCGGAGGTAGCTTTACAGCTAATCTGGCAGCAAATTCTATAACAACATTTGTTGGCGG -AAGTGATGTAAATCCCGGTATCTATGGTGATGTCAACGGCGACAAAGTTGTTGATGCCATTGACTTTGCA -CTTTACAAGCAGTATCTCATAAAGCAGATTAGCACCTTCCCGTCACCTGACGGAATGAAGCTTGCTGATG -TAAACGGTGATAACAGTGTTGATGCAATTGATTTTGCATTAATCAAGAAATACTTGCTTGGTTCAATAAC -TAAACTTCCGGTTTAAGAGTATTTCGTGAAAACATATATGAGAAAAAGGGGCAAGGACATTTCCTTGCTT -CTTTTTTAATCTTTGAGAGTTTAATATTTTGTAATAGGACATAATAAAAGTAAACAATTATAGGAGCATT -CCTGTAAGTAAGAAAAATGGTCTTTGAAAAAATTAATACCCTCACGTAAAATATGAAATGTGCTGAACAC -CACAAATGAAGGCACAAATCAAATAAACGGAGGGTAACTAATATGAATTGTACACAAAACAATAAGTTAA -TGCAAATCACACCTGAAACAATGGTGGTTGGAGTAGATATCGGTAGCGAGGTCCACTTCGCCAGGGCTTT -TGATTTCAGAGGATTTGAATTTTCTAAAAGAGCATTTAGGTTTGAGAATACAAGAGAGGGTTTCAATGCC -TTTGATATTTGGGTTACAGACCTGATGAAGAGAAATCAAAAGACAAAAACATTCGTAGGAATGGAGCCCA -CCGGGCATTACTGGTATGGGTTTGGAAGTCACTTGCAGAACATGGGTGTAGAGTTTGGTATGGTTAATCC -TTACCATGTAAAACGCTCAAAGGAACTAGATGATAACACCCCAAGCAAGCATGACCGTAAAGATCCAAAA -ACGATTGCAATGCTAGTCAAGGACGGAAGATATCTAATACCGTACATGCCTGAAGGTGTATATCGAGAAA -TAAGAAATCTGATGGAATTACGCAGGCAAAATGTTGTGCAGTTGATTAGCATACAAAATAGAGTAAAACG -ATGGTTAGCAATATACTTTCCTGAGTTTAGTACTGTTTTCAAGAAATGGACTGGAAAGGCGGCGTTGCTT -ACACTGAAGCATTTTCCTACTCCACAGGCAGTAATTAAAACAGGTGAGGAAAAAATAGTAGCAACATGGA -AAGAGGAAGTCAAAAGAGCGGTTGGACATAAACATGCCCAGAAGCTCATAAAAGCAGCAGAAGAATCCAT -TGGACTAAAGCATGGTCTGGAATCAGCAGTTCTGGAGATTGAAACTCTTCTAGACGAATATATGATTCAT -GGTCACAGGCTTGAGCTGATAATGCAAAAAGTAGAAGCACAAGTAAAAGAAATTCCGAGTGCAAGTATGC -TTTTAGGTATAAAAGGAATAGGAATTGTAGCTGTGGCAGGGTTCTTAGGTGCTGTAGGAGATATTAGTAG -ATTTGATGCTCCAGAGCAAATAGTAAAACTATTTGGGTTAAACCTAAGAGAAAACAGCTCTGGCAAGCAT -CAAGGCAAAACAACAATAACCAGAAGGGGACGCTCTGACGGCAGATATGCCATATTTCAAGCAGTATTGC -CATTAGTAGCTAGAAACCCTGAATTTAGGCAGTTGCACCTATACTACATTAATAGAGATAACAAGCCACT -TAAGAAAATGCAGTCAATAGTAGCCTTATGCGGCAAGTTGATAAGAGTATTTTATGCAATACTAAAAACA -GGTAGCCACTATGATGCTGAAAAGATGATGAACGATATTAAAAGACCAATGATGAAGGCAGCATAGCCTA -CTGATTTGAGGACTATGCCATAAAGAATCTGAAACCAATGACTGCGAGTAACGGATATATGGTAAGAAAA -AGTGATGTTTAAAGTGTATCGATTAGTTTTAGAAGAGCATTGACAATTGAGAGCCGGGATAGTCAGGTTG -AATATTTTCCATTAGGGCACGACCCAGTTTAGGAGCATGACTGACATTCCACCTCTGGACAAGACAGGAC -GAAGGAATTTAGGGCATGACCCAGTGAGACATAGGAGGTTTGTCGCCAGAGACATGTGGAAGCCATTGGC -GTGATAGCAAAAAACAAGCGCAGTCTAGCCGAAGGCTAACCAGTATAATCCAGTATTATACTAATACAGA -ATATTTGTCCAAATAACGCTCTCGGGTTGATATGAAATTCTAAGATTAAGCGAGATAATACGAGTAAATG -AAAGATATTATAAGGAGGTTTTTATATGAATAATATTGACGCAGCAATTGACAGAATTAAAATACTGGAG -TGTCCTACAGGAGAAATAGAAAATCGGGTTGCTGGTATACTTGAAAATTATGGTGTTGCTGACCGTAACA -AAGTTAATATTTCCAGAGTAAAAAACCTTGATCAGGATGAAGCACAGGCATATAAGGTGAATTTTCATGG -AGAGGACAATTCAATTGTTTTTCTGGCAAAATCGGGGCTGGATGACTATACAGCAACGGTTGTTGATGTA -TATAAAAAGTAATTGCAAGTACTTGGAATATTTACGGAATTCATTTATAATCATCATATCCAAGATTTTA -ACGTATAATAGATAAACCAAAACTGACAGGGTGTTATAGCTTTACGCACATACATCTTGAGTTTTCTTAC -GATTCTTAAAGATTGAAATAACTAGCATTAATAAAGGAAAAAACAAATCTGGCAGAAAGGCGATAAAATC -TTGGCCATAGCTTTTAGTCCAATCAATGAATACATCTGCATTTTTAGGAAGAATAATATATCCTAGGGCT -ATATTCAAAACAGCAAAAGCGGTCAGGATTGGCTTGTATTCTTCAAGTTTGAATATATCTGCTGTTATTT -TACTAACTGCATATAAACAAATAACAATTTTAAAACCTACTCCTATCAATAAACTAATATCTATGATGGG -TTCAATGTTTATCGTTGGAATTAACTGTGCTGATACATGGGAAGTATATGTTAAAGTTCCCATTAATGGA -CCAACTACTATTATATTTCTCAATATAGAAGACTCTACAATTAAAAAGAAAATAAAAGTAACCCAGTAAG -TAGTCTTGAATAGTCCCTTTTTACTGTTTGTATACGGTATTATCAACAAAAATATGAAAATATCACCAAA -GACTGTAGATAATAAGTTAACTGCACTTTTAATGACAGGAGCTATTTCCAATAGAATAGGAGTAAATGAT -GTGAAATCCTTTATGGTGAAAATTGAAGTAGATACTATTAATGAAGATAAGAGTAGTATAGGAGCTAGGA -TTTCACTTGTTTTCCCAATAACAGTCAACCCTCCCCTGGCACTGTATAAAGTACCGATTGAAAGAACGAT -AAATATTACTATTACCGGGGTTTCAGTAAAACTGACAGAGTTCATGAATCCCACAAAAAGTCTGGTATTT -AGAGAAGATTTGTATAAATAAAATATAATGTAATAAATGCTGATAACTTTTCCGAATACTTTGCCAAAGC -AATTATCCAAAATTTCAGTAAGGGTTTTCCCGTTATTAAGTTTAGCAATATACAAGAACACTGTAATAAG -AACAAGACCACCTATAGTCCCTAGAAGCATTGTTATCCATGCATCTGTTTTTGTACTTTCAGCTGGATTG -TATATTAATGTACTACCAAAAAAAAATGTAAAAACAAGTAACCCATATTGCAGCTTTGATATTTTAACTT -CTTTCATATAACCTCCATAAGCTGTTTTATTTCAGACCAACAGACTTTAATGCATTCATAATTAATACAA -CAGGACTGGTGGGTTGTTTATCAATACTGATAAGAATTGATAGTAGCATACTAATTGCCATAATTGTAAA -ATATATACTCATCACTTTAGCTCTTTTATTGTAATTTAATAGTTCTTTAAAGCTTGCTAATAAAACCAAT -AAAAATGCAAATATTACTTTTACCAAGCTTATACACTCTCCCTACTTACTTCGTATTGATTTAATTAACA -TACCGCTTCTTACTATATTTCCGTTAACATCTATGTTTATCTTTAGTTTTGGAAAGATTTCCTCATCCCA -TATATTTTTCGATTTTCCCCAATATTTGGGGTATTTTTGAAAAGTGTACATTCCGAAACCAAAAATATCA -CTCTTATATTCTTTTTGGCATTTCTCAAGGGTTTTCTGAGCTTCTTCTTTAATTTGTGCGTTTAGACTTT -TGGTAACAGATTTTACATATTCACTTTCTTGTAGTGTATATTACTTTGTTCGCCGATATTCCCTAGAACT -TTTATCTTAATATCGGCTTCCGGCATATTATTTTTGCCGGGCTTTATTTTAATTTTTGATTTAAAATCCT -TTAATTCAACGCACACTGTTTTACCAGGATTTACGGGATCTTTTATCTCTACAACAGAGCTCTTGAGTCG -ATTTGTAATATACATATAGCCACGGGTTTCATATTTATCAAGCCAACCTATCATTTTATCCTTCTGAAAT -ACTGCAAGACCTTCTGTAGTAGTTATTTCTTCAGTTTTTTCTATAGTCCCTATTGCAAGACTCCTTCCTT -CAGTTACCAATCCTTTTGCTACATCCAACAGCATTAATCTTCTAGAGAAAGCATTATCCTTAGAGTTCTT -CAATGTATCTCGTATATATTCACCCGGTACTTTTGACAGTTCATATTCCTGATTTAATATTTCTTTTGCT -GTTGAATTCTTTGCTACTATTACGTCTGTTTTGTACTGAGCCTTGTGATCTCTTAATATAAAATCCATAT -AATCTTGAATACCGTATTTTGCTATATCTTCACCGAAAACTATAACTTGAGCGGAACCCAGAAATATTCT -TCTACTATTAATTTTTGTAAGCAGACCATGGAATGCACCAAAAACCGAATCGGCTGTATTAGATATAAGA -TAAAAGCTTTTTGTCTCACCACCACCACCTCCGCCGCTATTTGGCTGTGAGCTTTTGATTGAAGGTGTTT -TTATTATTTGTGCACTAATCATGATTTTGCCATCTTCAGTTTTATCAATTCCGTAAGCAGATAAAAGAGA -CATATTACTTAAATCTATGTTATTCCAGCAACCCGTGAGCGTATAAAGCATAAAAACAGACAATATACTT -ACGGTGATTTTTCTAACCATTTTGTTTCCTCCTTGTTGAGAAGGATTTGCCTCTTGTTCGTTTGGAATAT -TGTCCATGTGATAATGAATGTGGTCTTCCAAACATTGCCCATATAGGCACAACAATTAAAGAATCTTTCA -GGTCTGTGGCTCTGAAAGGAGAAATAGGAGCTAAATATGGAATACCAAAGGATTTTTTACTGCAGAGATA -AATTATTATCAGATTAGTCAAAGTAGCCATACCAAAAAAACCCAAAGCGTTTGCAGATATCAGCATTAGA -ATTCTAATAATGGAACCTGCTTTAATAAGCGGCGGCACAATAAAGCTACAAATGCCAGAGAGTGCTGTTA -CTATAACAATAGGTGCTGAAGCAATACCGGCACTTACAGCTGCATCACCAAGTACAATTGCACCTACGAT -ACTCACAGCTTGCCCAATCGATCTGGGCATACGTAGGCCTGCTTCACGAAGAATTTCAAATGCAAATAAC -ATTATTAATGTTTCAAAGAAAGCAGAAAAAGGTATTCCTTGCCTTGCAGCAGCCATGGTAAGCATCAGTT -TAAAGGGAATTGTTGTTTGATGGAACGAAATCAAGGCTACATAAAGTGCCGGAAGATAAAAAGATATTAA -TAGGGCTATAAATCTTAAAATCCTCATAGAAGAGGCAAAAATAAACTCTCCATAGTAATCTTCCTGGGCC -TGTATGCTTTCAATCACTAAATATGGTATGGTTAATACAGTAGAGGCTCCATCGGAAATTATTGCAATTC -TGCCTTCCAAAAGCTTAGCTGCAACTTTGTCAGGTTTTTCGCTGTTTCCTACCATGGGAAAAAGTGAAAA -ACTTCCATCTTGTATGAATTGCTCGATATAACCAGAAGTCAAAATTGCATCAGTTTTAATTTTATTAATA -CGTTTTTTTAGTTCATCTATGATTTCTGGCTGTGCAATACCCTGAATATAACAAATAACAATATCGGTGT -TTGTTCTTTCACCTAATTTAAAGCTCTCTACCTTTAAATTGGAGTTTTTTATTCTTCTTCGAATTAGCGT -TGTATTGGTAAGAAGATTCTCGGTAAAGCCTTCTTTAGAACCCTTAATGCTTATTTCGGTATCAGGTTGT -TCAACCGCTCTCATTTCAGGTGCCTTCAAGCCAATCTTAAAAGCTTTTTCTTCGTCTTCAACAAACAAAA -CTGCATTTCCAGATAAAATGCCGTCAATCGAATCTTTTAATGTGTTTAGCTCTTCTAAATCACCGGAGCT -TATTATTTTTTCTTTGAGTAATGTATAAACTGAAGAAATTTTGGTATTTTGTGAATATTGCATAATAGGT -TCAATAATGTTCTCTGCTAAAATTTTCTTATCAACGAACCCATCAAAAGATGCTATAATAATCTTCACAT -TAAGTTTTCCGAGTACAACTTCTCGTATTATGAAGTCACTGCATAAAGTAAATTCTTGATTAAGTATATC -TTTTATTGAACCAATAGATTTCGGAATTTTAATAATATTATCTTTTTTACTAGTGTTATTTGGATTACTT -GTATTTTTTTCTTGGTTCATTTTCTTTGATTTACTCTTTTTTGAAAATACCTTAAACATTGTCATCATCA -CCTAATTTTAATATGCCTTAAATAAAAAATGTTATACCAGAGTAATTTTGTTCACTTTAAGTCAGCTATA -CGGTCTTACAACACTTCTATTAATTTAAATAACAACTATTTAATAAAAACAAATATAACGTATCACATGT -ATCCTAGTTTGTGGTACAGATGAGGGAATAAGGAATCCGTTCATAAAAATATAGTAATTGGTAGTAAATC -TCCTGTAAATATCACCTAAATATTAGAGTATATTTACAGGAGAGATAAATATGTACACCAGAGTTGCCGT -TGAAAGAAAACCCCAGAAATCCTCAAGTTCACAATATAGCAATAGTCAGAAAAAACCTTCCGCGTCAAAG -TCTGAGGGCAAAAAGCCAAAAGTCCGAGTGACAGAATTTTCACAAATAGTTGCACTGCTGCTCAATGACC -CGGATTCAGTCACACGTGATGAATTTGCGTTACCGGAATGTTAATCTCAGGCCAGTTTGCAGAAATAATG -GAGGGAATAAAAGCATTAGGAGAAGCTGCAAAAGCCTCGCTGCCCCATATAGAAGGAAAGGTATGGGAAC -AGCTGATAGGAGTAGATCTTACTCAGCCCCTAGAAGAACAGGCAGACGAAGGAGGACAGCCACAAGGCCA -GACAGCAGAAAAACTAACCGAAAACGATATAGTCATAGAACAAGTTGAGAAAGGGGAAATAACCCCGGAA -CTACTTGAGGACATGAACCTGAAAGACGGAGAAACAAAGGAGTTGAATGGAAGCTCCAACCCGCATACCA -CCGAAAGCATAATGGAGGAATTTGATACACAAAAGGCACAAAAATCAGGCAACAGCTTCGCTGACGGAGT -AAAAACACGGGCACAAAACGCAGGAAAGATTCTTGACCAGATAAAAGAATTTGTAATAAAATGGTTAAAA -GATAACTGGTGGAAGCTGCTGTTGGGAGTACTGGGAGCACTGGCCGGAATAATAGCGGCAGAAATAGTAA -CGGGAGGAGCAATAACCGCAGCACTGCCTGTAATAATAAACGCGATAACCACGGCAATGAATGCGGCCAT -GGTAGTGTCCATAATAGATACCATAGCAAAAGCGGCAGGCTACATAGAAACCTACCTGACACAGGGGTGG -GCAAGACACATCCAATCGGCGGCAATAGCCCTTGCAACAGCACTTGCAATGGGATTGGTAGAACTGGCAA -TGGCTCTGGGTTTCAAATTCGCCGAAAAAGGCGTAAAAGCAGCCAAGGGTGGTATCAAAAAAGGCATAAA -AGCAACTGCCGGGGGAGCAAAGAAACTGGTTACCATAGCAGGAAAAGGCATCAAGAGTCTGCTAAAATCA -GGAGCAAAGCTGGTATCCAAAACAGGCCGCATGATAATCGAAAACGGAAAGATAATCATAAAGAGCCTGA -AAAACGGATTCTCAAAGGGAGTAAAGAAGCTCAAAGGCCTGATAGACAAAATATTAAGCAAATTCAGGTT -CAAAAAAATCAAAATAGAGCGAAAAGGTCTGCATATACGAATATACGGGGAAGTCAACCCGTGGGTACTG -CTCTATGACGGAACCATAGAGAAAATAGACCGTAAAAACACCCATGCAGGAGATATAATAGAACACGAGG -GGAAACGTGGAATAGTTATAACCCGCAACACAAAACCAACCGCCAAAGTCAACGACCTAAATGCATTAAG -TCAGGGAGAACGGAAAGCCATTTATGAAAATGCTTTGAAGAATGGTGGGAAGGTTGATGTAAAGGGGGCG -GTTGAAGCTATTGAGAGGGCTATAGCAAAGGGAACTCCAAAAACTTGGGAAGAGTTTTTAGCTGTGAATT -CAGAAAGAAGTGTAGAAGAGTTATCGAGTTCTTATATAAAACTTATTGAGGGACAGTCTCCATGGCCTGA -AAACTTTGTACCACAACAAAAAACCCTCAAGCCAGGAGATACTTTTCAGATGACACTAGATAATACGCAA -CCGGTGACATCACCAGGTGGTTTCGCTACATTTGACAATATACCTAATGTTAATTATGTTAGAAATAATC -TAGCGGTAAAATCAGATTGGAAAGTAGATTGCAGTAAAGTTGTTACTTACAGGGTTAAACAAGGTGTAGA -GTTACCTGTGCTTGAAGGACCAGTTGGACCACAAATAGATATAAATGCTGACAAGTACTTGCCCGGTGGT -GGATCTCAAATACAAATGTTACTTGATAGAAGTGTTAACAAAATGGATTACTTGGAGGTTGTGTCAATAC -GCTCAATTAATTAAGGGAGGGAAAAAATGACTATTGAAAATTTCATTTGGGATAGCCAAAATCAAAGTGT -AAGTTGGACATATAATGGAAAAATCATTAAAGAAACATATGAGAATGCATATTTTGCTACTGTTAATACA -CAGGAAAATTTTGTGTATGTTGAGGCAGGACAAAATTATTCTCAAGACCAAGTATATCACCTTTCTTTTG -ATGGAAAACGAATATTTACACTTGATAAGTTAAGTGGCAAAGTTAGTTGGATATATCAAGACAAAATGGT -TGAAGTTGCTTGTAAAGGTATTGTAAATGCTCAATTCTATATTGAGAACGGGGTGATTATAGTAATTACA -GCTTTAAGTCAACCTCATAGAAAGTTACAAGGTTTTGCATTAGATGGTACAGTGTTGTTTGAAAAGGAGC -CGCCACATGGGTATAGTTTTGTGAACTTATCAACCTATAAGAATAAACCTTCCGCTGTTTGTGATGGAGG -AAAAATAAATGCTGATGCTTATGGCAGAAGTAGCTGGCATTTTGTTATTGATATTAAAACGGGTGATATG -ACTAAAGAAAATTTAGCATATTGAGAAGTTTAAATTGGGAAGTGAATGTATAAAATAGGCTTTTCTGACT -ATATATTTCTAAGGGAAATCTAAGAATTAGACTTAATGATTCTCAAAGATTGTTGAAATGTAGGATAAGC -GGCAAAAGCCTCACTACCTGAAAGAGGAAAAGTGTGGGAACAACTGATAGGAGTAGACCTGACACAACCC -ATATAGGAAAGACTCTTGACCAGATAAAATAGTATGTTATAAAATGGTTAGAAGAATTATATAATAATTA -CAATATATTATCGGGTTGATGTTGACTGATTGCTTCTTGCAAAGCTTTAAATCCGATTTTATTATCCCAT -TGGTTGAAATAGCACCTGAACTTTGAACCACATGTAATACATTCAACAAATTGTTTTGTATCCTTCTGTT -CTCGGTTATCAAACATAAAAGGAAGAAATTCATTTTTATTTCGAAGCCCTGGAGCGTCGGAATCAATAAT -ATATGAATAGACATAAGTTGCTTCGTATTTAATTAAAAAATTACTATTATTGCAAACTGGACATAATAAA -CGGTTTTCAGACATATATGCCTCCAAAATAGGTTTACTATTAAAATTTCCAGTAAATCCGTAAGTTATTC -ATTATTTTAGAAGAATGTAAAGACACAACACAGAAGACGCATAAAAATATTAATACTAGTAAAGGAGGTC -TATCAATGAATTATACTATAAGGCCCATACGTGTAGAGGATGCAGCGGATATGAATGAGATGTATATAAT -GGACGGGGTAAGAGAAAATATTCTAGGTTTATTCAGTGCAAGAATAGATCAAACAGAAGAGTTTATAAAG -ACCGCTGGCTCCAATCAACATCATTTGGTAGCTGAGACCAATGAAAATGGAGTAAAGAAAGTAGTAGGTT -CGGTAGCACTGATTGTAAGCCAGAACCCAAGAACCAGTCATACTGCGTCATTAGGAATAATGGTACATAA -AGATTATCAGGGAAAGGGAATAGGAACCGCACTATTAAAAAAAATTCTTGATTTAGCAGATAACTGGCTG -ATGCTTATACGTTTAGAATTAAATGTATTTGTAGAAAATGAAAGGGCGGTCAACCTATATAAATCACTTG -GTTTTCAGATAGAAGGCACAAAAAAATATATGGCTGTAAAAAACGGTAAATATGCCGATGAATATTTAAT -GGCAAGATACAACCTCACAGATAAATTATCCTAGCATTGAAAAACAAATTGTTTATTGATATAATAATAA -GAACTTATGTTCTTGGTGAAGCTGATTGGTATGGCGGTCAGCTATTTTATTGATTAACAATCAATATTTT -TTGTGATGGAGGCTGAAATAATAAAGTATGGGCAAACCCGAGATAAAAATTTCAATCAGAAACCTTGTTG -AACTGGTACTGAGGTCTGGTGATATTGATAACAGGCTTGTTTCCTCGGGTAGAATGTTGGAAGGTACAAA -AATACACCAGAAGATACAAAAGCAAGGTGGAGAATTATATAACAAAGAGGTTTCTCTTGCCCATAATTAC -GAGACCCAGGATTTCATATTCAGACTTGAAGGCCGTGCAGACGGTATTATATCAGAACCGGGCGGTGTTG -TAATAGATGAAATAAAATCAACAGCACGTCCCCTTGAATTAATAGATGAAGAATTCAGTATTTTGCATTG -GGCACAAGCCAAGTGCTATGCTTTTATTTATGCACTCCAGAATGAGCTTCAAAATATATATGTACAATTG -ACGTATTTTCACATAGATACGGAAGAAACTAAAAATATCAGAAAACTGTTTTCAATTAAAGAACTGAATG -AGTTTATTGAAGACTTATTGGATAAATATGTGGTATGGGCCAGTATTTCGGATTCATGGAATAAACAAAG -AGACGATTCCATAAAAAGCCTTCAGTTTCCGTTTAAGTCATACAGAAGGGGCCAGCGTGAGCTTGCAGTT -GCAGTATATAAAACTATAATGCAAGGCAAAAAATTGTTTGCTCAGGCTCCTACAGGTATTGGAAAAACCA -TATCAACGCTTTTTCCTGCTGTTAAAGCCCTAGGTGAACAACACATCTCAAAAATATTTTATCTAACAGC -AAAAACCATTACAAGGCAGGTAGCTGAAGAAGCATTTTCAAAAATGAGAGAGTGTGGTTTGGTATTCAGA -ACAATTACTCTTACTGCAAAGGATAAAATATGCTTTAATAAGGGCGGCAGCTGTAATCCGGATTTCTGTG -AATATGCAAAAGGCCATTACAACAGGGTGAACAACGCAATGGAAGATGTGCTAAACACTTCCCAAAACCT -GTCTCGGGAAGTAATAGAAGAATATGCACTCAAACATAAGGTTTGTCCATTTGAATTCAGCCTTGATTTG -TCATTGTGGGCGGATTGTATTGTTTGTGACTACAATTATGCATTTGACCCGAGAGTATATCTAAAAAGAT -TTTTTCTCAATAATACGGGGGATTATGCTTTTTTGGTTGATGAGGCTCACAATTTGGTAGACAGAGCACG -GGAAATGTTTTCTGCTCAAATCCATAAGTCAGCATATCTTGAGGCAAAAAAGCTTATGAAGTCAAAAGTC -CCTAAGGTTGCCAAGATATTGAACAAAATAAATTCATATATGGTGACTCTTCGCAAACAATGTGCAGAAG -AAGGCTTTATTATCAGCAAAACAGAGCTTAAAGATCTTTACAGGCTGCTAAACAACTTTATATCCGAATC -AGAGGAATGGATATTAAAAAATCAAAATAACAACATTGAGGGTTTTGAACAGCTTCTGGAGGTTTATTTC -GACTCAATAGCATTTACCAGAATGGCTGATTTTTATGATGAAAGATACGTTACATTTATAGAGACGAAGT -CAATGGATGTCCGAGTAAAGCTTTTCTGTCTGGACCCCTCGTATTTGCTTTCTGATGCGGTAAAGAGAGG -GAAAACAGCTGTGTTTTTCTCTGCAACGCTTACTCCTGTTAATTATTTTATGGATATACTTGGCGGGGAC -AAAGAGGATTACAACATTAACCTTGCTTCGCCATTTGACAAGGACAATCTTTGTCTTATCGTTAATGATA -ATATCTCTACAAGATATAAAAGCCGTGATAAAAGTTATGATAAAATAGTAGACATAATATGGTCTTCTAT -AAGCAAAAGGACAGGAAATTATGTAGTGTTTTTTCCCTCATATAAATATATGAACGAGGTTTATACAAGA -TTTACAGAGCAATATCCTGAAACGAATACAATAATACAGGAAACTTCCATGACAGAAGAAGAAAGGGAGA -GCTTTCTAAACAGGTTTCAATCTGGTACTGAAAAGAGCCTTGTTTCCTTCGGTGTGTTGGGAGGAATATT -TTCCGAGGGTATAGATTTAAAGGGAGACCGGCTTATAGGAGCTATAATAGTAGGGGTAGGACTTCCTCAG -GTTAGTCCTGAACAAAATATAATCATGGATTATTTTAAAAACAAAAACCGTATGGGTTTTGAGAATGCAT -ATATGTATCCGGGTATGAACAAAGTATTACAGGCGGCAGGAAGGGTAATCCGTTCAGAACACGATGTGGG -AACAGTAATACTTCTTGATGAAAGATTTTCAAATGGAAACTACAGGAGGCTATTTCCGAAACACTGGGAA -CATGTCCTGCGTGTACAGGATACGGGACAGTTGGAAAAAAGATTGGAGCAGTTCTGGATAGATAAAGATA -TGGACAAGGTGAATACATGACACAATCTGAAATAGACTGGGAAAACAATAAATTAAGAGAAATAATAAAC -AAAGAAGCGTTTAAAGATTTAAGCACAGAGCAAAGGAAAGCTGTTCTTACTGTAGAAGGGTCTGTACTAC -TTATTGCTGGCCCCGGAAGTGGAAAAACAACAGTGATAGTAAACCGTGTTTACAATCTAATAAAATATGA -GAGAGTAAATCCTAAAAGTATACTAACACTAACATTCAACAAAGCAGCACAGCTTGAAATGGATAGGCGA -TTTCAAAAACTTTACGGAAATCATGTAAAAGAAAAAGTACAGTTTTCAACATTGCACAGCTTCTGCAATA -GGGTAGTCAGGGACTATGAAATAATGAAAGGCCGGAGCTTGAGGCGTATTGAGGGTACTGATGAAAATGT -AAATAAAAAAATTCTGTTGAAGGACATATATTATAGTATAAATAGTACAAAAATAAATGATGATGAGCTG -GATAACCTTATAAACGAAATAAGCTATATCAAAAATAAAATGATTAAAAACGGCGATGATAGCTATTTTA -GCTCAAAGAAATTCTCAAAGGTCTATAGAGCCTATGAGGAACACAAGAAACAGAATCTGATGATTGACTT -TGACGACATGCTCACATATGCCTATAGTATACTGTCAAGATTTCCGCAAATTCTGGATTGGTATAAAAAA -CGTTACACCTATATCCAGGTGGATGAAGGTCAGGATTTGTCAAACATACAGTTTGCCATACTCAAGCTTT -TGTCGGGGCCGGACGGGAATATATTCATAGTGGCGGATGATGACCAATCCATTTATCGTTTCAGGGGAGC -CGAACCGCAGTACATTCTGGATATGAGCAGTGAATTCAACAATCTAAAGCTTTTTCGGCTTGAAAATAAT -TACAGATCTTCACTTAATATAGTAGACCTTACCAGTAAGTTTATAATGAAAAATGATAAAAGGTACTTGA -AATCACATAAAACTAAGAATAAAAGGGCTGATGATCCGTTTATCCTCAGTGTTGAAAATGAGAGTGGACA -GTCGGATATTGTTCTTAAAAAGATATCGGAGTTACTTACGGGAAATAGGTCTATAAGCATCGGAATCTTG -TACAGAAACAACCTCTCATCCATTCTTGTTGCAGATAAACTTCAAAGGAACAGTATCTCATTCAGAATCA -GACAGAACAGACTGTTTTTTTTCAGGCATTGGCTTGTTCAAGAGGTATGTGCATTTCTGATGTTTTCACT -TGACGGTTATGATACTGAGTCATTTACAAAAATATGTTTCAGAATGAATAGATTTATATCAAAAACCATG -TTGGAATGTGCCTTACAGGGTGAAGAAAGAGACAATGTAATTGACAGAATAATAAACAATCATGATCTGA -AACCGTTCCAGCTTACAGCAATGAGAGATTTAAAAGGGGAATTTGCTTCATTGGCAAAAAAGAATCCGTG -GTCTGCTTTAGAGTACATAAAAAATGATTTCAGATATTTAGAGAGTGTTAAAGAGTACAGTAGTATATCC -GGCCAGTCCTTTGATTACTTTAACAGGCTTTTTGGCATTCTGCATGGAATATCAGTTGATTGTCCGACCA -TTTCAGCATTTCTTGTGCGATTACAAGAGTTAGAGAAAATATTTGAGGCCGGAGGAGTTCAAAATGATTG -GGAAAAGAATCAAATAACTCTTAGCACACTACACTCATCAAAGGGTCTTGAATACGACAGTGTATTTATG -ATAGATATGATTAACAGCGAGATTCCGGGAGATAAGGTTCTGGAAAACTCAGAAAAAATAACTCTTGAAG -AGGAGCGGAGACTATTTTATGTCGGAATGACAAGAGCAAAAAAAGATTTATATCTGCTTAATCCTTGCAC -ATTGAATGATGAAAAATTTATGCCATCTATTTTTATAAACGAGGTTGTACAACTTCTGCAAAAGGACATA -ATAAATAATATAAGTGAAGGAAAGTTTGTTAACCATGTTAAATTCGGTAGGGGTATGGTAGTTGCAATAA -ATAAAGAACATGGTTCTGACAGACATATGATAGAAATAAAGTTTTTTAAGGTGGGATGCAGAAAACTTGA -TTTACAGCACTGTATTGATAAAAAACTATTAAAATTTGAATAAAGTACACACAATATGAATGAACACAAA -ATGGTTTGCAAAACATAGTATGTTTTGCTATCATAGGTTGATATGGAGGAATTTACATGATAGAAAAATA -TTATCCTGACTTATATTTTGATAGTATCAGACATATTGATATAAATATACTTAAAGAAAAAGGCATTAAG -GGAATTATCCTTGATATAGATAATACTCTTGTTCCCATGCATACAAAGGATGCTGATGAAAATGTAATCA -ATTGGGTAGCTGAACTCAAAAAAACAGGGTTTAAGGTATGTATATTATCAAATGCTTCTTTAAAAAGGGT -TACAAGATTTAACAAGGAAATGTCAATTACTGCAATACACAGGGCATATAAACCAGCAGGAAAAGCGTTT -TTAAATGCAGCTGATAAAATGGGGCTGGAACCTGAAAAGGTAGCAGTTGTCGGTGACCAGATATTTACCG -ATATATATGGGGGAAACAAAGTAAATATGCTTACAGTTCTGGTTAAACCCATAGACAAAAAAGAAATTTT -ATATGTCAGGTTAAAAAGACATCTTGAAAAAAGAATTTTAAGACGTTTCAGCAATGCACACAAGTCAAGG -CTAGAAATAAGAAATGAATGGAAGAAAAAAAGGCTTCAAATAGAAAGAAGCCGTTTAAATTAACTTTGGG -GGTGTCAAGCAAATGAACTTGATTGAAGTTGTTAACGGAAAAACACAGTTGTATGGTGTTCTAGGGAATC -CGGTTCAACATACAAAATCACCATTTATTCATAATACACTCTTTAAAGAATTCGAGATAAATGCAATATA -TTTACCTATTCATGTTGACAAGGGAAAGTTGGAACAGGTTATGGACGGATTCAGGGCTATAAAGTTTTCA -GGTTTTAATGTAACTGTTCCATTTAAAAAAGACATTATAAATCATTTAGATGAGGTTTCTGCAGAAGGTA -AGCTTATGGGTGCAATTAATACTGTGATAAACAAAGATGGGAGATTCATAGGATATAATACGGACGCAGA -AGGGTTTGTAAGAGATTTTTCAGATGGGTTTGAAACGACCTTTAAAGGAAAACGGGTAATGCTGCTGGGA -GCAGGGGGAACGTCAAGGGCTATTGCTGTCAGGCTTGCATCCGAAGGTATAGAGCATCTCACCATAGTAA -ACAGGACAGAAGCCAACGCCCAAAGCATTTCTAATCTTGTAAACAGCAATTTTGGAGACATTGTGAGTAC -AATACTGCCCGAGAAAGAAATACTTGATAGAGAACTTGAAAACAACCATATTATTGTAAATACAACACCT -GCAGGAATGAGTACATATCTTGATTCAACTCCTTTTGATTTAGATTTTAACTTTAACGGAACTCAGCTGG -TATACGATGTTCTGTATGTTCCCAAGAAAACCAGATTCCTAGAACAGGCAGAAAAAACGGGATGCAAAAT -CAGAAACGGATTTGGTATGCTGATAAATCAGGGCGTATCAGCTTTTGAGATTTGGACGGGTATGCAGGTT -GGAAGAGAACAGACTAATAAACTACTGAAAAAAATAGAAAATATAGAGGTATTTTGAAAATATTACCGAA -ATAATATGATGTATGTAACTTTAACAGTAGGTTATAAGGGGATGAAAGTATGGTAACGTTAAAAAATTAT -ATGGAGGAAGTTGTATTCAACCTTATAGACAGCGTCCTGAATGATATCGACATGTGCAAATGCGAATTAT -GTATTAAGGATATAGCTGCTCTTGCTCTTAACAGCCTTCCTCCGAAATACATTGTCTCTGAAAAGGGAGA -GTTGTATTCAAAAGTAAACAGCTTGAGAAGCCAATTTGAGGTAGATGTTATATCAGCTATCACAAAAGCC -GCAGTTCTTGTAAAAAAAACACCAAGGCATAAATAACAAAAGAATATTTATTTGCCCATTGACTTGCTAT -TTCTGCGGGAAGAAATAATCTTGTAAATTACAAATAGGACAATGCAGATTAAAATCAGTGCTATTACTAT -ATTTTCAAAACCCTTAAAATACGGCCTGATTTTAGTCTCATAATCCTTTCCGAATACATAACCAAGATAA -ATCAGAGTAAAATTCCATGGCAGCATTCCAATAGTAGAAAAAATAATAAACTTAAATTTATTTATTTTAG -CAATTCCAGCGGGTAAAGAAATAAATGTTCTTATTACGGGAAGAAGCCTTCCGAGACATACAGCCAGCAT -ACCTCTTTTTTTAAATACCTCTTCTGCTTTGTAAAAATTCTTTTCCGATACAAAAAAGTACTTTCCGTAT -TTCAGTATAAAAGGTCTGCCACCGTAAGAACCTACAAAGTAAGCAAACATAGAACCTATAAGACTGCCTA -CGGCGGCAGCTATATTTGCTTCCAGAAGGGTAATACTTCCCTGTGAGGCCATCATTCCACCAAAAGGTAG -TATAATTTCACTGGGAAGGGGTATACAACTGCTTTCAAAGAGCATCCAAAGCCCAATACCCCAGACTCCC -ATACCTTCAATTATATCGATTAAAGGCATTAAAAGGTTATGAATAATACTTGTCATTTTTTATACTCCTT -AAATTTATCCCTTTGATGTTCCTTTTGTGTCAGTTTCAGTGTTTGAGGGATTTTGTTTCTTTATAGCCGG -TTTCTTTTTCACAGCTGGCGGAGCCTTTGTTTCATCCGCATCATCATTGCTTTCATCAGGAACATATAAT -TCCCCAGAAGGTGTTGCTATACCATTGGGAGAAAAAAAGTACTTTTCTACTATCTCAGCTGCCGGAAGAG -ATTCTTTTGTCTCAATATTAATCATATTACCGTTGTATATATAGTACCATCCTTTATTTATAACTTTATC -TTTACCGTCAAGCCTGAAAGAATTAAAGTTGTCTGGTGATATACTTATAAGGCCTGATGTCATCTTTAAT -GCATCTGATAAAGTCATATTGGTAATGATATTTTCAAAGGCGTAGTTAAGTACAGGATTGAGCTTTGGAA -TATTCTGTACCTTTAGCTTTTGCTTTATAAATTCCTTTATAAACTTCATCTGCATCTCGGTTCTCTTTAT -ATCGCTGCCGTCATAAAATTCTTTTAACTCTTTTGTGTAACGCTCCCCGTTTGGCTTTCTGAAACGTAGC -AATTGTTCAACTTTGTCGCCGTCAAGCAGCTGATAGCCTTTTTTCAAATTAATATGAAGGTTCTGAGTAG -GGTCGTCATACTTCATATCAACAGGAACGTCAAAATAAACTCCGCCAAGCATATCTGTAATTTTTTTAAT -TGCGGAAATATTTATATGCACATAATAGTTTATATTTATCCCGGTGAGATTGCTTACAATTTCGGAAGCA -TATCTTGCACCTTCATGATTTCGTCCTCCTGCTGCGTAAGCAGCATTAATTTTAGGCAGTATATTGTTTT -TTAATTTTACATTGGTATCTCTTGGTACCGTAACAATGCTGATCTCGCTGTTTTGCGGATTGTAGTTCGC -CACAAGCATTGAGTCTGTATTTCCGCTTGACTTATCACCCACAAGCAGGAAAAAATTCATGGGTTCTTTA -TTGGTAGTAGCGTTAAGCCCTTCGAGTATTGCAGGCAAAGAATTATTGCCTGCTGCTCCGGTTACGCTGT -TTGCATAGTAAAGGAAAACTGTTCCCATTCCAAAAAGAAACAGGCCTACTACTATTGTAATTATATAAGT -AAATTTTCTAGTATTCATTTGCCAACCTCTTAATAGTTTATTGTTTTTAGACAGCAATTATTATATCATA -GATTTATAGATATTTTAAAAAAAATATCATTTCTGATGTATAATTAAAAGTTTGTTCAAATTTAAGTATG -TTTCATGCGTCATCAACTAGGCCCTGTATAGTGCTGAATGTGTCGAATTTCTTCATTTACTTTACACTGA -TAATACTTTATAATAATAAACAATGTATGCTGATAGTTAGTAAGTATTACAATAATTTTACAATTTAGAG -ATGGGGGAATATAAATGAAAAAGCTCATGCTCGGCAATGAAGCCGTGGCAAGAGGAGCATATGAGGCTGG -CTGTTCAGTAGCGGCTGCTTATCCGGGAACTCCTAGTACTGAGATTACTGAGTACATTTCAAAATATGAT -GACATATATTCTGAGTGGGCACCAAATGAAAAGGTTGCACTCGAGGTAGCTATAGGTTCATCCATCGGAG -GAGCAAGATCCATATGTTCCATGAAACACGTAGGACTTAATGTTGCTGCCGACCCTCTTTTTACAGTGTC -TTATACAGGTGTAAATGGAGGTCTTGTTATAATGGTTGCTGATGACCCTGGGATGCATAGTTCTCAGAAC -GAGCAGGACAGTAGGTTTTATGCAAGATCATCAAAGGTTCCTATGCTTGAACCTTCTGATTCACAGGAGT -GTAAGGATTTCGTAAAACAGGCATTCTCAATAAGTGAGACATTTGACTGTCCTGTAATCGTCAGACTTTC -CACCAGGGTATCCCATTCCCAAAGTGCTGTTGAAGTAAATGAAAAAGATGATTACAAGCTTAAACAATAC -TCCAAGGATGCAAATAAATACGTTATGATGCCTGCCATGGCAAGAAGAAGGCATGTTGAAGTCGAAAAAA -GAATGGCAGCTTTGAGAGAGTTTTCAAATGAAAGCGAACTGAACAAAGTTGAAATGAAAAGCAAGGACAT -TGGAGTTGTAACCAGTGGAATCTCATATCAGTATGTAAAAGAAGCTATGCCTGATGCATCGGTGTTAAAA -ATAGGGATGGTACATCCGATCCCAGAAAAATTAATTGCCGATTTTGCAGCAAGTGTAGAAACTCTTTATG -TAGTAGAAGAATTGGAGCCATTTTTTGAAAATCAAATCAAGAAAATGGGCATAAAGGTAATCGGTAAGGA -GAAGCTTCCTGTAATTGGTGAGTTTAGTGCCAACCTGGTTGCAGAAAAACTCCTTGCTAAAAAGTCTGAT -TCCCAGGAAGCTTCCAATCAGCCCGTTCCGGTAAGACCACCGGTTATGTGCCCCGGATGTCCGCATAGGG -GTATGTTCTACGTTCTGAAAAAAATGGGCCTGACCGTAAGCGGTGATATCGGATGTTATACACTTGGTGC -TTTACCGCCCAACGAAGCAATGGATATTTGCGTGTGCATGGGTGCAAGCATTGGTGTTGCCCACGGGTTG -GAAAAAGCACGGGGTGCTGAATTCAGGAAGAAGACCGTAGCAGTTATAGGTGATTCTACTTTTATACATT -CAGGTATTACAGGTTTAATAGATGTAGTATATAATAAAGGTAACTCCACTGTAATTATTCTTGATAATTC -AATTACAGGAATGACAGGTCACCAGCAAAATCCGACCACTGGTTTTACAATCAAGGGAGAGCCTACTAAA -CAGGTAGATCTGGAACTCTTATGTAAATCTGTCGGAGTTGATAGAGTAACAGTTGTAGATCCTTTTAATG -TAAAGGAATTCGAAAGGGTTGTTAAAGCTGAAATAGAGGTAGATGAACCTTCAGTAATAATATCCCAGCG -TCCGTGTGCTCTTTTAAAACACGTAAAATACGAGGGAAGCCATAGGATAGTACAGGACAAGTGCAAAAAG -TGCAGAATGTGCATGAAAATCGGATGTCCTGCCATAGTTGAAAAGGGCGACCACCTTGAGATAAACCCTG -CACTTTGTGTTGGCTGCAAGCTCTGTACAGAGATATGCGGATTTAATGCTATCGAAAGGGCAGGTGAATA -AGGTGAAAAAATTGAATATTCTTATAGTAGGTGTTGGCGGACAGGGAACTCTCCTGGCCAGCAGAATACT -GGGAACTGTTGGATTAAAGCTGAATTTTGACGTCAAGGTCTCAGAGGTACATGGTATGTCCCAACGAGGC -GGTAGCGTTGTTACGTATGTAAAGTACGGTGAAAAGGTATTCTCTCCTTTGATTGAAAAAGGTGAGGCTG -ATTTGATTATTGCGTTTGAGCAGCTGGAAGCACTTAGGTGGGTTGATTATCTGCATAAGGATGGCAAGAT -GATTGTAAATGAGCAGGAGATTGATCCAATGCCTGTAATCATAGGAAAGGCAAAGTACCCTGGTAACATA -CTCGATACACTAAAGACATCCTATAGTATTTATTCGCTGAACGCCCTTAAAATAGCAAGGGAGTGTGGAA -CAATCAAAGCTGTAAATATTGTTTTGTTGGGCGTATTGGCCAAGTTGGCAGGTATTGACAAAAACATATT -TATTGAAGCTATTAACGAGGTGGTTCCTGCGAAAGTTCTTGAAGTAAATATGAAAGCTTTTGAGGAAGGC -TACAATTATCATAATTAAGAATTTAAGCCTATTGCTTTTGTGTGGGGCTACAATTTTTGTAAGTAAACCC -TGAAAGCCATTCCAAGTGGGATGTTGGCAAAGAATATATAAATTAATATCTATTCTTGGGAGGGTGAAGT -GTTATGTCTTATTGGAACCGGGCATATGAATGTATGTCCAGAGAAGAAATGCGAAAGGTCCAATCTGAAA -GATTAATAAAAACTGTAAACAGGGTGTATGAAAATGTGCCTACTTACAGAAAGAAGATGCAGGAAAAGGG -TATGTTACCGGGAGATATCAAGTCTGTTGATGATTTGAAAAAATTACCCTTTACTTATAAGCAGGATCTG -AGAGATACATATCCATACGGACTGTTTGCAGTACCTATGAGCGAAATTGTCAGAGTTCATGCATCTTCAG -GAACAACTGGGAAGAAGACGGTTGTAGGCTATACCCAAAATGACCTTGATGTTTGGTCAGAGGTTATTGC -CAGAACATTTACAGCTGCAGGAGCAGGAAAAGACTCTTTCCTGCAGATTTCTTACGGTTACGGTTTATTT -ACCGGGGGACTCGGAGCTCATTACGGCGGCGAGAAACTGGGAGCAACGGTTATACCTACTTCATCAGGAA -ACACAAAGCTTCAGCTTTCACTTATGAAGGATTTCGGTACAACTCATCTTGCGTGTACACCTTCATATGC -TTTATATCTGGCTGAAGAAATGGAAGAACTTGGAATTGAAAGAAGTGATTTGAAGTTGAAGGCCGGTATT -TTTGGGGCAGAACCCTGGTCGGAAAGTATGAGACAGGAAATACAGGACAGATTAAAAATTAAGGCTTTTG -ATATCTACGGGCTAAGCGAGGTAATAGGGCCGGGAGTTGCATGTGAATGTGAATGCCAGAGCGGTATGCA -TATACCCGAAGACCATTTTATACCGGAAATTATCGATCCTGAGACCGGTGAAGTACTTCCGGAAGGATCA -GAAGGAGAAATTGTCTTTACAACTATTACAAAAGAAGGGCTCCCGCTAATTAGGTACAGAACAAGAGATC -TTTCTTCTTTAAATTATGCTACATGTGAATGTGGACGTACGGAAGTAAGAATGAACAAAGTTGCAGGAAG -AACCGACGACATGCTCATAATCAGAGGTGTAAACGTTTTCCCTTCACAGGTGGAAAGTGTTCTTTTATCA -ATTGGTGAGACCGCACCCCATTATATGCTTGTAATTGATAGAAAAGATAATCTGGATACACTGGAAATTC -AGGTTGAAATAACACCAAGCCTATTCTCGGATGAAGTAAAGAAGCTGGAAGATGTAGAAAAGAAAATTTC -AAAGGAAATTAACAGTACTTTGGGGATAGGTGCAAAAATCAAGCTGGTTGAACCCAAGACCATTCAGCGC -AGCGAGGGCAAAGCAAAAAGAGTCATTGACAAAAGGGTTATTTAATAAGGGGGAAGTTTATTTATTATAA -ATAAAAAGGAGGCCTGTTAACCATGCTTGTTAAACAGATTTCAGTTTTTTTAGAAAACAAATCAGGAAGG -TTGGCTGATGTAACCAGAACACTTGCGGATAATAACATTAATATCTGTGCCATGTCTATAGCTGATACTA -CGGATTTTGGTATATTGAGACTTATTGTTAATAAGCCGGAAGAGGCTGAAAGTGCTTTGAGTGAGCAGCA -GTTTACGGTAAGCTGTACCAGTGTCATAGCAATCGGTGTTGAAGATAAACCGGGAGGACTTGCAAAGGCA -TTGGACATTCTTCGGGACAATGGTATAAGCATTGAATATATGTATGCTTTTGTAGGAAAAACAGGGAACG -AAGCATTTGTTATTTTGAGGGTTGAAAACCCTGAAACGGCAATAGAAACTTTATTAAAATACGGAATAGA -AATATTACCCAATGATAAAATTTATTGTGCATAAAAGTTTAAAAGGCTGTCTCCGAAATTTTGTGGAGGC -AGCCCTTTTATTAACATAATGATTTAAGGATTTCCTGGACAGATACATAGCTTATTTCGTTGGGGAAACT -GTCTTCTTCAGAACAAACAGACACGATATGGGCAGCGTCAATTTCAAATTGCCGAAAAAAGCAATTTGTA -AGTTTATTTTGTGTTGAAAGTGATATGAGATCGGAATCTATTTTTATGGAAAAGGAATCAAGAGGCAGTG -ACAACCCTCTCCCATCAGCCTTTATATAGCTTTCCTTTAATGTCCATAGCTTAAAGAAATATTTTGAACG -GTAGTCGGCTGGCTGGTTCATAAGAGTTTCGTACTCTTCTCTAGTAAAGAACCTTTTTGCAATACCGAAA -TCCGTTTGTTTAATAAATTCTACGTCTATTCCGGAGGGTTTACTTGAAAGAACGCAAACAACCCAGTTCC -CGGAATGGGATATATTAAAAAAAACAGAACCGTTTGTATTATCGAGATATGGTTTACTAAAAGAATCCGC -TTTAAAACTTATATCAACGTTTTTGCAGTTAAGATGTTTACTTATGGCATATCTGGAAATGACTTCACCA -AGGAGACATCTTATGGAATCCTCTTTAAAAATAAACCTTTCCATTTTAGCTTTTCTCTCATCAGAAATTA -GCTTTTTTAATAATTCAATTGTATCGTCATCAGTGCAAGCTGAAACCCTTATTCCATACAAATTAACCAA -GAAACCCCAACCTTTCATAAAACAGCTGCTTGACTTATATGTCAAATTTAATTCTAACAGAGATTTACAT -TTTTGTGAAGTTGTAAGAGATTAAGCCAAATTCTATGGAAATTTAAAACGGTATAATATATAATATATTT -AGTTAAGCAGTAAATGTTTGGAAGTAAATTTATTACAAAATAAACCAAGAGGAGTATTATGAAGAATACA -ATTAATCTGTTTTGCTTTCCATATGCCGGTGGCTCTTCAAGCGTATTTTCCAAGTTAAAACGCTACGCTG -ATAAAAATATAAAAGTAGTGCCTGTCGAACTTGCAGGCAGAGGACAAAGGATAGGGGAGCCATTTTATAA -AAATATGAACGAAGCTATAAACGATATTTACGATAAAATATCATCATTTACATATGAACAGCCATTCGCC -TTTTTCGGACATAGTATGGGAAGTTCAATGGTGTTTGAACTATCCCATAAAATACTTCAAAACCAAAAAA -AAGAGCCGATCCATTTGTTTATTTCAGGGCGATGCCCACCGATAAATCATAAGGATGATAAAAAAATACA -CGGTTTACCCGATAACAAATTTATAGAAGAAGTTTATGAACTCGGAGGCACACCCAAAGAAGTTTTTGAA -AATATGGAATTACGTCGAGTATTCTTGCCTATACTAAGGGCAGACTATAAGCTGGTAGAAGAATATCAGT -ATTTTGAAAAAGCTAACAAATTGAGCTGTGATATATCAGTTTTTAATGGAAAAGATGATAGAATGACTAA -CTTGGATGGAATGAAAGGATGGGGAGATTATACGTCAGGTAAAACTAATATTTTTGAATTTGATGGAGGA -CACTTTTTTCTGCATAATCAAATGAAGGAAATAATGGATATAATGAATAAAACTTTACATCGTTAATATT -CTTAATTAAATAAATGCCGGAACCGATAAAAATAGTCCTGTCGATTCCGGCACATTCAGCTTTTAACCGA -TTTCAATATTATTTCTTCATGGAATTAATATAATTAGCAATAACTTTGTCACACCAATCATCGAAGTCTT -TATCTTCAAGTTGGAGTTCAGGATGGGAATTAATATTTTCCAGAACTAATCTAACTCCTTGATCAAAACG -CACAGTTGCATTAAAACCGGGTACCAACCTTTTTATTTTTGAATTGTCAAATACAACAGTGTTTGACTTA -TCACCCAAAAGAGATCCGGTGAAATCATAATCGCTGCAAGCTGCAAGGTATTCAGTCGAAATGTGTACGG -CGTTAAGTTTTACTCCCAGAGCGGAAGCAATTATCTGATAAATCTGATTCCATGTAAGACTTTCATCAGA -TGTAATATGAACCGCTTCACCAAGGGCATGTATATTACACATTAAGCCAATAAAACCTTTGGCAAAATCA -GTGTTATATGTCAACGTCCATAAGGAACTTCCGTCACCGTGAATAATAACAGGCTTGTTTTCCAAAATTC -TTTTAATTACCTGCCAACTGCCATTATTTCCATGAACGCCAAGGGGAATGCTGCGGTCATCGTATGTGTG -GCTGGGACGTACAATAGTTACAGGGAATCCGTTTTTACGGTATTCTGCCATTAACAGTTCCTCACAGGCA -ATTTTATTACGCGAATATTCCCAATAAGGATTTGCAAGCGGTGTTGATTCGGTTATACGGAAATCAGACA -GGGGCTTTTGGTATGCTGATGCAGAACTAATAAAAATGTATTGCTTAGTTTTGCCCGAGAAAAGTCTGAT -ATCACGTTCAACCTGTGAGGGTATAAATGCAATAAAATCTGCCACAACATCAAAATTGTGATCTTTTATA -AGGGAACTTACAAGAGCTTCGTCATTTATATCAGCTTTTAGGAGTTTTGCTCCTGCCGGAATCCTTTCAG -ACCTGTTACCCCTATTAATAAGATAAAGTTCCCAGCCTTGTTCAACCAAAGAGGACGAAATTGCCGAACT -TATAGTACCTGTTCCACCAATAAATAATGCCTTCATAAAAATTCTCCTTTGATTTAGAAATAAATCATTC -GTACTGGTAAATAAATTATAACTGTATTATAAACTATATTTAAACTAAATACATGTCCAAATAGAAAAAA -ATGCTTGATAAATTACATAAATGTGTTATAATTAATTTGGACTCAAATTTCTTTTCAATATATCCATTCT -ATAAATTAATTCCTTTTTTAAAATGTTTGCTTACTATTTTGCTTTACTGTTGTATAATAAACAAGATATG -GTTTATTTACTTTATAACGGAGGCACAAATATGAGAGCAGAAATTTTAGCCGTTGGTACAGAGCTGCTTT -TGGGGCAGATTGCTAATACCAATGCACAGTATATATCCTCAAAACTTCCTGAAGCAGGCGTTGGTGTATA -TTATCATAGTGTAGTGGGTGATAATCCCGACAGATTGGAAGATTGCTTAAAACTTGCTTTGAAGCGGTGT -GACATTGTTATTACAACAGGTGGTCTGGGGCCGACACAGGATGATTTGACAAAGGAGACCATTTCACGTG -TATGCGGAAAAAAGCTGGTTCTTCACCAAGAGAGCCTTAATGACATAAGAAATTATTTCAGCAGTCTTGG -AAGGCAGATGACGCCAAACAATGAAAAACAAGCCTATATGCCCGAAGGTTGTATAATACTGAAAAATACC -AATGGTACTGCACCGGGGTGTATAATAGAAACGGGCGGAAAGATAGTTGTAATGCTTCCGGGTCCGCCGG -CAGAGATGAAACCAATGTTTTTAGATTATGTTATTCCATATTTTAAAAATAAAGGTGCTTATTCTATTGA -ATCTGTAATCTTAAGAGTTTTTGGCATTGGTGAATCTGCTATGGAAACTAAAATAATGGATTTGATTGAT -GCTCAGACAAACCCGACTATTGCTACATATGCCAAGGAAGGTGAGGTTTCTATTAGGGTAACTGCCAGTG -TTTTAAAAGGTGAAAGTGCAGATTCTATATTGATACCTGTTGTAAATGAGATAAAGAGAAGAACTGGAGA -TAATCTGTACTCTGACAAGGATAAAACTTTGGATGCTGTGGTGGCAGAACTTCTTACGAAAAACAATATT -ACAATTGGGACTGCCGAGTCCTGTACAGGGGGCCTTATATCAGAAAAGCTTACCGACATACCGGGGATTT -CTCAGGTATTTATGGGTGGAGCCGTAACATATTCCAATGAAGCAAAAGTTGAATACCTTGGTGTAAAGGA -GCAAACAATCAAAGCTCACGGAGCAGTTAGCCGTGAAACAGCATCAGAAATGGCCGAGGGCATCAGAAAA -AGGTTAAAGACTGACATCGGTATATCCGTTACCGGAATAGCCGGGCCCGGCGGAGGAACTGCCGAAAAAC -CGGTTGGATTAGTCTATATAGGTCTTTCGAGCGAAAGCGGTACAGTTACAAAGGAGCTTAGGCTTTCGGG -TAACAGAAAGAAAATCAGGACGATTACTGCTCTCAATGTATTTGACTTAATACGTAGACATATTTTAAAG -CTGAAAATAGATCTTTGATAATTGATATACACATGAAAAGGGCTGCAAACCTGCAGTCGGGAGGGTTAAA -TTTGAGTTTAAATAATAAAAAATTAACAGGTGCCGCAATAATAGTCATGGCATCGTTGGTTGTAAGCAGA -ATAACCGGCTACTTAAGAACCATACTGATAAACAATCTGCTTACGGCAGCACAGTCGGATTCGTTACTGG -CAGCGTTCAGAACAACTGACTTGATGTACAACTTATTAATTGGCGGGGCAATATCTGCCGCACTTGTTCC -CGTATTGTCGGGATACATTGCTAAAAACGAGGAAGAGGATGGCTGGAAAGCTATCGGAACTTTTGTGAAT -GTTGTATTTGTAACAATGATTGGTGTATGTATACTTGGAGTAATTTTTGCTCCAGCTGTTGTGTCTATGA -CTGCATCAGGCTTAACAGGCGAAAAAAGGCAGCTGACAATCCAGCTTACAAGAATACTTTTTCCGTCAGT -GGGTTTTATGATGCTGGCAGGAATAACAAATGGAGTGCTTTATTCCTATAAGAGGTTTGCATCCGCTGCA -TTTGCACCATCAGTGTATAATCTTGGAACAGCACTGAGTATACTTGTACTTAGCAGGTTTGGGGTAAGAT -ATGTGGCATTCGGTGTATTGGCAAGTGCCATAGTATATTTTGTAATGCAGATATCCTTTGCATGGCCAAA -TTTAAAATATTACAGGCCCAAAATTCTGTGGAGGAATCCGGGATTCAAAAGGCTGTTCAAACTTGCAATA -CCATCCCTTGCAGCATCCGCCGTAGCACAGATAAATATACTTATATCACTCAATTTTATATCAATGTTTA -GAAATGACGGAAGTATAACGGCATATTACAACGCAAATGATTTATGGCAGCTGCCCTACGGTATATTTGC -AATGGGGCTTGGTACAGCAATACTTCCGACACTATCAGAAAAACTGGCACTTAAAAAGGTAGACGAATTT -AAAGAAATACTCAATAACGGGTTTAAGACAATACTGTATCTTATAATACCGTCGTCAGTGGCTTTTATAG -TACTTTCCCAACCTGTTGTCAGTGTCGTATACAAATGGTCTCAAGTTATTGGAAAGGAAAGAATCGTAAC -GGCAGGCAGTATATTGTTGCTATTTACGGCTGCAATGATTGCTCAATCAATGCTTGCTCTCTTGAATAGG -GCATTTTATGCCAATAATGATACTAAAACGCCTCTATATATTGGTACGGTATCCATTGCACTGAACTTTG -TTTTCTGTTACATATTTATGAAAGCAACAGACTTAGGTCCTGCCGGTATGTCATTGTCGTATTCCATACA -GAGTGTAGTAAACATGGCTATTATGATGGTGATAATATCAAAACGTATGAACGGAATGGGATGGAAAAAA -CTCCTGGACTATTCGGTAAAACTGTTGGGAGCTGCTGCAATTATGGGTATAACCCTTTTTATAATGAACA -GACTTATCCCTGTTAATTTTACAAAGCCCTTTGAGATACATTCAAAATTGGTTGAAATAGCTATATTGGG -AATAGAAATCGTAGTAGGAGCATCGGTTTACTTTGCATTTACAATGTTATTTAAGATTGATGAGGCGGTT -GCAGTTAAGAATAAGTTTATGGGTAAAATTAAACGTTTAGTAAAAAAATCATAAATAATAAAATATTTGA -TTTAACAGTTGACTATAAATAAAATAAAATATATAATTGAAAAGAACAAACGTTCGAATAGCGAAGGAGG -TCACCCCGTGTTAGAAAAGAGAAAAGCATTAGAGATGGCTTTGGGCCAGATAGAGAAGCAGTTTGGTAAA -GGTGCGGTAATGAAGTTGGGCGAAAATTCCCATATGAATGTAGAGATTATTCCTACAGGGTCAATGAGTC -TTGATCTGGCACTCGGAGTTGGAGGAGTTCCCAGAGGAAGAATAGTTGAAATTTTTGGGCCGGAGTCATC -CGGTAAAACAACTGTTGCACTTCATATTATTGCAGAGGCTCAAAAGGCCGGAGGTGAAGCTGCTTTTATA -GACGCAGAACACGCCCTTGATCCTGTGTATGCAAAGAAACTTGGGGTTGATATAGAAAATCTGATAGTGT -CACAGCCTGATACAGGTGAACAGGCTCTTGAGATTACAGAAGCACTTGTAAGAAGTGGTGCAATAGATGT -TATTGTAGTTGACTCTGTTGCGGCTCTTGTACCTAAGGCAGAAATCGACGGAGAAATGGGTGATTCCCAT -ATAGGGTTACAAGCAAGGCTGATGTCTCAGGCACTTAGAAAATTAGCCGGTGTTATCAGTAAATCAAGGA -CAACAGCTATATTTATTAATCAGCTTCGTGAGAAGGTCGGTATAATGTTCGGTAATCCTGAAACTACACC -GGGAGGTAGGGCATTAAAATTCTATTCTTCCGTAAGACTTGATGTCAGAAGGATAGAAGCGATTAAGCAG -TCTAACGAAGTTGTAGGTAACAGAACAAGAGTAAAGGTTGTAAAGAACAAAGTTGCACCTCCTTTCAAAG -AAGCAGAGTTTGATATTGTCTATGGAGAGGGTATATCAAGAGAAGGCAGTATACTTGATATTGCTGTAAA -TATGGAAATTGTTAACAAAAGCGGTGCGTGGTTCTCTTATAATAGTCAGCGTATAGGCCAGGGTCGTGAA -AATGCAAAACAATATCTTAAAGAAAATCCCGCTATGTGCAGTGAAATAGAGAAACTAGTCAGAAGTAACT -TTACTGTAACTGCTCCGCAGACTGAAGAACCGGAAGAAAATGAAGAAGTTGAACTCGATAAAATAAAATA -AATTCCATTATATATAAAATATAGAAAATTAATTAAGATTGTTATAAGGCATGCCGGAGTAGTTCCACAA -AAGGCATGCCTTATATATATGGCACTCGGAACTACTAAACGGAGGTTGTTATGAGGATTACATCAATTGA -AAAAAGTGACAATAATAAATCAATGGCAAGAGTCTGCATTGATAACGGGGCAGAGTTTGTATTGCCGCTG -AAACGTATTGATGCTCTTAACCTTACCATTGATAAAGACATTGAACAGGAATCTTTAGACTACATACTCA -AATATGAGGTCTATGCGGCTGCAAAGAATGCAGCGGTGAAATTTCTTTCTCTAAAACTCAGAACTTCATT -TGAAGTAGAAGAAAAGCTTAGGGAAATGGGGTATGAGGAAAGTACAATAAATAAAGTAATAAGTGATTTA -GCTGAAATAGAATACATAAACGATTACAAATATGCCGCTAAGTACATAGCTGAAAAAACAAAGCTGAAGC -CAAAGTCAATAAAGCTTTTGGCAATGGAACTGGGTCATAAGGGAATACCTGATGAGATAATAAACAGTAC -GATAGAGGAATTAAACCCGGATGATGAGAAGGTTGCTTTGGAACTACTTAAAAGAAGGTACTCAAAATAT -AATGAGTTTGATGAAAAGTTGATAAAAAAAATGAAATCCTACCTGGCAAGCAGGGGATTTAGCTATAATC -AAATTTCAAAAGCTATAAGTAAATTTATACCAGAAGACGGATATAATGCGGATTTCAACTGCGATAAATA -TTAAATATTTGCAAATTATTTACCTAAAACATTGACAATCTGTGATTATTATTAAATAATTTTTAATAGA -ACTTTTTTAGAGTATTATTTAACAGAAATCTATGACCTTTAAATCGAGACATGGAGGGTTTTGAGTGAAA -AAAAAGATAGGCATCGTCTCATTGGGATGCCCCAAGAATTTAGTAGACAGCGAGATAATGCTGGGTATGC -TGTCACATTCAGATTATGAAATTGTAAACAGCAAGGAAGATGCGGATGTACTTATAGTAAATACATGCGG -ATTTATTGAATCCGCTCAGCAGGAATCTATAAATACAATTTTAGAAATGGCAGAGGAAAAGGGACGTAAT -TGCGAGGTACTTATAGTTACAGGATGTATGGCAGAAAGATATAAAGAAAAAATACTTGAACAAATACCGG -AAGTGGATGCTGTTCTGGGTACAGGGAATTATAAAGAAATAGCGGAAGTAATAAATCTTGCGTATATGGG -TGAAAAAACAGTAGCTTATGGAAAGTTGGATGAAACGGATTATCTTGATGAAGAGAGAGTACTATCATCC -AGCAAACATTCTGTCTACTTAAAGATATCAGAAGGATGTGACAACCGCTGCACATACTGTATAATACCAT -TTTTGAGAGGTAAATACAGGAGCCGTAAAATGGAGTCTTTGGTCAGAGAAGCTGAGCTTTTGGCTGGAAA -AGGTACAAAGGAAATCGTTATCGTTGCACAGGACAGTACTCGCTACGGTATTGACTTATATGGCAAAAAG -ATGCTTCCTGAATTAATCAGAAAGATATCGGATATTAGTGGAATAGAATGGGTAAGGCTTTTGTATTGCT -ACCCTGAGGAAATAGATGATGAGCTGATTAACGAAATAGCTATAAATCCAAAGGTGTGCAAATACCTTGA -CATACCTATTCAGCATGCATCCGATAGAGTACTAAAGCAAATGGGAAGAAGAGGAACTATTTCTGAGATT -AAGCAGGTACTAAACAAATTAAGAGAGAAAGTCAGCGGCATTACTATCAGAACATCACTGATTGTAGGCT -TTCCAGGTGAGACAGAGGAAGATTTTGAAGAATTGATGGCCTTTGTAAAAGAATTCAGATTGGATAGAGT -GGGTGTATTCACATATTCAAAAGAAGAGGGTACAGCGGCTGCAAAGATGAAAAACCAGATACCAAAGCAC -ATTAAAATAAAAAGGCAAAAAAAGATTCTTGAGCTTCAAAATGTAATTAGCAGGGAAATAAATCAAAGTA -GGAATGGAAAAGTCTACAAAACTATAGTTGACGGTATTGCTGATGATGGTATATTCTATTATGGACGTAC -TTATGCAGAAGCTCCTGAAATTGATGGGATTATTTATTTTACAAGTCCCGAGGAGCTTTCAATAGGTAGT -TTTATAAATGTAAGGATTCTCAATACCGAAGATTATGATTTGATAGGAGAGGTCATAAATGAATTTACCG -AATAAAATAACTATATCAAGAATATTTTTAGTACCCTTATTTATGATTTTTGTTATACCGATTCCAGATG -CTACAGTTAATTTTCCGCTTTTGTCTTTTTTGAAAGATGAAATGCTGTCCATAAACGTTTTTATAAATAA -TTACGGAAGCTACGTCGCTGCGGTGCTGTTTATATTGGCTGCAAGTACAGATGGGGTTGACGGGTACATT -GCCAGAAAACATAAGCTTGTGACCTCATTTGGAAAATTTCTTGATCCTATAGCTGATAAATTATTGATTA -CTGCAGCATTGATTGCTTTAGTTCAGCAGCAGGTAGTAACGGGTTGGGCAGCAATGATTATAATATCCAG -GGAACTTTTAGTTACAGGCTTGCGTTTGGTTGCAGCAGCAGAAGGACAGGTTATAGCCGCAAATAAGTCA -GGAAAAATAAAAATGATATTTCAAACTGTTGCAGTTTCAGTATGTCTTTTAAAAAATTGGCCATTCTCAA -TATTTACGGATATGCCTATTGATTCTTATCTTATGTTGATTGCGGTTTTGGTAACAATCTATTCGGGAAT -AGACTTTTTTGCGAAGAATTTAAAAATATTTAAATCTGGTGGGATGTAATACCAGTTATTTATATGTAGC -TACAAGTATAGCCGCAGGAAACTGCGGCTATTTATTATGTCGTGCTTACCACAGAAAGTAAGGCTTATAA -AGTAAGTGGCGAATTGATGGTATAGAAGTAAAATAAATTATATAATTATATGTAAATTCTAATGCGGGAA -ATTTAATATTATCAGAAAATAGTTGCAATAATAGTAAAGTTAATATATAATCCTATTATCAGCAATTAGT -ATCTGGTAATAATTATAGATAATAATTATAAGGGGTGGTTGTAAGTGAGCAGATCGTCTTCTCACAAACA -GCAAAGGCAAAAGACTCTGCTTGAGAAAATTAAGTACGACCCATTTTTGACAGATGAAGAATTAGCTGAT -TATTTTAAAGTGAGCGTACCAACAATCAGACTTGACCGACTGGAATTGGCGATTCCGGAGCTGCGTGAAA -GAATTAAAAATGTTGCGGAAAGCAATCAGGAAAAATTAAAGTCACTTGAAAGCAAGGAATTTATTGGTGA -ACTAATTGATTTACAGCTTGGACAAAATGCAATTTCACTTATGGAAACCAAAAGTACTATGGCGTTTGAA -AAAACTCATATTGTACGGGGACATTATATTTACTCACTGGCTGAGACACTTGCCATTGCTGTAATAGATT -CCCAGGTAGCCTTGGTGGGAGTGGCAAATATCAAGTACAAGATCCCGGTTTATTCAGGGGCAAGAATAAT -TGCAAAGGCACAGGTCAAGAAGTCTAAGGGAAACAGGTTTATTGTCTGGGTCAAAATATACGAAAAAAAT -GTTGAAGTATTCAGAGGAAAATTTATACTGGTATCTCTTAACGAAAACAAAATTAAAGAAAAAATATGAA -TTTGTTTAAGTGTAATCTGAATACTTATTAATGATAATTTTGGAGAGTGACAAAGATGATTAACATTATT -GTTGACGCGATGGGTGGAGATAATGCACCTGATTCTATAATAGACGGTTGTGTTGAAGCAATAAATATAA -AAGAGGGTTTCAATATTACACTTGTTGGTAAAAGCGAAATAATAGAAAGTAATTTAAGTAAAAAAGAATT -TAATAGAGATAGAATAAGCATTGTCAATGCAACAGAGGTTATAACAGGAGATGATACTCCTACAAGGGCT -ATCAGAAGTAAAAAGGACTCTTCTATAGTAGTAGGAATGAAGCTCCTGAAGGAGAATAAGGGTGATGCAT -TTATATCTGCCGGCAATACCGGAGCAATAATGACAGGGGCGTTGCTGATAGTAGGGCGGATGAAAGGGGT -CGATAGACCATCTCTTCCGGCGTTGGTCCCATCAAAAAAGGATATGGTTCTGATAATTGATGCGGGAATG -AATACTGTTTGCAGACCTATAAACTACCTGCAATTTGGCATTATGGGTTCTATCTATATGAGGCTGATTT -ATAAAAAAGAAAGCCCAAAAGTAGGTCTTCTGAATGTGGGATCGGAAGATGCAAAGGGAAATAGTACTTT -GAAGCAAGCATTCAGCATTCTTTCTTCTTCACAAATTAATTTTGTTGGGAATACTGAAGGAAATAATATT -CCCGGCGGGGACGTTGATGTAGCTGTTTGTGACGGATATGCAGGGAATGTAGCCTTAAAGCTTTATGAAG -GTGCAGGGTCGCTCTTTCTTGGAGAGCTAAAAAAAATATTTACATCAAATATTGTCACAAAGCTGTGTTA -CTTGATGCTAAAACCTTTTTTTAAGAGCTTTAAAAGCAAATTTGACCCTGACGAACTTGCCGGAGCTCCT -GTTCTAGGTGTTAACGGGTTGGTAATAAAAAGTCATGGTTCATCGAAGGCAAAAACTATAAGATATGCAA -TTTTAAATAGAGCTATACCTTTAATAGAAAATGGCGTAGTAAATGAAATTAAAGAACAATTCAAGAATAT -GGAGGTGGACTCTTCTGATGACAAAATCGACTAAGCGTGTAGGGATAATTGGTACAGGAAGTTTTGTACC -TGAAAAAATACTTACAAACAATGATCTTGAAAAAATTGTTGACACATCAGATGAATGGATTATAAAAAGG -ACAGGAATATCAGAAAGACGTATTTTAGATGATGAAACACCTACTTACACGATGGGAATTGAGGCTGCTA -AGAGAGCTTTAGAAGATGCAAACCTTAATGCTGAAGACATTGACCTGATTATTGTATCAACCGAAACGCC -TGACTTTATGTCACCATCCATGGCGTGTATTATTCAAGGAGCTATTGGAGCTGTCAATGCGACTGCATTT -GATATAAATGCAGCTTGTACAGGATTTATCTATTCTTTAGCAGTTGCACAGCAGTTTATTGCAAACGGGG -TTTATAAGCATGCTTTGTTAATTGGATGTGAAGGCTTGTCCAGAATTGTTGACTGGAAGGATAGAAATAC -CTGTATACTCTTCGGCGATGCTTCGGGTGCTGTTGTACTTGGAGAGGTTGAGGAAGGGTATGGCATACTT -GATACATTTCTGGGATCAAACGGTGCGGAAGGTATGAATATTACAATTCCAAATCTTTATTTATCCCAAG -AAGAAAAGGAAAAGCGGGTAAACGGTAAGTACAATTCAATATGGATGGATGGCAAAGAGGTTTTTAAATT -TGCTGTAAAGGCCATGTCAGCTGCAACAATGCATGTTTTAGATAAATTAAATATGGATATAAATGAGCTT -GATTTCATTTTCCCTCATCAGGCAAATACCAGAATTATTGATGGTGCCATAAAAAAACTCGGAATAACTG -ATGATAAAATACACTACATCATAAATAAATACGGTAATATTTCTTCGGCATCCATTCCTGTGGCGATGGA -TGAAGCCAAGCAAGAAGGAAAATTGAAAAGAGGAGATAAAATAGTTCTTGTTGCTTTTGGCGGTGGATTG -ACTTGGGGTTCAATTGCTGTGAAGTGGTTTAAATAGTTTTTATTCTTTTATAGTCAATAGGAGGATTTAT -ATGGGTAAAGTAGCTTTTCTATTTCCTGGGCAAGGTGCTCAGTATGTAGGAATGGGTAAGGAAATCGCAG -ACGAATATAAGAGTGCAAGTAAAGTATTTGACGAAGCAACAGAGGCTTTGGGCTTTGATGTTAGAGAAAT -GATCTTTAATGGTGATGATGAAACATTAAAGATAACTGAAAACACTCAGCCAACTATTGTAACGACAAGT -ATTGCTTGTATGCAGCCTCTTTTGGAAAAGGGTATCAGGCCCGACTTTGTGGCTGGTTTGAGTCTTGGCG -AGTATGCTGCCCATGTTACTGCCGGTACAATTAGTTTTAAGGATGCTGTCGCTCTCGTTAAAAAAAGAGG -AAAGTATATGCAAGAGGCTGTGCCTATAGGGGTTGGAGCTATGGCTGCAATAATAGGACTGGAAAATAAT -GATGTGATAGAATGCTGTAAAGAGGCATCACAGGTTGGTATTGTTGAACCGGCTAATTTTAACTGCCCGG -GTCAGATAGTAGTTGCAGGAGAAAAAGCAGCAGTTGAAAAGGCAGCAGAGCTTTGTAAGGCAAAAGGAGC -TAAGAGGGCAATGTTGCTGCCTGTCAGTGCACCATTCCATTGCAGTCTTTTGAAGCCTGCAGGTGAAAAA -CTTGCTGTTGAACTTGATATGGTATCTTTAAATGACATAAAAATCCCTGTGGTAACAAATGTTACTGGTG -AAACTGTTACAAACAAAGATTTCGTCAAGGATCTTCTGGTAAAACAGGTTAGCACATCCGTACTATTGGA -AAAAAGTATAAGAACAATGCTTGATGCGGGTGTAGATACATTTGTAGAAATAGGCCCTGGAAAGGTTTTA -AGTGGCTTTGTAAAGAAAATTGACAGGGACGCGAAAGTATTAAATGTAGAAAATTTGGAAACCTTGAATA -AAGCATTGGAAGTATTGGTATAAAGTGCGGGAAAGAGGTATGTTTTGGAGGTGTACACAAAATGCAATTT -AAAGGACAGACTGCTGTTATTACCGGATCTTCAAGAGGAATCGGAAAGGCCATTGCTGAAAAACTCGGGA -AATTAGGAGCTAATGTCGTTCTAAACGGAACAACAGACAAGGTTCTGGATACAGCTAAAGAGCTGGAAGC -TATGGGAATAAAGGTTACAGCAGTTGTAGGTGACATAAGGCATGCTGAAGATGTGAAGACCTTGATGAAT -ACTGCGGTAAATACCTTTGGAGGTATTGATATCCTGATAAACAATGCAGGAATAACAAAGGATAAACCAA -TGGCGATGATGTCAGAGGACGATTGGGACACCGTACTTGACATTAATCTAAAAGGTGCATTCCTATGTAC -AAAAGCAGCAGCAAAACTGATGCTGAAAAAAAAGTACGGCCGGATAGTTAATATCTCGTCAGTTGCGGGT -AATTACGGCAATCCTGGTCAGGCAAATTATTCAGCATCAAAAGCGGGGCTTATAGGTTTGACAAAAACCA -CCGCAAAGGAGTTTGCTCCCCGGGGAATTATCTGTAATGTAGTGTGTCCGGGTGCAATTGTCAGTGATAT -GACGGAAATATTACCAGATGATTTAAAAAAGAAGTATATAGAAAAGATAGCACTCGGAAGGTTCGGGACG -CCTGAAGAAGTAGCTAATGTTGTGGCTTTTTTTGCTTCTGAAGAGGCTGGTTATGTTACGGGACAGGTTA -TAGATATTGACGGTGGATTAGTTATGTAATAATATTATGTTTGGATATGCTTGGGTTTCCGGCTATTCAG -CTTAATAATTATTAAATTGCATACCATAGTTAAAAATGTATGCATTATAGAACCATCCTTTGGAAGGAGG -TGAATGTATGGTTTTTGATAAAGTAAAAAAATTGGTTGTTGAGCAGTTAGGTGTTGAAGAAGGCGATATA -ACTATGGAATCTTCTTTCATAGATGATCTTGGAGCTGATTCTCTTGATATAGTAGAGCTTATAATGGCTC -TAGAAGAGGAATTTGGTCTTGAGATACCTGATAGCGAAGCAGAGAAGATCACAACAGTTAAAGATGTTGT -TGAATACATCAATAGTAATACTTAAAAAAGTCCCCAATAGGGGCTTTTTTAATTTTATATGTCTAAAGAA -ATGTTTTCCATGTCTAAATGACGTTTTAATATATATCTATAATAATTCAGAATTTTATCAATTTAAAATT -CACCATATTGGAGGTTTGTGGAAATGAAAAAACGAGTAGTTATAACAGGAGCAGGGGTAGTATCTTCACT -TGGTTTTGGTTTGGATCAGTTTTGGGGTTCAATAAAAGAGGGAAAAAACGGAATTAGCGAAATGACCGGA -ATTGATGTTTCAGAGATGTCAACAAAGGTTGGTGCCGAGATAAAGGATTTTGATCCTACCTTATTTATTG -ATAAAAAAGAAGCCAGAAGAATGGACAGATACAATCAGTTCGCAATGGCTGCTTCTAAAATGGCGGTAGA -AAATGCAAAGCTTGATTTGGATTCTTTGAATAAGGATAAATGCGGTGTTATTATAGGATCAGGTATAGGT -GGAATAGGAACATTTGAAGAGCAGCACAGTGTTTTACTTAACAAAGGACCGGGAAGAGTCAGTCCGTTTT -TCATACCGATGATGATTTCTAATATGGCTTCCGGCCGTGTAGCGATTCAATACGGATTTATGGGCTTTAA -CGAATGTGTTGTAACAGCTTGTGCAACTTCAAATAATGCAATTGGTGATGCATTCAAGGTAATACAGCGA -GGAGATGCGGATTTAATGCTCACAGGTGGTGCTGAGGCATCCTTAACAGCTATGAGTTTTGCGGGGTTCT -GTAATATGGGTGCAATGAGTAAAAATCCTGATCCTGCAACAGCCTCAAGACCATTTGATAAAGATAGAGA -CGGGTTTGTAATGGGTGAAGGTGCCGGAATTTTAGTGCTTGAGGAGTTAGAACATGCACTTAATAGAGGT -GCGAACATACTGGCAGAAGTTGTCGGATACGGTTGTACCTGCGATGCTTACCACATAACTGCTCCTCATC -CGGAAGGATTAGGAGGAATAAAGAGTATGCAGATGGCAATTAATGATGCAGGTATCAAGCCTGAGGAAGT -TAATTACGTCAACGCTCATGGAACTTCTACCCCTTTAAATGATCCCGGTGAAGTACATGTTGTAAAAACA -GTATTTGGCAGTCATGCCGATAATCTTGCAATGAGTTCAACCAAGTCAATGACAGGACACTTATTAGGTG -CAGCAGGTGCAGTTGAAGCTATAATTACAGCAATGGCAATCCATGACAGCTTCCTGCCACCGACAATCAA -TGTTCAGAATCAGGACCCTGAATGTGATATTGATTGTGTACCAAACAAGGGAAGACAAGCTGACATTAAT -TATGCACTTTCAAATGCACTTGGTTTCGGCGGTCACAATGCAACAATCTGTTTAAAGAAATATGAATAAT -TACAAAGTGTTGATGATATTAATATAAAAGAGTAAAATAACAGGTGGGGTTTTCCCTCCTGTTATTTTTT -TGAAGTTGAACTAAATTTATTATAAACTTAATATGATTTAAAGCGTTACTGGAGGATTAAAAATGGCAGA -AATTCGTTATGATAATAGAATATCTGAACTTGAAGATATTATAGGATACACTTTTAAAAATAAAGATATT -ATTTTTGCTGCTGTTACCCACAGCTCATATGCAAATGAAAAGAAGTCAAGGAAGTTGAAATATAATGAGA -GACTTGAATTCCTTGGAGATTCGGTCCTAGGCCTTACAATAAGTGAATATTTATTCCAGAAAAAGCCAAA -CCTACCTGAGGGGGAATTGTCAGTAACAAGAGCTAAAATTGTATGTGAAAACTCATTATCCCAGTGTGCT -ACTGACATAGGTCTTGGAAAATATCTATTACTCGGAAAGGGAGAAGAACTGTCAGGGGGCAGAGAAAAGA -TTTCTTTGCTTTCAGATGCATTTGAGGCATTGATAGGTGCACTATACATTGACGGTGGGTTTGAAACTGC -CAAATCATTTATTTACAGATATATGGATAAAATCATAAAGTCATGTATTGAAGGCAAACTGTTTTACGAT -TATAAGACGCAGCTGCAGGAATTGGTTCAGCAAAACGGAGAACAACAGATTACTTATAGTGTTACCGACC -AATTTGGCCCTGACCATAACAAGACATTTATTACAGAAGTAAAGATAAATGGTGCTATTCAGGGGCGGGG -AAAAGGACATTCTAAAAAAGAAGCTGAACAAAATGCTGCAAAGAATGCCTTAAATAATCTAAAAACAAAT -TAGTCTGAAGGAGTGTTTATACATTAAAAAGCATATAGTAATTCCCATATTTGTACCACATAAAGGTTGT -CCCTTTGATTGTATTTTCTGTAATCAGAAAATTATAAGCGGGCAAATACATGAGTCCAGTGAAGAAGAGA -TTCGCAGTACTATTGAGAGCCATCTTGAAACCAGTGGTGATGCTTATGTTGAAATCGGTTTCTACGGCGG -CAGCTTTACCGGCATTTCATTAAGTGAGCAGGAATGGTATCTCAAGATTGGATACAGTTACATTAAAGAT -GGAAAGGTAAAGCAGATAAGGCTTTCTACCAGACCTGACTATATAAATCCGACAATATTGGATTTGCTTG -AAAGATACGGTGTAAAAACCATAGAATTAGGTGTTCAAAGTTTGGACTACGATGTATTAAAATGCACTAA -CAGGGGACATGGCATAGAAGAGGTACTAAATGCTGCAATGATGATTAAGGACAGAGGTTTTTCACTAGGT -ATTCAAACAATGATAGGTCTTCCCGGGGATACCAGGGCAAAAGCTGTTGCAACTGCTAAAAAGGTTGTGG -AACTGTCTCCCAATATAGTAAGGATTTATCCTACACTTGTTATAAAGAATACTTTTTTACAAAAACTGTA -TTACGACGGGCGGTATCAACCACTGACAATCGAAGAGGCTGTGGATATTTCTGCTGAATTACTGGATATA -TATGAAAAACACAGAATCAATGTTATTAGGATAGGCCTACAGCCCACAGACAATATCAGTGAATCTGGAG -AGATTGTAGCTGGGCCTTTTCATCCTGCTTTCAGACAACTTGTGGAATCAAGACTTGCTCTTACAAGAAT -GCGACAATATATAATAGATTACGGGCTGGATAAATTATCGGACATCGTTATTGAGTGTAATCCTAAATTA -GTTTCAAATATTATAGGTCAAAAAAGAATGAATATCCATACCCTTAAAAACGAGTTTAATTTTAAAAATA -TACGGATTATGGAGAAGCTTAATGTCGAAAAATTCCTTATTATGGCAACCTGAATAAAAATTTAAAAATT -TTTAAAAATTTTAAATGTAAAAAGCAGGAATTGAATGAAATATATAGAATAGATATAATACAATTATATT -TTATTTTTTTGCTTTTTTTAAAGCATTTTTTTAGGAGGATGTATAATATGGAAGTACTAAAGGTTTCAGC -TAATTCACAACCCAAATCAGTCGCTGGAGCATTGGCTGCAGTGTTACGGGACAACAATTATGCAGAGATT -CAGGCAGTAGGAGCCGGAGCAGTAAATCAGGCAGTTAAGGCAATAGCGATAACAAGAGGTTTTGTAGCAC -CAAACGGAATTGACCTTGTGGCAGTTCCTGCATTTGCTGAAGTGAATATCGATGGAGAAGAAAGAACAGC -TATTAAATTCTACATACAACCTCGATAATTCAGTTTATTGAAATGAAAGGCTCGCTTATACAGCGGGCCT -TTTTTTATGACATTTTAAATCTCATAGAATTTATTGTAGTCAACGGTAATTGACCGTTGGAGGCTAAAAT -CAGCCTGTTTTCCACCTCATTCCAGTTTACGATTCCCCACCAGGAATCAATGAACTTCTTACGTTCATTC -TGGTAGTCCAGATAGTAGGCGTGTTCCCATACATCACAAACTAAAACCGGTATACCTCCCCATTGAGTAC -GATTCTGATGCTTTTCGGCCTGAAGGATTTCAAGTCTTCCCCACGCAGGCTGCCAAATAAGAATAGCCCA -TCCTGAACCTTCTACTTTTTCAGCTGCACTTGTGAATTGTTCCCTAAAGGCACTAAAATTTCCGAAATAA -TTATTGATATGATTAATGGTTTGCGTACCTGGATTTCCCCCCATACCAGGTGGTGCCATAACTGTCCAGA -AAATACTATGCAGAATATGGCCTGAACCATTAAATGCCAGTTCATTTTCCCAGTATTTTATGTATTCATA -ATCATTCCTTTTTCTGACATCTGAAAGACTGACTTCAGTCTTATTTAGTCCGTCTACATAGGCTTTATGG -TGTTTATCATGGTGTATTCTTAATGTTCTTTGACTTATTACAGGTTCAAGTGCATTGTAGGAATATGGCA -GAGGCGGTAATTGGTGCTGCCCTATCGGAGCATAGTTGTAGTTCATAAGTAATATTTACTCCCGAAAAGT -ATGCTATGTTATTATATTCAGCCGCTGTAAAAATGTGCAACAAAATAAGCTTACGCGTGGTATGTAAAAC -ATCCTGCGTAAGCTATTATACTAGAATCAGTGTATTGTTTCTAAATTGCCTTGTTCAACTGTGTTATACA -TATTTCCCAGCTTTTCCATGGTTTCTGCCGGGGCAGCTTCCAGGGGATAGTAGCCTTTTTGAACCATCCA -TTGCCATATATCATACGCATGGTGTGAGCTCATTTTAAAAGCATCTTCCAAGAACATTCTGATTTCAGGA -TTACTTGCTTCCATCGCTGCCCAGGCATATTCTCTACCTGCACGCTTCAGAGTAAGAAGATAGGATGTTG -CAATCTCACGGTCATTTAGTTCCTGTAAATCGGTTCTTGGAGTAACTGGAAGAGTATTTGTTTCAGAATT -AGTATAATTTTGGATAATATTTGTTATGGGGGGAATAGGCAGGCCGGTTTTTGCTCCGGAAGTTCTGCTT -AGGTACTCTACCTTTGTATTGTAATCTTTAATATGGTATGGTAAATGCTTTTGAATTAACGATTTTAGTT -CATTATCCTGAACGGAGTTTAGAAATAAAGCCATATTTGTAATGGAATTTACACAACTTGTAGTAAGTTC -TCTTAAATCATTTACTTCATGAGATGCTAATTGCATATTTATTCCTCCTTATAATATCTTTCATTTACTC -GTATTATCTCGCTTAATCTTAGAATTTCATATCAACCCGAGAGCGTTATTTGGACAAATATTCTGTATTA -GTATAATACTGGATTATACTGGTTAGCCTTCGGCTAGACTGCGCTTGTTTTTTGCTATCACGCCAATGGC -TTCCACATGTCTCTGGCGACAAACCTCCTATGTCTCACTGGGTCATGCCCTAAATTCCTTCGTCCTGTCT -TGTCCAGAGGTGGAATGTCAGTCATGCTCCTAAACTGGGTCGTGCCCTAATGGAAAATATTCAACCTGAC -TATCCCGGCTCTCAATTGTCAATGCTCTTCTAAAACTAATCGATACACTTTAAACATCACTTTTTCTTAC -CATATATCCGTTACTCGCAGTCATTGGTTTCAGATTCTTTATGGCATAGTCCTCAAATCAGTAGGCTATG -CTGCCTTCATCATTGGTCTTTTAATATCGTTCATCATCTTTTCAGCATCATAGTGGCTACCTGTTTTTAG -TATTGCATAAAATACTCTTATCAACTTGCCGCATAAGGCTACTATTGACTGCATTTTCTTAAGTGGCTTG -TTATCTCTATTAATGTAGTATAGGTGCAACTGCCTAAATTCAGGGTTTCTAGCTACTAATGGCAATACTG -CTTGAAATATGGCATATCTGCCGTCAGAGCGTCCCCTTCTGGTTATTGTTGTTTTGCCTTGATGCTTGCC -AGAGCTGTTTTCTCTTAGGTTTAACCCAAATAGTTTTACTATTTGCTCTGGAGCATCAAATCTACTAATA -TCTCCTACAGCACCTAAGAACCCTGCCACAGCTACAATTCCTATTCCTTTTATACCTAAAAGCATACTTG -CACTCGGAATTTCTTTTACTTGTGCTTCTACTTTTTGCATTATCAGCTCAAGCCTGTGACCATGAATCAT -ATATTCGTCTAGAAGAGTTTCAATCTCCAGAACTGCTGATTCCAGACCATGCTTTAGTCCAATGGATTCT -TCTGCTGCTTTTATGAGCTTCTGGGCATGTTTATGTCCAACCGCTCTTTTGACTTCCTCTTTCCATGTTG -CTACTATTTTTTCCTCACCTGTTTTAATTACTGCCTGTGGAGTAGGAAAATGCTTCAGTGTAAGCAACGC -CGCCTTTCCAGTCCATTTCTTGAAAACAGTACTAAACTCAGGAAAGTATATTGCTAACCATCGTTTTACT -CTATTTTGTATGCTAATCAACTGCACAACATTTTGCCTGCGTAATTCCATCAGATTTCTTATTTCTCGAT -ATACACCTTCAGGCATGTACGGTATTAGATATCTTCCGTCCTTGACTAGCATTGCAATCGTTTTTGGATC -TTTACGGTCATGCTTGCTTGGGGTGTTATCATCTAGTTCCTTTGAGCGTTTTACATGGTAAGGATTAACC -ATACCAAACTCTACACCCATGTTCTGCAAGTGACTTCCAAACCCCTACCAGTAATGCCCGGTGGGCTCCA -TTCCTACGAATGTTTTTGTCTTTTGATTTCTCTTCATCAGGTCTGTAACCCAAATATCAAAGGCATTGAA -ACCCTCTCTTGTATTCTCAAACCTAAATGCTCTTTTAGAAAATTCAAATCCTCTGAAATCAAAAGCCCTG -GCGAAGTGGACCTCGCTACCGATATCTACTCCAACCACCATTGTTTCAGGTGTGATTTTCATTAACTTAT -TGTTTTGTGTACAATTCATATTAGTTACCCTCCGTTTATTTGATTTGTGCCTTCATTTGTGGTGTTCAGC -ACATTTCATATTTTACGTGAGGGTATTAATTTTTTCAAAGACCATTTTTCTTACTTACAGGAATGCTCCT -AAGTGATTATTTTTTAGTCAGAAATGTGCTGAAACACATATTTATTCTTACCGCTGTTTTTATAATTATT -CGATAATAAATTTTGAAATTATAGTTATGAAAAAAGACAGCCTTGTTTTGTCAAGGCTGCCTTTTTTAGG -TTAATGGTTTAGTAACCGAATCCCCATGGGTGAAATGGAGGGCGTCGTCGATCAAAAAGACTTCTCAATA -AAAGAATTGTGATCAAATCCCTTCTAAAACGTCTTCTTCCGCCGCCCAGACCTCCGAAAGCAAACTGACG -GTCGTCACATTGGTCAAAATCCTGATAGTCCATATCAACATCTGCACCAACCCTATTGTCGATATCATCA -ACCATGGATTCCAGCATCTGACGGCTAGGGTTAAACATTGGACCGTGTTGTGCACACATTCTGTCACACA -TACGTTCAACTTCAGGCATTATTATAACGTAGCATCTGGGAAACATGTTTTGTAGATGTTCATGAGGCAT -CTCCATCATGGGAGAATACTGCTGAGGCATGTTCATCATTTGCATATAATTTTTACAACTCCAATCTTGC -ATAAAGACCTCCTTTAAAAAATAACTCCAGTATATTTTATGCAAATTTATCCACCTGGTTACATTTTTAA -AATATTACGTAAATTAATCGGGAAATAACAGTTCGATTTTATTGACACTCCAAAAACAGAAATATATACT -GAAAGCTGTAAATATACTTAATTTAGGATGAACTAACCGGATATTCATGGGAAAAAATATTATATATTCA -ATAAGTAGGGAGGATAAATTGTATGATTCACGAAGAACTGTATAAAACGATTTTTACCAGACGTTCTATT -AGAAAATACGATATGACACCGCTGCCGGAACAAAAATTACAAGAAATCAAGAACTTTGCTGATAATACAA -AAAAATTGGTACCGGGTATAAAGTGCGAAATTTGTTTTCTTGATAAAGAAAATGTAAAAAATATATTTCC -TATAAAGGCACCCCATTATATTTCAATCTATTCCGAAAAAAAAGAGGGATATTTAATGAATGTGGGTTTT -ATGCTGCAGCAGGTAGATTTGTTTCTTTCAGCAAACAATTTAGTAAGCTGCTGGTTGGGTATAGCAAAGC -CGTCAAAAGAAGTTCCGACTTCAAATAACGATATGGAATTTGTAATTATGCTTGCCTTCGGCAATACACA -TGAGAAGCTGCATAGGGCGGATACTTCGGAATTTAAACGGAAGGGCATTTCAGAAATAACATCAATTACC -GGGGCAGACGAATTGCTGGAAGCGGCGAGACTTGCACCTTCAGCATCCAATTCTCAGCCTTGGTATTTCA -GCGGAGACCAAAATGAAATAATTATTAGCCGTGAAAAGCTTAGTTTTTTGAAAGCTCCTATTTTTAATAG -AATAAACCAGATCGATATGGGGATTGCTTTATGCCATTTATGGCTTTCAATTGAGCATCAGGGAAAAACA -GCATATTTTGATTATACAAAGTCAAATGCCCCCAAAGGATATGAATTTATGTTAAAAGTTAAAGTTGGGG -GTGGTAAATCATGTTAACAAGGATAAATCAAAAGAACGGAGAAGAACTTTCTATTCTAGGTTTTGGGTGT -ATGAGGTTTCCCACCAGGGCAGGCGGGATAGACGAACCGAGAGCTATTAGGATGATACGTTATGCTATAG -AAAAGGGAATTAATTATTTTGATACGGCTTATATTTACCATGGAGGGAAAAGTGAAAGCCTTCTGGGAAA -AGCTTTAGCCGGAGGTTTTCGTGAAAAAGTCAAAATAGCTACAAAACTGCCTTCTTTTATGGTAAAGAAT -CTTGATAATGCAAAAAAAATATTCAATACACAATTGGAACGGCTTCAAACGGACTATATTGACTATTATC -TGCTACATATGCTTACAGACAAAGCAGGCTTCGACAGACTTGCAGATATGGGAGTATTGACGTGGATGGA -AGAGCTTAAAGAAAAAGGTACCATAAAAAATATCGGGTTTTCCTTTCACGGAGCTAAAATTGAATTCGAA -CAGATTCTCAAGGCGTACCCTTGGGAGTTCTGCCAGATACAATATAATTATATGGACGAAAATAATCAGG -CCACAAAGGACGGATTATTACTGGCTAATGATATGGGAATACCTGTTATTGTCATGGAACCTTTAAGAGG -AGGAAAGCTGGTTACAAACCTGCCGGAAGACGTAATAAAGGCATTCGCAGAATGCGACCGTGACAGGTCT -CCGGCAGAATGGGCCTTGAGGTGGATTTGGAATCATCCTCAGGTAAACGTGGTTCTGTCTGGGATGAGCG -ATGAGGCACAGGTTGAAGATAATATAAGGATAGCCTCAGATTCGCATGCCAATTCCCTTACGGATGAAGA -ACTTGGTGTCTTTGATAATGTCAAAAGGATATTACATGAAAGGACAAAAATACCATGTACGGCTTGCGGC -TACTGTATGCCGTGTCCTGCAGGAGTTGACATACCGGGCTGCTTTTCACATTATAACGATAAGTACCTTA -TTAAAGATAAAGGAACAAGATTTCGGTATTATCGGAACTTAGGAGCAGTAGCAGCACAGCCTTCCTATGC -TTCACAGTGTAAAGACTGCGGGAAATGTGAAAGTCATTGTCCTCAAAAAATAAGTATACGTTCCGAGCTT -AAAACTGTCAGTAAGGAAATGGAAAGTGTATTTTATAAAGCAGGAATAGCAATTGCAAGGAAATTTATGA -AAATCAAATAGAAATGTTAACCTTCCAATAAAACACAAAGTATGCTAGAATTATTGAATATTAAGTCATT -TCTTTTTAGAAATGACTTAATATTTATACATAAGAAAATTTACTACGCTTAATCAATTACAGGAGTTCGG -TATGTATTTAAGAAAACTTGAAATACAAGGATTTAAATCATTTGCAGATAAAATATCACTTGATTTTAAT -AACGGTATTACGGCAGTTGTAGGACCAAACGGCAGCGGGAAAAGTAATATTAGTGATGCCGTAAGGTGGG -TACTGGGTGAACAGAGTGCCAAAACATTAAGGGGAAGCAAGATGGAGGATATAATTTTTGCCGGCACTGA -ACACAGAAAGCCGGTCGGTTTTGCTGAGGTGTCGTTGACTATTGACAACACAGATAACTATCTTCCTGTT -TCCTATAGTGAAGTAACTGTTACCAGAAGAGTATACCGTTCGGGAGAAAGTGAATATTACATAAACAAGA -CATCCTGCCGTCTTAAAGACATTCATGAGCTGTTTCTGGATACAGGAATAGGAAGGGATGGTTATTCAAT -AATAGGACAGGGCAGAGTTGATGAAATACTGAGCACCAAATCCGAGGATAGAAGGCTTATATTTGAAGAG -GCTTCGGGTATTATGAAGTACAAGGTAAGAAAGCAGGATGCAGAAAGAAAACTTCAACTTACCGAACAAA -ACCTTGTACGTATAAACGATATTATAAATGAACTTGAGTCTCAATTGGAACCGTTAAGAGAACAGTCCGA -AGCAGCCAAGAAATATCTTACTTTACGTGAAAGCCTTAAGGATATGGAAATTAATGTTTATCTCAATAAT -ATAGACAGGCTGAAGGAAAAAATAAAAGAGTATGAGACTCAATTTAAAGATATAAGAGATAACATAGAAG -CCGAAGAGAGAAGACTGCGGAACATTACTGCTCAAAATCAGCAAAAGACGGAGCTCCTTAAAAATCTCGA -TGAGAGGATAACCGAAGCTAGAGAAAAGTTTTATGTAATTGAAGGAAATCTTGAAAAAAACAGCTCTGAG -GTCAAACTCAAAAATGAAAAAATAAACAGCCTTGGCGAAAACATTGTACGATTAAGTGAAGAAACTTCTG -AAATCAACTCAAAGCTGGAGATATTAAGCACAGAAGAGAAAAGCCGTCAGGGGAAAATAGAGTATCTTAA -CGGACAGTATAATGAATTCTCCAAAAAGCTTGAAAAATATCAGTCTGAACTTGACGGAATTCTATCCACC -CTTGGTGAAAATGAAAGAAACATAGAAATGCTTAAAGCAGGTATAATGGACAAGCTGGATATTCAATCGG -ATAAAAGAACTCAGATAAACAACATTAAAAACCATATAGAAAACATTAGAAAAAGACAAAATTCCATAGG -TACAGAAATCTATTCCCTTAAGCTTGAAAAAGATAAGGATAATATGAAAAAAGAGGACTTGACTGAAAGT -ATAAGAAATACTGTTACTTTGATAAAACGTTCTAGGGAAAAGATTAATGAATTGAATAATGAGAAAACTG -AATTGAAATCAACCCTTTCCGAGCTGGAAAAGCAGCATGGAAATGTAAAGACTGATATACAGGTAAAAAC -CTCCAGGCAAAAGATGCTTAAAGATATGGAAAACAGTATGGAGGGGTATAGCAGAAGTGTAAAAGAAATA -ATGACTGCTTGCAGACGGTCATCCGATCTAGGTAAAGGTATACACGGGACCGTTGCACAACTGGTCGAGG -TAGATAAGAAATATGAGACAGCCATAGAGATGACCCTTGGAAGTGCACTGCAGAACATAGTTACGTCTTC -GGAGGGGGATGCAAAGAAAGCTATAGAATTTCTTAAAAGAAATAAAGTGGGAAGAGCTACTTTTCTGCCT -ATTACATCGGTAAAAGGAAAACGTCTTGATGACAGTACTTTACGCAGACTGGAAGATTGTCAGGGCTTTT -GCGGAGTAGCATCGAATCTTGTAAACAGTGACCCTTCATATGCCGGAATAGTCTTAAACCTCTTGGGTAG -GGTTATAGTCGTCGAAAATCTGGACAGTGGTATTAACATTGCAAGAAAATTCGGCTACAGCTTTAGAATT -GTAACCCTGGAAGGAGATATATTAAGTACCAGCGGGTCAATGTCAGGAGGAAGCACTGACCACAGGAGTT -CAGGAATTTTAAACAGAAGCAGGGAAATCTCGGAACTGGAAACCATAATAGAAGGACTCAGAAAAGACGA -GATCAAATATAATACAAAGATAAATGATGTCAGACAAATGCTGGAAGAAATAGACAGCGAGTTCGACGAG -CATAGCAATAAGCTCAGGGACAGTGAGCTTATTAAAACCAGAGACGAGAATCACCTTCAGATGATTGAGG -ATAATATTAAAAAGACCGAGGCCAAAATCGGTATGCTTATAAATGAGAAGGAACAAATGGTAAAGCAGGA -GCAGGAAACTTTACTAGAACAGCAAAAATATGAATCCGAGCTTGAAGGCATAGAAACCGATATATCTCAA -ACAAAGGCAATAATTGCCGAGCATCAGGAGAAATTCAAAGCTGATCAGTCCGTAAGAGATGAATTACATC -AAGAGATAACTGATTTTAAGATTTCGGTCAATTCAATAACAGAGAGTATACAGAGTGTAAAAGAAAATCT -GGATAGAATACAAGGAGAAAGAGAGTCCTTAACCAAAAGCTATACACGGAAACAGAACGAAATAAATAAA -GCCAGCGCTGAAATTGATTTATTAAAGCAGGAGATAGGTGGTCTTGAAAATTCAAGCAGAAATTTGCAGG -ATGAAAAGACAGGAAAAACCTTGGAGATTGACAGATTGGTGGAAGAGAAAAAAGTTTTGGAGGAAGAATC -AATAGACTTTATTGAAAAATTAAATACAACCAACAAGACAATCCATCTTTTGCATGAAGAATACAACAGA -ATAGATATAAAAAAAGCGAAAGCTGAAGCAGAAATGAAATCAATTCAGGACAGAATGTGGGATGAATACG -AGCTTACTTACAGTAATGCAGTTGAGCTTAAAAAAGAAATAGGAAACATATCTGAAGCCCAGAAGAGTAT -ATCTGAATACAGGGCACAGATAAAAGCTCTTGGTCCGGTAAATGTTTCGTCCATAGATGAATACATCAGG -ACAAAAGAGAGGTTTGAATTTATGTCTGTCCAGAAAAATGATATGGAGCAAGCCAAAGAAAAGCTCCATA -AAATCATATATGAGATGGTTCAGGTAATGAAAAAGCAGTTTGTAGAACAGTTTAAGCTTATAAATGAGAA -TTTTGGAATAGTATATAAGGAGCTGTTCGGAGGAGGAAGAGCGGAGCTTATAATTTCTGATCAGGACAAT -GTTCTTGAAAGCGGTATAGAGATTGAGGTTCAGCCCCCGGGAAAGAAACTTCAGAACATGATGCTTTTAT -CAGGTGGTGAACGTGCCTTTACAGCTATAGCACTGTTATTTGCAATACTCAGGCTTAAACCTACACCTTT -CTGTTTATTGGACGAAATAGAAGCTGCGTTAGATGATGCAAATGTATACAGATTCGGAGAATACCTGAAA -AAGTATTCCAAAAATACCCAGTTTATAATGGTTACACACCGTAAGGGAACAATGGAGTCAGCTGACACTA -TGTATGGAGTAACTATGCAGGAGCATGGTGTATCTAAGGTTGTTTCAATGAAAATGGGTGAATTGGCAAG -CTAAGCAAAAATAAATTTGTCTGTAAAAGACATTTATATAGTAATGCGAGTATTATAAAATAAAATATCA -TACGGAGGCTGTAATGGGATTTTTTGACAAACTAAAAGAAGGACTGCAAAAAACACGTAAAAGTATAACT -GAAAAAATAGATCAGGTACTTGTATCTTTTGGAAAGGTTGATGAAGAGCTTTTTGAAGAACTAGAGGAGA -TATTGATTACTTCTGATATTGGAATAGATACAACAATGCGGGTTATAGAAGATTTAAAAGAAAAAGTAAA -AGAAAGGAAGATAATTGATCCCAAGGATGTAAAAGGTCTGCTCAAGGAGTCTCTAAAGGAAATACTGGAA -AAAGGCGGCAGTGAAATGAAGATTGGCACAAAGCCGTCTGTAATTATAGTAATAGGGGTAAATGGAGTTG -GAAAGACAACATCCATAGGCAAAATTGCAAACTTGTATAAAAATCAGGGTAAAAAAGTACTTCTGGCTGC -GGGAGATACATTCAGAGCAGCAGCCATTGACCAACTGGAAGTATGGGCACAAAGAGTCGGTACTGACATA -ATAATGCATAAGGAGGGTTCAGACCCGGCTGCTGTTATATTTGATGCCGTTCAGGCTGCAAAATCCAGAA -ACGCAGACCTTCTGATATGTGATACTGCAGGAAGGCTTCACACCAAAAAGAATCTTATGGAGGAACTTAA -AAAGATTTCAAGGGTACTTGACAGGGAACTCCCGGGGGCAGACAGGGAAACACTGCTTGTACTTGACGCC -ACCACAGGCCAGAACGCCATATCACAAGCCAAAACCTTCAGTGAAACCTCTGATATTACAGGCATAGTAC -TAACGAAATTGGATGGAACTGCCAAAGGAGGAATAGTTATAGCTATAAAATCAGAGCTTGATATACCTGT -AAAACTAATCGGTGTAGGGGAACAGTTGGACGATCTTCAGAAATTTGATGCAGAAGAATTTGTAGAAGCC -CTGTTTTCTTAGTATTTGAACATGAAGGGAGAATAGTAAAATGGAAGAAGTATATGATTATTACAAAGAA -AAAGATAAGAAGCAGAAAAATGGCAAAGGTTACAAAGGTAAAATTGCGGCCTTGATTACTTTGGCAATTA -TAGTGGTTTTTGCAATAATAGGAAGCTCTATATACATGGAGCTGATTCAGCTGAAGGAGTTAAACCCAAA -TGCTGATTACACTACCGTTTATACCAAAAATCTATTATACAAGACAATATTCTTTATAATCAGTTTTGTA -ATTATCACCTTATTTGTATTTATTACAAACAAGGTAACGGGAAATAACCTTAAAAAGTACTTTAAAAATA -ATAACCTAGAGCAGAGGCGATTGGTAAACGCTCCTGTTGCATTTGTAATAGGTATACTAGGAGCTTTTAT -TACCAAGGAATTCTTTTTTAACAAAGCACTCCTGTTTTTAAATTCAGCTAATTTTGGTATAAAAGACCCT -CAATTCGGACAGGACATTGGGTACTACATGTTTCAGAGACCTTTTTATATGTCTCTGTTTAATTTTATAT -CGAATTTGTGGCTGTTCCTGGTATTTTACACGGCTGTATACTATTTAATTGTATTGATGACAGCTTTAAA -CAACACCTTATCCACTAAAGATCTCAAGGATAAGACCATTTTAAGACATAATTTGATAAATATAGCAGTC -TTCTTTGTACTAAAAACTATTTCCTTCAAATTTCAAAGAGAATCGCTGCTTTATACAAACTTTACAAATA -AGGACATAACCGGAGCGGGCTACGTTGATACAAATATTTGGATAAAGTACTATACAGTAGCTCCTGTAAT -TGTACTTGTCATTGTTTTATTGGCGGGTTTCTTTATGTGGAAGGGCAAGCTAAAGAAGTCGGCTATTGTA -ATTGCTGCTTTCCCTACAATTTTTATTTTACTTACATTGGTTTCATCCATTATACAAAATGCAATTGTCG -GACCCAACGAAATTGAATTCGAAGACAAATATCTTAAAAACAATATGACTGAAACAAGGGCAGCTTTCGG -ACTTGACAAAATTCAACCCTACGATTTCAACAAAATAGAGGAACTAACTCCTGAAATAATAAACAACAAC -AGAAATACCGTGGATAATATACGTGTAGTCGACTATATACCTACATTAAACAGTAACAAACAGCTCCAGA -GCAATACAAACTTTTACACATTTCATAACGGAGATATCTTAAACTACACAGTAAACGGTAAAGAAATACC -TGTACTTATTTCTGCCAGAGAAATAAACACTGACTATCTGCGGAACCAAAACTTTGTTAATAAAACCTTC -AAATATACACATGGTTATGGTGTCGTTGTAAATCCCATAAATAAATTAACGGCGCAGGGACAGGTTGAGT -TTTTAATCAGCGGCCTGAAAATGGACACCGTCGACCAGGTTAACCTGAAGGTTACCGAGCCAAGGATTTA -CTACGGACAGTTAACAAACAACTACGTCATAGTAAATCCCAAAAGTGCTAAGAAGCTAACTGAAATAGAT -TATGATGGAACGACTGTCAGTTATTTTGATGAAACAGGAAACAAGTACGAGAAAATTAAAATGAACCTTT -TGAACAGGATACTGTTTTCGATTAAATATGCAGATACCAACCTTTTGGTATCCAGCAATATATCATCTGA -CTCTAAAATTCTATTGAATAGAAATGTTGTAGAAAGGGCCCAGAAAGGCATACCTTTTTTAAAAGTTGAT -TCCGATCCTGCATTGAATATAACTGCCGACGGAAAGCTTGTATGGGTTCTGGATGCTTATAGCATATCAA -ACAACTATCCGTATTCACAGTACTATTATACACAGTCGGAGGATAATGATCTTCAATCTCTTAACGGAAT -AAATTACATAAGGAATTCCGTTAAAGTAACTGTTGATGCCTATGACGGTACAGTGAAGTATTACATTATA -GATAATGAAGACCCTATAATAAAAGCTTATCAAAGTGTGTATCCGGGACTTTTTACAAAGGATGAATTTC -CGGCAGACCTTGCGTCTCATATAAGGTATCCTGAAACCCTTTTCAAGCTTCAGACTGAGGTACTGAAGAA -ATACCATCTTGACCCCAAAAAGGAAGATAATATATCAACCTTTTATACAGGACAGGATGAATGGAATATT -GCAAAATATCCGGATCAAAACAACGAAAGCGGAGCAAAGGATATTGACGCCTATTATAACATGGTAAAAC -TCCCGGGAGATATCGGTAAAAAAGAGGAACTCATTCTTATGAGGCCATTCACACCTTCGGGAGAGAAGCA -TAACATGGTATCATGGCTGGCAGTTCGTAATGATATGGAAAACTATGGGAAAATGATATTATTTAACTTC -CCGAAAAATACAAATATTCTCGGTCCGGACCAGTTTGAGGTAAATATTAACCAGATTAGTGAAATATCCG -AGGATATGACACTGTGGGGACAGGGTGGCTCAAAGGTATTTAAGGGAAGTCTTCTGGTAATTCCTATAGA -AAACAGTATTCTGTATGTTGAACCAATATATATACAGTCAAACAGTGCATCATCTATCCCGCAGGTTAAA -AGGGTCGTAGTGGGTTACCAACAGGGAGCGGATTTCAAGCACGGTATAGGAGATAATCTTGATAGTGCTA -TAGACGATCTGTTTAAAGGCAGTGTAAAGCCGTCTGGTGAAAAAACTCAGACCATTAACCCAGAAAATCA -GAATGATGAAGGTCATGAAGCTGTTACGCCACCGGATAAATCACAAAGTATTGACCAGAAGAAACTTGAC -GAATTGCAGCAAAAGCTTGATCAACTCATGAAACAGTCACAGGAGATTAATGACCTTTTAAAAAGCTTGA -GAAAATAAGTAATTATTAGTATTTATGGGGGTAGCTTCCTTAAATGGATCTATTCCCTTTTTTGTTGTAG -AAAAATGTTGCTAAATTATAAAAAAGGTATATAATACTATGTTATCAATAGAATATTATTTATTAATTTT -GCTATTGAAAATTAAGTAGAAAAGTATTAGAATACAATAAGCATTTTGCCATAATCTTCCTTGATGCAAA -ATGCAGAGAAGTTAATTAATCGAGTGAAAGTAAAGCTTGAAAGTAAAGCTGAATAAATGGTGAGGCATTT -ATGTTTAAAAAAATAAGAAGGATATTGGTTGGCAAACCGTTGAAAAATGAAGCATTACAAGATCAAAAAA -TGGGAGTTCTCTGGGGACTGCCCATTTTATCCAGTGATGCTATTTCATCAGTAGCCTATGCAGGACAGGA -AGTACTGATGGTTTTAATACCTGCTGTCGGTATACTGGCGTTCAGACAATTGTCATATATATCTATTGCC -ATTATATGTCTGCTCATGATATTAATGTTGTCATACAGACAGGTAATTGACAGTTATCCAAACGGCGGCG -GTGCCTATGTAGTTGCTAAGGAGAATCTTGGGGTTCTTGCAGGGGTTACAGCAGGTGCTGCATTGTCCGT -AGACTATGTAATGACTGTAGCTGTGAGTATATCATCAGGAGTAGAACAATTTACAACTGCTTTTAAGGTC -TTTAAACCTTATTCGGTTGTTATAGCGGTTACTATGGTTATTTTGCTTATGATTGGAAATTTGAGAGGAA -TTAGAGAGTCTTCGAGAATGTTCGGTATTCCTGCGTATGCATTTATAATCGGTATGGTAGTTATGATAGT -TGCCGGTTTTGCAAAGGTATCGGGGGGGTATGTACCTCCGCCGGCCCAGAATATGCCAGACGTTGTTAAA -CCGCTAACATTAATGTTGGTACTGACTGCTTTCTCAAATGGATGTGCAGCTCTTACTGGAGTTGAAGCTG -TAAGTAATGCTGTACCGAACTTTAAGAGCCCAAGTACCAAATATGCTAAAAGAGTACTGTTTCTATTATC -CATGGTTATTCTTGTTTTGTTCGGAGGAAGTTCTATCATAGCAAACATATACCATGTTAATCCGTCCAAT -GGAAATGCTATGCTGATAATGATAGCCGGTGAAATTTTTCATAATACCAAGTTTGATTTTATGTTTTATT -ATATAACTGCAACCACATTTATCATTCTTGTTTTTGCAGCTAACACAGCGTACTCCGGTTTTCCAATGCT -CATATCCATTATGGCGAAGGAAGGATATGCACCCAAACAGCTTAGCATGAGAGGCGACAGGCTCAGTTAT -GATAATGGAATAATCTTATTGTCTGTTCTTGCAAGTATATTAATGATTGTTTTTAAAGCTGATGTTTCAA -AGTTAATCGGTCTTTATGCAATAGGTGTATTTATTTCCTTTACACTATCTCAGACAGGTATGTTTATAAA -GTGGAGGAACAATAAAGGTAAAGGCTGGATGCATAGAGCCATAATCAATGGAACAGGAGCAGTTGTTTCG -GGAATTGTTGTTGTTATCATAGCCATTACAAAATTCAAAGAAGGAGCATGGCTGGTTGTAATACTCATAC -CTATTCTGATACTATTAATATTCAAGGTAAAGAAGCACTATGAAGCTGTTATGAGACAGTTAAGGCTCAA -ACCCGAAGAGATAGCAAACTTCGATATAAATAAAGCTGTTTACAGAAACAGAGTAATTGTTCCGATTGAA -AGTGTAAACAGGTCAAGTCTGAGAGCATTGCGGTATGCAAAAACCATATCTGACAATATCACTGCTTTCA -GCGTGGTTATTGATGAAGCAGATGCGAAAAAAATAAAAGAGAAATACAATTCACTTAATATGGATGATAT -ACCTTTAGTTGTAAAATATTCACCTTTTAGAAAAGTTGTTGAACCGATGCTTAAATTTATTGAATCGGCT -GAATACGATTATCAGAATGGGGATATGATAACGGTCATACTTCCGCAATTTGCGGTTAAGAAATGGTGGC -ATAAATTCCTGCACAACAATACCAGGTACTCTGTTGAGAAAGAGCTATTAAAGCACAAGCACATAGTTGT -GTCTGTTATGCCATTACAATTACGAGATGACGATTTTGTTCTTAACAATCACAAATATGATTGATTTTGG -CTAGTATGTTTATTAAAATTAAATAATATCATTATATAAATGAGGCGTGTCAAATGAAATATAGTATTGG -TGTTGAATTGGGAGTTAAAAATATCGTTGCAGGTATACTTGATAAAAATGGGAAATTAATTCGCCGAGAT -GCTGTACCAACGAATAAGAACAAGGATTTTAAAGAAATAATAAAGGATCTTTGTTCCTTAATAAAAAAAA -TAACTGCAGACGAAGATATTGAACTAAGGAGTGTTAAGTATATAGGAGTAGGGTGCCCAGGAGTAACTGA -TAATAAGCATGGTGTTATTTTAAAAAACTACTCCCTAAATTTCACCAACGCAAATGTGAGGGATGAAATT -CAAAAGTATTTAAAAATTCCTGTTTTTATAGAAAACGATGCAAACTGCGTAGCAATAGCTGAATACCTGC -TTGGTGCCGCATATGGTACTGAAAGCTCACTTATTATTAAGGTAGGTGTAGGTATCGGCGGGGGAATTAT -TATCGATGGTAGTATATATAACGGATTTAACTTCGGCGGAACAGAATTCGGTCATATGGTTATAGATTAT -AAAGGAAGATCTTGCAGCTGTGGCAGAAAGGGTTGCTGGGAGCAGTACGTATCCGGTTCTGCACTTATTG -ATCAAACCAGACAGCTGGCATCAGAGAACCCGGATTCCATTCTGGGCAATATGGTTAAAAACAATGTTGC -ACAGATAACTGAATTGACGATATTTGAAGCTGCCAAGGCCGGTGATGAAAAAGCAAAAAAATATTGTTCC -GAATTCATAGACTATTTTGCTGAGGGATTAACAAACATTGTAAATATATTAATGCCGGAAGTTGTAATTA -TTGCAGGACCTATAAGTAAGCTGGGAAATACAATTGTAAAGCCGCTGGTTGAGCTTTTGAAAGAAAGAAT -ATATTCAAAGGAGCTTAATCTTCCTGAGTTTAAAATGGCGGAAATGGGCAACGCAGGGATTATAGTCGGT -GCTGCAATGTTGGGAGCTTTCAAGGATGAAAGACTGGACGATTTAGTTTAGTATAATTTGGGGAGGATTG -TTGTTTTATGGCTGAAATAAAGTTTAAAATAACCGAAAACATTGGTAACTTGTCAGAGTCTGGCAGAGGA -TGGTACAAGGAATTGAATTTGGTCAGCTGGAATGATAGAGACCCAAAATACGATATCAGGGATTGGTCTC -CCGATCACGAAAAGATGGGTAAGGGTGTTACAATGACCAAAGAAGAACTGATAGAGCTCAAGAAACTTCT -AAACAGCATGGAGGATATATAGTTCAGAAATAAAAGAGCAAATAAAGCATAGTAACCCGTATAGCCAAGA -TATTATGGAATAATGGTTATTATGCTTATTTTATTTGCTGTTTTTATATTAAGTTCTCTGTACTATCCAT -GCAAAATTTAAATAAAAAAAGATAAAAGGCGGAAAATAAATCTTAATTAAGGTATACAGGCTTAAATTAA -AATTCATTAAAATAATAGCTTGTTGACACAATATCTTGAGAATGATAGTATAAATAAACCAACATATTGT -TATATACAATATATATTATACATATTGTTCTCAGCTACTGCCGTGGTTGGCCGTGGCCAGATTTGTTGTG -CGATTTGGTATGCACATTTTTATTTATGTGCATATTTGCTTTTGGCAAATGGCTAATATTTTACTTAACT -GCAAAAGAAAAAAATTAATTGAGAAGGGTGGCTGGCCACATGATTACCAAAATCAGAAAGCGTGACGGAA -GAGAAGTTCCATTTAACATTGAAAAAATTGCAAATGCTATTTTCAAAGCAGCTAGTGCTACCGGGGGCAA -GGATTATAGGACAGCAATGGAATTGGCAGAGAGTGTTGTTGATTTTATTGAATCAAGTCTTGATAGAAAG -GTACCCAGCGTTGAAGAAATACAGGATGCAGTTGAAAAAGTGTTAATCGAGACGGGTCATGCAAAAACGG -CCAAGGAGTTCATCTTATACAGGGCAGACAGAACAAAGGTACGTGAAATGAATACACGCTTAATGAAGGT -GTATGAAGAGCTTACCTTCAAAGATGCAAAAGATAATGATTTAAAGCGTGAAAATGCAAATATTGATAGT -GATACTGCTATGGGTACAATGCTTAAATATGGTTCGGAGGGTGCAAAGCAATTCTACGAAATGTATGTAC -TCAAGCCGGAGCATGCACGGGCACATAACAATGCAGATATACATATACATGACTTGGACTTTTTGACATT -GACTACTACTTGCTGCCAGATAGATATTCAGAAGTTGTTTAAGGGCGGTTTTAGTACAGGACATGGGTAC -CTGAGAGAACCTAACGATATTAGCAGTTATTCGGCTTTGGCTTGTATTGCAATCCAGTCAAACCAGAACG -ATCAGCATGGAGGTCAGAGTATTCCGAATTTTGATTACGGAATGTCAATGGGTGTTGCAAAGACCTTTGA -AAAGGGCTATAAGCAGAATTTGAAAAAGGCATTGGAGCTACTGCTTGAAAACGATTTTACAAATGAAATC -TCTCAAGCCTGTGAAGAAATATATAAAGAAATAGGCATAAAGCCTGCATTAAATAGAATGGAACCTTATA -CAAAAGCAGAAAAGAAAATCCTATTGAAATATATTTCGGACGAAACATTGCTGGAAAAGGCCCAGAGTTT -TGCAGTAAAGAAAACTGAAGAGGAGACGGATAGAATCACTTATCAGGCTATGGAGGCTTTTGTACATAAT -CTGAACACCATGCATAGCAGAGCAGGGGCACAAACTCCTTTTAGTTCAATTAATTACGGAACCGACACAT -CTCCTGAAGGAAGGCTTGTGATTAAAAATCTTCTGCTGGCTACTGAAGAAGGCCTTGGAAATGGTGAAAC -CCCGATTTTCCCTATACATATATTCAAGGTAAAGGATGGAATAAACTATAAGGAAAGCGACCCTAACTAT -GATCTTTTCAAGCTGGCATGCCGTGTAAGTGCAAAAAGGTTGTTTCCTAACTTTTCCTTTATTGATGCTC -CATATAATCTCAGGCATTATAAGGAGGGAGAACCCAATACCGAAATTGCATATATGGGTTGCAGGACCAG -AGTTATTGGCAATTCTTACGACCCGGAGAGAGAAGTAATATTCGGCAGGGGTAATTTGAGTTTTACAACT -GTAAATTTACCTAGAATTGCACTCAGAAGCAATAAAAATCTTAATATTTTCTTTGAAGAACTTGATAAGA -AAATTGATCTGGTTATAGATCAGCTTTACGAAAGATATCTTATTCAAGCAAAGAAAAAAGTTAAAAATTT -TCCTTTCCTTATGGGACAGGGTGTATGGATTGACTCTGATAATCTCGATTGGGAGGATGAAGTTGGTGAA -GTATTGAAACATGGAACACTTACCATGGGCTTCATTGGCCTTGCAGAGTGTCTAAAGGCATTAATCGGCA -AGCATCATGGAGAATCTGTACAAGCACAGAATCTGGGACTTGAAATTGTAGGATATATGAGAAAAAGGAT -GGATGAAGCAAGTGAAAAATACAGCATGAATTTTTCTCTTATTGCAACTCCTGCGGAGGGGACGTCCGGC -AGGTTTGTAAAGTATGATAAGAATGTATTTGGCAATATAGAGGGTGTGACAGATAAGGAATATTATACAA -ACAGCTTCCATGTGCCTGTTTACTATAAAATAAATGCAATAGACAAGATAACTACAGAAGCTCCTTATCA -TGAGTTAACTAACGGAGGACATATAACCTATGTAGAAGTTGACGGTGACCCATTGAATAACCTTGAAGCC -TTTGAAAAGATAATCAGGGCAATGAAGGAGTCGGGAATAGGTTACGGATCAATAAACCATCCTGTTGACA -GAGACCCTGTATGTGGATATACGGGAATAATAGGGGATACCTGTCCTAGGTGCGGCAGAGAAGAAGCCGA -TAGGCATTTTCAAAGGATCAGACGTATTACCGGATATCTTGTGGGGACACTTGAGCGCTTTAATGATGCT -AAAAAAGCCGAGGTACGTGATAGAGTCAAGCATATGTAAGTAAATTAATAATAATGTATAATATGCCAAA -TGCTAACTCATTTGGCATATTTGATGTGGTGATAATTATGGACAAACAGATAAGAATATCCGGAATTATT -AATGAATCTATTGTTGACGGTCCGGGAATACGAATGGTAATATTTGCACAAGGCTGCAGGCATAACTGCA -AGGGGTGTCACAATCCTCACACTCATCCAATGGATGGAGGTGAACTTGTTGAAATTGACAAAATAGTCGA -GGATATTCGTAAAAATCCTCTTCTGGATGGTGTCACATTCAGCGGAGGAGAACCTTTTGAACAGGCGAAG -GCTTTCGCTGCTCTTGCTAAACGGATTAATAAGCTTGGTCTGAATGTAATGGCTTATTCAGGGTATACAT -TTGAACAGCTGATTGATGATTCCAAAGAGAGAAAAGAGCGGATGGAACTTCTTAATAATATAAAAATACT -GGTTGACGGGCCGTTTATACAGGAACAGAAAGACCTTTTACTTAAATTCAGAGGTTCAACTAACCAGCGT -ATTATTGATGTTGTAAAAAGTCTTGCAAGTGGTAAAATAAAGCTTGCAGAAATTTAAATGAGTTTTCAGC -TCTATAAATTATTAAGTGTATGATAACGTTAGTATACGGCAGCATTTAACCATATTTTTATGTGCTCGCC -GGGAATGGAGTTACAATGGTTAATTTATTTACGGTCAAACCCCAAAAGAGGATTGAATGGGGGTATGTAT -GTACTGCCATTCTGATAGCTGTTTTTACTGTATTTTTGACAATAACGGGTTTCCTCCTTCAACCAAATGA -CTTTCATACCATAGCATCTAATGTACTTAGGCATCCTACTTTATTTATACTTAACAGTTTTCCTGTTTTT -GCAGGCATATTATTTTTCTATCTGGTGTTCAACAATGTATTTTTCTCAGCTGCACTGGTTTCAACAGTGT -TCCACGCAGCATCTCTTGTAAACCGCTTTAAGATTATTTTTAGAGATGACCCTTTTGTACCACAGGATGT -GTTTCTTGGTGCAGAGGCGGCAAATATAATGTCTGATACAAAAATGAAGTTGGATTATACTCTAATCATA -GCAATACTGCTTTTTTCTTTGGTCATGTTAATTTTAGGAGTATTTATAAAGTTTAAAAAAGTGAAATTGC -CCCTTAAGGTAGCAGGATGTCTCGCTATAGTGGGGATAGCAATTTTATCAAATACTTTTGTGTACAGCTC -CAGGGAAATATACGATAGAATGCCATCAAAGTCAAAAGCGTATGTAGCTGGTGTCTTTAATGATGTTGGT -TTTAATTATTGCTTTTTGTATAATTTGAGTGCATATAAGATGGAAGTGCCTGAAAACTACAGTAAGTCAG -CGGCTGGAAAACTTGTAAAAAAATATACAAAAAGTAAAGCTGAGCCAAAGGTTAGGGCCAATGTAATAAT -AGTTATGAACGAAGCTTTTTCAGATATAAGTAGGGAAAAAGTATTTAATTTCAGCCCTGAGGATGATCCC -CTTAGATATTTTAAGAACATAGGACAGGAAAATAATTCGATAACTGGGCAGGTGGTAGTACCTAATTTTG -GGGGCGGAACAGCAAATACGGAATTTGATGTAATGACAGGAATGCAGACATTAAACCTGAACACTGTACC -CACTTCTGCTTTCAGACTTGTTCACCGGAATATCAAATCTATAGCCGGAGTACTGGGAAGCGATTCATAT -AAAAAATATTTTATGCATCCCGGCGACAGTTGGTTTTATAACAGGGCAAACGTATACAGGTTCCTCGGAG -TGGAAGAGCAGATATTTATAAATCAATTCAAAAAGCCGGAAGACTTAAAGGGGACGTTGATATCAGATAA -GGCAGCAGGTGAAAAGATTATAAGCCTGTATGAAAAAAATATGGCATCCGGCAAAAATCCTGTATTCAAT -TACAATGTAACTATTCAGAACCATATGCCTTATACTGCCAACAAGTACTACGGCTTAAAGATCAAAGAAG -TACCTACAGACAAAAAGCTGTCCTTTCAGGCTAAGACTCTTTTAGCAAATTATTTTGAGGGAGTTAGGGA -TGGGGACAAGCTGCTGAAAACCCTCACAGATTACTTCAGGGAGAGACAGGAACCTGTCATTCTTGTGTTC -TTTGGAGATCACAAGCCGTCCTTAGGTGACAGTTATCTTGCATACAGGGAAGCGGGTATAGATATAAATG -AAAGCGGAACAATTGAGCAGGCCATGAAGAGTCGTGAAGTACCTTATATCATATGGGCAAATAAAAGTGC -GGGCAATATTCTGGATTTCCCTAACGTTGTCAGAAACCTTGATTTACCCAAGGATAATACAATAAGTGCA -AACTATCTTGGGCCAATTATTCTGCAATTGATGGGTTACGAGGGGTATGATCCTTATTTTGATTTTCTTA -ATGAATTGAGAAAGGAACTTCCGGTTATAACAAGATACAATTTTAAAACAAACAGCGGTTATACTGATAA -GCTTTCCGAAAAACAGCAGGCTATGGTTAATGACTTCAGAATATGGCAGTATTACAGAATGACCAGTGAT -AAGGCAGACTGAGATAAATAAGCTATAAACATAAAAAAACAAAATGAACATATTTTGTTCATTTTGTTTT -TAGTATAATTACATTACAACACTTCACGCATTGAAATTTCTTTTGTAGTAAAGCATATTGCAGCACCTAC -GGCGGTTGCATACTCTGCATATTGAGGTGTTTGGAAATTTACATTATACAATGAACTAAGCTGTTCAAAT -ATTTTTTGGGCTTGGGGCACGTTTGTAAGATTTCCAGTAAGAACGACATCTTTTATATTATCAATTCTTG -TATTAAACACAGCTACCATACCTATTGTCTGAAAAACAAGGTTTATAATTCCCAGTGCCAGGTCGGCCTT -GGTTACAAGATCGCTTATTTTGCCGAAATTAGATGCGGTGGTTTCACTGGGCAGGGTCTCCATAGCTTCC -CTGGATATATCGCCGATAGTTAAATCGACATTTGACAAGTCACCTCCGACGGCTGTCTCAATAAGTTCCT -CGAAATGGCGAACGTTTAGAATTCTGTTTGAAAGCCCCAGAAGTGTACCACCGCCGATACCGGTTCCGCC -CAGGTGTACTGCCGTATTATTTTCAGCTTTAACAAGTGCAGTGCCCGTTCCCATACTTACTATTATGGCT -TTTTTCAAATTACTCAGAAACAGGCCACCCATTCCGATTGCCATAAACTCGTCAACTTTAGCTGTAGGGA -TGCCAAAAAGCCTGCTGTCAACAAATGAGCTACCTACACCCGTTACCATAATCCTCTCTATGTTCTCAAT -TTTCAGTGAATTAATGCTAAGAAATTTTCCAAAAGCCCCATAAACCGATGCAATAGGGTCATTAGCACGG -ACAAAAAAAGGACTGATCATTTCTTTACCGTCAAAACCTACAATTTTGGTAGTACTACCGCCAAGATCTA -TTCCTATTATCTTACCCACAAAAACCACTCCTCATTAATAAATTACCCTCTTGTAAACATTTTAACCAAA -GCGATACCCACTCCTGTAATGCCTTCACCTCCAAGGAGTCCAGAAGCAGCAACGGTGCCTTTGTCATCAT -CTGACGATTTGCTTTTTCTGCGGTCTGCAATAAACCTTATTACTCCGCCTAAAAATACGGCAGATGAGAT -TGTAAATGGAAGGAAAACTCCTATACCGAGAGTAGCAGTGGGCAGACCAAAAAGATACAGTATAGCACCT -ACTCCTACAGCAATACCAAAAACAACAGGATTTCCTATTCCATTAATCATAGCTGAAACACCTACTGCTT -GAGCGGCAGGAAGAGAAGTTTTTGAACCGACTTCACCAAATTGATTAATAATTGCAAATAAAGCAAGGGA -TGCCACAACAGTACCCACAACGCCTCCAATAATCTGAGATATAAGCTGTGCCTTCGGGTTTGTTCCAAGC -ACCTCTCCTGCCTTATAATCATTGAACAAATCTCCCGAAAAACCGCTTGCAATGGCAGTGCAAGCGGCAA -TCATCAGTGCATCCATGGCATCGATATTAACAAAAATCCTTACAGCCAAAAGTATAATTATACCAAATAT -TTCCATAGGATTTATACCTGTCTGTCCGGTAATAGTTGCAGCCATCAGAGAAACAATGTAAATCCCTAAA -ATCATCAAAACGGAAGGCAACACAGGAATTCCGGCGACAACTGTAAAAAAGAAAGCAGTCACACTACCTG -ATACAATAAGAATTCTGCTGAGATTGAAAATACTCTTTTTATTTTTATAGGTTTCGGCTTTTTCTGAGGA -TATATCCTTTTGTCTGTTTTTAAGCTTTTTTATATATGAATAGATGATTCCCAATAGAATTCCAAGACCT -GTACCTACCAGAAGTCCAATACCGGTACTGATTGTAAATGATGATGCAGCTTCTTTACTAGGAAATAACC -CCAACCTTGGGCCGAATGGAATGACAAACGCGTATGAAAATAATGCTCCCAGAAACCAAACTCCGGTATA -CAGTGTTCCGAGAATGTATCCCATACCAATTGCCATAGGCGAATTCCATATACCAAGAGTTGAGTTTTTA -TTAAACATAAATGCTTCAGGAACTAGTCTTGCCTGATCCCTTAGAAATGTATAAATCGTTGAAACAAGCA -TTGTTCCGAAAAGAACTATGGATTTTTTACCGCCTTCGTCACCTGCTTTTATAGTTTCTGCCGCAGCTTG -CCCGATCGGAAAGGGCAGAGCATTTTTTACAATAAATCTGTACCGCAGAATGTAGGAAGTAACGCTTCCC -AAAAGCATACCTGCAATAGCAATGGCTAATACTTTAACATAGTTTGATGAAAAATTCGCAGACCCTTTCC -ATATACCCATAATCCATAAGCCCGGCAGAGTAAAAGCAAGGCCGCCTGCAACCATTGCACCAGCAGACAT -TGCTGTCTGTGTTATATTAATTTCATTGTTTGTGGTTTTTCCAAAAAGCTTAAGAAGTCCCATTGATAAA -ACAGCTACAAAAATAGTGGGCCATGGAAGTGCACTCATTCTCAATGCAACATACATGGAACTTGCCGTTA -TAACACACGAACCAAGAGAACCAATTATTAAACTCCTGAGTGACAATTGCTGTACTCCCAAAAAATTCCT -TTCACGATTGTTCAAAATTAAACCCTCCTCATACAGTAAACATATTACACAAGTTTTAAACCATTTATTC -ATAATATGAACAGCATTAAAAATAGAAGTAACAGGAACTGATACTTCTTAAAATAATAAAATATTGCGTT -TACATAATTCGGAAAGAGAGATCTTAGTTTGAAAAAAAGATATGAAAAAAATCATAAAATCAACCCCCGT -TCTCATTCCCGTAATGGGATATAAGTCGAATAAACAAAATTAATAAAATAAAAGTATGTCTGGTTTCACA -ATGAATACCAGCTGATAAAATATCATATCATATAAAAAATACCAGTGCAATCTTTAAAAATGAGTAACAA -ATATTTTTTTGGTAAAAAATAGAGGCAATAGTCAATTTTATATACAAAACAAGGGTCTAATGTGCTAGTA -TTAAGTTAAGTGATTTTATAAACGAAAGGAGTAGAGTAAAAATGAGTCCTGATGAAATGAGGCTTGCAGT -ATTGATAGATGCGGAAAATGTGCCTTATAGCAATGTTAAAGGTATTATGGAGGAAATTGCAAAACATGGT -ACACCTACATTAAAAAGGATTTATGCCGATTGGACAAAACCGACAATGTCGGGGTGGAAAAATGTGTTGC -TGGAGAATGCAATAACACCAATACAGCAGTACAGCTATACATCAGGTAAGAATTCTTCTGATTCGGCTAT -GATTATTGATGCTATGGATATATTATATTCAGACCAGGTAGAAGGCTTTTGTATAGTATCCAGTGACAGT -GATTTTACCAGACTGGTTACCAGGCTGCGCGAAGCAGGTAAAAAAGTATATGGTATAGGAGAGAGAAAAA -CTCCAAGTCCGTTTATCGCAGCTTGTGACAAGTTTACATATATAGAGATTATAAGTGCTTCCCTTCAAAA -CAGCAGGACTTTTGAAAACGGGGCCAAAAAAGAGGAAATAGCCGAGAAGGAACAAAGAAGCGGTACTGTA -TCAATTGGCAAGAATATTATTAATTTAATATCCGTATCAATCAATGATGTTGAGGACGAGAACGGCTGGG -CCTTTCTTGGGGATGTAGGCAACCTTATAATCAAGAAGCAGCCGGACTTTGACCCAAGAAACTTTGGATT -TTACAAGTTGACGCACTTGATAAGAAAGCTTAAAGAATTTGAGATAGAAGAACGTGATACAAACAATTCT -AAAATAAAACACATTTATGTCAGAAATAAAAGCAAACGTAACGACTAAAATTGTAAAGCAAAAATACTTG -ACAATATAATAAGATTATTTTAAAATAAGTTGTAAAGTAAAAGTACTTGACAATGAATTTTGATTAACCC -CACATTCAATTAATGGAGGTTAATAATATGAATAAGATATATGAAACTTCACTGCTGCTTGATTTTTATG -GACAGCTTCTGACAGAACGACAGTATGAAATACTTGATTTGTATTATAACAATGATTTTACTTTTACTGA -GATTGCCGAACAGCTGAATATCAGCAGGCAGGGTGTATTTGATAATGAAAAGCGTGGGATAGCACAACTC -CTTGAGTATGAAAACAAACTGGGGCTGCTTGGTAAGTTTTTACATCAAAAACAAAAGGCACAGAATGTGC -TTGGGATTATGAAAAAGCTTAAACTCAATGAATTCAGCAGAGACGACGCAGATATTATTGAGAATGTAAT -AACTGAAATAGAAGATTTGGTAAATAATATATAGTACTGGCTTTAGGTTTAGCAGATTGGAGGTTTTTTA -ATGTCAGTTTTTGAGGGGTTGTCAGGAAAGCTCCAGGACACAATAAAGAAAATTCGCGGACAGGGCAGAG -TATCCGAAAAAGATGTAAAGGATATGATGAGAGAAATCAAGCTGGCTCTGCTTGAAGCCGATGTAAATTT -TAAGGTTGTTAAGGAATTTATAAGCAAGATATCTGAAAGAGCGGTTGGTGCTGATGTATTGGAAAGCCTA -ACACCGGGACAGCAGGTAGTTAAGATAGTTCATGAAGAATTGATAGAATTGCTTGGCAGAGAGCAGAGTA -AGGTTACATTTGCACCAAAGCCGCCGACTGTCTTTATGATGGCAGGGCTTCAGGGTGCAGGTAAAACCAC -AACGGCAGGAAAGCTTGCAAACCTTTTGAGAAAACAGGGTAAAAATCCTTTACTGGTTGCTTGTGACGTA -TACCGTCCGGCAGCGATAAAGCAGTTACAGGTATTGGGAAACCAGCTTAATATTCCTGTATTTACACTGG -AGAACAATCAGAATCCTGTCCAAATAGCAAAAGAAGCTGTTAAATTTGCAGAAATGAAACAGAATGATCT -GGTTATACTTGATACGGCGGGAAGACTCCATATTGACGAAAAGCTTATGGATGAACTGTTAAATATAAAA -AATACAGTTAAACCCCACGAGATACTTTTGGTTGTTGACTCAATGACAGGTCAGGATGCTGTAAACGTAT -CTAAAACCTTTAATGAAAAGCTTGGTATTGACGGAGTAGTCCTTACAAAGCTTGACGGTGATACCAGAGG -TGGTGCGGCCCTTTCAGTTAAATCTGTTACAGGAAAGCCTATAAAGTTTGCTGCAATGGGTGAAAAGCTT -AACGATATAGAACCGTTTTTCCCTGACAGAATGGCATCCAGAATACTTGGAATGGGTGATGTCCTTAGTC -TCATAGAAAAAGCTCAGGAAGCATATGACGAGAAAAAGGCCATCGAGTTGGAAAAGAAAATGCGTACCAT -GACATTTACATTGGAGGATTTTCTTGACCAGATGCAGCAGATTAAAAAAATGGGGCCTATCGGGGATTTG -CTTGGTATGATGCCGGGTGTTGACTCAAAGGCTTTAAAGGACATAGATATTGATGAAAAGCAGATGGGAC -GTACGGAAGCTATTATCCAGTCAATGACAAGAAAAGAAAGACTGGATCCGTCAATTATAAACGGAAGCCG -AAGAAAAAGAATTTCTGCGGGAAGCGGTACCACCATACAGGAAGTAAATGCACTCTTAAAGCAGTTTGAA -CAGATGAAAAAAATGATGAAGATGATGAGTGACATGGGGAAGAAAGGTAAAAAGGGCGGATTTGGCAAGT -TCAAGATGCCTTTTTAATAAATAATTTTAATTTTAATCCTTTGAAGGAGGTGAAAATAAGTGGCAGTAAA -GATTCGTTTAAAGAGAATGGGTGCTAAGAAGAACCCCTTTTACAGAGTAGTTGTTGCTGATTCAAGATAT -CCAAGAGATGGAAGATTTATAGAGGAAATCGGTACTTATAATCCGATTGTAGAACCAGTTCAGTTTAAGA -TCGATGCTGAAAAGGTTCAAAAATGGATAAAGAACGGTGCACAACCAACAGATACAGTTAAGTCACTTCT -CAAGAAGCAAGGTATTATTGAATAATTATCAATACACTTTATAAAACTGTTTCTAAATATTCAGAGCATA -AAACAAAGGGGCTAAAAGGCCCTTGTGTTTTATTTGGCTAGGTTAGCCTCTTTTATTCTCTTACATATTG -AGAATAAAGGATTCATTTAGTTACAATTCGGAGCCATATAGGCTAATGGAGGCTAATATGATGAAAGAAT -TACTTGAAAGTATTGCAAGAGCCCTTGTGGATTTCCCCGATGAGGTTTTTGTAAATGAAATTCAAAATGA -AAAGTCCATAATTCTCGAGCTTAAAGTTGCAAAAGACGATATGGGCAAGGTTATCGGCAAACAAGGCAGA -ATTGCCAAAGCAATAAGAACTGTTGTTAAGGCTGCTGCAGTAAAGGATAACAGAAGAGTAGTTGTAGATA -TAATTCAGTAAGATAAGGGGCATAAGCCCCTTTACTTGCGTTAAAAAAGTTTTATTTTTCAATCGAAAGC -AAGGTGATAAGATGCTGGAATATTTGATTGTTGGACAATTGATAAATACCCATGGCGTAAAGGGCGAACT -AAAAGCAACTTCCCAAACGGATGATCCTCAGAGATTTAAAAAGCTCAAATGGGTTTATATAGATAAAAAT -GGAAGCTTGGAAAAATACGACATAAATGGTGTGAAATTCTTTAAGCAGTTTATCATTATAAAGTTTCAGG -GTGTTGACAGCATAGAAGAGGCTGAAAAGCTAAAGGGCTTTTACATTAAGGTTGATAGGGCAAATGCTGT -GAAGCTGCCTGAGAACTCCTTCTTTATTTCCGATATTATCGGACTGAAGGTCTATGATGAAAATAATCAA -CTCCTTGGGGAATTAAAGGATGTAATACAGACGGGCAGTAATGATGTATATGTTGTAAGGGATTCAGACT -CAAAGGAGATTCTCATTCCTGCACTAAAGAGTGTTGTGAAGGAAGTTTCCATCGAAGAAGGAAAAATTTC -AGTTATATTACCGAAAGGACTGCTTGATTAATGAAATTCGACGTACTAACGCTTTTCCCTGAATTATTCA -ATACGGTGATGGGCGAGAGCATAATCGGGCGTGCTCAAAAAAATAGGCTTGTTGAAGTAAATGCAGTAAA -TATCAGGGATTATTCAAAAGACAAGCACAAGAAAGTTGACGACTATCCTTTTGGTGGGGGCAACGGAATG -GTAATGATGTGTCAGCCGGTTATAGATGCCTACAAAGCCATATCAGAGGGAATGGAGCAAAAGCCGAAAG -TAATATACATGAGTCCCCAGGGAAAAGTATTAACGCAGGAAATGGCAAAGGAGCTGTCAAAGCAGGAACA -TCTGATACTTTTGTGCGGACATTATGAAGGTATAGATGAGCGTATAATCGAAGAAATTATTGATGAAGAG -ATATCTATAGGTGATTATGTACTGACAGGCGGCGAGCTGCCGGCTATGGTGCTTATTGATTGTGTCAGCC -GTCTTATACCGGGAGTTTTGTCAACGGAAGGCTCTTTTAGTGATGAGTCACATTTCAACGGTTTATTGGA -GTACCCTCAGTATACAAGACCCGCAGATTACAATGGAAATAAAGTTCCTGAAGTATTGCTTTCAGGACAT -CATGCAAATATTGAGAAATGGCGGATGCAGCAGTCATTGGACAGAACTAGGGATAAACGGCCTGATTTAT -TTAATAAATTGCCAAATAAAAATCTCTTATAGAAAGTTTTTACTTTACAATATATAATTTCTTATGCTAT -AATATCATACGTATGTAATACGGATGGTCCTCTGCACTTATGATGCACGAACATCTATGAGAGGAAGGAG -GAAACAAAAATGGATATATTGAAGTCAATCGAAAATGAACAGATAAGAACTGACCTTCCTAAATTGGAAA -TTGGTGATTTTATTAAGGTTCATGCTAAGATTAAGGAAGGAACCAGGGAAAGAATACAGGTATTCGAAGG -TACTGTTATCGCCTTAAAAGGTTCAGGATTAAAGGAAACTTTTACAGTTAGAAGAATATCCTACGGTGTA -GGTGTTGAAAGAGTATTCCCTGTTAACTCACCAAGAGTCGACCGTATTGATGTGGTCAGAAAAGGTGTTG -TTAGAAGAGCTAAGCTGTACTATCTCCGTGATAGAGTTGGTAAGGCTGCTAAAATTAAGGAAAAGCTTGA -CAGAAAGTAAGTATGAGAGACAAAAACCTAGGGATGACTGTCCCTAGGTTTTTAGTTATATCATAAAACA -TATTTGAAAAAAGTGTTACATTTATATATAATAGTAACGTTCTAAATAGGATATTTGGAATTTGTGTTTA -CATAAATTATAAGGTGGTGTTTCTGATGGAAAACCGAAATATTGATGATAAGGACCAATCAAACCTGGAA -AATGTAAATGAAGAAAATAATGTAGAAGGTTCTGTTAGTGAAAATATTAAAGAAGAATCCGCTACAGCCA -AAAAAAAGAACTCTGTAGGAAGAGAAATTTTTGAGTGGTTTCTGGTTATTGTAGCAGCGTTGGTTATCTC -AATGGTAATAAAGGCCTTTGTATTTTCAACCTATAAGGTTAATATGGTATCAATGGAGAATACACTTTAT -GAAGGTCATAATGTAATAGTATATAAGACAGGCTATTTTTTCAGTCAGCCAAAGCATGAGCAGATTATAG -TTTTTACACATGAAGAAGGTCAGTTTAAAGGCTTGCTTAAATATTTGCCTGTAGCAAACCCCGGAGAAGT -TGATTATATAAAGAGAGTAATCGGATTGCCGGGAGATGAAATTGACATCAGGGATGGTTACGTTTGGAGA -AAATCATCGGGAGATAAGGATTTTATCAAGTTAGATGAACCATATGCAAGGGGACTTACAGACTCACATG -GAATGCAGCTTCCCTATAAAGTTCCTGAGGATAAGTTATTTGTAATGGGCGATAATAGGGAACAGAGCCT -TGATTCGAGACAAATAGGTCCGGTTGATATCGATTCTGTCATAGGACACGCTGTATTAAGGATATGGCCC -TTTTCAAAATTTGGAGGGTTAAAATAACATAACTTCATATACAAAGGAGAAATTATGAACATTCAATGGT -TTCCGGGGCATATGGCAAAAACAAGAAGGTTGATAGCCGAGAATTTAAAACTGGTTGATGTTATTATTGA -GCTTCTTGATGCAAGAATACCATTTAGCAGCAGAAATCCTGAAATTAATTCATTAATAAAAAACAAGCCT -AGACTGGTTGCTTTCAATAAATCTGATCTTGCAGATGAGAGAATATCAAGACAGTGGATAAAGTGGTATG -CTGATCAGGGAATTGATTGTATTCTCATTAATTCTATTAATGGCAAAGGGCTTAACGAAATTAAAGCCAA -GGCTAGGGAATTAATGTTTGAAAAAATAGAGCGTAACAGGGCAAAGGGAAAGCTTTTTACACCTGTCAGA -ACTATGGTTGTAGGAATTCCAAATGTAGGTAAGTCATCATTTATAAACAAAATTGTTGGGAAGGCAACAG -CGGTTACCGGTGACAGACCCGGAGTAACCAGAGGGAAGCAGTGGATTCGTATTAGCTCAGAAATGGAGCT -TCTTGATACTCCGGGTATACTCTGGCCGAAGTTTGAAGACCAGGAGGTCGGTATGAATCTGGCTTTTACC -GGAGCTATAAAGGATGACATAATGGACACAGGGGAAGTTGCTATGGCACTTCTCTACAGGCTCTCTAAAA -CATATAATAACGAGCTTTGTACTCGTTTCAAGCTAGAACCTGAGTCTATAAATGGCATGGAGCCTCTAGA -ATTATTGGAAACGGTTGGACGAAAAAGAGGTTGTATTATCTCAAAAGGCGAGATAGATTACTCGAGAATT -TCAGCAATAGTACTGGATGAATTCAGGGGAGGAAAAATTGGACGAATAACCCTTGAAAAGCCAGGTGACA -GAGCTGAAACAATGACTGAATAAAACTAAAAAGGTTGTCCTTCGGGGCAGCCTTTTTATGCCAAAAGCCA -TTATTTATAACACTAGTTATAACAAATATTATATAATAAGTAAATGTATTAATTATTTGGACATATTGGA -GCTGAAAAAAATGGGAACTTTAACACTTAAACAAATTCAGGAGGAGGCTCAAAAGCTATCAATTCAGGAA -GCTATTGAGTACTTGTCAACTTTACATAGCACCGGTTTTAAAGTAGATAAATTGTTGGAAAAATACTACA -GATTAAAAAACAAGCATGATAGGGAAATGGAACGACTGCAAAAAATGCTTTCTTTTGAAAGACAAGCTAT -AAGCGAAGGATTTAACTATATTGCAGGCGTTGATGAAGCAGGACGTGGCCCTCTGGCTGGGCCTGTAGTT -GCGGCTGCTGTTGTTTTACCTAATGGATTGACGATAGAAGGTATAAATGATTCAAAAAAACTTTCAGAGA -GCCAAAGAGAAAAATTGTTTAGCGAAATAAAAGAAAAGGCCCTTTCTTATGGGATTTCGGTCATTGATGA -AAAGTACATAGACGAGGTAAATATTTTAAATGCAACAAAAAGGGCAATGACAGAAGCCTTGAGTCAACTT -GAACCGACCGCTGACTGCATTCTTTTGGATGCCGTAAGACTTGATAATATCAGTACAAAGCAGGTTCCTA -TTATAAAGGGAGATAGTCTGAGTCTGTCCATTGCAGCAGCTTCAATACTTGCAAAGGTTACAAGAGACAG -GCTTTTAACAGAATATGATGCAAAATATCCCCAATACGGGTTTGCTGCTCACAAGGGTTACGGAACTCCC -CAACATATTTCTGCTATTAAAAAATTCGGTCTTTGTCCGATACATAGATTAAGCTTTGTAAAAAATTTCG -TGGAGTAATAAATATTCTTCAGAGATTTGCATAGCAATTTATTGTATGGCTGGAGGATAAGAGATTGAGA -ATAGATGGGTTAGCAGCAGGTCAAATAAATATTTCAAATAATAATACCGATATACTGAACAAGCTTAAAC -CGGGAGACGTAATCAGGGCACAAATACTTAAAAACAGCGGAGAAGAGCTCACCATAAAGCTTTCAGACAG -TTCTGAGGTACACGCAAATGCCTTGACTACGATAAATGCAAAAGAAGGAGAATTTGTCAACTTCGTTTTT -AAGGGAACAGAGGGTGGAAAGCTTGTTCTTGAGTCATTAGGCACTAATGTGACACAGTCTGTCAATGAAA -CACTTGTAAATGCAAAAAATGTATTAACATCTCTTTTGCTTCCTTTGAGCGATGAAAACATAGAAATGGC -AATGTCATTGTTGAAACAAAATGTCCCTGTAACAAAAGAAACCTTGTTACAGATGACGGATTTAATAAAT -GACCGTAAAGGACTAAAAGCAGACACAGCTGCTTTTAGTATAGCATCTAAATTGACAGATGATATGAATA -ACATAGAAAAGCTTCAAAATTTGCTTTCCGGACGTCTTAAAATAACTGACAATATTAGTGGGTTGGTTAA -ACTTATAGAGAATGCAGGAACTACAGAAACCCCTAAAACGGCTGAAGAAATCGTTAATAGACTTGCAATT -CTCATAAGGGAAAACAATGAAAATGTACCTGTAAAGACCTCCGTTATAAATAATCTGCTTGAAAAGCTTT -GTTCAGAAATTAAAACAAAGTTTGGAAGTGCTGAGGGTATCGTTCAAGGGGCCAATATAAACATTAATTC -TGCTAAAAAATCAGGAGCAGCACTTTTGATTGGGGACAACTCTACTTCAAATATTAAAACATTACAAGAA -AAAGGAGCACAAAGTTCTGCTACAACGGTAAATACATCAAATATTCACAACAGTCAGGCTAAAACTGACA -CTATCATTAATACTAATACACTACTTGCAGAAAATACTATTCAAACACCTCTTTCAAAGGCTGATCTGCC -AATACTAAAAGAACTAAGAACCCAACTACAGCTTGTTGCAGGTGAACAAAAGCTTACCCAAGAACAATTT -ACAGCTGTAAAATATATTGCCAAGGAAATTAATAATGCTATTGAAAAAATAGGATTAAGACAGCTGGAAC -TGGATAACTTTAAGTTTGATACAGGAAAGCAGCGAATAATGGAGGAGGCGGTAAATACTCTTAAAAGTCT -TATTGTCAGAATAGACCATCGCAATAGTGACGATATTAATCCCGTAAGACTTTATAAGGACTTGGACAGC -TCCTTGATAGTGGTAAAAAATGCCATGCAGCACTTACCTTCTGTAGTTAGGGAAGCAGCGGTAAACATAG -TCAATAATCTGGAAAGTAATGTAAATTTTATAAACCAGCTAAATAATTACAGCTCATATGTTCAGCTTCC -TTTGAGCATATTCAATAAAAACACTACCGGTGAGCTTTACATGCTAAAAAAAGGCTCAAAGGCAAGAAAG -CTTGATCCTTCGAATTTAACGATTCTTCTTTCCTTAGAAACTAACAATATCGGAAGGATAGATACCTTAT -TAAGTATTAAAGAAAAAGATGTCAGCACCAATTTCAGACTTGAAGACAGTGGAGTTTTCAATATACTGAA -AGACAGCCACAAGATGCTGTACAATTCCCTCCTGGAAAAGGGTTACAGGTTAGTAGATTTCACTTACAAG -GTTTTAGAAGATCCTATCAGCATTGTAAATTTTGAAGAAGAAGCAAAAAAAGAGTTTATTAAAACGCCAA -ATAACATAGATATTTTAGTGTAAATACAGCAACAACAAAAATATGAATGGTGGAGATGCTTGTTTGAAGG -AAAATAACGAAAAAAAACAAATTAAACATGCAGCAGCCCTGCAATATTCACCTGATACTGATTCGGCTCC -TAAAATAGTTGCGGCGGGCAAGGGGCAAATAGCAGAGAGAATTATTCAGAAGGCACAGGAAACTAATGTT -CCATTATATCAGGACAGTAATCTTGCTCAAACCCTTTCGTCTTTGTGTATAGGGGATGAAATTCCTCCGG -AAATATATGAAGTGGTAGCAGAGATACTTATTTTTATAGGCTGTGTGGATGAAAGCTATGGAGATTTGTA -CGATGACTGATACAAATAAAAGGGAAATTGGAGCAATAGGTGAGAAGGAAGCTGCGGAATTTCTTCAGAG -AAACGGTTACACTATTCTGAAAACAAATTACAGGGCTGGACGTTTGGGTGAAATAGATATAATTGCCAAT -GAAAATGAATACATTTGTTTTGTAGAGGTGAAAACTAGGAGAACAAATACATTCGGTACACCCGGTGAAG -CAGTGACCCGGATAAAACAACAGAAGATACGCCAAATAGCCACTATCTACCTCAAAAACACAAGAAAAAT -GGATACTAAAGTCAGATTTGATGTTATTGAAATATTAATGGATAAAACGAAGGCAAGTACAAATAGCGTA -AAAAGTATAAACCTTATAAAAGACGCCTTTTAATTAAGTAAGAAATTTAAATTATAAAAAATGGAGATGA -CAGCATGATTTTTGTTGATGCACATTGTGATACCATTACAACTATAATGAAAACAGGCGAAGCCTTGAAA -AACAATAAGGGTCATATTGATTTGGACAGATTAAAAAAGTATGAAAGCTTTGTTCAGTTCTTTGCGGCAT -TTATTGCTCCTGAACAGGCAAAAATGGGAGCTTTAAGGCGGACACTTGATATCATAGATAAACTTTACAG -AGAAATTGAAATTAATAAGAACGATATTATGTTATGTCGTAATTACAACGATATAGTAAATGCAATAAAT -AGTAGTAAAGTAGCTGCAGTTTTAACCATTGAGGGCGGGGAAGCACTTGAGGGAAGTTTATCTGTATTGC -GTATTCTCTATCAACTGGGTGTAAGGGCAATAACTCTTACTTGGAACTTCAGAAACCAGATTGCTGACGG -TGTAGCTGACTCTGTTACAAATGGAGGTCTTACACCCTTCGGCAGGGAAGTAGTTGCTGAGATGAACAGA -CTGGGAATGATGGTAGATGTATCCCACATATCGGAAGCGGGATTTTGGGATGTAATAAATCTTTCGTCGG -CACCGATAATAGCTTCGCATTCCAATGCAAAGAAGATTTGTGCTCACAAGAGAAACTTAACCGACGAACA -GCTTCTTGCATTGAAAAAAAACGGTGGCGTAACAGGCTTAAACCTTTATTCTGATTTTATAGAAAATGAG -GGTAAGGCTGAAATGAAGCATGTCATAGCTCACATTGAACATATTATAGGACTTACTGGAGAGGATACTC -TGGGACTAGGAGCTGATTTTGACGGTATAGATAAAACGCCTTCAGGACTTGAAGGAGTACAGTGCTTAAC -CAATTTAATAAATGAACTGCTTAGACTTAATTACAGCGAAACACTAATAAACAAAATAGCAGGAGAAAAT -TTTCTTCGAGTTATAAAAACAGTAGCTAAGTAATAAACAATTTACAAGCCGCTAATCTCAATATGACAGG -AAGGTGAGTATTAGCGGCTTATAATATTATTTTTGAAAATGCCCACTTGACGGCATTAGGTTTGATGTGG -AAGCCTGAGGGCTTCATTGTTTTTAAACATGGAGGGTTGCTTTTAATACTTCTGTTTCCAGCTGATTTAG -CCTCTCAAATTTAGGCACAGGTTACGCTGGCACCTATGTAACAGTACCTATCGGATACTATGTCTGTATC -ATCATTCTGGTTTACATAAATAAGAATCTATAAATTATTATACAAATCAAGCAAAGTATTGTCAATTAAC -TCAGAGCTTGTAATTAATGTTAGTACTATTCTTAAAAACTTACAGCAGTAAAAGCTTTCTATTGCAATAT -TTCAATACTAAAGGCAATTGCAAATTAACTGCAGTTTATATATTTGATTCTTGCATATTTATTTTAAAAA -GTCTTTTAAAAATAAAACAGTTCACACTTTTTGAATAAAAAAGAACATAAAACTTGCAAATGATAATAAT -ATGTATTAGAATTGATATTGATTCAATATAGGTCAAAATGGCAATCGGAGGAGATAGAATGAAGAGTTAT -AAGGATTTATCCAAAGAGGAATTAAAAAGTGAAATTGAAATATTGGAAAAAAGATATAATGAATTTAAAG -CACAGAATCTTAAACTGGATATGACAAGAGGTAAGCCTTGTGCTGAACAGCTTGATTTAAGCATGGATAT -GCTTGATATACCCGCCGTGGAACTCAGAAAGGCTGCAGATGGCACAGATTGCTTCAATTATGGAGTTCTT -GACGGTATTCCGGAAGCAAAAGCACTTTTCGCTCAAATGCTGGAAGTAAGTACAGACGAAATTATGGTCG -GAGGTAATTCCAGCCTAAACTTAATGTATGATACCATCGCAAGAGCTATGTCACTTGGCATACTTGGTAG -TACTCCATGGTCAAAGCTGAACAGTGTAAAATTCCTTTGTCCAAGTCCCGGTTATGACAGACATTTTGCA -ATCTGTGAATTATTCGGAATAGAAATGATTACTATTGATATGAAGCAGGACGGACCGGATATGGATACCG -TTGAAAAACTTGTTTCCGAAGACGATAGCATAAAAGGTATATGGTGTGTTCCAAAATACAGTAATCCGGA -CGGAATCACTTACACAGATGAGGTAGTTGACAGGTTTTCGAATCTGAAACCAAAAGCAAAGGATTTTAGA -ATTTTCTGGGACAACGCTTACTGCGTACATCATCTTACTGAAAATCCTGATAAATTGAAGAACATACTTA -AAGCTTGTAAGGATGCAGGTAATGATAACATGGTATATATTTTCAGTTCAACATCCAAGGTAAGCTTCCC -GGGTGCAGGAGTTGCAGTAATGGCAACAAGCACTGAAAACATAAAAGGAATTAAAAAGAGCCTTACTATA -CAGACAATAGGACACGATAAAATAAACCAATTAAGACATGCAAAATATTTTAAAAACCTTGACGGTATCA -ATTCACATATGAAAAAGCACGCTGACATATTGAAACCAAAATTCAATACAGTTCTTGAAATTTTTGAAGG -AGAACTTGGGGGCAAGGACATTGCATCATGGAATAAGCCAAATGGCGGATACTTTGTCAGTCTCAATACT -ATGGACAATTGTGCAAAAGAGGTTGCCAAGCTTGCAAGTGAAGCAGGTGTGGCATTAACAAAAGCAGGTG -CTACATTCCCTTATGGCAATGACCCAAGAGACAGGAACTTGAGAATAGCTCCAACAATGCCTCCTATTGA -GGAATTGAAGAAGGCTATAGAAGTTCTCGTAATATGTGTTCAACTTGTAAGTGCTAATAAACTATTAAAT -CAATAATTATTTTACAAATATCTTGAATAGGTACATCTTTCAAGCTATAATAATCCATGAGTTAGAATTG -TAATGCGAATTACAATCTCATATTCATAAATGTCTAAAGCGGGATAGAATCCCGCACTTTTTTTGCAAAC -TTAAAATCCGAACATTTTTAAACTTATTAATGCAAATATTCGGTATATGTAGTATAATATGCATGAGATA -TTATTAAAATAAATATTCTGTTAGTTGGGGGATTGTTTGATGAAAAATGTTTATGAAAGTCCTTTAAATG -CAAGATATGCAAGTAGTGAAATGCAGCAGATTTTTTCACCTGATATGAAATTTACCACATGGAGAAAACT -GTGGATTGCACTGGCAGAAGCTGAAAAGGAACTGGGATTGAATATAACCGATGCTCAGATTGAGCAAATG -AAAAATAATCAGGATAACATTAATTATGAAGTTGCCGAAAAGTATGAAAAACAATTCAGACATGATGTTA -TGTCTCATGTTCATGCTTTTGGTGAGCTTTGTCCCGACGCAAAGCCTATTATCCATTTGGGTGCAACCTC -CTGTTATGTTGGGGACAATACCGATATTATAGTAATGAGTGAAGCATTGAAGCTAGTAAAGAGCAAAATG -CTCGTGCTTATAAAGAAACTTTCTGACTTTGCAATGGAATACAAGGATTTGCCTACTCTAGGCTTTACAC -ATTATCAGCCTGCACAACTGGTTACAGTGGGTAAAAGAGCGACTCTGTGGATTCAAGAGCTGCTTATGGA -CATGGAAGATCTGGAGCATGTAATTAAAAATATGAAACTCCTTGGTTCAAAGGGTACAACCGGTACACAG -GCAAGCTTTTTAAACCTTTTTGACGGTGATCACGAAAAGGTTAAGAAGCTTGAAAAACTAATCGCTGAAA -AGATGGGCTTTAAAAATGTATTTGCCGTTTCGGGACAGACTTACCCAAGAAAGCTTGACAGCAGAGTTCT -GGGTGTTTTAAGCGGAATTGCACAGAGTGCCTATAAATTCAGCAATGATATGAGATTATTGCAGAGTATG -AAGGAAATAGAGGAACCCTTCGAGGAAAAACAGATAGGATCATCAGCAATGGCTTACAAGCGCAATCCTA -TGAGATGTGAGAGAATTTCTTCTCTTGCAAGGTATGTTATAGTGGATGCACTAAATCCTGCGATTACAGC -GTCAACACAGTGGTTTGAAAGAACTCTGGACGATTCCGCAAACAAGAGAATTTCCGTACCTGAAGCATTT -CTTGCAACAGATGCTATACTGAATATATATATTAATGTGGCAAGTGGACTGGTAGTATACCCCAAGGTAA -TTACAAAGCATATTATGGATGAACTTCCTTTTATGGCTACTGAGAATATTATGATGGAAGCTGTTAAGCG -GGGTGGAGACAGACAAGAACTGCATGAATTAATAAGGGCTCATTCCATGGAAGCAGGGAAACGTGTCAAG -GTTGACGGTGAGAAAAATGATCTTATTGAAAGAATTGCCGGAGATGCCCGTTTTGGTATGACACTTGATG -AACTCAATGCTGTGTTGGAACCAAAGAACTATATCGGAAGAAGCTCTGAGCAGGTTGTGGAATTTATCGA -AAATGAAGTTAAGCCAATTTTGACAAGAGAAAGTTTAGCCGACATTCAGGTTGATTTAAAAGTTTAGAAA -TATTTATGTTGAAGTTTAAAATGATGTTGCTATAATAAAAAGATAGGATGTCTATACATCATCCTATCTT -TTAGCATATTCAGGGAGTGATTTAATGATAAATAAATTTAGTAGTATACCATTGTATCTGCAATTAAAAG -ATTTGATAATTAAAAAAATAGAAAACAATGAATTTCCCCCAAACTCACAAATTCCTTCTGAACAGGATTT -ATGCCAGATGTATGACATAAGCAGGCCAACTGTCAGGCAGGCTGTGAGTGAGCTGACAAACAGCGGTTAT -CTGTACAAGGAAAAGGGAAGGGGAACGTTTGTTTATGGCAGGAAAAACGTAATTGATATTAAAAATTATA -GCGGGTTTACAGATTCAATACTAGACTGCCAGATTCCTGCTGAGAAGAATATTATTGATTTGAAGGAAAT -AGAAAGTACATCTAATGGTCGACTCAATGAAATATTTAACTACAATTCAAGTATTGCAGTTGCACAAATA -ACATATTTGTCATTTATAAATAAAAATGAGGTTTATTCTCTAAATAAATCTTATATATCACTAAGTCTTT -TCCCGGATATTATATCCCAATTGAAGGACGGAAAATCCTCTATAGATATTTTAAGGGGGAAATATCCATT -AATTCCTGATAAAAGCAAGAGTGTACTTGAAATTATATTTGCCGACCAAATTGACTCACCACTGCTGAGA -GTGCAGCCGGGTCAACCCCTTATTAAGCTTCAGAATACACTATTTTCTAAAAGTGGTCAGCCCGTTGAAT -ATATTATATCAAAATACAGGGCAGATAATTGCAGATTATTGTTTGAAAATAGTAAATAACGGGATATATT -TTACAACGAACAATATTGATAAGATTACATTACTTCAGCTTTAATGATAGAATCAAATTTAATACATAAT -GTAATACAACATACGGAGGATAAAAAAATGAGTTCTTACCGAATAAATAAACAAAAAAAATATAAAAAAA -GACGTGCACTTATAATTTCAATAGGTTTGTTAGCTATAGTAGCAATAGCCATGGCAGTATATCTATTTTT -TAACAAAGTGGAAACAGCAGGCACTATTCCACCGGATTCATCAAAATCTGCGGCTGCTCAAACCGGTACA -TCTCAAAATACATCAACACCATCAGATTCGACTGCAGCAACAGGGACAAATACAGATGCCGTAAGCACCC -AATCTTCCGCACAAAGCACTGATAAAGACGGAGTCGAAACTAAGGACCACGGTTTTCTGCCTAATATAGG -GTCAGTTAAGAAAAGCGGAAAAATGGATGGACTAAAAAAATTAATAACTGACTATACCTCAGGGCTTTCA -GGAAAGTACGGGGTTACTTTTATTGATCTGGCTACAGGAGAAATGGTCAATGTTAATGATACTGACAGGT -ACATAGCAGCAAGTACCTCAAAACTCCCTATTAATGTTCTTTTGTATAAATATATCGAAGAAGGTAAGGT -CAATATGGATGATATTCTTACTTACCAGAAGGAAGACTTCGAACCCGGTACAGGAATAATACAAAGGTCT -GCTTATGGAACTCAGTATACTGTACGTGAAACATCAAAGTTGGCAATACGAAAAAGCGATAATTGTGGTG -TCAATATGATAATAAGACTTCTGGATATACAAAATATCCGTCAATACCTGGTTGATCTTGGGGGGAAGGT -TTACTATGATGAACGCCATCGTTCATGTCCCTACGATATGGCATTGGTAGCTCAGGATTTGTATAAGCAC -TACCTGAAAAATGAAGCTGTTTATGGGGATCTTATAAACGACCTTGAAAACACTGACTGGCGTGATAGGA -TTGATGCCAAGCTTACAGGTGTAAAGGTTGCTCATAAAATCGGCAATCAGGTGAAAACGGCAAACGATGT -AGGAATAGTCTTTGCATCACACCCATATGTACTTTCAATTATGGCAGATAATGTGGATTTTGGAACAGCC -TGTAAGAATGAAGCAACATTGTCAAAAATGATTTACGATTATGTAGAGGGTTACGCAGGTAGTACAGATG -GATTACAAAATAATAACTAAAATATAAATTGCAAAAGCTCATTAACAAGTCTTGTGTAATGAGCTTTTGT -CTTTTCAGACAAACTGTGAGTTTTTGGGTATAATAGGATATATGTTTACCAAGGAGGCTCCCAAAAAATA -ATGCAAAATTTTATATTTAATTTGATACACCATGTAATAGAAAATAATGTTATTGTTACATATTTATTTT -TCTTTTTATCAGGAATTCTTCAGTTGGTGTTCCCGCCTTTTCCGTCAGATGTTATAATCGTGTTTGAAGG -TTATCTGACAACCTTAGGAGGTCAATTTCATTTTATACCGGTAATGATTAACTCAATACTAGGCAGCCTT -ATCGGTTCAATCCTTGTTTATTGGTTTGGGTACAAAAAAGGTAATGAAGTTTTAAGGTATAAGATAGTTT -TAAAGTATATTGACGAAAAACACATTAAACGTTCGGAAAAGGTATTCCATAAATATGGCAAGTATGGCTT -GATCTTAAGTAAGTTTATACCAGGGACAAGCACTATAATGGTACTGTTTTCAGGAGTTTTTCGAGTTGAA -AAGAAAGTTTGTTTTTCATATGTAATGATATCAATAATTTTGCAGCAATTAGTATATTTGCTTATAGGGC -GTCTGATAGGGAATAACATTGACGCAGTAAACAGATTTTTATCATATTTTAATATTTTTTCGGTAGCTAT -TTTAGCTTGTTTCGTAATAGTAGGGTTTGTATTATATAAAGTAAAAAAATCTAAAAAACGTGTAAGTACT -GACAATAAGTGATTTTAGTATTGCGAAATATTCCCTGTTTAATTATTAATAATGTGAAAATAATATCTTT -GAGTATAACATTTACTAAAAAAATAATACTGGGGAGGTGATTTAAAATGGATGCACCTTGTATGAAAGTT -AAGTGTGGTGTCATAAATTGTGCCTATAATGAAGGTCATATGTGCTATGCCGACGCACTTGAGGTAAACC -CTATGGATGGAGCCAAAGCCAGTATAAGTGATGAGACATGCTGCACAACATTTAAAGATAAAATTTGATT -TCGGATAACCCTTAGAATAGGATAATCGGATTTAAATACTGATTATCCTATTCAATAAAGTAGATAAATG -AAATTCATAAGCTTTTAGTTAGTTATGTCGATATACTGTCAAGAAGTAATTACAAGTCCAATTCGATTTA -ATGACAAAATAATCCAATTTATATATTATTCGTACTAATTCCATGTCTGTACACCTCTTTATAATAGTAG -TTTTAAATATAACATAATATTTTTTATGGAAATTAAGCATTAAAAATATTACAAAAAGTCCAAATAATTA -ACATAAAATTTAATTTATTTACTTTATTGAATGTAGAAAAAAAGCACAAATAACAGAATAATGATATAAT -AATATTTATTAAAATTTACTAAAAAACCTGTTGAAAAAATGTTAAAAAAGTACTTGTCATTTAATTACAT -AAATGGTAATATGGATTTGAGGCATTAATAGTTATATGAAATTATATGAAAAAAAGCGTTTAAAGGGGTA -ATGTATTATTAATTAAATTAAACAAAAAGAGGATAAAATTTGTAATGGTAAGCACCTGAGGTAAACGGCT -TAAAACATATTCATTTCAAATATCTGTAAGATTCACTTTTAGTAAGTATTAATTCTCTGAGTTATATTCT -TTCTATCTATCACAATATCAAAGTATAAATTATTTCGTAAGAATCATTGGTTATATGTAGCTGTAAGCAT -TATGACAAAATAGGACCTTCTTTTCAGAAAAAGTTATCGTTAATTAAAAATCTAATAAAAAGTGATTATA -AAAAATATCAAAATAATCGCAAAAAACAAATGTGATAAGTTTAGCTTTGTGTACGCGTTTATATTTTGAA -AAATTTTATAACAGTAGAAGCATTTCTGAATTAATTTAACTTATGAAAAACCACTTAGCTAATAAAGATT -AAGGAGGTGAAATATATTTATTCAGTTATATCAGTATGCCTAAAAATGAACTTTTTTAAAAATTAGGCAG -TTTTTATACTGGTAAGGAACTGAATACTGGTGATAAACCTAGTAGTCAAAAGGCCAAATGGTTTTCATGT -AAAATAAAAAATAGGAGGTTTACAATGCGTAAAAAGTCTTTAGCATTTTTGTTAGCACTAACAATGTTGG -TGACATTATTAGGGGCTCAGCTTACAGCTTTTGCAGCAGGTACTGGCGTCGTATCAGTGCAATTTAATAA -TGGCAGTTCACCGGCATCATCAAATTCCATATACGCTAGATTCAAAGTTACAAACACAAGTGGTTCACCA -ATCAACTTGGCAGATTTGAAACTTAGATATTATTACACTCAGGATGCGGACAAGCCATTGACATTCTGGT -GTGACCATGCAGGTTATATGAGCGGTAGCAACTATATAGATGCCACCTCAAAGGTAACCGGATCATTTAA -AGCAGTAAGTCCTGCTGTTACAAATGCAGATCACTATCTTGAAGTTGCATTAAATAGTGATGCAGGAAGT -CTTCCAGCTGGAGGATCCATAGAGATTCAAACCAGATTTGCAAGAAACGACTGGAGTAATTTCGATCAAT -CAAATGACTGGTCATATACTGCAGCCGGCTCATACATGGATTGGCAGAAGATTAGTGCTTTTGTAGGAGG -AACTCTTGCTTACGGTTCAACTCCTGACGGTGGAAACCCACCTCCACAAGATCCTACAATCAATCCTACT -TCTATTTCTGCAAAAGCAGGATCTTTCGCAGATACTAAAATAACTCTTACACCAAACGGTAATACTTTCA -ATGGAATTAGTGAATTACAGAGTAGCCAATATACAAAAGGAACAAATGAAGTAACATTATTGGCTAGCTA -TTTGAATACACTTCCGGAAAATACTACTAAGACTCTTACTTTCGATTTCGGTGTAGGTACAAAAAATCCT -AAATTGACAATTACTGTTTTACCAAAAGATATCCCTGGCGATTCTCTTAAAGTTACAGTAGGAACAGCTA -ATGGTAAGCCTGGCGATACAGTAACAGTTCCTGTTACATTTGCTGATGTAGCAAAGATGAAAAACGTAGG -AACATGTAATTTCTATCTTGGATATGATGCAAGCCTGTTAGAGGTAGTATCAGTAGATGCAGGTCCAATA -GTTAAGAATGCAGCAGTTAACTTCTCAAGCAGTGCAAGCAACGGAACAATCAGCTTCCTGTTCTTGGATA -ACACAATTACAGACGAATTGATAACTGCAGACGGTGTGTTTGCAAATATTAAGTTCAAATTAAAGAGTGT -AACGGCTAAAACTACAACACCAGTAACATTTAAAGATGGTGGAGCTTTTGGTGACGGAACTATGTCAAAG -ATAGCTTCAGTTACTAAGACAAACGGTAGTGTAACTATAGATCCTGGTACTCAACCTACAAAGGAACTTA -AAGTAGCAGTAGGAACAGCTAATGGTAAGCCTGGAGATACAGTCACAGTTCCTGTTACATTTGCTGACGT -AGTAAATGTAGGCAATGTAGGAACATGTAATTTCTATCTTGGATATGATGCAAGCCTGTTAGAAGTAGTA -TCAGTAGATGCAGGTCCAATAGTTAAGAATGCAGCAGTTAACTTCTCAAGCAGTGCAAGTAACGGAACAA -TAAGCTTCCTGTTCTTGGATAACACAATTACAGACGAATTGATAACTTCAGACGGTGTGTTTGCAAATAT -TAAATTCAAGTTAAAGAGTGTAGCAACTAAAACTACAACACCAGTAACATTTAAAGATGGTGGAGCTTTC -GGTGACGGTACTATGGCAAAGATAGCTACAGTTACTAAGACAAACGGTAGTGTAACTATAGATCCTGGTA -CTCAACCTACAAAGGAACTTAAAGTAGCAGTAGGAACAGCTAATGGTAAGCCTGGAGATACAGTCACAGT -TCCTGTTACATTTGCTGACGTAGCAAGTGCAGGTAATGTAGGAACATGTAATTTCTATCTTGCATATGAT -GCAAGCCTGTTAGAGGTAGTATCAGTAGATGCAGGTCCAATAGTTAAGAATGCAGCAGTTAATTTCTCAA -GCAGTGCAAGCAATGGATCAATAAGCTTCCTGTTCTTGGATAACACAATTACAGACGAATTGATAACTGC -AGACGGTGTGTTTGCAAATATTAAATTCAAATTAAAGAGTGTAGCAGCTAAAACTACAACACCAGTAACA -TTTAAAGATGGTGGAGCTTTCGGTGACGGTACTATGACAAAGATAGCTACAGTTACTAAGACAAACGGTA -GTGTAACTATAGATCCTGGTACTCAACCTACAAAGGAACTTAAAGTAGCAGTAGGAACAGCTGAAGGTAA -TGTTGGAGATACAGTTACAGTTCCTGTTACATTTGCTGACGTAGCAAGTGCAGGTAATGTAGGAACATGT -AATTTCTATCTTGCATATGATGCAAGCCTGTTGGATGTTGTATCAGTAGCTGCAGGTCCTATAGTTAAGA -ATGCAGCTGTTAATTTCTCAAGCAGTGCAAGCAATGGATCAATCAGCTTCCTGTTCTTGGATAACACAAT -TACTGATGAATTGATAACTGCAGATGGTGTATTTGCAAATATCACATTCAAATTAAAGAGCGTAACAGCT -AAAACAACAACACCAGTAACATTTAAAGATGGTGGAGCTTTTGGTGACGGTACTATGGCAAAGATAGCTA -CAGTTACTAAGACAAACGGTAGTGTAACTATAGTTCCCGGTATTCAACCTACAAAGGAACTTAAAGTAGC -AGTAGGAACAGCTGAAGGAAACGTTGGAGATACAGTTACAGTTCCTGTTACATTTGCTGACGTAGCAAGT -GCAGGTAATGTAGGAACATGTAATTTCTATCTTGCATATGATGCAAGCCTGTTGGATGTTGTATCAGTAG -CTGCAGGTCCGATAGTTAAGAATGCAGCTGTTAATTTCTCAAGCAGTGCAAGCAATGGATCAATCAGCTT -CCTGTTCTTGGATAACACAATTACTGATGAATTGATAACTGCAGATGGTGTATTTGCAAATATCACATTC -AAATTAAAGAGTGTAGCGGCTAAAACAACAACACCAGTAACATTTAAAGATGGTGGAGCTTTCGGTGACG -GTACTATGGCAAAGATAGCTACAGTTACTAAGACAAACGGTAGTGTAACTATAGTTCCCGGTATTCAACC -TACAAAGGAACTTAAAGTAGCAGTAGGAACAGCTGAAGGAAACGTTGGAGATACAGTTACAGTTCCTGTT -ACATTTGCTGACGTAGCAAGTGCAGGTAATGTAGGAACATGTAATTTCTATCTTGCATATGATGCAAGCC -TGTTGGATGTTGTATCAGTAGCTGCAGGTCCGATAGTTAAAAATGCAGCTGTTAATTTCTCAAGCAGTGC -AAGCAATGGATCAATCAGCTTCCTGTTCTTGGATAACACAATTACTGATGAATTGATAACTGCAGATGGT -GTGTTTGCAAATATCACATTCAAATTAAAGAGTGTAGCGGCTAAAACAACAACACCAGTAACATTTAAAG -ATGGTGGAGCTTTCGGTGACGGTACTATGGCAAAGATAGCTACAGTTACTAAGACAAACGGTAGTGTAAC -TATAGTTCCTGGTATTCAACCTACAAAGGAACTTAAAGTAGCAGTAGGAACAGCTTCAGGTAAAGCCGGA -GACACTGTAACAGTACCTGTTACTTTTGCAGATGTAGCAACAGTAGGTAATGTAGGAACTTGTAACTTCT -ACGTTACTTATGACACAAATCTGTTGGAAGTAGCATCAGTGACACCTGGTTCAATAGTAACAAATGCAGC -AGTTAACTTCTCAAGTAGTACAAGCAATGGAACAATCAGCTTCTTGTTCTTGGACAATACAATTACTGAT -CAATTGATTAAGACTGATGGAACATTTGCTGAAATTAAATTCAAATTAAAGAGTGTAACAGCTAAAACAA -CAACACCAGTAGCATTTAAAGATGGTGGAGCTTTTGGTGACGGAACTATGGCTAAGATAGCTACAGTTAC -CAAGACAAACGGCAGTGTGACTATAGATGTTGGTGATGTTACTCCGGTAAACCCAACTATCACTCCTTCA -ACTGCATCTTTTGATAAGTATGTTCCTGCAAATGTAAATGTAACTCTTACACCAAACGGAAATACTTTCA -AAGGTATCACAGGTTTGACATCAGGTACCGACTTTACAGTGTCAAATAATGTTGTAACAATCTCAAAGAG -CTATTTGAGCACTTTAGCAGTTGGTTCAAAGACACTGACATTTGATTTTGGTGTTACAAATAATCCAGTT -CTGACTTTAACAATCACTGACTCTACACCTGTTGTTACAGGACTTGGAGTAAAGATTGCTTCAGTAACAG -GTAAAACTGGTGATACTATAACAGTACCTGTAACTCTGAGCAATGTTGTTAAATCAGGTAATGTAGGAAC -ATGTAATTTCTATATTACATACGATGCAAGCATGCTGCAGGCAGTATCAGCAACAGCTGGTGACATAGTA -CTCAATGCACCAGTTAACTTCTCAAGCAGCATCAACGCAACAACTGGTACAATCAGTATCCTTTTCCTGG -ATAACACTATAGGTGATCAGCTCATTACCAGCGATGGAGTAGTTGCTAATCTTACATTTAAAGTAGTAGG -AACTTCAAGCACAACAACTCCTATCGCATTTAAAGCAGGCGGAGCTTTCGGTAATGGAAACATGTCTAAA -ATTTCTGATATTACATTCACAAACGGAAGTGCAAAACTTAATTAATTATTGAATTTAAATTTTCCATACT -TTATGGCATCAAGCCATAAAGTATGGAGTAAAAAAACATATGAGCAGATTTTACTCTGCCATAAAAATTC -AAAGAATAAGGAAGGTGTAAAATGAGTAAGAATTTTAAAAGAGTAGGAGCAGTTGCAGTTGCTGCTGCAA -TGTCATTATCTATAATGGCAACAACCAGCATAAATGCAGCTTCAAGTCCTGCAAACAAGGTGTACCAGGA -TCGTTTTGAATCCATGTACAGCAAGATTAAGGATCCTGCAAACGGATACTTCAGTGAACAGGGAATTCCT -TACCACTCAATTGAAACACTGATGGTCGAAGCTCCTGACTACGGACATGTTACAACAAGTGAAGCTATGT -CCTATTATATGTGGTTGGAAGCAATGCACGGAAGATTTTCAGGAGATTTTACAGGTTTTGATAAGTCTTG -GTCTGTTACCGAACAGTATTTGATCCCAACAGAAAAGGATCAGCCCAATACAAGTATGAGCAGATATGAT -GCTAACAAACCGGCTACATACGCTCCGGAATTTCAGGACCCAAGCAAGTATCCTTCTCCGTTGGATACTA -GTCAACCTGTTGGTAGAGATCCAATCAACTCACAATTGACTTCAGCATACGGAACAAGCATGCTGTATGG -AATGCACTGGATACTTGACGTTGATAACTGGTATGGATTTGGAGCAAGAGCTGATGGAACCTCCAAGCCA -TCATATATCAATACTTTCCAAAGAGGTGAGCAGGAGTCAACTTGGGAAACCATACCTCAACCATGTTGGG -ATGAACATAAATTTGGTGGACAGTACGGATTCCTGGATCTCTTTACAAAGGATACAGGTACTCCGGCAAA -GCAATTCAAATATACAAATGCTCCAGATGCTGATGCTCGTGCAGTTCAAGCAACTTACTGGGCTGATCAG -TGGGCAAAAGAACAAGGTAAGAGCGTAAGTACTAGCGTAGGTAAGGCAACAAAGATGGGTGATTACCTTA -GATATTCATTCTTTGATAAGTATTTCAGAAAGATCGGACAACCTTCTCAGGCTGGTACCGGATATGATGC -AGCACATTATCTGCTTTCATGGTACTATGCATGGGGTGGTGGAATTGACTCTACCTGGTCTTGGATAATC -GGTAGCAGTCATAATCATTTCGGTTACCAGAACCCATTTGCAGCTTGGGTACTTTCAACAGATGCAAACT -TCAAGCCTAAGTCATCAAATGGTGCATCAGACTGGGCAAAGAGTTTGGACAGACAGCTTGAATTCTATCA -GTGGTTGCAGTCAGCAGAAGGTGCTATTGCCGGTGGAGCTACAAACTCATGGAACGGACGTTATGAAGCA -GTTCCTTCAGGTACATCAACATTCTATGGAATGGGTTATGTAGAAAACCCTGTATATGCTGACCCAGGTA -GTAACACTTGGTTTGGTATGCAGGTATGGTCAATGCAGCGTGTAGCTGAATTGTACTATAAGACTGGCGA -TGCCAGAGCTAAGAAACTCTTAGACAAATGGGCAAAATGGATTAATGGCGAAATCAAGTTCAATGCTGAC -GGAACATTCCAGATTCCTAGCACAATTGATTGGGAAGGACAGCCGGATACTTGGAATCCAACACAGGGAT -ACACCGGAAATGCAAACTTGCATGTTAAAGTTGTTAACTATGGTACTGACCTAGGTTGTGCTTCTTCACT -TGCAAACACATTGACTTACTATGCTGCTAAATCAGGAGATGAAACTTCAAGGCAGAATGCACAGAAATTA -CTTGACGCTATGTGGAATAACTATAGCGATTCAAAGGGTATATCAACTGTTGAACAGCGTGGTGATTACC -ATAGATTCCTTGATCAGGAAGTTTTTGTACCAGCTGGTTGGACTGGAAAAATGCCTAACGGCGACGTAAT -CAAATCTGGTGTCAAGTTCATAGACATTCGTTCCAAGTACAAGCAGGATCCTGAATGGCAGACAATGGTT -GCTGCATTACAGGCAGGACAGGTTCCAACTCAGAGATTACACCGTTTCTGGGCTCAGAGTGAATTTGCAG -TTGCAAATGGAGTTTATGCAATACTCTTCCCAGATCAAGGTCCAGAAAAATTATTGGGTGATGTAAACGG -TGACGAAACTGTAGACGCTATTGACCTTGCTATACTTAAAAAATATCTTTTAAACAGCAGTACTACAATA -AATACTGCAAATGCAGATATGAATAGTGATAATGCTATTGACGCTATTGACTATGCTCTTTTAAAGAAAG -CACTTCTTTCTATCCAATAGTATTTAATACTATGACGCATATGTAACCTTAAAGTCCGGACAGTATTTGG -TTTGATTAAATTACTCATTCTTGTACTGTCCGGGCTTATGAGTTACAAAGAAAAAAAGAAAAGGATTAAG -GTAAGAACATGATCAAAGGTTCAAGCTTAAAGAGATTTAAATCGCTTGTTATGGCGGCTATATTTAGTGT -TTCAATAATCTCAACTGCCATCGCTTCAAGTGCAGCTGATCAAATTCCTTTCCCATATGACGCAAAATAT -CCAAATGGAGCTTACAGTTGTCTGGCGGATAGTCAGTCAATCGGAAATAATTTAGTTCGCAGTGAATGGG -AACAGTGGAAAAGTGCACATATTACATCAAATGGAGCAAGAGGCTATAAAAGAGTCCAGAGAGACGCTTC -TACAAACTATGATACGGTTTCTGAAGGACTTGGATACGGTTTGCTGCTTTCAGTTTACTTTGGAGAACAA -CAATTATTTGACGATTTATATCGCTATGTTAAAGTATTTTTAAATTCGAACGGACTTATGTCCTGGCGTA -TTGACTCCAGCGGAAATATAATGGGAAAAGACAGTATTGGTGCCGCAACAGATGCAGATGAAGATATTGC -GGTATCCCTTGTGTTTGCTCATAAAAAATGGGGAACAAGTGGAGGATTTAATTACCAGACTGAGGCTAAA -AATTACATAAATAACATATACAATAAAATGGTAGAACCGGGTACATATGTAATAAAAGCAGGAGATACGT -GGGGAGGGTCAAATGTAACTAATCCGTCATATTTTGCCCCAGCTTGGTACAGAATCTTTGCTGACTTTAC -AGGTAATTCCGGATGGATCAATGTAGCAAATAAATGTTATGAAATAGCTGATAAAGCAAGAAACAGTAAT -ACAGGACTTGTTCCTGATTGGTGTACAGCAAATGGTACTCCGGCATCAGGACAAGGTTTTGATTTCTATT -ATGATGCAATTCGTTACCAGTGGAGAGCAGCTATTGATTACAGTTGGTATGGCACTGCAAAAGCTAAAAC -ACATTGCGATGCTATCTCAAACTTCTTCAAGAATATTGGGTATGCTAATATAAAAGATGGCTACACAATA -TCAGGAAGTCAGATAAGTTCAAATCATACCGCTACTTTTGTCAGCTGTGCTGCTGCTGCTGCAATGACGG -GTACTGACACTACATATGCAAAGAACATTTATAACGAGTGTGTTAAAGTAAAAGATTCAGGTAACTACAC -CTATTTCGGCAATACTTTAAGAATGATGGTTCTTCTATATACTACGGGTAACTTCCCAAATCTATACACC -TACAACTCTCAACCAAAACCGGATTTAAAAGGCGATGTCAATAATGATGGTGCTATAGATGCACTTGATA -TTGCTGCACTCAAGAAGGCTATTTTAACTCAAACAACTTCTAATATAAGTTTAACAAATGCTGATATGAA -TAATGACGGTAATATAGATGCCATTGATTTTGCTCAGCTAAAAGTTAAACTGCTTAACTAGAATAAATAA -AAATAATTGAGTGAGCATCTCAGGTTAAATTTGTCTTAAAAATGTTTAAATTTAATTTTAGGGAGTGATG -GCAAGTTGCTTAAGACTAAAAGAAAATTGACAAAAGCAATCGGTGTTGCATTATCGATTTCAATATTATC -TTCGCTAGTATCGTTTATACCTCAAACAAATACATATGCAGCAGGAACATATAACTATGGAGAAGCATTA -CAGAAATCAATAATGTTCTATGAATTCCAGCGTTCGGGAGATCTTCCGGCTGATAAACGTGACAACTGGA -GAGACGATTCCGGTATGAAAGACGGTTCTGATGTAGGAGTTGATCTTACAGGAGGATGGTACGATGCAGG -TGACCATGTGAAATTTAATCTACCTATGTCATATACATCTGCAATGCTTGCATGGTCCTTATATGAGGAT -AAGGATGCTTATGATAAGAGCGGTCAGACAAAATATATAATGGACGGTATAAAATGGGCTAATGATTATT -TTATTAAATGTAATCCGACACCCGGTGTATATTATTACCAAGTAGGAGACGGCGGAAAGGACCACTCTTG -GTGGGGCCCTGCGGAAGTAATGCAGATGGAAAGACCGTCTTTTAAGGTTGACGCTTCTAAGCCCGGTTCT -GCAGTATGTGCTTCCACTGCAGCTTCTCTGGCATCTGCAGCAGTAGTCTTTAAATCCAGTGATCCTACTT -ATGCAGAAAAGTGCATAAGCCATGCAAAGAACCTGTTTGATATGGCTGACAAAGCAAAGAGTGATGCTGG -TTATACTGCGGCTTCAGGCTACTACAGCTCAAGCTCATTTTACGATGATCTCTCATGGGCTGCAGTATGG -TTATATCTTGCTACAAATGACAGTACATATTTAGACAAAGCAGAATCCTATGTACCGAATTGGGGTAAAG -AACAGCAGACAGATATTATCGCCTACAAGTGGGGACAGTGCTGGGATGATGTTCATTATGGTGCTGAGCT -TCTTCTTGCAAAGCTTACAAACAAACAATTGTATAAGGATAGTATAGAAATGAACCTTGACTTCTGGACA -ACTGGTGTTAACGGAACACGTGTTTCTTACACGCCAAAGGGTTTGGCGTGGCTATTCCAATGGGGTTCAT -TAAGACATGCTACAACTCAGGCTTTTTTAGCCGGTGTTTATGCAGAGTGGGAAGGCTGTACGCCATCCAA -AGTATCTGTATATAAGGATTTCCTCAAGAGTCAAATTGATTATGCACTTGGCAGTACCGGAAGAAGTTTT -GTTGTCGGATATGGAGTAAATCCTCCTCAACATCCTCATCACAGAACTGCTCACGGTTCATGGACAGATC -AAATGACTTCACCAACATACCACAGGCATACTATTTATGGTGCGTTGGTAGGAGGACCGGATAATGCAGA -TGGCTATACTGATGAAATAAACAATTATGTCAATAATGAAATAGCCTGCGATTATAATGCCGGATTTACA -GGTGCACTTGCAAAAATGTACAAGCATTCTGGCGGAGATCCGATTCCAAACTTCAAGGCTATCGAAAAAA -TAACCAACGATGAAGTTATTATAAAGGCAGGTTTGAATTCAACTGGCCCTAACTACACTGAAATCAAGGC -TGTTGTTTATAACCAGACAGGATGGCCTGCAAGAGTTACGGACAAGATATCATTTAAATATTTTATGGAC -TTGTCTGAAATTGTAGCAGCAGGAATTGATCCTTTAAGCCTTGTAACAAGTTCAAATTATTCTGAAGGTA -AGAATACTAAGGTTTCCGGTGTGTTGCCATGGGATGTTTCAAATAATGTTTACTATGTAAATGTTGATTT -GACAGGAGAAAATATCTACCCAGGCGGTCAGTCTGCGTGCAGACGAGAAGTTCAGTTCAGAATTGCCGCA -CCACAGGGAACAACATATTGGAATCCGAAAAATGATTTCTCATATGATGGATTACCAACCACCAGTACTG -TAAATACGGTTACCAACATACCTGTTTATGATAACGGCGTAAAAGTATTTGGTAACGAACCCGCAGGTGG -ATCGGAAAACCCTGATCCTGAAATCTTGTATGGAGACGTAAACAGCGACAAAAATGTAGATGCATTGGAC -TTTGCTGCATTGAAGAAATATTTACTTGGAGGCACTTCCAGCATAGATGTTAAGGCTGCAGATACATACA -AGGATGGGAATATTGACGCTATAGATATGGCTACCTTGAAGAAGTATTTATTGGGAACAATCACCCAATT -ACCTCAAGGCTAATAGAAGTTCAGTTTGGAAGTTTAATGAGTTTTTAATGCTTGCATTACTAAATGTAAG -CTTTAAAAAATAAAAAATTTTACTAGGAGGTAAATATGAAAAAAAGGTTAGTGAAGAAAGTTGCGATGCT -CATCGCAATAGTGCTGGTTCTATCTTCTTCAATAGGACAAGCATTTGCCCTTGTTGGGGCAGGAGATTTG -ATTCGAAACCATACCTTTGACAACAGAGTAGGTCTTCCATGGCACGTGGTTGAATCATACCCTGCAAAGG -CAAGTTTTGAAATTACATCTGATGGTAAGTACAAGATAACTGCTCAAAAGATCGGTGAGGCAGGAAAAGG -TGAAAGATGGGATATACAATTCCGTCACAGAGGACTCGCATTGCAACAAGGTCATACTTATACAGTAAAG -TTTACTGTTACTGCTAGCAGAGCTTGTAAAATTTATCCTAAAATAGGTGACCAGGGTGATCCATATGATG -AATACTGGAATATGAATCAACAATGGAATTTCCTGGAATTACAGGCTAATACTCCAAAAACTGTAACTCA -GACATTTACACAGACTAAGGGAGATAAGAAGAACGTTGAATTTGCTTTTCACCTTGCTCCCGATAAAACT -ACATCTGAGGCACAGAATCCAGCAAGTTTCCAACCTATAACATATACTTTTGATGAAATTTATATTCAGG -ACCCTCAATTTGCAGGATATACTGAAGATCCACCTGAACCTACTAATGTTGTACGTTTGAATCAGGTAGG -TTTCTATCCTAATGCTGATAAGATTGCAACAGTAGCAACAAGTTCAACAACTCCAATTAACTGGCAGTTG -GTTAATAGTACTGGAGCAGCTGTTTTAACAGGTAAATCAACTGTTAAAGGTGCCGACCGTGCATCAGGTG -ATAATGTCCATATCATTGATTTCTCTAGTTACACAACACCTGGTACCGACTATAAGATAGTAACAGATGT -ATCAGTAACAAAAGCCGGAGACAATGAAAGTATGAAGTTCAATATTGGAGATGACCTTTTTACTCAAATG -AAATACGATTCAATGAAGTATTTCTATCACAACAGAAGTGCTATTCCAATACAAATGCCATACTGTGATC -AATCACAATGGGCACGTCCTGCAGGACACACAACTGATATACTTGCTCCAGATCCAACAAAGGATTACAA -GGCTAACTACACACTTGACGTTACAGGTGGTTGGTATGATGCCGGTGACCATGGTAAGTATGTTGTTAAT -GGTGGTATTGCAACCTGGACCGTAATGAATGCATATGAGCGTGCACTACACATGGGTGGAGACACTTCAG -TTGCTCCATTTAAAGACGGTTCATTGAACATACCTGAAAGCGGAAATGGCTATCCTGACATACTGGACGA -AGCTCGTTACAATATGAAAACATTATTAAATATGCAGGTTCCAGCAGGAAATGAATTAGCCGGTATGGCT -CACCACAAAGCTCATGACGAACGTTGGACAGCTCTTGCTGTACGTCCCGACCAGGATACAATGAAACGTT -GGTTGCAGCCTCCAAGTACAGCAGCTACATTAAATCTGGCTGCTATTGCTGCACAAAGTTCACGTCTTTG -GAAACAGTTTGATTCTGCTTTCGCAACTAAGTGTTTAACTGCAGCAGAAACTGCATGGGATGCAGCTGTA -GCTCATCCAGAAATATATGCAACTATGGAACAGGGTGCCGGTGGTGGAGCATACGGAGACAACTATGTTC -TTGATGATTTCTACTGGGCAGCATGTGAATTGTATGCAACTACAGGCAGTGACAAGTATTTGAACTACAT -AAAGAGCTCAAAGCATTATCTCGAAATGCCTACAGAATTAACAGGCGGTGAGAATACTGGAATTACAGGG -GCTTTTGACTGGGGTTGTACAGCAGGTATGGGAACAATAACACTTGCACTTGTACCTACAAAGCTTCCGG -CAGCAGATGTTGCTACAGCTAAAGCTAATATTCAAGCTGCAGCTGATAAGTTCATATCAATTTCAAAAGC -ACAAGGCTATGGTGTACCACTAGAAGAAAAAGTAATTTCATCTCCTTTTGATGCATCTGTTGTTAAAGGT -TTCCAATGGGGATCAAACTCATTCGTTATTAATGAAGCAATAGTTATGTCATATGCTTATGAATTCAGCG -ATGTTAATGGCACAAAGAATAATAAATATATTAATGGTGCTTTAACAGCAATGGATTACCTCCTCGGACG -TAACCCAAATATTCAAAGCTATATAACTGGTTATGGTGACAACCCACTTGAAAATCCTCATCACCGTTTC -TGGGCATACCAGGCAGACAACACATTCCCAAAACCACCTCCGGGATGTCTGTCAGGAGGACCTAACTCCG -GCTTGCAGGATCCTTGGGTTAAGGGTTCAGGCTGGCAGCCAGGTGAAAGACCTGCTGAAAAATGCTTCAT -GGACAATATTGAATCTTGGTCAACAAACGAAATAACCATCAACTGGAATGCTCCTCTTGTATGGATATCA -GCTTACCTTGATGAAAAGGGGCCAGAGATTGGTGGGTCAGTGACTCCTCCAACTAATTTAGGAGATGTTA -ACGGCGATGGAAACAAGGATGCATTGGACTTCGCTGCATTGAAGAAAGCCTTGTTAAGCCAGGATACTTC -TACTATAAATGTTGCTAATGCTGATATAAACAAAGATGGTTCTATTGATGCAGTTGACTTTGCATTACTC -AAATCATTCTTGTTAGGAAAAATCACACTGTAATTTTGAAGTTTTATTTGGAACAATAGGAATGCAACTA -GTGCATTCCTATTGTTCCTATCCTATTAGTTTCAGATTTATGATTTGAACGAATTTGTTATTTCCTTTAA -TTAAAATGTTTATAGTAATTTTTTAGTAATAAAATATATTGAATAAATAAGGAGAAAAGCCATGAAAAAA -GTATTATTGGCAATATTAATAATTGTTTGTGCAACTGCTTTAGTAATATTTGGGGTAAACCATTTTACAT -CTGATTCAGAAACATCAACTTCAACTTCAACAATAAGTAGTACAGCTTCATCACCAACATCACCTTCTGC -ATCTGCTTCGGTATCTACATCTTCACAATCAAAAAGTTCAGATTCCAAATCCGCTAAAACATCTGCCGCC -AAGGACAGTAAAGATACGAAAAGCAATCCAAAAGATAAAACTCCGGGCGGAGAGGCAGAAATATCAATCG -GCAAAGTAAGCGGAGCTACAGGTTCCACTGTAACAATCCCTGTAAAGCTTAACAACTTACCTAAAAAAGG -TATTGGTAGCTTTAATTTTAATATTAAATATGACACAGATGCTCTTGAAGTTGTTGAGGTAAAATCAGGT -GAAATTTTTGGAAGTAACAATTCCAATTTTGATTATACAGTTATTGATACAACAGGTCTGGTCAGTTTTC -TCTATACAAGCAGCAACAGTGGTAAGGATGCTGTAACTAAGCCGGGAGTTATCACAAATATCACTTTCAA -AATAAAGGATAATGCTAAAAAGGGATCAATTAAAATTTCACAAGGTACTTCCGGTGCATTTGGAGATACT -GAACTCAAGAAGATTAATCCTGTATTCACAGAGGGTGAGATAACAGTTAAATAACTGATTCATGCATGGA -GTGTGTAAATATGGATAAAATGAAAAGAGTAAGTATATATGCCCTTATCGTTGCCATAGTAATAACCATA -ACTCAATTTAATTTTCAGTATAAATGTTCTTCTGCAACAGCTGCTTTTAACTATGGGGAGGCTTTGCAGA -AATCTGTTTTATTTTATGAAGCACAGAGATCAGGTTCATTATCAACATCAAATATTCCGACTAGGTTATT -ATGGCGTGGAGATGCTCAATTAACAGACGGTCAGAAGGAAGGTTTAGACCTTACAGGAGGCTGGGTAGAT -GCAGGTGACAATATCAAGTTTGGTATTACATGTGCTTATACAACCAGTTTACTTGCTTTTGGTGCTATTG -AATATAAGGATGCATACGAAAAAAGTGGTCAAATGAAATGGCTTCAAAACCAGTTGAAATGGATAAATGA -TTATTTTATAAAGTGTCATCCCGAGCCAAATGTTTTTTGGGCACAGGTTGGAATGACTGCAAATGATCAT -AACAACTGGATTCCAATTGAAGTTACACATCTAATGAACGACAGGGCAGCAATAAAGCTGGATGAACAGC -ATCCGGGAACAGAAGTAGCTATGGGAACAGCTGCTGCAATGGCTGCCTCATCTATTGTTTTCAGAAACAC -CGATCCGACGTATGCTGATAAATTGCTTGAGCATGCAAAACAGCTATATGAATTCGGAGATAAATACAGA -GGTGTTTTTTCTGATGTAATCGGTAAAGTTGACCCCCAAGGTGCAGCTGCTTATACTTCACACAGCGGAT -ATAAGGATGAATTGGTATGGGGTTCAATCTGGCTTTACAAGGCTATGGAAGCTAAGTCGTCAGGGAGTGG -ATCTGATTACCTTGTAAAGGCAAAAGAATATTATAATGGAATTGGTAAAGAAGCTAATCAACAAGTTCAT -AAGTATAAATGGGCACATTGTTGGGATGACCAATCATTTGGATGCTATATTCTCATGTCACAAATTGACC -CTGAAAATAGTTTATACAGGGAAGATGCGGAGCGTTGGTTGAATTGGTGGACAGTGGGCGGTACAGAGAA -CAATGCTGATGGCACCAAGATTTCTTATACTCCGGGTGGTCATGCAAAGCTTGACAGCTGGGGTTCATTT -AGATATGTATCAACAACGGCATTATTTGCTTTTGTTTATTCTGATAAACTAAATGATACTGTAAAAAAAG -CACGTTATCATGACTTTGCAGTCAAGCAGATAAACTATATTTTGGGTGATAATCCTCGCAAATCAAGCTA -CATGGTAGGTTTTGGTCAGAACTATCCTCAACATCCTCACCATCGTACAGCTCACAGCTCATGGGGACAG -CAGATGGACACCCCAACTGAACACCGCCATATTTTATATGGTGCACTGGTTGGAAGTGTTGATTCTACAG -ACGGATTTAATGATTCTATCAGTGACTACGTTAGTAATGAAGTCGCAATAGACTATAATGCAGGCCTTAC -AGGGGCTCTTGCAAGAATGTATTCTGAATTCGGAGGAACTCCTATTCCGGACAGTAGTTTTCCATTACCT -GATAAACCCTACCAGCCTAAAAATGAATGGCCGGTATTTGCCAAGACTTATTATGATGGTACAAGTGGTA -CCCAGTTTTCACTAAGTGTTGAAAACCGCTCTGCGTGGCCTGCCCGCTCCAGTAACCAATTAAAAATACG -TTACTTCTTTACCCTTGATGCCAAGGATATAAGTGATATCAGCATAAAGGCTCCTGCATGGGTTAAAGTA -ACAGGTCCCACAGCGTGGGATAAGGAGAAAAAAGTCTATTACTATACACTTGATTTGTCAGGTAAAAATA -TATATCCAGGTTATGGGTGGGGTACCGGAGGACCTGAACTTGACTTTACAATAAGTTCAGCTTCCAATAC -ATGGGATGCAACCAATGATTGGTCTTATGAAAATTGGGATGCAACATATGTAAACGGTACAAGAAAATAT -GCTCCGAATATTCCAATGTATGAAGGTGACAGTTTTAAAAAACTGGCTGGAAATGAACCGGCAGGCGAAA -GTGAAGAACCGATTATTTTACCAGGTGATATTAATAAAGATGGAAATATTGATGCATTGGACGTTGCTCT -TTTAAAGAAATATTTACTGGGTAACACCTTGGAATATGATATCTCTACAGCAGATATGAATTCTGATAAA -AATATTGATGCTCTCGATTTTGCACTGCTCAAAAAAGCTCTTCTGTCTCAATAACATACCTTTTAACATA -TCAATATCAATGAAATATACGTAAATCTCTGTTTATTGCCCGGCAGACACAAATGGCATAAAGATTGTAT -TTTGCCAGTGTATATGCCGGGTAATGACAATACTTAAATTATAAAAATTATTATTCCAAAGTAGTTGATC -AATATATAAAAAATAAAAAGGGGGTAATATTTTGAATTTTAAAAAGTACGTCAGAAAAACAACGGCTTTT -GCTACAGCAATGGCAGTTGTATCGTCAGTGTTTTTGGGCAGCAGTGTTTATGCCGGCTCAACAACACCTC -CTTTCAACTACGCAGAAGCATTTCAAAAATCACTGTATTTTTATGATGCTGAAAAATGCGGTCCCGGTGT -TACAGGCGGAAAGCTTGAATGGAGAGGTGACTGCCATGTCGAAGATTGTGAGCTTCCATTGATTCCTATG -AAGGATTATGTTGGAACTAATATGTCACAGGCTTTTATTGATAAAAACAAGGCATTTCTTGATCCGGATG -GAAATGGAAGTTTAGATTTACACGGGGGATTCCATGATGCAGGAGACCATGTTAAATTCGGATTACCTCA -GGGTTATACCATTTCTACACTCGGATGGGGATTTTATGAGTTTAAGGATTCCTTTACACAAATTAATGAA -GAAGATCATATAAGAGATATTCTCAAGTGGGGAAATGACTATTTTCTCCGTTCAACATTTATGGATAACA -AGGGAGAGGTAGTTGCATTTTGTTTCCAGGTCGGCGATGGTACTGTGGATCATGCATGGTGGCAACCGCC -TGAGCTTAATAAAAAGTCAGAAGTACCAAGACCTGCATTCTTTGCTACATCTGAAACACCTGCTAGTGAC -CAATGCGGAGAAGCGGCGGCTTCACTAGCAATAAACTACCTTAATTTCAAGGATTCCGATCCAGCGTATG -CTAAGAAATGCTTGGACACAGCGAAGGCTTTATACAGATTTGCCGTAAAAAACCGTGGTCTGGGTGATTC -AGGAGGTTTCTACGGTTCTGCATATGATGAGGATGAACTGTCATGGGCAGCTGTGTGGCTGAACATTGCA -ACAGGAGAACAATCATATATAAATGATATTACTGCTATTTCTGACGGCAAATATACCGGCTATATGGGCA -AGATTATAAAATCCACACAAGATAACTGGCAGAATATATGGGTACATTCATGGGATGTAGTGTGGGGAGG -AGTTTTCGCAAAGCTGGCTCCAATAACAAATGATCCTATGCATTGGTATTTATTCAGGTGGAACCTTGAA -TACTGGTCGGGAATACCTCATGAAAATCCTACCGATCAAACATTTATGGCTGCGACTCCCGGCGGATTCA -AGGTTGTAAACACATGGGGGTCTGCAAGATATAATGCGGCAGCTCAACTATGTGCAGTTGTGTATACAAA -ATATACAGATAATATGGATGTTACGGAATGGGCTAAGTCCCAGATGGATTACATACTGGGCGATAATCCT -ATGAAGAGAAGCTATGAGGTTGGATTCTCAGAAATCTCTGCAAAGCATCCTCATCACCGTGCAGCACACG -GGTCAAAAACTCTCAGTATGAATGATCCGCTTGAACACAGACATACATTATGGGGAGCTTTGGTGGGAGG -CCCTGATGCTACGGATAATCATAATGATGAAACTACAGACTTTGTATCCAACGAGGTTGCAGTAGATTAC -AACGCAGGCTTTGTGGGTGCACTTGCCGGGTTGTACAAATACTACGGAGAAGGCATGAAACCATTGGAGA -ATTTCCCTCCAAAGGAACCGGCTGCTGATGATTTTTATGCAGAATCAAAACTTGAACAGGAAAATACCGA -AAGAACTCAGGTAACTGTTAGAATTCATAACGAAACCAGCAGACCACCTGAGTTTGTAGATGAGTTAAAA -GCTAGATATTTCTTCGACATTTCCGAAATGCTTGCTGCAGGCCAAACCATTGATGACTTAACCGTTGCGG -TTATGTATGACGAAGGTAAAGCCAGCGATGGCAAGGAAACAGCAATCAATGGGCCATTTGCCTGGGATGC -TGAAAAGGGGATATATTACGTTGAAATAGATTGGACAGGAAATGCCTTCTATGGAGACAAAGAATTCCAC -TTCGGACTGGTTGAAGGTTTAGACTCCAATTGGAAATCCCACTGGGATCCAACCAATGACTGGAGCAGAA -AAAATATAGAAAAAGAATATTCTATAAATCAGAATATTTCTGTATATAGGGGGGATGTAAAAGTGTATGG -AAATGAACCGCCAAAAGGCAATGTAGGAACCAAACTGGGAGATTTAAACGGTGATGGAAGCGTAGATGCT -CTCGATTACGCAATAATGAAAAAATATATTCTATTACCAACAGGAGAGGTTGACCTCAACACATGGGATA -TGAATCAAGACGGTGAAATCAATGCTCTTGACCTTGCTTTATTAAAGAAGACTCTACTTGGTTAATACAG -CCTGTTAATTCGAAAAGTAAGGAGGATTTGCTATGAAAAAAATTGCTAGTTTGGTACTCACAACAGCAAT -GGTATTCCTTGCAGCATTGCCGCTGCCAGCTTCGGCTGCGACTACATACAAACTTGGTGATGTTGACAAT -GATACTCTAATTTCTGCCATTGATTTAGCAGCTGTACAGCAGCACATACTTGGAAAAAAAACCTTGACGG -GTGAGGCCTTTAAAGCAGCTGATGTAAATGCTAACGGAGAAATTGAAGCATTGGATTTAGCCGAACTAAA -ACAGTTTCTTCTCGGTAGGATTACTAAGTTCTCCGGAGAAGGACAACAACAACCATCTGGAGTCGGAATA -ACTTGGATGGACGGTAATACACTGTACCCGGTTGGAGTTAACTATGCATGGTACAACTGGTCGTATGAGT -TTTCAGATAACAACTGGAATTCCAACTTTACGAGAATCAAGAGTGATTTGGACACAATGTCCTCAAAGGG -AATTAATTCTCTGAGATGGTGGGTATTCCCGGACCTTGCCTATGGTCCGCTATGGTCAGGCCCAAATGAA -GGAAGCCTTTGTACAGGACTTCCTGAAAAATGGGTTGACCATATGAAGGAAACTTGTGATTATGCGTATT -CAAAGGGTATAAAAATCTACTGGACTATAACAAGCTTTGACTGTGCAAGAGCAGATGATTCTGTTGACCA -TGATGATATCATTGATAATCCTATAGTACTTCAAAGCTTCCTTGACAATGCTATGAAGCCAATACTGCAA -ACATTGGGCGAACATCCGGGAGTATTGGGATGGGATATTATTAATGAACCTGAATGGATCATAAAAAAAG -AAGACAACGGTGAACCAAACAATAAGGGAGAAATCTTCCCACTTGCTGCAATGAGAAACTACATAAAAAC -TACATGTGATTTTATACACCAATATGCAAAGCAGCCTGTAAGCTTCGGGAGTGCAAATATGAAGTGGCTT -GGTGCACAGTATGATTTATGGGACGGATTGGGACTTGATTTCTACGATTTCCACTGGTATGACTGGGCTA -CTCCGTATTTTAACCCTGTTACAACTCCAGCTTCAAGTCTGAAGTTGGACAAACCTGTAATAATCGGTGA -AATGATGCCTGATACCCAAAGTTCTTCACTAAAAATGACACACAAGCAGGTACTGGATGCCATATATAAA -AACGGTTATGCCGGATATATGCTCTGGTCATGGAACGATGGAGCTTTTGACTGCAAACCTTACGTTGGAA -ACAACTTTATTGATTTTGCCGCAGAGCATCCTGACGTAGTCAGATAAATAATTTATTACAGTGTATTTGA -CCTGTCCGTTAAAAACGGTTCTTTAAGTCGGACAGAAATTTTTAAATAAAAAAGGGAGGGATAGTTTTGA -AAAGTAAATTGATAAAATTAAGTGCAATAATAATTTCCGGAGTTATGTTAACTACTTCATTTGTTAACAC -AGGTACTGCATTTGCCGCAGGAACACATGATTATTCAACTGCTTTAAAGGACTCAATAATTTTTTTCGAT -GCAAACAAATGTGGTCCTCAAGCAGGAGAAAATAATGTATTTGATTGGAGAGGTGCGTGTCATACAACTG -ACGGAAGCGATGTAGGTGTTGATTTAACAGGCGGCTATCATGATGCGGGAGATCATGTGAAGTTTGGTCT -GCCTCAAGGTTATTCAGCAGCAATTTTAGGTTGGTCATTGTACGAATTCAAGGAATCCTTTGATGCAACC -GGAAATACTACAAAAATGTTGCAACAGCTGAAATATTTTACAGACTATTTCCTTAAATCACATCCTAACT -CAACCACGTTCTACTACCAGGTTGGAGAGGGAAATGCCGATCATACTTATTGGGGTGCACCCGAGGAGCA -AACAGGTCAAAGACCTTCATTATACAAGGCTGACCCAAGCTCTCCTGCATCCGATATTCTGAGTGAAACA -TCTGCTGCTCTTACTCTGATGTATTTAAATTACAAAAATATTGATTCTGCTTATGCGACAAAGTGCCTCA -ATGCAGCAAAAGAACTGTATGCAATGGGTAAGGCAAATCAAGGTGTAGGCAACGGTCAGTCCTTTTATCA -GGCTACCAGCTTTGGCGATGACTTGGCTTGGGCCGCTACATGGTTGTACACAGCAACAAATGACAGTACT -TACATAACTGATGCTGAACAATTCATAACATTGGGCAATACAATGAATGAGAACAAGATGCAGGATAAAT -GGACCATGTGCTGGGATGACATGTATGTTCCGGCTGCTTTGAGATTGGCTCAGATTACGGGAAAGCAGAT -ATACAAGGATGCAATAGAATTTAATTTCAACTACTGGAAAACTCAAGTAACAACTACTCCGGGAGGCTTA -AAGTGGCTTTCGAACTGGGGTGTTCTGAGATATGCAGCAGCGGAATCCATGGTTATGCTGGTTTACTGCA -AGCAAAATCCTGATCAATCTCTTTTAGATTTAGCTAAAAAGCAGGTAGACTATATCCTAGGAGATAATCC -TGCCAATATGTCCTATATTATTGGTTATGGAAGTAATTGGTGCATTCATCCTCATCACAGGGCAGCAAAC -GGCTACACTTATGCTAATGGAGATAATGCCAAGCCGGCAAAGCACTTATTAACAGGTGCACTGGTGGGGG -GACCTGATCAGAATGACAAATTTCTTGACGATGCAAACCAGTATCAGTATACAGAGGTAGCCCTTGACTA -CAATGCGGGTCTTGTGGGTGTACTTGCAGGTGCCATTAAGTTCTTTGGAGGTACGATTGTTAATCCTCCT -GTAAAAAAAGGTGATCTTAATAATGATACATTTATAGATGCTATAGACCTTGCACTTTGCAAAAACTATA -TTCTTACTCAAAACGGAAATATTGATAAAAATAATGCAGATATGAATGGCGACGGTTCCATAGATGCCAT -CGACTTTTCTCTTTTAAAGAAGGCTATCTTAGGTTAATATCAATGACTTCCCGGTGGAAGATGATCTTGG -GGCGGCTGATGTCAACGGAGGTAAGAGTATTGATGCGTTGGACTATGCAGCAGTAAAGAGCTATTTGCTG -CTGCTAATAGCTGAGTTCCCCGGAAGGTAATTTCAGGCAGTTTTAGTAAAAGGAGGGAAAAGTGTGCGAA -AGAAAATCTTCATGTTACTGCTTGCTCTTTTGCAAGTAGCACTTTTGACTATACCTCAACAACTTGTTAC -GGCAGCATCGGCACGCCAGATGGAGTATCTTGACCGGGGAATCGTTGCGGTTAAAGTAAGCAATGGAGTA -TTCGTAAGCTGGAGAATGCTAGGAACAGATTCAACCAGTATCGCCTTCAATCTCTACCGTGACGGGAAAA -AGGTTAATACCACTCCAATTACCTCTGGTACAAATTATGTCGATACAACAGGAACAGCCAGCTCAACATA -CTATGTTTGTCCTGTAAAGGATGGTGTTGAGCTGGCAAAATCCGAATCGACAGCAGTATGGGGGCAAAAT -TATTTATCCCTGCCTCTTCAAATACCCGCAGGAGGAACAACAAAAAGCGGTGAATATTACACATACTCTG -CAAATGATTGTTCTGTGGGTGATCTCGATGGGGATGGCCAGTATGAGATAATCCTTAAATGGGACCCGTC -TAATGCAAAAGACAACTCACAGAGCGGGTATACAGGGAATGTATACCTTGATGCATACAAACTAAATGGT -AAGTTTTTGTGGAGAATTGATCTTGGAAGAAATATCCGTGCAGGTGCTCACTATACGCAATTTATGGTTT -ATGATCTGGATGGCGATGGAAAAGCGGAGGTGGCCTGCAAGACCGCTGATGGGACAAAAGACGGGATAGG -AAAAGTAATCGGGAACGCAAATGCAGACTATACAAATTCTAATGGCTACATTTTATCCGGCCCCGAGTAC -CTGACCATTTTTAATGGAGAGACAGGAGCGGCACTTACTACTACCGACTATGATCCTCCAAGAGGCACTG -TAAGTTCCTGGGGAGACAGTTACGGGAACCGTGTAGACCGTTTCTTGGCTTGTATTGCCTACCTTGACGG -TGTCCATCCAAGTCTTGTCATGTGCAGAGGCTATTATACAAGAGCAGTTCTTGCAGCCTATAACTGGAGA -GATGGCAAGCTTACAAAAGTATGGACCTTTGACAGTAAAGATAGTGGAAATTCTGCATATGAGGGACAGG -GGAACCACAATCTTAGTGTAGGGGATGTTGATAGCGACGGAATGGATGAGATTGTTTACGGAGCTTGTGC -AATAGACCATAACGGGAGAGGCCTGTATACTACAAAGCTCAATCACGGAGATGCAATGCACTTGTCTGAT -ATGGATCCGGGCAGACCAGGACTTGAAGTCTGGCAGTGTCATGAAACTGGCTCCAATGCATCTTCCGGTG -AGTACCGTGATGCAAGAACAGGACAACTAATATGGGGACTTGCAGGTACATCAGACACCGGAAGGGGACT -TGCACTTGATATAGATCCCCGATACAAGGGTTTTGAAATGTGGTCATCAAGCAGTGACGGAGTATACAAT -GTAAACGGTACAAAGGTGTCAACCACAAAGCCCTCTATGAATTTCGGAGTTTGGTGGGATGGGGATTTAA -ACCGTGAACTTTTGGATGGAACTAAGCTCGACAAATGGGATTATGTCAATAGTACTCCCATGAGACTGCT -TACTCCTGCTGATTGTGCTTCAAACAACTCAACAAAAGCAAATCCTTGCCTTAGTGCGGACATTTTAGGA -GATTGGCGAGAGGAAGTTATTTGGAGGACTACGGATAATAAGTACCTGCGTATTTATACAACAACTGCAG -TTACGAGCAACAGAATTTATACCTTAATGCACGATCCCCTGTACAGACTTAGTATTGCTTGGCAGAATGT -GGCGTACAATCAGCCTCCGCATACAGGATTTTATCTTGGTGATGGTATGAGTCAGGCACCAACACCTAAT -ATTTATATTGCAAAGCCTGCTTCCTCGTTTTTACCCGGTGACGTAAACAATGACGGATCTGTTGATGCCT -TGGATTTTGCCATTGTTAAAAAATACCTATTAGGTCAATCAACAGAGTTAGATACCGGTAAAGCAGACAT -GAATTCAGACGGGGACATCAATGCACTAGACTTGGCATTACTAAAAGCAAGTTTGCTTTCGTAGTGTTTA -GGAAAGGTTATTAAACAAAAAGGAGAAGAACCTATGAAAAAAAGAATAGTTTCAATGCTTATGGCATTGG -CGATAACTTCAACTATGATATTGTCAAGCCATGGTCTTACTGCTGCAGCAGCAGTAGATACAAATAATGA -TGACTGGCTTCATTGTGTAGGTGACAAGATATATGATATGAACGGGCGTGAAGTTTGGCTTACTGGTGCA -AACTGGTTTGGTTTTAACTGCAGCGAGAATGTATTCCATGGTGCATGGTACGATGTTAAGAATATATTGA -CAAGCGTGGCAGACAGAGGAATAGGGTTACTGAGAGTACCAATTTCAACCGAGCTTTTATACAGCTGGAT -GACTGGTAAACCAAACAAGGTTTCCAGTGTTACAGCAAGTAACAATCCGCCGTATACGGTAGTAAACCCT -GATTTTTATGATCCTGCAACTGATGGACCTAAAAACAGTATGGAAATATTCGATATAATAATGAAGTATT -GCAAAGAGTTGGGAATCAAGGTAATGATTGATGTTCACAGCCCTGATGCCAATAACTCCGGTCACATGTA -TCCGTTATGGTATGGTCTTGAAACGACAACAGCAGGTATGATTACTACAGACAAGTGGATAGACACATTG -ACATGGCTTGCAGGCAAATATAAGAACGATGATACAATACTTGCCATAGACCTGAAAAATGAGCCTCATG -GAAAAAGAGGATATACTAATGCGGCACCAACTGATATGGCAAAATGGGATAACACTACAGATGAAAATAA -CTGGAAATATGCAGCTGAAAGGTGTTCAAAAGAAATATTGGCTGTAAATCCAAAATTGTTAATAATGATT -GAAGGTATTGAGCAATACCCAAAAACTGAAAAGGGCTATACATTCGACACTCCTGATGTCTGGGGTGCTT -CCGGTGACGCTGCTCCATGGCATGGCGGATGGTGGGGCGGAAATCTGAGAGGTGTGAAAGATTACCCTAT -TGATCTAGGCCCATTAAACAGTCAGATAGTATATTCACCACATGATTACGGTCCTTCTGTATATAATCAA -TCATGGTTTGACAAGGATTTCACAACACAAACCCTTCTTGATGATTACTGGTATGACACATGGGCATACA -TAGACGATCAAAAAATTGCTCCTCTTCTTATAGGTGAATGGGGAGGATTCATGGATGGTGCAAAGAACCA -GAAGTGGATGACCTTATTAAGAGATTACATGATTAAGAACCGTATCAACCATACCTTCTGGTGCTTAAAT -CCTAACTCAGGTGATACAGGCGGATTGATAGGAAACGACTGGTCAACATGGGATGAAGAAAAGTATGGAT -TACTTAAGCCTGCATTGTGGCAGTCAGGCGGTAAGTTTATCGGACTTGACCATCAGATTCCTCTCGGTAA -AAACGGAATGTCTCTAGGAGAGTACTACGGAGATGGACCAATTATCGTAGACCCTGAGCCGATTGTCGGA -GATGTAAACGATGATGGAAATGTTGATGCATTGGATTTAGCTGTAATGAAGCAGTATATCCTAGGTGCAA -ACCCCAAAATAAGCTTAACGAATTCAGATATGAATTCAGACGGAGACATAAATGCCCTTGACTTTGCAAT -GTTAAAGGCAAAGGTTCTTGGTAAATAATCAATATTCTACAAAATGATGATAAAAGAGGCTGCCGAAACT -TCAGGCAGTCCTCTTTTATAAATTCAGCATTAAAAAATAACAGGTTAACCGTACATAGGTCTATTCGTTT -GGTGAAAGCCATGTTCCACAGCCTATCAACTGCTTTAAAAGTAATATATATTCCGAGGCAGCTTTGGATA -AGTATCTGTTTTTCTTATATGCAACCAAAATGTCACGTTTAGCAAAGGAAGTATTTAATTTATAGTAAAC -AGGATGTTTCTGGTAATTTCCAAACCTGATTAATGTATCAGGAATAAAAGAGCAGGCTATACCTGCCAGT -GTCCATGAAAAAGCTGTTTCAATACGATCGGTATATATTGCGTTTTGACGACTGAATTCAGGAAATTGGG -ACAGTTTACTGGCGATAGTTTCATCGTCCTGTATGAGAACAAAGTGTTCTTTTACACAAACAGACAAGTC -AAGGGACTTCGCCAGGAATAAAGAAGAGCTGTCATAAATAATATCGTTGGCACTTATCCTGAAAGCTTCT -TTTCCATTGTTAAAAGGACTATCTTGTGGAACTGCAAGATAAAACTGTTCCTGAGCAAGAATTTCAGTTT -GAAGCAGCTTATTATGCAGAGACCCTGATAAAATGCATAAATCCAGACGGCTTTCAGTAAGGAATGACTC -CAGATTGGCTTCTTCATTTTCAACAATATGTATATCAATACCTGGGTACTTTTTCCTGAAGGCTACAATA -CTCTTTGGAAGCATACATGAGGCCCTAAAGGGAATAGTACCTATAGTTAGTTTTCCTATATTTAGGACTG -TCAGGTCCGTAAGCTCATTATCAAGTTCCGTCAGAATATTTTGTATCTTACGAGCCGCATTTACGTAAAG -TTCTCCTGCATAAGTGAGCTTTATGGGCGTTGTGCTTCTGTCGAATAGTTGAATATTCAGTTCAGTTTCA -AGGTTTTTTACAAACTGACTTAATGCTGGCTGAGATATTAAAAGTTTCTGAGAAGCTTTTGAAAAGCTTT -TTTCATCAGCAAGTCTAATTATATATTCCAATTGTTGAGACGTCATACAAATAAATCTCCAAAGATAAAA -TATTATAAGCCATTACTTATATAATTTATACTACTATGACTATTGGATTATTTCAACAAAAAGTATGATA -ATATGAAACTAACATTTCCATAAACTTGTTTCTTTACAGAACATAATTATGTTAATTTTTTTAATAACCG -GGGCGATAAAAAATGGATATTTCACAGGAAATATATTATAAAATGATAGAACGTTCTTTGATAAGTACCG -GAAATAATTATAGAATTAAGAAGGCAATAGAAAAGGCAGGAAAGAGCCATAAGATAACTATCGCCTATCT -TGGAGGCTCAATAACAGAGGGTTACAATGGGGGTTCTGATAAATGTTTTGCCAAGTTAGCTTGCGATTAT -TTTGAACAAGCCTTTGGTAAAGGTAATCCAGTAAATTATATAAATGCAGGTATGGCAGGAACGTGTTCTA -TAATCGGATTAATACGAATTGAGCGTGATTTATTAATGCACAAACCGGACATTGTTTTTGTAGAATTTGC -CGTTAATCAATCTAAGGACAAAATAAATATGGCCGCTTTTGAAAGCCTTTTGCTCAGACTATTGAATTCG -GAATTTCAACCTGCTGTAGTTCTAATTTTTACAATATCAGAGGCAGGCTTCTCCTGTCAGAATGAGATGT -CTCAAATTGGAATTCATTATGAATTACCTATGATTAGTGTAAAAGATACAATAGTTCCTGAATTCCATGA -GGGCAGAATGAAATGGCAGGATTATTCTAATGATTATATTCATCCTCATGAAAATGGACATAAATTAATT -ACGGAGCTTATAAAATACTACCTTGATACAGTAAGCAAGGAGGATTGGGGCAGTAATTACTGTATTTCTG -AATCCACAGTAGTAGGTAATGAATTCTTAAATCTGAAAATGCTGGATAATACTAATACAGCCGTAAAGAC -TTTTGGCGGGTTTGTGCCGGACAAAACCATTAACCAGTTTCCGAACGGCTGGACACATAAAGCCGGAACT -AAAAGGGAAAAGTTCTCTTTTGATTTATATTGCAGGAATTTGTTTTTGGTGTTCAAAGAGAGTAAAGGCC -CGAATACAGGTTCAGTGGACATATTTATTGACAATATATGTGTGCTTAGTATAAACGGTTTTAGTAGTTC -AGGCTGGAATAACCCGGTAGCTAAATTATTATTAAACAAAGAAAGGTCTTCAAACCACAAGATAGAAATT -AAAATGTCCAAAGGCTTGGAATATAAGGAATTCAGTATTCTGGCTTTTGGGTACAGCTAAATATTTTTAA -CATATATCTGTCTCATATATAGTATATTGAAGAAGAGTATAAATCATAAAAGAAGTAGCTGAATGAGAAA -GTTAAGAATTATTTTTTTAAATCGAAGAATTTTACTTATTGCAGCAGTTTTAATAATTGCTATATTAGCT -CTACCAGTTATTTTGTTCATCGAAATATCTACCTCAGATACATTTACAGATCCCAAAAGCGGTGTAATAG -TTATTGATCCGGGGCATGGAGGAATCGACGGGGGAACAAGCAGGGACGGAGTATTGGAAAAAGAAATAAA -TCTTGATATAGCTAAAAAGCTAAAATCCATTCTTATGGAACGGGGATATAAAATAATAATGACAAGGGAA -GAAGATGTTTCCCTTGAAAGTCTTGATAATAGCCGAAAATCTAGGCACTTAAGGGATTTGACAGCTAGGG -CCAATATTATTAATAATAGCAATGCACAACTGTTTCTAAGCATACATGTTAACTGCAATATAAAAAAGCC -TGCGACTGATGGTGCAATAGTCTTTTTCTGCAAAAAGTATGAGCAGAATAGAACGTTGGCCTTATGTATT -CAGCGAGTATTAAACAACATGGTTGTAGACGGGAAAAAACGAAACGTTCATGACCCGGTACAGGCAAAAT -ATTATGTTCTTAACTATACTAATATACCCGGAGTTATAGTTGAAACGGGTTTTATTTCAAACGAGGAAGA -AAGGCAGAAATTAGCAAAGGGCACCTTTCGACAGGAGCTCGCAAAATCAATAGCAAAGGGAATAGAACAA -TATTTAGATGAATCAAGTAAGGTATCGACTCCTGCATCATAAAGTTCAGGGAATTAATCAATCAGTTTTA -TATTTTCAGTAAAATCATCAAGCCCTTCTCCAAAGTAGCTGTCCATTTTGGCATATGGTGAATATAGGGA -AACCTTAAGAGTACCGGATTGGGGGGAGAATTTAAGAAACCTTAAAAATCCGTTCCCACCATATGGTGCC -TTTTGGTAGTCAGAAAGAATCTCCACAACCTTTCTTGTTGTTCCATCAGAATTGCAAATCATTTTTACTT -TTCTTTGAGCACCATGAAAATGTCCGCACAACACCAAAAAAACATTGTCGTTTTTAAGGACAATACTGTC -TGACACTATTCGGGCCTTTTCTGTCATTTCTCCATCAGAGTCAAGGTATTCATGTAAAACGAGAATAGCA -TTTCTATGGCCATATTTTTCAAGAACCTTATTTGCCCAGTTTGTTGTTGTAAGGGTGGTTTCAGTACCGA -AACCTAGATATAGTACTATGAAGTTGTGACGGCCAAAAGATGTAAGGTCGTAATGATTGCGGTTGTTATC -CATATTTCCCCCATACCAAGACTTGTTTATATAGCGGGAAGAACCGAAATAGCTCTTAAATGTATTGTAA -TTAAGACCATTCATTATGACGTCATGATTACCTGCCAAAATACCGTATGGAACATCAGCATCATCAAGTT -TTTTAAAGTTTCGGCTTGCAACCTTCCACTGCTTTACACAGCTAGCATTGTTGATAATATCGCCTGATAC -AATCAAATAACCAAAAGAATTACCCTTGTATTTTTTAACAAACCAGTCCCCCAGAAAATCATAAATTTGA -GGATAGCTTTCGGCATAGTACTGAGGGTCGGAAAGCCATACCATTGTGAACGGTTTTTCCTTACAATACT -TGTTTGAGGAGAATAATGACGCATCAACCCGGAACCAGGTTGAGGACATTAAAAACAGTAAAAATATAGT -AAGTAAACTTGTTACTAATCTCTTCTTCATAATTTTACCTCGTTAGTTGAAAAATTTTATTCTATACATA -TATTTTGTAGTCTTTTTAAAATTATTTAAAAAGTAATTTTCACCTCCATAAAATCTTCACAAAGAGCTGA -TAAAATTGTAAAAGCTAAAATTAAGCATGTTTTTAAATGGAGGAAAATCTAGTGCTTAAAATTCTTCACG -TAGAGGGCATGACTTGTACTGGCTGCGAGACAAGAATCGAGAATGCAATAAAAAAACTTGATGGGGTTGA -AAATGTCAAAGTTAGTTATAGCAACTCTAATGTTTACGTAACCTACGATATTGATGCCGTTAATTTGAAC -ACAATCATAGAGGCGGTTGAAAAATTAAACTATAAGGTAAAAAATAAATCAAATTCTATCCGTAATAAAC -CCCAGTTTATGGGAGTAGGACAGATTGTCGGAATAGCAGTAATAATACTTGCTTTATATATAATTATAAG -GAATACGGTTGGTTTCAACTTTATACCACAGGTAAATCAATCAATGGGGTACGGAATATTGTTTTTTATG -GGAATGCTGACATCACTTCATTGTGTAGCTATGTGCGGAGGGATAAACCTGTCGGTATGTGTCCAATATA -AAGCAGTAACCGACGGTTCTAAGTTTGATAAATTAAAACCAAGTGCTTTGTATAATCTGGGACGTGTAAT -TTCCTATACAATAGTAGGTGGAATTGTCGGTGGAATAGGTTCTGTGGTGAGCTTTTCGGGTACAGCAAAA -GGAGTAGTTGCAATTCTTTCTGGTTTTTTTATGATTATAATGGGTATAAATATGTTAAATATTTTCCCTG -TACTTAGAAAACTAAATCCTAGGATGCCTAAGATTTTTTCAAGAAAAGTTCATGAAAATGGCATAAACCG -TGGGCCTTTAATTGTTGGATTTCTAAATGGCCTTATGCCATGCGGCCCTTTACAGGCAATGCAGATATAC -GCATTGGGCACGGGAAGTGCTATGACAGGAGCTTTATCAATGTTTTTGTTCTGTCTTGGAACGATTCCGC -TTATGTTTGGATTTGGTGCCGTAAGCTCATTTCTGAGCGGTAAGTTTACACACAGGATGATGAAGGTAAG -TGCTGTATTGGTTTTGCTACTAGGTGTTTTAATGTTAAACAGAGGTCTTTTGCTTTCGGGCTTCAATACA -AGTGTAGTGCTTGGTATGTCAGCTTCTGGCAGCGGGGTTGCAAAAATAGAGGGAAACGTTCAGATAGTTA -ATACCAAGCTTGACTCTGGCAGGTACAGCCCTATAATAGTTCAGAAAGGTATTCCCGTAAAATGGATAAT -TACTGCGGATTCAAGCGACATTAACGGTTGTAACAACAGCATAAACGTACCTGAATACAACCTTGAAAAC -AAGCAATTGAAGGCTGGACAAAATGTTATTGAATTCACCCCCGGCGAAGAAGGGAATTTTGTATACAGTT -GCTGGATGGGAATGATTACCAGTAACATAAAGGTTGTCAGCGACCTGTCATCTGTCAGTGATGAAGATAA -ACAGGCGACAGCGATTCACAGGGTAAGGTCTCCGGTGCGGGAGGCTGCTGTGGTTAGTCTATTATGAGAT -AAAATCTATAAAGGAGCGATAAAATGGACAGAAAAGAATCCCTAAAAATCACAGGTATGAGCTGTGCAGC -TTGTGCAGCAAGGATTGAAAAGGGTCTTAATAAGCTTGAGGGAGTAAAGCAGGCAAATGTAAATTTTGCA -GTAGAAAAAGCGACAGTTGAGTATGATGACAATCTGACCGACCTCGGCAAGTTTCAGGAAACAATAAAAA -AACTTGGTTATGGAGTTATCAAGGAAAGTTCTAAATCAGGAAACAAAGTAGAATTGAAGCTTACGGGGAT -GTCCTGTGCGGCATGTTCTTCGAAAATCGAAAGAAAGCTTAATAAGACCGAAGGAATTGCCAAGGCAGCC -GTTAATCTTGCAACGGAAAAGGCAAATATTGAATACGATCTGTCAACGGTTAAAGTATCAGACATAATAA -AGACAATTGAGAGACTAGGCTATGGGGCGGAAAAAGCAGAGGAGGTTAACAGGGATACTGAGAAAGAGCA -AAGAGAGAAGGAAATAAGATCCTTGAAACTTTCACTGATTGTATCAGCAGTACTTAGTGCACCTCTCGTA -CTTGCAATGATACTCGGAATGTTGAAGCTAGACAGTCCTGTACTTTCATTGTTGCATAATGAGTATTTTC -AGCTGATAATAACAACTCCGGTACAGTTTATAATCGGTTTCAGATTTTATAAACATGCCTATTATGCGTT -AAAATCAAAAAGCGCCAACATGGATGTATTAATAGCCATGGGTACATCGGCTGCATACTTCTTTAGCCTT -TACAATGTTTTCTTTGAGGAAGTTCAAAAAGGTATGATGAAAAACCTTTACTTTGAAGCAGCCGCAGTTA -TTATTACACTCATTCTGTTGGGAAAGTATCTGGAGGCGGTTGCAAAAGGCAAAACCTCTGAAGCTATTAA -GAAGCTTATGGGATTGCAGGCAAAAACGGCCAGAGTTCTTAGAAATGGCACGGAGGAGGACATACCTATA -GAAGATGTTCTACCGGGTGACATTGTTGTAGTAAGGCCGGGAGAAAAAATACCCGTAGACGGTAAAATAC -TGGAGGGTAATTCATCCATAGATGAATCCATGCTCACAGGTGAAAGTCTACCTGTAGAGAAAAAAGCAGG -TGATTTTGTAATTGGTGCCACTATAAACAAATTTGGAACCTTCCGTTTTGAAGCCACGAAGGTAGGCAAA -GATACCGCTCTGTCACAAATAATCAGGATGGTTGAAGATGCCCAAGGATCAAAAGCTCCCATTCAAAAAA -TTGCCGACAAGGTTTCTGGTATATTTGTTCCTATAGTTGTAGCAATTGCATTATTGACCTTTGTTATATG -GCTGTTTGTAACAGGTGATGTGACAAAGGCAATAGTAAGTGCAGTAGCTGTTCTGGTAATAGCTTGTCCC -TGTTCGCTAGGATTGGCGACACCTACTGCAATAATGGTAGGTACGGGGAAGGGGGCGGAAAACGGCATAC -TAATAAAAGGCGGAGAACATCTGGAGATGGCTTATAAGTTAAACGCTGTAGTTCTTGATAAAACAGGTAC -AATTACAAAAGGAGAGCCGGAGGTTACCGATATAGTAGTTCTGGACAATACCTATGAAAAAATGGAAATA -TTAAGACTTGCATCTATCACGGAAAAAAGCTCCGAACATCCCTTGGGCGTTGCAATTTATGAATATGGTA -AAAAGGAACTTGGTAAAATCAATGACCCTGACAAATTTGAAGCAATACCTGGCAGAGGCGTACTGTCTGT -TATAGATGGTAAAACTATCTATATCGGTACCAGAAAGCTTATGAGAGAACAGGGTATTGATATTGCAAGT -GTTGGAGCTGGCATTGAAAGGCTTGAGGATGAAGGTAAAACAGCAATGCTGATGTCTATAGACAACAGAC -TTACCGCCCTTATTGCAGTAGCCGATACGTTGAAGGAAAGTTCAAAGGAAGCAATTCAGGAATTGAAGAG -TATCGGTATTGAGGTATACATGATTACTGGTGACAATAAAAGGACGGCTAATGCTATTGCAAAGCTGGTT -GGAATAACTAATGTACTTGCAGAAGTGCTTCCCGAGAACAAGGCGGAGGAAGTTGAAAAGCTTAAGGCAA -GCGGAAAAATAGTAGCAATGGTTGGTGACGGAATTAATGATGCACCTGCTTTAGCTACAGCTGATATAGG -AATGGCAGTAGGCACAGGTACTGATGTAGCCATTGAAGCAGCAGATATTACTCTTATGAGGGGAGATTTA -AGAACCATTCCTGCTGCAATAAGACTTTCCAGAAAAACAATGAACAAAATAAAACAAAATCTTTTCTGGG -CATTCTTTTACAATATTATAGGTATACCATTTGCAGCACTAGGATTACTGAACCCAATGATTGCAGGAGG -AGCAATGGCATTCAGCTCGGTGTCGGTAGTAGCGAATTCATTGAGCCTTAAAGGCTTTAAACCTATGGAA -ACCCGGAAGAAAAATAATTAGCAAACATTACTAATACTTTGACCCCACCAAGTGCCATAATTAATTCGAA -TTATATATAGTCGCTGTTTATATTTCCGGCATATGAAGGGAGGTGATATTAAGGTAGGTTGCCGAAATGA -AAGGAATATTCATTTAAATTCTTTCATTGAAACTAAGCAGTGTACAAAATATGCTGAATCCTTGTGATTT -ATGACGAGGTACGGAGGAACCAAGAAAAGGGGGTTAATCCATTTTATATGGTAGGGTGATCCTATTACCC -GAACCCGGCAGCTAACTTCGGAAGCACAGTATAGGAGGAATAATGGTACAAAAGATTAACAAGGTACTTG -TGGGATGTTTTATAGTTCTTTTTCTTGCATTCGCATCTACAGCCGTTATGGCTGCCTCAATGCCGGCAAA -AATCACAGGTACAAATGTCAAAATGAGAAAGGCACCAACAACAGCTTCCGTCATTGTAACCAAACTGACA -AATGCCAAAGTAACTGTTACCGACCATTCAAAAGGCTGGTACAAAGTTTCATATAATAAGAAAACCGGTT -GGGTAAATGGAAATTATGTGAGATTACAGTCTACAAAAGGAATTATAAATGCAAATGGTGTAAATTTCAG -GAAAAGCTCTGGAACTAACAGTAAAGTTATAAGCTCACTAAAAAAGAATACTTCCTTACAAATTTTAGAT -ATTACAAAAGGTTGGAACAAGGTTAAGATAGGATCAAAGGTGGGTTATGTATCATCAAAGTTTGTGAATA -TATCAGCTGCAAGCGAAAAAACCTCCAGATCCGGGAATGTTGTAGCATTTACAGCTGGTAATGATGATGG -CTCTATAAACAGCAAAATAATTGAATACGCCAGAAATTTTGAAGGGGTTAGGTATTCATACGGAGGTGCA -AATCCACAAACGGGATTCGATTGTTCGGGCTTTGTAGGTTACGTATACAAAAAATTTGATGTCAAGCTTA -ACAGATCCGCCCAAGGTATGTATTCCAACGGAGTTAAGGTTTCAAAGACCCAGCTAAAGCCAGGCGATAT -CTTGTTTTTTGATGCTTCATCCCGTAAAGCGGCTGGACAAATAGACCACGCAGGAATTTATATTGGTGGT -AATACCTTTATTCACGCATCTTCATCCAACGGAAAAGTTCGTGTACAAAAGCTGTCTGAATACAGGGGTA -CTTATATTGGAGCAAAAAGAGTAGTATAAAAATCTATAAAGAATAATTTATAGCCACAAAATTGATTTTA -ATTTTGTGGCTTTTTGTTATGGGCTTTAGCCTGTTGAGTATGTTGGAGTTTCTCAACAGAGAAACGGAGA -CATACGAAATAATAAACCACCCGCTATGCGGGTGCGCGACAGTAGTTATACAAAAAAATCACCTTTTCGT -TAAAATAGAGTTGTTCAAGCTGCTAGATTAACGAGGGAAAAGGTGATTTTAATGGCAAATAAAGAAAATA -GTTTAGCACATACCAAATGGATGTGTAAGTATCACATAGTATTCACTCCAAAGTATAGACGAAAAGTAAT -ATACAATCAATACAAACAAAGCATACGAGAAATATTGATACGATTATGCAAGTATAAGGGAGTAGAAATA -CTTGAAGGGCATCTAATGCCAGATCATATACACATGTTAGTAAGTATACCACCAAAGATATCAGTTTCAA -CATTTATGGGTTATCTTAAGGGAAAAAGTGCATTGATGATATTCGATAAGCATGCAAACCTAAAGTATAA -GTTCGGAAATAGACATTTTTGGGCAGAGGGCTTCTATGTGAGTACTGTAGGGCTTAATGAAGCAACTATT -AGAAAGTATATCCAAGAGCAGGAAAAGCACGATATTATGGTAGATAAACTAAGCGTGAAAGAGTATGAAG -ACCCCTTCAAGGGGTAGCAAGTAGTAAGTTGTCCCTTCAGGGGCGGCAAAGGTGGCAAAGGCAATAGTAG -CTTGAACAAAGTGAAAGCCAGCGTCTTGAGGCGCTGGCCGGTAACAAGCCCTTATAGGGCTAACACAAGC -CACCCGTTTTACGGGTGGTTTTGACTTACTAAAATTAGATAGTCAAAACATAAATCAAAATATTCGTTGC -ATTTGCAACAACACTGGTAATAGTTATCTTGTATCATAATAATTATTATTAAAGCCATGAGACTATTATT -CGGGAGGGATTTAAAAATGGGCATGTTTTGCTATCAATGTCAGGAAACTGGGAGAAACAAGGGCTGTGAA -TTTGGCGGTGTTTGTGGAAAAAGCGAAGACCTTGCAGATTTGCAGGATCTTTTAATATATACTCTTAAAG -GAATTTCGGAAATTATAATAAAAGGAAAGCTAGATATTAAAAATATCTCTTACGTCAACCACCAAGTTAT -AAAAGGTTTGTTTATGACAATAACAAACGCAAATTTTAATGACGATGTTATTATAATGAAAATAGAACAA -ATGCTTTCTATCAGAAATGAACTTAGAACAAAAGTATCTGTGAAAAATCTCCATGATGCAGCCACCTTTG -AAATTGAAACCATGAACGATATGGTATATAAGGCATCATACGTGGGTGCAGTACCCAAGGACAAGGAGGA -TGTCAGGTCTTTGAAACACCTGATTTTATTTGGGATAAAGGGGCTGGCTGCATATACTTACCATGCATTG -AATCTCAGGAAGGAAATGGAAAAGCTATACGCAATCATATATGAAGCACTTGCAGCAACACTGGAAACAG -ACCTTACCATTGAATACCTTGTTGCCCTCTCTATGAAGGTGGGAGAAGCAGGAGTTAATGCAATGGCGCT -TTTAGATGAAGCAAACACTTCCCAATATGGTAATCCGGAAACAACAAAGGTAAATATAGGAGTAAGAAAC -AATCCCGGGATTCTTATATCAGGCCATGATTTGACCGACCTCGAACAGCTTCTTGAACAGACCAAGGGGA -CAGGAATTGATGTTTATACTCATAGTGAAATGCTGCCGTCGCATTACTACCCGGCATTTAAAAAATATGA -TAATCTTGCCGGAAATTATGGAAATGCGTGGTGGAAGCAGGAGGACGAGTTTGTTTCGTTTAACGGGCCA -ATCCTTTTTACCACAAACTGCATAGTTCCACCAAATAGCGAGGATGTAAGGTCAAGAATCTTTACCACAG -GAATCTCGGGGTTTCCGGGCTGTGTTCATATAGAATCAGATTCTAACGGTAAAAAGGACTTTTCAAAAAT -AATAGAACTTGCAAAAACTATGAAACCACCTGTAGAGATTGAAAAAGGAAGTATAGTTGGGGGATTCGGA -CATAATCAAGTTTTTGCTTTATCTGATAAAGTGGTAAATGCAGTTAAAACCGGAGCGATAAAAAAGTTTT -TTGTAATGGCCGGGTGTGATGGAAGAATGGAAAGCAGAGAATATTATACTCAATTTGCTAAAAAGCTTCC -AATGGATACAGTAATTCTCACAGCCGGTTGTGCTAAATACCGTTATAACAAATTAGGTCTTGGAGACATC -GGAGGAATTCCCAGAGTGCTTGATGCAGGACAGTGCAATGATTCATATTCACTTGTAATGATTGCATTGA -AATTAAAAGAAGTATTTGGACTTCAGGATATAAACGACCTTCCAATTGTATATAATCTGTCATGGTATGA -ACAAAAAGCAGTATTGGTTCTTCTTGCCCTTTTATATCTGGGAGTCAGGAACATTCATCTTGGCCCTACG -CTGCCTGCATTTTTATCTCCAAACGTTATAAAAATACTTGTAGACAATTTCGGTATTGCGGAAATTGGAG -CAGTAGATGATGATATTAAACTGCTCATGGAAATATAGCTTATATTAACCATGGGATTAAATGGTAAATA -TTCATAAACATTTCGAAAAAAATTCAACTTTGTTTGTGGAAATTGTACCAAATAGTAGATAATGATTGAA -TATTATGATATAATTGGAAAAGTAACAAAAAATTTATAAGAAAGGAGGAAAATAAATGAAAAAGAAAATA -ATGAGGGCCTTAACCTTGGGTCTATCAATCGTGTGTTGTACCTTTGCTTTAAATGTACAGGCAGCAACAA -CCATTACTGAGAATAAAACCGGAACCATTGACGGATATGACTATGAGTTGTGGAAGGACAATGGTACTAC -AAGTATGACTTTAAATGGTGGCGGTAAGTTCAGCTGCTCATGGAGTAATATCAATAATGCATTATTCCGT -ACAGGTAAAAAGTACAATGAGACACAAACTCATCAGCAACTTGGAACTATCTCGTTGGACTACGCATGTA -ACTACCAACCGTCAGGTAATTCATACTTGTCTGTCTATGGTTGGACAAGCAGTCCCCTTGTAGAGTATTA -CATCATCGAGAGCTGGGGCAACTGGAGACCGCCTGGAGCTCAATCAAAGGGAACCATTACTGTTGATGGT -GCTACATATGATGTATATGAGACTACTCGTGTAAACCAACCTTCAATTAAGGGTACTGCAACTTTTCAAC -AGTATTGGAGCGTTAGAACGTCAAAGCGTACAATCGGAACCATATCTGTAAGTGAACACTTCAAGGCATG -GGAAAAGATGGGAATGACAATGGGTAAGATGTATGAAGTTTCACTCGTTGTAGAGGGATACCAAAGCAGT -GGCAGAGCTGACGTTACTACCATGAGTATAAACGTTGGCAGTCAGCCTCCGCCTGTTACAAAAGGTGATT -TAAATGCTGATGGAAGTATAAATGCATTGGACATTGCAGCACTTAAATCTCATTTGATAGGTGCTACTAA -ACTATCAGGAACAGCTCTTTCTAATGCTGACGTTAATGGGGATGGTCAAGTAGATGCTCTCGATTTCGCA -ACAATGAAAAAGTTTCTATTAGGCATGATATCTAAGTTCTAAGATTAGTAGTATTATGCTATAAACCTAA -ATGAGCATCGCAAACCTAAAAGGTCAGCGATGCTCATCTTGACTATGGGCAAAAAAGACAATTGTCCTCT -AAAATATTATATTTATTGTGATGTTAAACTGACGTGTAAATATTTTAAGGAACTTTTATTGCGTTTAATA -CCGATTCATTTTTTACTACTTTATATTTTTTATCTTTTCTCCAAGCACTTAGATTATCATCATATTTTTT -AATAATGTAGCTGCTTTTTATATCACTTTTTAATTGGTTAAATGAGTAGATTTTCATCAGCTTCATTACA -TGGAAGCCGTAGGAAGTTTTTATAATACCTGTATCTCCAACTTTCCTTGAAGGGTTTACTGCCCAGTTCT -GGAATTCAGGTACAAATTGGTTGTTGTTCATTACTGTGTATTTTCCGCCTGTCTCTTTAGAACCAGGATC -TTCTGAAAGCTCTTTCACAAGAGCGGCAAAATCAGAATTGGGACTATTAATCTTTAATAAGGTTTCTTCT -GCTTTTTTCTTTGCCTCTGCTTCTTTTTTAGGTGTAGATTGATTGTTTTCGTCTGTAGTCAGAAACAGTA -TATGTCCTACAACTACCTTATAAAACAAATTTTTGTTACTATTATAATATTTTTTAAGCTCAGTGTCGGT -GCAATTAAATTTTTTTTGTGTTTCTGATGCAAATTTTCTTACTATATAGACGTTATTATAGAAACTTTTG -AATTGTGCAAGGGTAAATCCTGTTTCATTTTTAATAATATTTTCCTGATCCTTAGTCGTTGAAGCCAGTG -AATTCAAGTATGAGTTCATATTACCGTTGAATTCATCCATTTCATTTTTTGTTAATGTAATTTTAGCATC -TTTGGCCTTAGAAAGTTGGATTTTAAAATCTACGATGTTATCAAGAGCTATTTTTTTTGCATATTCCGAT -GCCTTCATATCGTTAATCTTTGCATTCCAATCAACATTGTAAGAATTAAAATAGCTTTGTATCATTGAAA -TTGCATCTCTAAGGAAAAAGTTGTATTCTTCCTTGGAAATCTTGTCAGTTCCCACCTTTGCAACATGTGT -TTCTGGGGTGGCTGTCTTTGCAGTTGCTGCAAAAGTATTTGATGCCGGAATAATCGACGTTAATACCATT -GCAACTGTAATAAGTGCATTTACAAACTTCCTATACATTTTTACCTCCTGTTATTAACCGCTCTGCGGCA -ATATAATAATGTTAAAAAAACCCACTATATATAATTTCACACTATACTTCCAAAATCCTTTAATATAAAT -TAAAAAATTACTTTTTTTATCAATTGTAAGAACCACAAAAATGTAATAATATATGTATATAAATCTATTT -TATGACATTTATGTAAAATGACATAAAGTAGTTAAAAATTAAATTATAGAAAGGAGGGATTAAAATGGAT -AAAAATAATTTTTTAAAGGTCTTCTTAGTATTGGCATTGGCAGCACTGATACCTTTAATACCAGCTGCAA -ATGTTCCTGCAAATGCCATGTTGGAAGAAGGCATAAAGTATGAATTTGAGAACGGTGTTCAGAAAAATGC -TGAAATTCATACGGACTATGTAGGAAAAACTGATGACGGCCTGACATTCGACTTGAGCGGTGCAACTTGC -AGTTTCATTGGGCAGAAGGGGACAAGCACTTCTGTTAATGTTGACATTGACCAGACAGGACTTTACGAGT -TAGTAGTGCGGTATGCACAGCCATATGACAAGACCAAGAAGGTACAGTATCTCAATGTCAACGACTCCAA -TCAGGGAGAGGTTAGCTTTCCGTATACTCTCAGCTGGAGGGAAATGTCTGCAGGGATTGTCAAGCTCAAC -AAGGGTACAAACAATATTGAATTTGAAGGCTACTGGGGATACACTTTTTTTGACTACCTAATTGTTAAGC -CGGCAGATGAAAGTATTACGAGTCTGAAAGTTGAAAAAAAGCTGGTAAACCCTGATGCTACAAAAGAAGC -AAAAGCACTTATGAGCTACCTTGTTGATATGTATGGAAAGCACATAATTTCAGGTCAGCAGGAGCTATGC -GGGTCTCACAACTATGAAGAATCAGAGGCAGAATTTACCTATATAAAGGACAAAACAGGTAAAATGCCTG -CATTAAGAGGGTTTGATTTCATGAACTACAGAGGCAATGGCTTGTCATGGGATGATCTTTGTGCCGAACG -TGTCATTGACTGGTACAAAAATAAAGGTGGCATACCTACAGTTTGTTGGCACTGGTTTTCACCTGCAAAT -ATCGGCAAAAAAGCTGATAACAGCTTCTACACCGAAAGTACAACTTTCAGTATATCAAAGGCTTTGACAC -CGGGAACAGCTGAAAATACCGCATTGCTTAATGATATTAAAACTATGTCAGAGAAATTCAAACAGCTTCA -GGATGCAGGTGTTCCAGTACTTTTCAGACCACTTCATGAGGCAGAAGGAGGATGGTTCTGGTGGGGTGCT -GAAGGCCCGGAGAATTGTGTAAAGCTGTACAGACTGCTATTCGACAAATTTACTAATGAATATAATTTAA -ACAATATCATATGGGTTTGGACATCCTATACATATGATACATCTTCAAAATGGTACCCTGGTGACGATGT -TGTTGATATTCTTGGTTATGATAAGTACAATGCCAAGGATGGATTGCCAAACGGAAGTGCTATTTCTTCA -ACCTTCTATAATATGGTTAAGCTCACCAACGGTAAAAAGCTTGTTACAATGAGCGAAAATGATACAATTC -CGCAGGTTTCAAACCTTACAAATGAGATGGCCGGATGGTTGTATTTCTGTCCTTGGTACGGATGGCATCT -TACAGGAGAACAGAATAATCCGGTCGATTGGCTTAAACAAATGTATACCAGCGATTATTGTATTACCCTG -GACGAGCTTCCAGATCTAGAAACATACCCTTTCCCGTCAGACGGTGATATTCCCACAATCATGTATGGTG -ATTTAAATGAAGACAAATTAATCGACGCAATAGATCTTGCTTTATTAAAAAAATGTATACTTGAAAATAA -TCAGAGTTTAAAGTCAGCAGATGTTGATGGTAACGGTTCTGTAGATGCTATAGATTTTGTATATATGAAG -AAATTTCTGACTGGTGAAATTTCCGGCTTTCCGGCAAGTGGAAAGTAATTGATTTTTTAATTTAAAGAAA -GGAAGATATAATATGAAAAAAGGAAGGATTTTAAAGGTAACAAGAGCTTCCATAATGAGCATTGTTATTC -TTGCTATGCTTGCAACTTCGTTCACTGTAATGAATGTAAGTGCAGCAGGTACAGAATATAACTATGCAAA -ATTATTACAGTACTCACAATATTTTTATGATGCTAATATGTGCGGTACAGGGGTTGGCGAAAATAACCAA -TACACCTGGAGAAATGACTGTCATATATACGATGCAAAACTCCCGTTGGATTCAAAGAATACAAACATGG -CAGATAGCTTTATCAGGCAGAATAAGAGTGTGCTTGACCCTGACGGAGATGGAATGGTTGATGTTTCCGG -AGGTTTTCATGATGCAGGTGACCATGTAAAATTCGGAATGCCTGAAGCTTACTCTGGTTCAACACTGGGA -TGGGGCTTCTATGAATTCAGGGATCAGTATGTAACAAGCGGGCAGGACAGCCATATTAAAACAATTTTAA -GATATTTCAATGATTATTTTATGAATAGTACATTTCTTGATTCAACCGGAAAGGCTATAGCATTCTGCTA -TCAGGTTGGCGACGGAGATGTGGACCATGCATATTGGCAAGCACCTGAAGTTGATGAAATGTTCAGAAGA -GGTTGGTTTGCAACTGATGAAATGCCTTCAACAGACTGCGTTGCAGCAGCTGCGGCTTCACTTGCTGTCA -ATTACATGAATTTCAAGGATGAAGACCCTGCGTATGCAGAGAAGAGCCTTAAATATGCAAAAGCCTTATT -CCAATTTGCAGAAAGATGTCCCACCAAATCAGTAAACATAGACGGACCTAAAGGATATTATACATCCTCA -AAATGGCAGGACGATTACTGCTGGGCTGCATCATGGCTGTATTTGGCAACAAAGGATGATCATTACCTTG -ATGAAACACTAAAGAATTTTGATTATTATGCACCATCATGCTGGACACATTGCTGGAACGACGTTTGGGC -AGGTACAGCATGTATCATTGCTGAAATAAATGATTTAATTGATAAAAATGGGCAAGTCTTGGAAGATAGA -TACAAAACACTAACAAATAAGAGTCCATATGAAGAAATTGATTTTTGGAGTCAGATAGCAAAGTTAGTAG -ATGGTTGGATGACAGGCAAAAATGTTACACTATCACCTGGTGGATATGCTTTCTTAAACCAGTGGGGTTC -TGCAAGATACAATACGGCTACCCAGCTAATAGCACTTGTTTATGATAAGAATCATGGTGATACACCATCA -AAGTACAGCCAATGGGCTAAATCACAGATGGATTACCTGTTGGGCAACAATCCGTTAAACCGTTGTTATG -TAGTTGGATACAGCGATAATGCGGTAAAATATCCACACCATAGAGCTTCATCAGGCTATGCCACGGCTGA -AGGAACAAGTCCTCAAAAATATGTTCTTTACGGTGCATTAGTTGGCGGACCTGATGCCAGTGACCAACAT -AAAGATGTTACGTCAGACTACATATATAATGAAGTAACAATAGACTATAATGCTGCATTTGTTGGAGCCA -GTGCAGGTATTTACAGATACTTTGGAAACTCATCAATGCTGGTTACACCTAATTTCCCACCACCGCCAGC -TGAAGATGATCCTGAAGACCCCTCAGGTTCCGCGTACTGGGTGGAAGGTTTCTGTGTGGATGTAGCTCAA -TCTGACGGACCAAAAGCAACTGAAGTTACCTTATATGTAAAATCAAATGTTTCAAAAACTTCAAAAAATA -TATCAGTAAGATACTACTTTGATTCTACAGGTATGACATCACTTGATCCTAACAAAATAGAAATGAGACA -GTTGTATGACCAGACAGCTGCCGAAACCGATTATGCTGCTGAATTTTCGGGGCCGCACCTCTACAAAGAT -AAGATTTATTATGTAGAAGTAAAATGGCCTAATTATGTAATTGCAAATTCCAATAAGAAATATCAGTTTG -CTATAGGTACATATGCTTGGCAGAATTACTGGAATCCGACTGATGACTGGAGTCATCAGGGATTAAAGGT -TGTTGAGGACAGTTGGAAAGGAACACCTGAAAAAACAGACAATATCTGTGTTTATGACAACGGCGTTCTA -GTTGGTGGTATCGAGCCTGATGGAACTACACCGGGCGGAAACACTCCCGATCCAACAATTAAACTGGGCG -ACCTGAACAACGATTCAGCAATTGATGCTTTGGATTTGACACTTTTAAAAATGCACTTGTTAGGACTTAA -AATACTTACAGGAGACGCTCTGAAAGCGGCAGATATAGATGCTAGCAGCACAGTTGATGCAATCGATTAT -GTTCAGTTAAAGAAAATTATACTGACACAAGCAGTATAAATAAAAGGTTGTAAAAGGACACTTTAGGATT -GTTGGGGTTATATAATATTTTAGGAGCATTCCTGTAAGTAAGAAAAATGGTCTTTGAAAAAATTAATACC -CTCACGTAAAATATGAAATGTGCTGAACACCACAAATGAAGGCACAAATCAAATAAACGGAGGGTAACTA -ATATGAATTGTACACAAAACAATAAGTTAATGCAAATCACACCTGAAACAATGGTGGTTGGAGTAGATAT -CGGTAGCGAGGTCCACTTCGCCAGGGCTTTTGATTTCAGAGGATTTGAATTTTCTAAAAGAGCATTTAGG -TTTGAGAATACAAGAGAGGGTTTCAATGCCTTTGATATTTGGGTTACAGACCTGATGAAGAGAAATCAAA -AGACAAAAACATTCGTAGGAATGGAGCCCACCGGGCATTACTGGTATGGGTTTGGAAGTCACTTGCAGAA -CATGGGTGTAGAGTTTGGTATGGTTAATCCTTACCATGTAAAACGCTCAAAGGAACTAGATGATAACACC -CCAAGCAAGCATGACCGTAAAGATCCAAAAACGATTGCAATGCTAGTCAAGGACGGAAGATATCTAATAC -CGTACATGCCTGAAGGTGTATATCGAGAAATAAGAAATCTGATGGAATTACGCAGGCAAAATGTTGTGCA -GTTGATTAGCATACAAAATAGAGTAAAACGATGGTTAGCAATATACTTTCCTGAGTTTAGTACTGTTTTC -AAGAAATGGACTGGAAAGGCGGCGTTGCTTACACTGAAGCATTTTCCTACTCCACAGGCAGTAATTAAAA -CAGGTGAGGAAAAAATAGTAGCAACATGGAAAGAGGAAGTCAAAAGAGCGGTTGGACATAAACATGCCCA -GAAGCTCATAAAAGCAGCAGAAGAATCCATTGGACTAAAGCATGGTCTGGAATCAGCAGTTCTGGAGATT -GAAACTCTTCTAGACGAATATATGATTCATGGTCACAGGCTTGAGCTGATAATGCAAAAAGTAGAAGCAC -AAGTAAAAGAAATTCCGAGTGCAAGTATGCTTTTAGGTATAAAAGGAATAGGAATTGTAGCTGTGGCAGG -GTTCTTAGGTGCTGTAGGAGATATTAGTAGATTTGATGCTCCAGAGCAAATAGTAAAACTATTTGGGTTA -AACCTAAGAGAAAACAGCTCTGGCAAGCATCAAGGCAAAACAACAATAACCAGAAGGGGACGCTCTGACG -GCAGATATGCCATATTTCAAGCAGTATTGCCATTAGTAGCTAGAAACCCTGAATTTAGGCAGTTGCACCT -ATACTACATTAATAGAGATAACAAGCCACTTAAGAAAATGCAGTCAATAGTAGCCTTATGCGGCAAGTTG -ATAAGAGTATTTTATGCAATACTAAAAACAGGTAGCCACTATGATGCTGAAAAGATGATGAACGATATTA -AAAGACCAATGATGAAGGCAGCATAGCCTACTGATTTGAGGACTATGCCATAAAGAATCTGAAACCAATG -ACTGCGAGTAACGGATATATGGTAAGAAAAAGTGATGTTTAAAGTGTATCGATTAGTTTTAGAAGAGCAT -TGACAATTGAGAGCCGGGATAGTCAGGTTGAATATTTTCCATTAGGGCACGACCCAGTTTAGGAGCATGA -CTGACATTCCACCTCTGGACAAGACAGGACGAAGGAATTTAGGGCATGACCCAGTGAGACATAGGAGGTT -TGTCGCCAGAGACATGTGGAAGCCATTGGCGTGATAGCAAAAAACAAGCGCAGTCTAGCCGAAGGCTAAC -CAGTATAATCCAGTATTATACTAATACAGAATATTTATCCAAATAACGCTCTCGGGTTGATATGAAATTC -TAAGATTAAGCGAGATAATACGAGTAAATGAAAGATATTATAAGGAGGTAAGGTTGGATGGGTTTATTAA -CTTCTGAAAGAAAGGGAAAAACAAAAGCAAGAATTGCATGCTTTTTTATAAGTGGTATTCTTGCAACATC -CGGGTGTATTATCCCCGGAAATTTTAATCAAAATGTATATGCGGCAAGTACATCTCCCGGGGATTATCAG -CAGGATTCCCGCATACGTCTCAACTCTATCGGTTACCTTCCCGAAGCCGAGAAAAAAGCAACAATCGCAG -CCTCAAGCAGTGAATTTATTGTAGTAAATTCAAGCGGAACAGCTGTTCTCACAAGTAGAACTACATCTGC -TTATAATACTGATACTAGTGAGCAGGTTAACATTGCTGATTTTTCATCGGTAAAGACGGAGGGAAGTTAC -ACCTTGCTGGTGCCGGGAATAGGTAAGAGTGTAACATTCAAAATTGATAAAAACATTTACGCGAATCCCT -TTAAAACAGCTATGCTAGGAATGTACCTCTGGCGCTGCGGGACGTCAGTTTCCGCAACTCATAACGGTAA -TGTATTCTCTCATGAGACTTGTCATACCAAAGATGCATATACAGACTATATCAATGGTCAGCATAGCATA -AAGGATGGTGGAAAGGGCTGGCACGATGCCGGGGATTACAATAAATATGTTGTAAATGCCGGTATTACAG -TAGGTTCCATGTTTTTTGCATGGGAGCAGTTTAAAGACCAAATAAAAGAAATTTCCTTGACAATGCCGGA -GAGTAACAATTCAATGCCGGACTATTTGGATGAACTGAAATATGAAACCGATTGGCTTTTAACCATGCAA -TATCCCGACGGAAGCGGGAAGGTAAGCCATAAGCTGTCTACCAAAGACTTTGGTGGATTTGTGCTACCTG -AAAAAGAAACTACGGACAGGTTTTTCACTCCATGGGGAAGTGCTGCAACAGCAGACTTTGTTGCTATGAT -GGCAATGGCTTCAAGAGCATTCCGGCCGTATGATGCAGCATATGCCGACAAATGTATTGCTGCCGCAAAA -GTCAGTTATGCATTTTTGAAAGCAAATCCTTGGAATACAAAACCTGATCAAAGCGGTTTTACTACCGGTG -CTTATGATACCACAGATACTGACGACAGACTTTGGGCAGCTGCAGAGATGTGGGAAACTCTTGGAGACAG -CAGTTACCTGGCAGATTTTGAAGCGAGTGCAAATACCTTTACCAAGAAAATTGACGTTGATTTCGATTGG -GGAAATGTAAATAATCTTGGAATGTTTACATACCTGTTGTCTGAGAGGAGCGGAAAAAATCCTGCACTTT -ATAATACAATTAAGAGTGCATTGATTTCTGCAGCTGACAGTATCGTTGCTATTGCTGACGGACACGGTTA -TGGAAGACCACTAGGAGCTACCTATTACTGGGGCTGCAACGGTACCGTAGCACGACAGACCATGATTCTT -AATATTGCGAATAAGCTATCACCAAAGTCCGAGTATGTTAATACATCTCTGGATGCATTAAACTTCCTGT -TTGGTAGAAACTATTATAATCGTTCCTTTGTTACAGGCCTTGGCCTAAACCCTCCAATGAATCCACATGA -CAGACGTTCAGGTGGTGATTCCTTAAAAGATCCTTGGCCCGGGTATTTAGTAGGTGGTGGTTGGCCGGGA -GCCAAAGACTGGACGGATAATCAGGATAGTTATGAGACCAATGAGATTGCAATCAATTGGAATGGTGCAT -TGATTTATGCTTTGGCTGCATCTCTTGACACCATGTCTGATACTCCTGATGTACTATCCGGAGATATAAA -TATGGATGGAAAAGTGGATGCTATTGATTATGCATTGCTGAAACAGAGCATATTAGGTTTGGCCAATTTA -ACAGGGGATGCATTGAGACTTGCTGATGTAAACCATGATAATACAGTCGATGCTTTGGATCTATCAGTTT -TAAAACAGTATTTATTAGGTAAGATTACAAACTTATAATTTGAAAGGTTTTTGAAAATGCAACCAGGAGT -GAAGAAATCGCTCCTGATTGCATTTTTATCTGTATATGCCTCAACAGCATAGTTAGCCATCAGCCATTAC -CCCGCGGTGCTGTTGATTTGCATTTTTTCATAAAAATTCCTCTTTAAAGGTTGTTTTACTACGAAGAGGA -GTTTTTGCAGTCAAATTACTACTGTTGATTTAATTCATTTCCTTGACTTACATAGTTTAATCTGCTATTT -AAATATTGAAGATGCTTTTCCAAGTCGCTGCTCAATTCATTATACATCTGTTTTGCAGATTGATCCTGAG -TAGACTCAGACATTACTTTATAAGTTCCTTTTGCAGCTTCGCAAGCAGCAACTGCTTTTTGTAAATCGCT -TTGTACAGTCATCTATATCACCTCTCCTTCGACAAATAATATTGTAACCACGAATTAATTTTAGAATACA -GAAATTAAGTAAACAAATATTGGATTCATGCTAAACCAAGTATAGACTAAGCACGGAAAATTAGAAAAAT -TGTGTAAACAGCTTACTGATTGCTAAATACTTCAAAAAATTGTATTTCAGTGTAACAACTAGAATTGTAA -TGAATAATATAGCATAAAGTGAACAAATTAATTTCTTGACTATTTATAGTCCATAAGTACGTTGATAAGG -AAATACGATGATGATATACTAACCAAGCTGTCTCGAAAGACAACATTTTAAATTGTTTAAGGTAATATGA -AAATTACCAAAAACTGAAAGTTAAAAAAGGTGTTGACAACATGACAGCAAAGTGTTAATATAAATAAGCT -GCTTGCGGCAAGCAAACAGCAAAAACCTTGCAAAGCAGTTATATTGATGCATACAAGGTTCAAATTGATA -GATGCGAGCAGTACAAGGAAGATGAATTTTTGAGCAACGGAGTTTACTATGGTAAATGAGTAGTGCAGGA -AAGAAATCTGACGAAGTAATGCGAAGTATATATCAATTTGAGATGGACTTTGAAAAGTAAACAGTGAAAT -ATGTAAAGGAACTCGAAAAATTCCGAAATCGCAAAGCGATTTCAAAATTGAGTAACTTGCGAACTTTACA -ACCTGGTTTTTGGAAACAAGAACTAGAAAAAAGTCAGCAGTGTATAAGACGATAGATGCGAGCAGTACAA -GGAAGACGAGTTTTGAGGAGCGGAGTTTACGTGATAAATGAGCACCGGAGAAATGAAGATTGACGCGGTA -ATGCGAAGTATATATCGGCTTATTTAATGAGCTAACAAGCTTATCAAATGTGATAACTATGTAGCAGAAT -TATCTGCGAAACATATAAATTTTAATTTGAGAGTTTGATCCTGGCTCAGGACGAACGCTGGCGGCGTGCC -TAACACATGCAAGTCGAGCGGAGTTACCTTTAGCACTGAGTATTCTTTGATATGATGCTGACCGACAGCG -TCATGCAAAAACAACCTTAATGAATTGTTTAGTTGGAGTTTTTGCATCACGCGTTTTATCAAAGTGTCAA -CACATAATAGTAGAAGAGAATGTTCAGTGCTGAAGGTAACTTAGCGGCGGACGGGTGAGTAACGCGTGGG -CAACCTGCCTGTTACAGGGGGATAACACAGGGAAACTTGTGCTAATACCGCATAACACAACGAGAAAGCA -TTTTCTTGTTGTCAAAGGAGCAATCCGGTGACAGATGGGCCCGCGTCCAATTAGCTAGTTGGTGATGTAA -CGGATCACCAAGGCGACGATTGGTAGCCGAACTGAGAGGTTGATCGGCCACATTGGGACTGAGACACGGC -CCAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGGGAAACCCTGATGCAGCAACGCCGC -GTGAAGGATGAAGGTTTTCGGATTGTAAACTTCTTTAGTCAGGGACGAAAAAAATGACGGTACCTGAAGA -ATAAGCCACGGCTAACTACGTGCCAGCAGCCGCGGTAATACGTAGGTGGCAAGCGTTGTCCGGAATTACT -GGGTGTAAAGGGCGTGTAGGCGGGAATGTAAGTCAGATGTGAAATCCCAGGGCTTAACCCTGGAGCTGCA -TCTGAAACTATGTTTCTTGAGTGCCGGAGAGGAAAGCGGAATTCCTAGTGTAGCGGTGAAATGCGTAGAT -ATTAGGAGGAACACCAGTGGCGAAGGCGGCTTTCTGGACGGTAACTGACGCTGAGGCGCGAAAGCGTGGG -GAGCAAACAGGATTAGATACCCTGGTAGTCCACGCTGTAAACGATGGATACTAGGTGTAGGAGGTATCGA -CCCCTTCTGTGCCGGAGTTAACACAATAAGTATCCCACCTGGGGAGTACGGCCGCAAGGTTGAAACTCAA -AGGAATTGACGGGGGCCCGCACAAGCAGTGGAGTATGTGGTTTAATTCGAAGCAACGCGAAGAACCTTAC -CAAGGCTTGACATATAGCGGAATACGGCAGAGATGTCGTAGTCCTTCGGGACTGCTATACAGGTGGTGCA -TGGTTGTCGTCAGCTCGTGTCGTGAGATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCCTGTTGCTAGT -TGATAACATTAAGATGATCACTCTAGCGAGACTGCCGGTGACAAATCGGAGGAAGGTGGGGACGACGTCA -AATCATCATGCCCCTTATGTCTTGGGCTACACACGTACTACAATGGCTATAACAGAGGGAAGCTAAGCTG -CAAAGTGGAGCAAATCCCCAAAAATAGTCCCAGTTCAGATTGTGGGCTGCAACCCGCCCACATGAAGTCG -GAATTGCTAGTAATGGCAGGTCAGCATACTGCCGTGAATACGTTCCCGGGCCTTGTACACACCGCCCGTC -ACACCATGAGAGTCTGCAACACCCGAAGTCGATAGTCTAACCGCAAGGAGGACGTCGCCGAAGGTGGGGC -CGATGATTGGGGTGAAGTCGTAACAAGGTAGCCGTATCGGAAGGTGCGGCTGGATCACCTCCTTTCTAAG -GAGACAGGATTCGTGCAGAGAAATCTGAGATGAATCGTAATCTTTAGGTCGAGGATAATGTTAGTAAGGC -TTGAGCAAAGCTCGCCGAACATAAAGACATTATCTTAGAGTTTCTTTACAATCACTGTTTAGTTTTCAAA -GCCCATGTAACTATAGATAATAGTAATATGGTGTTTGAATTATTGATGGGCTCATAGCTCAGATGGTTAG -AGCGCACGCCTGATAAGCGTGAGGTCGATGGTTCGATTCCATTTGAGCCCACCATACTAAATTGTAATAG -TTTAGTATAAAGTACCAGTTGACATAACAATGAAACCTGGTATAATTGGAACTCCGCAGTCAGTGTGGTA -ACACAAACAGCTGCGAGGTTTGTACCTTGAGAACTGAATAATGTTATTCAAAGAATGCGTTTCAAACGAG -AGTTTGAAATACGTTTTAAGAAGATGAGAAGACATAGAAATATATATGAAAGTATGTATTTCCGTAAAAG -TAATAAGGGTAACATGTGAAAAGGAGAAATCCTTTGAAACACGTAAAGCAGTTTACGTTGGAACATGCAA -CTCTTAGGAAAACTAACTCATTGATAGGTTAAGACAATCACTTTAAATCAATTACTATGTAATTGAAATT -GAGAATCTGAACAATCGAAGATATTCGATATGTAAAAACGCTAGATGCGAGTAATACAAGGAAGATGAGT -GCCGAGGAACAGAGCATACATGAGTATGTGAGTACCGCAGGACACGAAATCTGACGAAGTAGGACGATGC -ATATAGAGTTTTTAGAGGTCAAGCTACTAAGAGCATAGGGTGAATGCCTTGGCACCAGAAGGCGATGAAG -GACGCGACAAGCTGCGAAAAGCTACGGAGAGGCGCAAATAGCCATCGACCCGTAGATATCCGAATGGGGG -AACCCGGCCGAGTTAAGCACTCGGTCATCGTTACATGAATCCATAGTGTAACGAGGGCATACGTTGGGAA -CTGAAACATCTAAGTACCAACAGGAGTAGAAATCAAAAGAGATTCCGTAAGTAGTGGCGAGCGAAAGCGG -AAGAGCCCAAACCAAAAGATAGCAATATCCTTTGGGGTTGAGGACTGGCATAATGATTCTGATCTCATAG -CAGAATGAGCAGCTGGAAAGCTGAGACCATAGAGGGTAAAAGTCCCGTAAGCGAAATGAGAAAAGACAGG -CCAGAATCCAGAGTACCACGAGGCACGTGAAACCTCGTGGGAAACAGGGTGGACCACCATCCAAGGCTAA -ATACTAACTGGTGACCGATAGTGAAGCAGTACCGTGAGGGAAAGGTGAAAAGAACCCCGGGAGGGGAGTG -AAAGAGAACCTGAAACCCTATGTTTACAAGCAGTTGAAGAGCGTTAAAGCTCGACAGCGTACTTTTTGTA -GAACGGTCCGGCGAGTTATTGTATGCAGCAAGGTTAAGTACTAGAGGTACGGAGCCGAAGGGAAACCGAG -TGTTAACCGCGCGAATAAGTTGCATGCTATAGACCCGAAACCGGGTGACCTACCCATGGACAGGTTGAAG -CGGGAGTAAAATCCCGTGGAGGACCGAACCACATGACCGTTGAAAAGGTCTGGGATGAGCTGTGGGTGGC -GGAGAAATTCCAATCGAACTCGGAGATAGCTGGTTCTCCCCGAAATAGCTTTAGGGCTAGCCTCAAGGGA -AAATCAAACGGAGGTAGAGCACTGAATGGGCTAGGGGCCTTACCGGGTTACCGAACCCTATCAAACTCCG -AATGCCGTAATGATGTTACTTGGGAGTCAGACTATGAGAGATAAGTCCCATAGTCAAAAGGGAAACAGCC -CAGACCATCAGCTAAGGTCCCAAAATCACAGTTAAGTGGGAAAGGATGTGGGTTTGCTAAGACAACTAGG -ATGTTGGCTTAGAAGCAGCCACTCATTCAAAGAGTGCGTAATAGCTCACTAGTCGAGTGAGCCTGCGCCG -AAAATTACCGGGGCTAAACTGTGTACCGAAGCTATGGATCAGCGTGTGTTCCATGGTATATCTAGTAAAG -AAAGCAAAAAGGTAATTTCACGAAAAAACATCCGCAAGGAATCATTCAAGGTTTTTCGTCAAATTACTCT -CAGCTAAATGTGTACGAGATATAGCATGGAGCACACGAGGGTGGTAGGGGAGCTTACTGTTGTAGGTAGA -AGCAAGATCGAAAGGACTTGTGGACGAAGCAGTAGTGAGAATGCCGGAATAAGTAGCGAAAGTAAAGTGA -GAATCTTTACCGTCGAAAACCTAAGGTTTCCTGGGGAAGGTTCGTCCGCCCAGGGTAAGTCTGGACCTAA -GCTGAGGCCGAAAGGCGTAAGTGATGGACAACAGGTTGAAATTCCTGTACTACCGTTAATCGTTATGAGA -GAGGTGGTGACGCAGGAGGATAAGTCAAGCGATCAGCTGGAAAAGATCGTGCAAGCGAGGTAGAAAGTCC -GGTAGGCAAATCCGCCGGATGATTCGAAGACGTGATGCGGAGGGAAAACAAGTACCGAAGTGACAGATTC -CACACTGACGAGAAAACCCACTATCCAGATTAAAGGTACCAGTACCGCAAACCGACACAGGTAGGTGAGG -AGAGAATCCTAAGACGAGCGGGAGAAGCGTTGTTAAGGAACTCGGCAAATTGACCCCGTAAGTTAGCGAA -AAGGGGTGCCTCAAGCAATTGAGGCCGCAGAGAATAGGCCCAAGCAACTGTTTATCAAAAACATAGGTCT -CTGCTAAATCGAAAGATGAAGTATAGGGGCTGACGCCTGCCCGGTGCTGGAAGGTTACGGGAATTGCTTA -GAGAAATCGAAGGCATGAACTTAAGCCCCAGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGA -AATTCCTTGTCAGGTAAGTTCTGACCCGCACGAATGGCGTAATGACTTGGGCACTGTCTCAACAACGTAC -CCGGCGAAATTGTAGTACTTGTGAAGATGCAAGTTACCCGCGACTAGACGGAAAGACCCCATGGAGCTTC -ACTGTAGCTTGATATTGGGTTTCGGTATTTTTTGTACAGGATAGGTGGGAGACTGAGAAGTAGTGGCGCC -AGCCATTATGGAGTCGCCGTTGGGATACCACTCTAAAAGTACTGGAACTCTAACCTGAGACCATAAGCTG -GTTTAGGGACACTGTCAGGTGGGCAGTTTGACTGGGGCGGTCGCCTCCCAAAGAGTAACGGAGGCGTCCA -AAGGTTACCTCAGTGCGGTTGGAAATCGCACAACGAGTGCAAAGGCATAAGGTAGCCTGACTGCGAGAGA -AACACCTCGAGCAGGTACGAAAGTAGGGCTTAGTGATCCGGTGGTATGAAAGTGGAATTGCCATCGCTCA -ACGGATAAAAGCTACCCTGGGGATAACAGGCTTATCTCCCCCAAGAGTCCACATCGACGGGGAGGTTTGG -CACCTCGATGTCGGCTCATCGCATCCTGGAGCTGTAGCAGGTTCCAAGGGTTTGGCTGTTCGCCAATTAA -AGCGGTACGCGAGCTGGGTTCAGAACGTCGTGAGACAGTTCGGTCCCTATCTGTCGCGGGCGCAGGATAT -TTGAGAGGATCTGTCCTTAGTACGAGAGGACCGGGATGGACGAACCTCTAGTGCACCAGTTGTCATACCA -ATGGCACAGCTGGGTAGCCAAGTTCGGCAGGGATAAACGCTGAAGGCATCTAAGCGTGAAACCCACCTCA -AGATGAGATATCCCACTAGCAATAGGTAAGACCCCATGTAGACTACATGGTTGATAGGTCAGGAGTGTAA -GCATAGTAATGTGTTAAGCTGACTGATACTAATAGGTCGAGGGTTTGACCCAAAAGAAAACAGGTATATC -AAAAGTAGAAGGTCTTAAAACTAGAAAATGAGAGAGCTTCAAGTCTTCTTAAAGGATAACATTAATCAGT -TCTGAAGGTACAAAAAGTATCTTAAAAAATGAATACGTCAGAATCAGATTTTCAGATGCAAGCAATACAA -GGCACCGACGAAGCGAGGAACGGAGTTTATATAGATAAATGAGTACCGGAGCTAGGAAGGTAACGAAGTA -GTGCGATGCATATTAAAATCTGTGGATTTTCTGGTGGAAATGACGAGATGGATACACCCGTTCCCATACC -GAACACGGCAGTTAAGCATCTTTGTGCCGATAATACTTGGCTGGAAACGGCCCGGGAAAGTAGGTCTCTG -CCAGATTTATATGAAAACCTCAAGCTTATAGCTTGAGGTTTTGTTTATGTAAGTACGAAAATTGTACAAG -TAGAAATATAATAATAAAAAATATATTTAAAACCCCTTGCAATTATAAAAAAAATGTAGTAATATATTGA -ATGTTGTGGCGTGGCATACGATGACGCAGGAGATTGCTATTCATAGAAATAGGTAACTTTTGCTGAGAAT -GTCCGATTCAAGAAACCGGGCGACAAGTCACTGTACATTTAGAAGTGTAATATAATCGCTTTAAATGCCC -AGGTTAAGTTTGTCCAATTAGGATAAGAACGATCCTGGGTTTTTATATAAAACGTTATGAAACACCCGGC -GTAGTGTACAGACAAAACTTGTTGTACGTGACAAAATCCAACGTACGAGGAGGTTTATGTATGTCAAACA -AACAGAAAATACGTATCAGACTAAAGGCGTTCGATCATCAGGTGCTTGATCAGTCAGCTGAGAAGATCGT -TGAAACTGCTAAGAGGACAGGAGCGAAGGTTTCAGGACCAGTACCGCTTCCTACTGAAAAAGAGATTATT -ACAATCTTAAGAGCTCCACACAAATATAAGGACTCAAGAGAGCAGTTTGAAATGAGAACTCATAAGAGAT -TGATTGATGTTGTTCTACCAACGCCAAAGACTGTTGACGCATTAATGAGGCTGGATCTTCCAGCAGGTGT -AGACATTGAGATTAAGTTATAATTCTCATTAGCTATAGTACTTGATGTAAGTCAAGTAAGTCTACAGTGT -GAGTAGTAGGTCATGTTCATAGAAATATGAACCAATAACCATAGGAGGTAATTTTAATGAAAAAAGCAAT -GTTAGGAAAAAAAATTGGAATGACTCAAATATTTGATGAAAATGGTTTGGTTATACCAGTTACAGTTGTA -GAAGCAGGTCCATTGACAGTTGTTCAAAAGAAAACTGTTGAGACTGACGGTTACGATGCCATAAAAGTTG -GATATGTAAAAGTTGCAGAAAAGAAACTTAGCAAACCTAATCTCGGTCAGTTCAGCAAGACTAAGCTTGC -ACCAATGAAGCATCTGAAAGAATTCAGATTAGAAGATATTTCAGGTTTTGAAGTTGGACAGGAAATAAAA -GCTGAAAATATGTTCCAATCCGGAGATAAAATAGACGTAAGTGGTGTCTCTAAAGGTAAGGGATTCCAGG -GTGTTACTAAGAGGTATGGACAAAGGACTGGTCCTAATACTCATGGTTCAATGTATCACAGAAGAATTGG -TTCTATGGGTTCAGGTACTAATCCGGGTAGAGTATTTAAGGGTAAGAAGTTGCCAGGTCATATGGGTAGG -GAAACAATTACAGTTCAAAATCTTGAAGTTGTAAGAGTAGATAGTGATAGAAACCTTATTCTTATTAAGG -GAGCTATTCCAGGACCTAAAGGTGGATTGCTTGTTATTAAAAATACGGTTAAATCCGGTAAATAATAACG -TGAAGGGAGGAATTAGCACATGCCAAAGGTTGATTTATATAACATGAAAGGTGAAGTAGTTGGAGATATT -CAACTTAGCGATAATGTTTTTGGTACAGATGTAAACAAAGATGCACTTCACGCTGTGGTAGTTAATCAGT -TAGCAAATAGAAGACAGGGCACCCAGTCTACAAAAACCAAGAGTGAAGTTAGAGGTGGCGGCAAGAAGCC -ATGGAGACAAAAGGGAACTGGTCGTGCAAGACAGGGTAGTATCCGTTCAGCACAGTGGGTCAAAGGTGGA -ATAGTATTAGGGCCTAAACCACGTAGCTACAGATACACTCTTCCTAAGAAGGTAAAACGTATTGCAATGA -AATCAGCATTAACATCAAAAGTTTCAGGAAACGAAATTTTTGTACTGGATGCATTAGCATTAGATGCAAT -TAAGACTAAGTCAATGGTAGGAGTTCTTAACAACCTCAAGGTTGATTCAAGTGCTTTACTTGTTATTGAT -TCAAAGAATGAAAACATTGTTAAGTCCGCTAGAAACATACCGGGAATAAAAACAGCATATGTAAATACTC -TTAATGTATTTGATATTTTGAAATACGATAAGTTTATAATAACGAAGGATGCTGTTGAAAAGGTTGAGGA -GGTGTACGCATAATGAGATTGCCACAAGACATAATTATAAAACCATATATAACTGAAAAAAGTAATATGG -AAATAGGTGCTGGTAAGTACACTTTTATTGTTGATGTAAAATCAACAAAGACCGAAATAAAAAAGGCAGT -TGAAGCATTATTCAGCGTTAAGGTATTGCAGGTTAATACCATGAACTTTGAGGGCAAAGTTAAGCGCACG -GGTGTTCACGAAGGACCACGTCCAGCTTGGAAAAAGGCTGTCGTTAAAATCGATACTGATCCAAAGCCTG -TTGAATACTTAGCAAAGGGCGGTAAGACAGTAACAAATAATAAGAAATATAAGACTAGCATCGAGGAATT -TGGCGTTGCTCAGTAATTAGGCTATAAAAGGAGTGAGAAGAGATGGCAGTAAAAAAGTATAGTCCGATTA -CCCCTGCAAGAAGGTTTATGACGTCACAGGATTATTCACAACTATCAAAGGTTGAACCTGAAAAGTCATT -ACTACAATCTAAAAGTAAAAATGGGGGAAGAAACTCATATGGTAGGATTACTGTTCGTCACCATGGCGGC -GGTAACAGACAAAAATATAGAGTTATTGATTTCAAAAGAGATAAAGACGGAATAAAAGCAAAAGTTGCTA -CAATCGAATATGATCCTAATAGGACTGCAAATATTGCACTTCTTAACTATGCGGATGGTGAAAAGAGATA -CATTCTTGCACCTGTTGGTTTAAAAGTAGGCGATTTTGTTGAATCTGGTGAATCTTCAGATATCAGAACA -GGTAATGCACTTCCACTTGCTAACATTCCTGTTGGTTCAATGATCCACAATATCGAACTTAAGCCAGGCA -AGGGCGGTCAGATGGTTAGAGCTGCAGGAAATGCTGCTCAATTGATGGCTAAAGAAGGCGAATATGCCCA -GATAAGACTTCCTTCGGGTGAAGTTCGTATGGTTAGAATTAATTGTAGAGCTACTTTGGGGCAAATTGGA -AACATTGAACATGAAAATGTTAAGATTGGTAAAGCGGGTAGAAAGAGATGGATGGGAGTCAGACCTACAG -TACGTGGTGTAGTTATGAACCCTGTTGATCACCCTCATGGTGGTGGAGAAGGTAAATCACCAATCGGAAG -ACCAAGTCCAGTTACACCTTGGGGTAAACCAACTCTTGGCTATAAGACTAGAAAGAAGAAGAAAAAGTCT -GATAAGTATATTGTTAAGAGAAGAAATCAGAAGTAGTATAACCAGGATAGTCTGAGCGGGGTAACCGCTC -CGCCAGATCCTATGAGATGGCGGCGAAGGGAGGATTTAAGATAAATGAGTAGATCAGTTAAAAAGGGACC -TTACGTGCTAGATTCATTACTTAAAAAAATTGAAGAAATGAATAAAGCGAATGATAAGAAAGTTATCAAG -ACCTGGTCAAGGGCTTCAACTATATTCCCTCAAATGGTTGGACACACAATTGCTGTTCACGATGGAAAGA -AGCATGTGCCAGTGTATATAACTGAAGATATGGTTGGTCACAAGCTTGGTGAGTTTGCACCAACTAGAAC -ATATAAGGGACATAGCGGTAACGAGAAGTCTACTTCTCTAAGGTAACAAAAGAATTTTTTGATTACTGAG -AGTTTAAGTTTAAGATTAGAACTGAAAGGAGGCTATTCAGTTGGAGAAAAAAGTATTGTCCAAAGAGGAG -CTATTAAAGAATAAAGATCAGATTTTGGCTGAACAAAATGCTAAGCATACTAAGTCAAATAGACCTGCAC -TTCTTACTAAGAAAGAGAGAAAAGTTCTCGGTATTGGTAAAGATGAAGGAAGAGCAGTTTTAAAATATGC -ACGTATATCATCCAGAAAGGTTAAAATTGTACTGGATTTGATTAAAAATAAGGGTATAGATGAGGCTTAC -GGAGTTCTTAAGTTTACACCTAAGGCTGCATCAGAGGTTTTGTATAAGCTTCTTAAATCAGCAGAAGCAA -ATGCTGTTAACAATAATAGTTTAAACTATGAAAACCTTTATATTGCTGAAGCTTTTGCAACCCAGGGACC -TACATTAAAAAGAATTCAGCCACGTGCACAAGGTAGAGCATTCAAAATACAAAAAAGAACCAGCCATATA -ACATTGGTTGTAAAGGAAAGAGATTAAGCGAAAAGGAGGTTGGGTAATGGGCCAGAAAGTAAATCCTCAC -GGATTAAGAATTGGAATAATTAAAGATTGGGATACAAAATGGTATGCTAATGACAAGTCCTTTAGCAGCT -ATCTTGTTGAAGATGTCAAAATAAGAAATTTCATAAAGAAAAAACTTTATATTTCAGGCATTTCTAGAAT -TGAAATTGACCGTGCAGCTAATAAGGTCAAGATTAATGTAAATACTGCAAAGCCAGGACTTGTAATAGGC -AAGGGTGGACAAGGTATTGAAGAGCTCAGAAAAGAAATAGAGAAGATGACAGGAAAGAGCGTTCTGATTA -ACATTACTGAGATTAAGGTTCCTGAAATGGATGCTCAGCTTGTTGCAGAAAATATTGCGTCACAGCTTGA -AAAACGTATATCTTTCAGAAGAGCAATGAAGCAGGCTATGTCAAGAACAATGAAGCTCGGAGCAAAGGGT -ATTAAGACTGCATGTTCAGGTAGGCTTGGTGGTGCTGAAATAGCAAGAACTGAGCATTACCATGATGGTA -CTATTCCTCTTCAAACGCTTCGTGCTGATATAGACTATGGTTTTGCTGAAGCTGACACAACTTATGGTAA -GATTGGTGTCAAGGTATGGATATACAAAGGAGAAGTTCTTCCTGCTGTTAAAAGAGACAGAAAAGCGGAA -GGAGGAGTTAAGTAATGTTAATGCCCAAAAGAGTAAAACATAGAAGGGTTCACAGAGGCAGAATGACCGG -AAAAGCTACCAGAGGTAATTTTGTTAGCAATGGTGAGTTCGGAATTCAGGCTATGGAACCTGCTTGGATA -ACAAGCAACCAGATTGAGGCTGCCAGAATAGCGATGACTCGTTTCATTAAGCGTGGCGGTAAGGTTTGGA -TTAAAATATTCCCGGATAAGCCGGTAACAAAGAAACCTGCCGAAACTCGTATGGGTAGTGGTAAAGGTTC -ACCGGAGTATTGGGTTGCAGTAGTAAAGCCTGGAAGAGTATTATTTGAAATTGCGGGAGTACCTGAAGAG -ACGGCTAGAGAGGCATTGAGACTCGCTATGCATAAACTTCCGGTTAAATGTAAATTTGTAACCCGCGAGA -CAGAAATGGGTGGTGAAGCAAATGAAAGCTAGTGAAATCAGAGAAAAGGATATTGTTGAATTGAACAAGG -AATTGGGCGAATTAAAGTCTGAACTCTTTAAGCTTAGATTTCAGCTTGCTACAAATCAGCTTGAGAACCC -AATGAAACTTAAGGATGTTAAAAAATCCATTGCCAGGGTTAAAACAATAATAAGGGAAAAAGAGCTTAGC -GGAAATAACAAGTAATAGCTATTTGCTCTAAGTAATCGAAAAACCTTAACCATAATGAATAACGTCAGTT -AGGTTCTTTGTAATATATCAATTGATAGAATTACAAAGACAGAGTATTCGGAAGGAGGTAATTCCACTTG -GTTGAAAGAGCTTTAAGAAAGACTAGGGTTGGCAAGGTTGTCAGCAATAAGATGGATAAAACTATTGTTG -TTGCTATAGAAACTAGTGTAAAGCATCCGTTGTACGGAAAAATTGTTAAGAGAACTTATAAACTAAAGGC -ACACGATGAAGAAAATCAATGCCAGATTGGTGATAAAGTTAAAGTAATGGAAACAAGACCATTGAGTAAG -GAAAAGAGATGGAGACTTGTTCAAATCGTTGAAAAGGCACAATAATTTATGTGCAGTCTGAGCAGAAATT -TTGGAAGGAGGTACCACTATGATTCAAGTTCAGTCTAGAATGAAAGTAGCTGATAATACCGGAGCTAAAG -AACTTATGTGTATAAAAGTTCTTGGCGGTTCTTGGAGAAAGTATGCTAATATAGGTGATGTTGTAGTAGC -TTCTGTTAAAAATGCAACACCCGGCGGTGTTGTAAAAAAAGGTGACGTTGTAAAGTGCGTAATTGTACGC -TCTAAGAAAGGCGTTAGAAGACCCGACGGTTCTTACATCAGATTTGATGAAAACGCTGCAGTTATAATTA -AGGACGATAAGAACCCAAGAGGAACTCGTATATTTGGACCTGTTGCAAGAGAGTTAAGAGAAAAGAATTT -TATGAAGATTGTTTCTCTTGCACCGGAAGTATTGTAAGGAAGGAGGCGGCTTAATTTGGCAAACAAAGTT -CATGTAAAGAAGAATGATACAGTTCTTGTGCTTTCAGGAAAAGACAGAGGCAAGAAGGGCAAGGTATTAA -GCGTAAATCCTTCTAATAACCAGGTACTTGTTGAAGGCATTAATATTTCAACAAAGCACAAAAAGCCTAG -AGGAAAATATCAACAAGGCGGCATTATTCATCAGGAGTCACATATAGACAGTTCAAATGTAATGTTGATT -TGTGACAAATGTGGTAAGCCTACCAAAGTTGCAAAAACAATTCTCGACAATGGGCAGAAGGCTAGAACTT -GTAAGAACTGTAACGAAATCATTGATATAGTATTAGATAAAAACAAGGAAGGTTAGTAGCACTGCCGAAA -GGAGGTATAGCATATGACAAGGTTAAAAGATAAATATCTTAATGAAGCAGCTCCTGCTTTAATAGAGAAG -TTTAAATATAGTAGCAGAATGCAGGTTCCAAAGCTTGAAAAAGTGGTTCTTAATATGGGAGTCGGAGAAG -TAAAGGACAACCCAAAAGCTATGGATTCAGCAGTAAATGATATGACATTGATTACCGGACAGAAGCCGAT -TGTAACCAAGGCTAAAAAGTCAGTGGCGGCATTTAAATTGAGACAGGGAATGAATATTGGCTGTAAGGTT -ACATTAAGAGGCGACAGAATGTATGAATTCGTTGATAAGCTCTTTAATGTAGCTATTCCTAGAGTAAGAG -ACTTTAGAGGTCTTTCAAGCAACTCATTTGACGGTAGAGGAAATTACTCTATGGGTATCAAGGACCAGCT -TATATTCCCTGAAATTGAGTATGACAAGGTTGATAAGTTAAGAGGAATGGATATTGTTTTTGTAACTACG -GCTAAGAGTGATGAAGAAGCGAAGGAGCTTTTGAAATTACTTGGTATGCCATTCAGCCAGAACTAAGGAG -GGATTGAAGGCATGGCAAAGAAAGCTATGATAATAAAGCAACAGCGTACACCCAAGTTTAGTACTAGGGC -TTACAATAGATGTAAAATATGTGGAAGACCACATGCATACATTAGAAAATTTGGAATTTGCCGTTTATGC -TTTAGACAATTAGCGTACAAAGGTCAAATACCTGGCGTTAAAAAAGCAAGCTGGTAATATCATTGGAAGG -AGGTTAAACATATGCAAATTACTGATGCAATAGCTGATATGTTGACCAGAATAAGAAATGCAGGTTCTGC -TAAACATGAATCAGTTGATATACCCGCTTCCAACCTCAAGAGGTCTATAGCAAACATTTTGCTGGAAGAA -GGATATATTAAGAATTTTGAAGAAATTAGTGACGGTAAGCAGGGAGTACTTAGGGTTAACTTAAAGTACA -ACAATAAGCAAAACGTTATAACTGGAATAAAGAGAATTAGTAAGCCTGGTTTGAGAGTATATGCAGGAAA -AGACCAACTGCCTAAGGTATTGGGTGGACTTGGTATCGCAGTAATCTCAACATCAAAGGGAATAATGACT -GACAAGAAAGCCAGAGTAGAAGGTATAGGTGGAGAAGTTCTGGCATTTGTTTGGTAAGTTATAAATCCTC -AGGTACAGTATTTTCAAATTCTTAAATAAGAATTTGAAAATACTCTAAAGTCTGAAAAGGGCATTATATG -GCCCATAATTTTAAGAACTGGAGGTATATGACATGTCAAGAATAGGAAAGTTGCCAATTACTGTTCCTAA -GGGTGTAACGGTTAAACTTGAAGGCGACAATTTATTGACTGTAAAAGGTACAAAAGGAACTCTTTCAAAG -AAGTTCAACAAGGACATGATTATAAAGGTAGAAGCTGATCAGATAGTAGTTCAAAGGCCATCTGATTTAA -AAATCTACAAGTCACTTCATGGTTTAACAAGAACACTTATTAACAACATGGTGGAAGGTGTTACCAATGG -ATTTCAAAAGACTCTCGAAATCAACGGTGTTGGTTATAGAGCTCAGAAGCAGGGTAAGAAGTTAGTGTTA -ACACTTGGTTATTCACATCCTGTTGAAATGGAAGATCCTGAAGGTATTGCAACTGAAGTTCCTGCACCAA -ACAAAATAATTGTTAAGGGCATAGATAAGCAGGTAGTTGGGGAAGTAGCTGCTAAGATACGTGAAAAGAG -ACTTCCTGAACCTTATAAGGGTAAAGGTATCAAATACGAAACTGAAGTTATAAGACGTAAAGAAGGTAAG -ACTGGTGGCAAGGGTAAAAAGTAGAAAGGAGATGAGAGTAAATGATTAATAAGACAAATAGAAACAAAAT -AAGACTCAGAAAGCACCTGAGAGTACGCAAAAAGATTACTGGAACAGCTGAGCGTCCTAGAATGAACGTT -TTTAGGAGTTTAAACAACATTTATGTTCAGATAATCGATGATACAACCGGTAATACTCTTGTATCCGCTT -CAACCCTTGATGCCGCATTAAAAGGAAAAGTTGCTAAAGGCGGAAACAAGGAAGCAGCTAAAGAGGTTGG -AAAATTAGTAGCTTCGAAGGCTATTGACAAGGGTATAAAAAAAGTTGTATTTGATAGAGGTGGATATATC -TATCATGGAAGAATTAAGGAGCTTGCTGATGCAGCTAGAGAAGCAGGCCTGGATTTTTAAGGAGAAGGAG -GGGAATACATGCAACGAATTGATGCCAGCACTTTAGGAGAGCTTAAAGAAAAAGTTGTTAATATAGGACG -TGTAACAAAGGTTGTTAAAGGTGGTAGAAATTTCCGTTTCAGTGCCTTAGTAGTAGTAGGTGACGAGAAC -GGTTACGTTGGAAGTGGAATGGGTAAAGCTGCTGAAATACCTGAAGCTATTCGTAAGGGTATTGAGGATG -CAAAGAAGAACCTGATAAAAGTTCCGCTCGTTGACACAACAATTCCACATGAGGCACTCGGAGTATTTGG -AGCAGGAAAAGTATTAATTAAACCTGCTGCACAAGGTACCGGAGTTATTGCAGGTGGTCCTGTAAGAGCA -GTACTCGAACTTGCAGGAATTCGTGATATAAGAACGAAGTCATTGGGCTCAAACAACCCAATCAATATGG -TTAATGCAACTATTGAAGGTCTTGCTCAGTTAAAGACAGCTGAAGAAGTTGCCAGACTTCGCGGAAAAAC -AGCAGAAGAGATTCTGGGCTAGGGGGGACATTAAATGGCTAAGTTAAAGATAACTCTGAAGAAGAGCACA -AATAAGGCTGTTAAGAGTCAGGCTGCAACTGTAAAAGCTCTTGGTTTAGGTAAAATCGGAACTACAGTTG -AACAAAATGACAACCCTCAAATTAGAGGAATGATTAGAAAAGTTTCACATCTTGTTTGTGTAGAAGAAAT -ATAAGGGAGGTGTAGTCAATGAAATTATTTGAATTACAGCCTGCTCCTGGATCAAAAAAGCTACCTAACA -GAAAAGGTAGAGGTATAGGCAGTGGTAATGGTAAAACCGGCGGTAGGGGTCATAAAGGACAAAATGCCCG -TGCTGGCGGTGGCGTTAGACCAGGTTTTGAAGGTGGTCAAATGCCATTATACATGAGGTTACCAAAAAGA -GGATTTAATAACTATGAGTTTTCTAAAAAGTATACAGAAGTTAATGTATCTGATTTAAATATTTTTGATG -AAGGTACTGTTGTAACTGAAGAGCTTCTTAAATCTTCTGGCCTTGCTAAAAAGATTATAGATGGAGTAGC -AATTTTAGGTAACGGAGAGTTAACTAAAAAGTTAACAGTTCAAGCGACTAAATTTACGAAGACAGCTACT -GAAAAGATAGAAGCTGCGGGAGGAAAGGTCGAGGTGGTATAACGTGAGTGGAATGATGGATACACTTAAG -AATTCCTGGAAGATTCCTGATTTAAAGAAGAAGATATTAATAACTATTGGCCTTCTCCTAATTTTCAGGT -TAGGATCAAAAATCCCTGTTCCTGGACTAAATCCTGATTGGTTTGCTGATCTTATTTCTAAGGGCGGGCA -GTTGTTTAATTTTATTGATATTATTGGTGGTGGAGCATTTAAAAATGCAACTATATTTGCAATGAGTATA -TCACCATATATTAATGCATCAATCATTATGCAGTTGTTAACGATTGCTATTCCGAAATTGGAGCAGTTAT -CCAAGGAAGGTGAAGAGGGCAGGAAAAAGATAGGTCAATGGATAAGATATGCAACAGTAATTTTGGCATT -CTTACAGGCTACAGCCATTACTATTGGTCTAAGAGGTGCACTTATTTCAGGACTTAACGTTATAACCTTC -ATTACAGTAACACTTACACTTACTGCCGGTACAGCATTTTTAATGTGGCTCGGTGAACAAATTACTGAGT -ACGGTATTGGAAATGGTATTTCAATGTTGATTTTTGCAGGTATACTATCAGCTGGTCCTAATGGGGTAAG -CTACATCTACAAGAACTACACTTTAGGTAATTTAGGTAGTGGTGCAATAGGTATTTTATCAATCGTAGGT -ATACTTCTTGTATTCGTTGCTGTTATCACTTGTGTTGTTTGGGTTAATCAGGCTGAACGTCGTATACCTG -TACAATATGCAAAAAGAGTTGTTGGCAGAAAGGTTTATGGAGGACAAAGTACTCACTTACCTATAAAGGT -AAACTGGGCAGGAGTTATTCCTATAATCTTTGCAATGTCTATCATGATGCTTCCTTCAACAATTGTTGGT -TTTGCAAGACCTAATGCAACTGGCGGAATTGCCGGATTTATAAAGAATTGGGCAAATCATTGGTCATATG -CATTGCTTTATGCATTGTTAATTATTGGATTTACATTTTTCTACACATATGTACAGTTCAATCCAATTGA -ACTTGCGAACAACATGAAGAAGAATGGAGGATTTATACCGGGTATCAGGCCGGGTAAGCCAACTTCCGAT -TATATTGCAAGGGTACTGAATAGGATTACTTGGTTTGGAGCATTGTTCCTTGCTCTTATCACTATATTCC -CATACATTATAGGTTGGATTACAGGAGTACAGGGAGTATGGTTTGCCGGAACCAGTGTTCTGATCTTGGT -TGGTGTTGCAATTGATACTGTAAGACAAATCGAGTCACAAATGCTTATGAGACACTACAAAGGATTCTTG -GAATAAGGTCCTTAAAAATTAGATTAGTTAGCTAATGGTTTGGGGTTTATGATACGTCATAAGCCCTAAA -CTTAATGTTATGAGTAATTGTAAAGAGGTGACAATAATGAGGATCATATTATTAGGAGCTCCCGGAGCTG -GAAAGGGAACTCAAGCAAAAATTATTTCTGAAAAACTTAATATTCCGCATGTTTCAACCGGTGATATTTT -CAGAGCAAACATAAAGGGAAATACTCCTCTTGGACAAAAAGCAAAAGAATATATGGATAAGGGAGAACTT -GTACCGGATGAACTGACTGTGGAAATAGTAAAGGACAGATTGGGAAATGTTGATTGTGTAAATGGGTTTA -TTTTGGATGGTTTCCCAAGAACAATTCCTCAGGCAGAATATCTTGATAAGGTATTGGTACAAATGAACAT -AAATCTGGATGTTGCTCTTTTAATCGATGTAAAGGATGAGGATATTATAAAAAGAATGTCCGGAAGACGA -GTATGTACAAACTGTGGTGCAACGTACAACGTCGTGTTCAATCCTACAAAAGTAGAAGGAATATGTGATG -TCTGCAATTCTCCTGTAATTCAAAGAGCGGACGATGCTGCTGAAACAGTATTGAACAGACTTGAAACTTA -CCATAAGCAAACACAGCCACTTATAAATTATTATGAGAAAGCCGGAAAGTTGAAAGTAGCTGAGGGTGCC -GGTGAAGTTGATGAAACTTCAAAACGCGTGATGAAAGCTTTGGGTATTTAAAATGTTTACTATAAAATCA -CAATCTGAAATTGACAAGATGAAAAAAGCAGGAGAGATTTTATACGAGACTCTCCAACTGATAAAGAAAA -ATACTGTACCAGGTGTTACCACTAAAGAATTGGACAGAATTGCTGAGGAATACATTACAAAAAGTCATGC -TTTTCCTTCTTTTAAAGGATATGATGTAGGTATTCCAGGAATAGATCCGTTTCCCGCCAGTATATGTGCA -TCAGTCAATGAGGAAGTGGTTCATGGGATACCAAGTTTAAAGCCTTTAAAAAATGGCGATATTATCAGTA -TTGATGTTGGTGTGTATTTAAACGGATTTCATGCGGATGCCGCAAGAACTTTTGCAGTAGGGAATGTAAC -AGCTGAAGCACAAAAACTTATTGATGAAACGCGTCAGAGTTTCTTTGAAGGATTAAAACAAATGGTAATA -GGTAATCACATCAGGGATATATCGGAAGCTATCCAAAATCATGCCGAGAGTAAGGGGTTTTCGGTGGTAA -GAGATTTTGTAGGACATGGTATTGGAAGAGATCTTCATGAAATGCCTGAGATACCTAATTACGTTACAAA -AAGAAGAGGAGCTAGGCTTGAAAGTGGTATGACAATAGCTGTTGAGCCGATGATTAATGCTGGTGGTTAT -AGTGTTAAGGTTATAGACAATAAATGGACTGTTGTAACAGTTGACAAATCACTTTCTGCACACTATGAGA -ATACAGTTGCAATTACGGATAACGGGCCTATTATATTAACAAGATTTTGATAAATATTTAAGAATTTTTT -AAAAATTGTATTGTTATAATTTTAGTTTTCCTGTATAATTTATATTTGGTTTGACTGTGTAAATTTTATG -CTTAGAGGTGAATTACATTGAATGCAGTCCTGGGACAGGTTGTACTTTCTAAAGCAGGGCGGGACGAGGG -AAAGATTTTTGTAGTAACAGGTTTGATTGATGACAGTTATGTACTCATCAGTGACGGAAACTCCAGGAGA -TTGGAGAATCCAAAGAAGAAGAAGTTGAAACACCTGATTATTACTGACAATGTTATCGAAGCTATTGCAC -AGAAGATTTCTTCAGGAGAGAAATGCACAAATGCCGAGGTAAGAAAGGCAATTGTGGAATATAATTTACC -TGTTGACACTATTGTTTAGTTAAGAGAAATATATTTTTAAATGGTATTATTTATCCTTTGGAGGAGGTGT -TAGTTTGGCAAAAGATGATGTTATAGAGGTTGAAGGTACTGTTATTGAAGCATTGCCTAATGCTATGTTT -CAGGTAGAACTCGAGAATGGGCATAAGGTTTTGGCACACATATCAGGTAAACTCAGAATGAATTTTATTA -GGATTCTTCCTGGAGATAAGGTAACTCTTGAATTGTCACCATACGACCTCACCAGAGGAAGGATAACTTG -GAGAGCAAAATAATATATACTTAAAGGTATTATTTATTAATATAAAAGAATTACCCTATTAACTAATTGA -ACAGATTTTTTCTTATTATAAGGAGGATATAGAGATGAAAGTAAAACCATCAGTTAAGACTATATGCGAA -AAGTGTAAAATTATCAAAAGAAAAGGCAGAGTAATGGTTATCTGCGAAAATCCAAAGCATAAGCAAAAAC -AAGGTTAATTTGGACCTACATGAAGGCATTATTAATTTCGTAAAATCTCGGCAAGAAGCGGCTGAACAAA -AGAATTTCCCGATTCATTGTTTTCTTGTTGATATTTTAAATATTTGACGATATCGTTTGGACATGAGCCT -ATGGGAATGGCATCAAATAATGATCATGCTCTATACGGTGGAGAATTAGTTAGAGTGCCGCAAATTGGGC -GGCACATGAATTTTAATGGAGGTGTAAGTAAAGATGGCACGTATTGCCGGAGTAGATTTGCCCAGAGAAA -AAAGGGTAGAAGTTGGTCTCACTTATATTTACGGTATTGGAAGACCCAAAGCTAATGAGATTCTTGTTAA -GACTGGCGTTAATCCTGATACTCGTGTTAGAGATCTGACTGATGATGAAGTCAACAAAATCAGAGAAATA -ATCGATAAGGAATACAAGGTTGAGGGTGACCTTAGAAGAGAAATTGCATTAAATATTAAGCGTCTTACTG -AAATCGGATGCTATAGAGGAAGAAGACATAGAATGGGTCTTCCAGTAAGAGGTCAGCGTACAAAGACTAA -TGCAAGGACTAGAAAAGGCCCTTCAAAGCCCGTTAGTGGTAAAAAGAAATAGTTAAAGGAGGTTTGCGAA -CAAATGGCAACGAAGACTGCTGGTGCTAAAAGAACTACCAGAAAAAGAAGAGAACGTAAAAACATTGAAC -GTGGAGCTGCTCATATCCGTTCAACTTTTAATAATACAATTGTTACCTTGACAGATACTGCCGGAAATGC -ACTATCATGGGCTAGTGCAGGCGGACTTGGTTTCAGAGGTTCAAGAAAGAGCACACCATTTGCTGCACAA -ATGGCTGCTGAGACCGCTGCAAAAGCTGCAATGGAGCACGGACTAAAAACAGTTGAAGTATACGTAAAGG -GACCTGGAGCAGGTAGAGAAGCAGCTATTAGAGCACTGCAAGCTGCTGGACTTGAAGTAAGTCTTATAAA -GGACGTTACGCCAATTCCTCACAATGGCTGCAGACCACCTAAGCGCAGGAGAGTATAATTGATAATTATT -ATGGAGGTGTAAACTTAGATGGCAAGATATACTGATGCATCTTGCAGACTCTGCAGAAGAGAAGGCGAAA -AGCTATTTCTCAAGGGTGAGAGATGCTATACTGATAAATGTTCTGTAGCAAGAAGACCTTATGCACCTGG -ACAACATGGACAGGGTAGGAAGAAAATGTCTGAATATGGCATTCAGCTTCGTGAAAAGGCTAAGGTTAGA -AGATTTTATGGCGTTTTGGAAGGCCAGTTCAGTAAGTACTTTGAAGTGGCTTCAAGACGTAAGGGTATAA -CAGGTGAAAATCTGCTCCAAATCCTTGAAACAAGACTTGATAATGTAGTATACAGACTTGGACTTGGTAC -TTCAAGACCTGAATCAAGACAGTTAGTTACACATGGCCATTTTACAGTAAATGGTAAACGTGTTAATATT -CCTTCATACCTTATAAAGGTTGGAGATGTTATAGCAGTAGCTGACAATAGTAAAAACTCACCAAAAGTTA -AATCAATTAGAGAAATTGCCGGTGGAAAAGTAATTCCAAAATGGTTGGAATTTGATGAAGAAAATCTAGT -AGGAAAAGTTGTTGCTCTTCCTGCAAGAGAAGACATTGACTTACCAATCAAGGAACACTTAATCGTAGAG -TTGTACTCCAAGTAATATATAATAGATGGGATTATAACTTGGAAGCAACTGAAAGAATTATTTATAATTC -TCTATGAAAAGTACGTTTAGAATCAGTTGCCCTCAAAAAATAAAAAGTTGTTAAGGGAGGGTTCTTGGTG -ATAGAAATAGAAAAGCCTAGAATTGAATGTGTATCAAATAGCGATGATAACACTTATGGCAAGTTTATAG -TTGAGCCTTTAGAAAGAGGCTATGGTATTACACTTGGTAATTCTTTAAGAAGAATATTGCTTTCTTCTTT -ACCCGGTTCTGCTGTCAATTCAATAAAGATTGATGGAGTACTGCATGAATTCTCTACAGTTCCAGGTGTA -GTAGAAGACGTTACTGAGATAATACTTAATATCAAATCTCTTTCATTATTAGTTCATGGCGAAGGATCAA -AAGTTATTTATATCGATGCAAATGGAGAAGGGCCAATAACAGCTGGTGATATTATCACTGACCAAGATGT -AGAAATATTAAATCCTGACCTTCATATTGCAACATTGAATGGCGATCATAGATTCTACATGGAGATGGTA -ATTAGTAAAGGACGAGGATATGTTTCTGCTGATAAGAATAAACAGGCTGGTCAACCAATAGGTGTGATTC -CTGTTGATTCAATATATACTCCCGTCAAAAAAGTAAATTACACTGTTGAAAATACACGTGTTGGTCAGAT -TACTGATTATGATAAGCTGACACTTGAAGTTTGGACTGACGGAAGTATTAATCCTGACGAAGCTATAAGT -CTTGGAGCTAAAATACTTAGCGAGCATTTAAATCTGTTTGTAGATTTGTCTGATCAGGCTAAGCATACTG -AGATTATGGTTGAAAAGGAAGAAACCAAAAAAGAGAAAGTTCTTGAAATGACTATTGAGGAGCTTGATTT -GTCAGTTAGATCATATAACTGCTTAAAGAGAGCAGGAATCAATACCGTAGAGGACCTTACCAACAGAACC -GAAGAGGATATGATGAAGGTAAGAAATCTTGGAAGAAAGTCTCTTGAAGAGGTTCTTCAAAAACTTCAGG -CACTTGGGTTGTTCTTGGCACCAAGTGAAGAATAATAGTTATTAAATATTAGACGCTAATATCATATAGT -AGTGTAAAATACGAGGCAAGGAGGGATAGGTAATGCCAGGTCAAAGAAAGTTGGGGCGTGCAACAGACCA -GAGAAAGGCAATTTTAAAGAATCTTACAACAGCTTTATTTGTAAGTGGTAGAATTGAAACTACTGAGGCA -AGAGCTAAGGAAGTTAAAAATATAGCAGAAAAACTTATCACTTTAGCAATTAAGGAAGCTGATAATTTTA -CTTCAAAGCAAGTAAAAGTAAGTGCTGCTAAAGTTGATAGCAAGGGAAAGAAACTTACCGATACTAAGAC -ATCAAAGAACGGTAAAAAGTACTTTGTAGTAGAAAGAGAGCAAAAGACAGATATGGTATCTGTTGATAAT -GCTTCAAGACTACATGCTAGAAGACTTATAATGAACTGGGTATATAGACCAACAACTGCTGATGGAAAGA -ATATAAACATCACAGATAAACTTTTTGATGAAATAGCTCCTAAATACAAGGACAAAAAGGGCGGTTACAC -CAGAATCTATAAGCTTGGACCTAGAAGAGGCGATGCTGCAGAGATGGTTATACTTGAATTGGTTTAATAT -ACTTAAGTATCTGTATCAACGCTAAGTAATATTTTGTGGGGATTAAACAGTTAAAATGTTTAATCCCCAT -ATTTATATACTTTGATAGACTTTAAATAACTGTATAAACTAGAAGAGTGTAGATATCTGGGAGGCTTTCA -ATGAGTAATAATATGTTTGAAGTTGAAAACGTCACTTTTTCATATAAATCATATGGGGAAGTAAATGTTG -ATATTCCAGCATTGGAACACGTAAGTACTACAATTGAAAAAGGAGATTTTGTGGTAATTTTAGGCAGAAA -CGGATCTGGAAAGTCAACATTTGCACGGTTGCTCAATGCTCTATTGACTCCTCTTGAAGGCAAAGTTATC -GTTTTAGGTAAAAATACCGCAGACGAAAAAAATCTTTGGGATATCCGTAGCTCTGCGGGAATGGTATTTC -AAAATCCTGATAATCAAATAATAGCTACAACTGTTGAAGAGGATGTAGCTTTTGGGCCTGAAAATCTGGG -TGTAGAACCTTTTGAAATAAGAAAGAGGGTTGATGAATCACTACAAACAGTCGGAATCGCAGAATACAAG -AAAAGTGCACCACATTATCTATCAGGTGGGCAGAAGCAGAGGGTTGCTATAGCGGGTATTCTTGCTATGA -AGCCCAAATGTATTATTCTTGATGAAGCAACTTCGATGCTTGATCCTATCGGACGAAAAGAAGTTATAGG -AGTTTTAAAAAAGCTCAATAAAGAAGAGGGCATTACTATAATACACATAACCCACCATATGGATGAAGCA -GCGATTGCAAATAGGCTTATAATTATAGATAATGGCAGAATTGTTCTTGACGGGACTCCAAAAGAAGTAT -TTAGTAATGTTGATACAGTAAAAAACCTGGGACTTGATGTTCCGCAGGTAACTGAACTAACATATCGGCT -TAAGGATTATGGCATTAGTGTTGATAAACTCCCACTGACTGTAGAAGAAGCGTTTGATATTTTAAAACAA -ATGTAATCTTTATTTTCTTATTGATTTGTATACTCTTACCCCGCCACTTTTGTCTACATCAGTTACATTG -CCAAAAATTGTTTCCATAACCTTCTTTAATGTGGAACCACCCTTATTATGAAATGCTACAAGCCATAGTG -CACCATTTTTTGAAAGGTGTTCGTAGGATTCGGTTATCAATCTGGTGTTCAATTCTTTACCGGCGGCTAT -TGGAGGGTTTGATATTATATCATCAAAGGTTCTTCCTTCGAGAGCAGTGAAAAGATTACTATTTAATGCT -TCTACGGAAAGGTTGTTACTTGCGGCATTTTTTTTGGTATAGTCCAATGCTCTATTATTAACATCTATCA -TTGTAATGTTTTGCTGAGGAAATATACTTTTAATATAAAGTCCTATAGCTCCGTATCCGCAGCCGATATC -AAGAACTGACATGCCACTGGGAGTAAAATTCTTAATAAGATTTTCTGAAGCTCTGTCAATTTTTGTTTCA -AAGGAAAAAACACCGCTTACGGAGGTAAAAGTAAGGGAAGAACCACATATACTCTCTGTAAATCTTTTTT -CTTTTATTTCAGATTCGGGGTTTTCGGTGAAATAGTGCTGATTCATTTTAGATTAATAACCTCCGTAATA -TATAATATTAAATATTATAATATATAATTGAAGATATTTCATTCATCGAGATTAATATTATGGTATTATA -ATTTGTAATATTATAATAAGATACAATTTATCATAGATATTTTACTATTAGGAGTAGGACATGCCAATTA -TAATAGAAAATTTACATTATACGTATATGGGAGGCGGACCTTTCGAGAAAAATGCCCTTCATGATGTAAA -TATTAAAATAGATGACGGTTCGTTTATAGGAATTATAGGCCATACCGGCTCGGGAAAATCTACATTAATA -CAGCATTTGAATGGTATTTTGAAGCCAACAAAGGGAAGTGTAGTGATTAATAGTATTGATACAAAGCAAA -AGAACCTAAAGGAGTTAAGACAGCAGGTTGGCATTGTATTTCAATACCCGGAGCATCAGCTTTTTGAAGA -AACTGTAAAAAAGGATATTTCATTTGGTCTTTTAAAGCAAGGGTTATCACAGGATGAAATAGACAGAAGA -ATAATTTCAGCAATGCAATCTGTAGGCCTTGATGAAGATATTCTGGAGAAATCGCCTTTTGAGCTTTCAG -GAGGGCAAAAGAGAAGAGTTGCAATAGCAGGTGTTGTTGCGATGAAGCCTCAGATTCTGGTATTGGATGA -ACCTACGGCTGGGCTCGACCCAAGGGGTAGAGATGAAATATTCGGTTATATAACAAAACTGCATAATGAG -TCAAATATGACTATTATTCTTGTCTCACACAGCATGGAAGATATTGCCAGGCTAACGGAAAGAGTAATTG -TGATGAATGAAGGGACTATATTTATGGATAAACCTTCAAAAGAGATATATGCACAGCCTGAACAATTAGA -AAAGATAGGCCTTTCAGCTCCACAGATAACGTATCTGATGAAAAAGCTCAAAGCGGTTTATCCAGGAATA -AATGAAAATATATTTACAGTAGAAGATGCAGTAAAAGAGTTGGTAAAGTTTTTGAACCATTAGAAGGCTA -GTTGAAGGAGACAGGCAATTGATAAGAGATATAACCATAGGGCAGTACGTGCCGGGGAATTCGCTTCTGC -ACAAGGCTGACCCACGTACGAAAATAATTCTGACATTTATAATGATGATATTTATTTTTTTAATAAATAC -CTACTGGGGATATTTATTGCTGACATTGTTCACTGCAATTACAGTAGTATCATCGAACATACCTGTTAAA -TTTGTTTTAAAGGGCTTGAAACCAATACTATTTATTGTTGTTTTTGCAGGTATAATAAACATTTTTATGA -TAAAAGGAACTGTAATATGGAGCTGGGGGTTTCTAAGCATAACATACGAGGGTATTAATGTAGCAATTAA -GATGGCTATTAGACTATTTCTTCTGATAATTACCGCAAGCCTGCTGACTTATACTACTACACCGATAGCT -CTTACGGATGCTATTGAAAACCTTCTCGCCCCACTCAAACGCATAAAAGTACCGGTTCATGAGATAGCTA -TGATGATGACTATAGCTTTAAGATTTATTCCCACACTCTTAGATGAAACAGATAAGATTATAAAAGCCCA -GTCATCCAGAGGAGCGGATTTTGATTCAGGGAATATGATTGAGCGTGCAAAAAGCTTTATACCTGTGCTG -ATTCCGCTATTTATAAGTGCATTTAGAAGAGCTGATGAGCTTGCAACAGCAATGGAAGCAAGATGCTACA -GGGGTAGTGAAGGAAGAACAAGAATGAAGCAGCTTAGGTTTACACGATTTGATGTATTAGTAACAGGTAT -AACTGTAGTATTTATGACATGGGTAATACTTATGGAATATGTGTTTTTTTAGAAAAAAAGGGATAATTAG -ATAAACTTATGAGAAAAATTAGGCTTACTATTGAATATGACGGTACAAATTATCATGGTTGGCAGATTCA -GAAAAATGCTAAAACAGTACAGGAAGTAATTCAAAAAGCACTCTCTAAGCTTTTGGGAGAAGACGTGGGG -GTTACCGGATGCAGTCGAACTGATGTAGGAGTGCATGCATACGGACAGGTTGCACATTTTCTGACGGATT -CCAAAATACCCGGAGACAAATTTTCTTATGCAATAAATAATTTGCTGCCCGATGATATAGTTATTAAGAA -TTCAGAAGAGGTTCCAGAAGAATTTCATGCCAGATACTCTGCAAAAGGTAAAAAGTACAGATATTTGATA -TACAATTCACCACACGCTTCAGCTATTATGAGGAACAGGTCGTGCCACGTCAGACCTGAACTTAATGTTG -CTGAAATGCAAAAAGCGGCAGGATATTTTAAAGGTGAACATGATTTTTTAGCATTTCAGGCTACTGGAGG -ACAGGTTAGAAGTACTGTAAGAGAGATTTATGGTATGGAAGTTTATGTAAAAGAAGATAATATGATTTCT -ATAGAAGTTTCAGGAAACGGATTTTTGTATAATATGGTAAGGATAATAGCAGGAACTCTTATATATGTTG -GAATGGGAAAGCTGCATGAGTCCGAAATTCCCGGAATTATAGCAGGACTTGACAGAACAAAGGCAGGGAA -GACTGCTCCTGCACAAGGGTTGTATTTAGTGCAGATTTACTATTAGTAAAAAGATTCACTAGAATGTAAA -AAAGTGAAATGAAGAAGGATGATATGAGAGATAAGGAGATATATCAAGAAAAATAGAGAGGTAATGAGAG -GTAAATTAAATTCTTCGCATTTTCTACTTGACAGACATATTTCTGTATATTAAAATGTTGTAGTGTCCTA -AAAGGTTACTTTTGGTGAATAGTCTGAAACTAACTGCTAACATAAATAGGTTATAGATTTTTAAGGAGGT -TGTATTAAGAAATGAAAACTTTCATGGCAAAGCCGCAAGAAGTTGAAAGAAAATGGTACATTATTGATGC -AGAAGGTAAGCCGCTTGGAAGATTGGCAAGTGAAGTTGCCAGCATTATAAGAGGAAAAAATAAGCCAATT -TTCACTCCACACGTTGATACTGGCGATCATGTAATAGTACTTAACGCAGAAAAAGTACTTTTAACAGGTA -AGAAACTGGATCAGAAGCTTCACAGATACCACACTCTTCATCCAGGCGGATTAAAGGAAATTAAGTACAG -GCACTTGATGGAAAAACACCCAGAAAGAGCTATTGAATTAGCTGTTAAAGGAATGCTTCCAAAGAATAGT -CTTGGAAGACAAATGTACAGAAAACTCAAGGTATACAGGGGAGCTGAACATAACCATCAGGCACAAAAAC -CTGAAGTACTTGATTTGAACATTTAATGGAGGGAGGATAAAATAATGGCTAAGGTATACTACTATGGTAC -AGGACGTAGAAAAAAATCAGTTGCAAGAGTAAGACTTGTTCCTGGAGAAGGAAAATTTTCAATAAATGAT -AGATCATTGGATGATTACTTTGGATTGGAAACATTGAAGGTTATTGTTAAACAACCATTAACCCTCACTG -ATACTCTCACAAAGTTTGATGTTATATGCAAGGTTATCGGCGGCGGATTTACAGGTCAAGCCGGTGCTAT -CAGACATGGTATTTCAAGAGCTCTTTTAAAGGCTGACGAAGAATTAAGACCAGCATTGAAGAAAGCTGGA -TTCTTGACAAGAGACCCAAGAATGAAGGAAAGAAAGAAATACGGTCTCAAGAAAGCAAGAAGAGCACCGC -AGTTTAGTAAGAGATAGTATTTACAACATACAAAAGCCCACAAACACTTACGTTTGTGGGCTTTACTATT -GACATGCAGTTTATACCCCTCCGCTAAATGTTAGAACCAAAAGTACTGCATTTGCTACCAGTATAACAGA -AGTAATAATCCAGCCGACAACATTTGTGGCGGGTTTGTTTACGAGGGAACCCATAAGATCCTTCCGCTTT -GTAATCAGCAGCATAGGGATGATTGCAACAGGGAGAATAAAGCTGAGAACTACCTGGCTAAGTACAAGAG -CTTGCATTGGGTTTATCCCCAGGATGATTATCACCATGGCAGGAAGCATTGTTACAAGCCTTGTGACGTT -ATCATTTATATTTAAGCCTACAAACCCCTGCATTATAGTAGTACCTGCCATGGTACCTACCACGGAGGAT -GAAAGTCCTGAGGCAACAAGTGCCAGCCCAAAAGCACCGCTTGAGGCTGCTCCTAGCAGAGGTGAAAGCG -AACGGTGTGCCTGCTCTATAGTTTCGACCACCATACCGTTTCTATAAAATACGGCTGCTGAAACAATAAC -CATGGATGCATTAATAATAAAGGCAATATTCATGGCAATAGTAATATCAAGTCTTTCCAGTTTGAAATGT -CTCTTTTTTTGATCATCTGTCAACCCCTTATTTCTTTGCTGTACCAGTTGAGAGTGCAGGAATATAACAT -GAGGCATAACAGTTGCACCTAACATACCGACAGCAATCATGACTGCCTCACCGTTGGGAAGCGAAGGCAT -CAAAACATGGAGACCGGCCGATGCCCAATCAGGTTTTGCAAGAAATACTTCCAATGTATATGAAATACAT -ATAACTGCAACCAGTACAGAAATAATTCCTTCCAAAACCCTCTGTCCGTATTTGCCCATATATACAATAA -AAAAAGTAAGTACGGCGGTAATCAATCCTGCAATCTCCATTGGTATACGAAACAGCAGATACAATCCAAG -GGTGCACCCAAGAAATTCCGCCAGATTAGTAGCAATGGCGGCAAGTTCGGCTACGACCCAAAAGCACCAG -TTTACTTTTCTGGAGAAAACCCTGCCGCACATCTGAGGGAGATTATATCCCGTAGCAATACCAAGCTTTG -CCGATAAGGACTGTAGGAATATTGCCATAATATTGCTCCACAGTATTACCCATACCAGGTTATAATTAAA -CTTGGAACCGCCGCTTATATTGGTAGCAAAATTTCCGGGATCTATGTATGCTACACTTACAATAAATGCG -GGGCCAAGAAATTTTAGAATTGTTCTGATTTTACCAGCGGGTTTACTATTACTTCTGATTACTCTACCAA -CGCTCAAAGATTCTGCTTGTGCCCCCATGGTTGGTGAATAGCTCTCATCTAACAAAATTAACACCTCTAT -ACATTTTTTACACTTAGCTAATAACTTTAGCTTAGTCTAATTTCGTTTACCTAATCTAAAATATGTATTG -TTATATAAAAGTGTTACAGATGGGAGCAAAAAAAGGGGTTGTTGCAAAATTGAAATTTTTCTGTTTTTCC -ACCGGTACTCCCGTATAAAATTATATCAATGCTTGCTCCCAAGATATTTGCAAGAGTTTCTGACGGCTCA -TATTGGGATATTTTACCGTCGCTCACATTCATCGTCCATGATTCATTGTATCGCTAAAACCTACATCGTG -ATAGGTTTTCCGGTAAAATATCCGACTTCGCCGACAAACATCTGCAAATATCTTTAACCAAGCTTACATT -AATATAATTTATACTCTTAGTACAGGCTGAAAAAAGATGATTAATTTGTTTTGCAACCGCTCCTCTAATT -TAAAGAACTGTTATCCGATATCTTGTTTACAGAAATCTCGGAATTTTTGAACCAATTCCGGGTTTAATGA -CAGAAATTTGTTAAACATATTTAATGTTGATAGGGTTCCGGCAGAAATACTGTGCTCTACTAATTCCGTT -TCAACGAGAACGTCTTCATCTGCCCCAAGATTTTTTAGAAAGCTTTCTATAATATTGTGTCTATCCAATA -AAAACTTACCAAGCTCACGCCCATTATCAGTCAGAAAGATAATTCCATACTTTTTATATTGTAGTAATCC -AATCTTGCTTAACTTTTGAACCATTTTAGTTGCAGAAGGAGCAGCTACATTCAGAAGCTCTGAAATGGTA -TTAATTCTCATATAACTCTCCGTCAGGCTGTTTCTGTATATCATCTCAAGATAGTCTTCCATTGAGGAGG -TGAGGAGATTTTTATTCTGCATCAAAAGCTGGTATCCTCTAACGGTGTGGAATTTTGATATCTCTTCCAT -TAGTATCACTCCCTTCTACGAAACTGCCTGAAAGGTACCTATAGACAATTATATTCATTTTAAAAAAATA -TATAACGGAAAATTCCCTGTATGGTGCATGGGACAATGGACAGCGTCCAAACAAACCATTTATTATATTG -TTTTTGCAGTCATTATATAATAAAATTAGGATGTTAAAAACAAGAAAGCGTACGATGTTCAAACATAAAT -ATGGAGGTAAAGAATGCTTTTAATATATAATGGAAAAATAATAACAATGGCAGAAGTTGATTACGAAAAT -GGATACATACTTACTGATAATGGTAAAATAATAGCTGTTGGCAATGACTTATCTGATGTAAAGGAACAGC -TGAAGCCGGATATACATAGGATAGATGCAAATGGAGGCTACGTATTGCCGGGATTAATAGATCCACACAG -CCATATAGGAATGTGGGAGGATTCAGTTGGTTTTGAAGGTGATGACGGAAACGAGTCAACTGACCCGGTA -ACACCTCAGATGAGAGCAATAGATGCTATTTACCACGCAGACAGGTCTTTTGTGGAAGCTTATGAAAGCG -GCGTGACGACGGTTGTTACAGGCCCGGGCAGTGCAAATGTTATAGGCGGACAGTTTGCTGCTCTCAAAAC -CTACGGACGGTGCGTAGACGAGATGGTTGTAAAGCATCCTGTAGCAATGAAGGTGGCATTTGGCGAAAAT -CCAAAAACAGTTTATAATGATAAACATCAGACGCCAATGACTAGAATGGCTACTGCTGCTATACTCCGTG -AAAGTTTGTTTAAGGCAAAAGAATATCAGGAAGTATGGGAAGACTATAAAAAGAACCCGGAGGAATATGA -TAAGCCGGATTTTGATTTTAAAATGGAAGCTCTGCTTCAGGTGTTGAACCGACAAATACCTTTAAAAGCT -CATACTCACAGGGCGGACGATATAATAACGGCTATCAGGGTAGCCAGGGAATTTAATGTGGACATTACAC -TTGACCACTGTACGGAGGGCTATCTTATAAAGGATATTCTTGCAGAAGCAGGTGTCCCTGTAATTATAGG -ACCAATGCTTAGCGACAGGTCAAAAATAGAATTAAAAAACTATAACTTGAAAACCCCTGGAATTCTGTCC -AAGTCGGGTATCAAAGTAGCCATAATGACTGACCATCCATGTATGCCTGAGCAACATCTGTGTCTGTCTG -CCGCAATTGCTGCCCGTGAAGGTATGAGTGAAAAAGAGGCATTACGGGCGATAACAATAAATGCGGCTGA -AATAACAGGTATCAGTGACAGGGTAGGTTCTCTGGAGAAGGGGAAGGATGCCGATATTGTAATATTTGAC -GGAAATCCTTTGGAATTGAAATCAACTGTACAGAAGACTATAATCAACGGTGTTGTAGTTTATGAAAGGA -AACAGAATGAATAAAATTGAAACCCATTCATTTGAAGAAACAGTCGAAGTAGGAATCAAACTGGGTAATA -TACTCAAATCCGGTGATGTAATCTGGTTGTCGGGTGATCTTGGAACAGGAAAAACTGCTTTAACAAACGG -TATAGCAAAAGCATTGGGGATAGATGCCTATATAACCAGCCCTACATTCAATCTGGTAAATGAGTATGAA -GGAAGGCTTCCATTATATCACTTTGATGTATACAGGATTTCAGACCCTGATGAGATGTTTGATATTGGCT -TTGATGAATATATAGATGATGGCGGGGTAACGGTAATCGAATGGGGGGAGCAGATCGCTGAAATACTTCC -ATCAGATATAATACGTGTTACAATAGAAAAGAATCTCCAAAAGGGATTGGATGTCAGAGAAATAACAATA -GAATTTATGGGCAGTCGGTATTCCGGCTACAGGATTTAAGTGGAGGCTAATATGAGAATACTTGCTGTGG -ACACGTCAACAAATGTTGCATCAGCTGCGATACTGGAGGACGAGGTCATAATAGGGGAATATAACTGCAA -TAGGGGGAAAACACATTCGCAAAGGCTTATGCCAATGGTTCAGCACCTTATGGAAACAGCGGGGTTGACT -GTAAGCGACATTGATGCCTTTTCTGCATCAATAGGGCCCGGTTCCTTTACAGGACTGCGAATTGGGGTTA -CAACGATAAAAGCAATGGCTTTTGCCGCAGAAAAGCCGGTAATAAGCGTACACACCCTTGATGCACTGGC -GTATAACATTCCATTTGCTGAAAATCTGGTTTGTCCGATGATAGATGCACGTAACAATCAGGTGTTTACC -GCCATATATAGATTTATAGGGGGTAAACTTGAAAGGCTGACGGAATACTTGGGAATACCTGTTACTGAGT -TAGCCGATACACTAAGGGTTATGGACGGAAAAATAACCTTTCTGGGAGATGCCTGCAGTATGCATAAAGA -ATACTTTGAACACGAGCTTGGCGACAGAGTGAGGATCGCCTCTGCTAACACAGCATTGGCAAAGGCATCA -TCAGTAGCTATACTGGCCGGAAAAGCTTATCGAGAAGGAAAACTGGAAAGCTACTATGATATGGTACCGT -TTTATTTGAGAAAATCTCAGGCTGAGCGAGAAAGAGAGAACCGGAAGGTAAAAGATGATTAACAAACTTG -AAATAAGGGAAATGACAGCTGATCATATAGACGGTGTAATGATTGTGGAAAACCTCAGTTTTAAGATACC -TTGGTCAAGGCAGGCGTTTGTTGATGAAATAACGGCTAATGATATGGCTGTATATTTTGTAGCATTGTGC -GAGGGGCAGGTTATCGGATATGGAGGTATGTGGAAAATACTTAATGAAGGACACATAACCAATATTGCCG -TGCATCCTGAATTCCGCCGCTGCGGTGCCGCTTCGGGTATAATAGAAACAATACTTGAAACGTCGGGAGA -AAAAGGGGTAAAAAGTCTTACCCTTGAGGTACGGAAAAGTAATATTGCAGCACAGAGCCTATACAAAAAG -TACGGTTTTAAGCCGGAGGGTACTCGCAAAGGGTATTATTCCGATACGGGGGAGGATGCCCTGATAATGT -GGAAAAACGGTATTTAAATATATCAGCTTCGAATAATAAAATGCAAAGCGGAGGTTAAGTATGCCAAAAT -TAAAGGAGCTTTCATATCAGGATATTGACAACAGATGCAAACTTGAATCACTGCCATTTAAGAACACATC -ACAGTTGGACACATATGAAGGCATTATAGGTCAGGAAAGAGCTTCCAAAGCTATGGAATTTGGTCTCAAA -ATGAAAATGAGAGGCTACAATATATATATGTCGGGACCCACAGGAACAGGTAAAACAAGCTTTGCCAGAC -AAATATTGAATGATACTGCCGCAAATCAGAAGATACCTGATGACTGGTGCTATATATATAATTTCAGTCA -GCCCAATCAGCCGTTGGCTATAAATCTTCCTGTTGGAACAGGAAAGCAGTTTCAGCAGGATATGGACGAG -TTTACAAGAATAATAAAACAGGAAATAGCCAATGCTTTTGACAATGACCAGTATGAAAAAGAAAAGTCAG -AAATAATGGACGAGTACGAGGGCAGGAAAGGCGAGTTGCTGGATAAGCTTAGTAAAGATGCAGAAGAACA -CGGATTCAAGGTAAATACAGGTAGCTCTGGAATATATTTTCTGCCTATAATAGAAGGAAGAACAATAAGT -GAAGAAGAATTCATCAGTTTGGATGAAGAAACAAAAGACAAAATAAATGAAAAAACAAATATTCTTCAGC -AGGAAACTCTGGATATAATAAGAAAACTTAAAAACAATGACAAGGAAACAGAAAAGAAGGTGTCGGAATG -GGAAAATAGGATTGCTCTACTGGCACTGGGTGTACATATAGACGATTTAAAGGAAAAATACAAAAAATTT -GATGTAATACAAAAGTACTTGGAAGAGGTACAGCAGGACATCCTTGATAATCTCGACGATTTTAAGGAAG -AAGAAGTATCAGAGGAACAGCAGCAGCTGATTATCCCATGGATGCAGAAACCTGAAACATCCATCAGCAA -ATATAAGGTAAATGTACTGGTTGATAATAGTGGTCTGACGGGTGCTCCGGTAATTTTTGATTTCAATCCT -ACATATTCGAACTTAATAGGTAAAATTGAGTATGAAAATGAGTTTGGTTCCGTCTCAACGGACTATACTA -AAATAAAACCAGGATTATTTCATATTGCAAATGGTGGATATTTGGTATTACAAGCAAAAGATGTTCTCAG -CAATCCTCAGGCATATGAGGCTATAAACAGGGTATTAAAAACAAAAAAGATAATAATTGAAAACATGAAG -GATCAAACCGGTGTAGTGGCAGTTACGGCAATTAAACCCCAGCCTATACCAGTGGATTTGAAGGTTATAC -TGGTTGGAAGTACTTCCATATATGAGTTGCTCTATGAATACGAGGAGGATTTCAGAAAGCTCTTTAAAGT -TAAGGTAGACTTTGATGAAGTAATGGAAAGAAACGATGAAAACATATTGAAGTTGGCAAAATTCATCAGT -GGCTTCTGCAAGAAAGAAAATACACTTCATTTTGATAAAACAGGTGTTGCCAAGGTAGTTGAATATGCAT -CATGGCTGGTAGAGGATAAAAATAAGCTGTCAACCAGGTTTAATGAAATAGTTGAGATACTTTGTGAAGC -CTGTATGTGGGCAGAGGATGACGGTGCCAAGCTAGTCAAAGCAAAGCATGTCCAACAGGCTATTTCTGAA -AAAGCTTACCGATGTGACCGATTGGATAAAAGGCTTTTGGAAATGCTCAATGAGGGAACAATAATGGTTG -ATACCGAAGGCAGTGAAATTGGTCAAATTAACGGGCTAACGGTAATGGATATGGGAGACTACTCCTTTGG -AAAGCCTTCAAGGATAACAGCATCCACCTATATTGGAGAAAGCGGAATAGTCAACGTTGAAAGAGAAGTT -GATTTAAGCGGAACCTCCCACAGTAAGGGAGTTCTGATACTGAGCGGGTATATAGGACAAAAATATGCAC -AGGAGTTTCCTCTTTCACTTACGGCAAGCCTTTGCTTCGAACAAATGTATGGCGGAGTTGACGGAGACAG -TGCGTCAAGTGCGGAGCTGTATGCAATTTTATCCAGCTTGGCAGAAGTACCTATAAAGCAGTCAATAGCA -GTAACAGGGTCTGTTAACCAAAAAGGTGAAATACAGCCTGTAGGCGGTGTAGCGTACAAAATAGAAGGCT -TTTTTGAGCTTTGTAAACTAAGAGGATTAACAGGTGAGCATGGAGTAATTATACCGATCCAGAATGTAAA -AAATCTTGTTTTAAGGGACGAAGTTATAGATGCTGTAAAGAAAAAACTATTTCATATATATCCTGTGACA -ACAATTGATCAGGGCATTGAAATATTGACAGGTAAAAAAGCAGGTGAAAAAGCAACGAGCGGAGAATACA -AGAGCGGTACCATAAATTATCTGGTAAATGAAAAGTTGAGGAGATTTGCTGCCACAGTATCATATGGAGG -AAAGAGAAAAATATAATTCAGACATATTTTAATTACTCACGTAACTATTGTATTAGAGTCTATTGGGAAT -AATGAAAATTATTCCTGTAAGATGATATTCGATGAGGGGGTGAATCGACTCTTGGCGCTTACGGATGCAG -AGCTGGTGTCTCAGTGCGTGAATGGTGATAGCAGTGCATTTGAGGAAATAGTTATCAGATATAAGAGGCT -GGTCTACAGCGTTGTATACAAAATGATATCGGACAAGGAAGAGGTACATGACGTATGTCAGGAGGTTTTT -ATAAGACTTTACCGTTCTCTTGATAAGTACAATCCGGAATTTAAAATGTCTACATGGATTGTGAAAATTA -CCTCCAATTTATGTCTGGATACCCTCAGAAAGAAAAAACAGGACACTGTCACGCTGGACGATGCAATCGG -AGTTTCAAGTGAGATTGATACACCTGAGGAAGCGTTAATAAAGCATCAAAGATCACAATTAATAAAGAAG -GCTGTGGATGAACTGCCGGACAAATATAAAGTATTAATAGTACTCTTTCACAACCGAGGAATGTCCTATG -AAGAAATGACAAAAATATTAAACGAACCAATGTCAATAATTAAGAATCGGCTATACAGAGCAAGACTTAT -GTTAAAAGAAAAGCTTGAGAGTGCAAGAAAGGAGGAGGTATTATGAAATGTAACGAATCACAAAACTATA -TAATGAGATTTTTTGACAAGGACTTAAATGATATTGAGCAGGCAAAGCTAAAACAGCATCTCAAAAATTG -TGAAAAATGTTCTGAGGAATTTTCAAATTTACAGCAGATATTTACTGAAATCGAACAGGACACGGATTTT -CTTGAACCTCCTGAGGACTTTGAACTTCAAGTAATGAACAGGATTGAAAAAGAAGCTTATATGTATCAAA -AGCAAAAGAATGATAATGTTTTTATGTACAATATATTATTAATGGCTGTTTCCCTGATATTTGTAATTAT -TTTTGGAAGCAAAATGTGGGAAGTTTTAAACAAGCCTATAGGATTAATACAACAGACTCACATGACATTT -GAAATAATTAAGGACTTTTTGTCGGCAGCCGTAAGTATGATTAAGGGTTTAGCTATAGCTGTTGTGGGAG -TGACAGCGTCGATTTATAAAACATATTATTATGCTTATATGATACTGGGTATTTTGCTGCTTGTAACACA -AGGTCTTTTTATCCGGATGGTTAAAGAGGGTAATGGAGGAGCACAATGAACAGAAAGATTAGGGCAATTT -TAGTATCACTGCTGCTTCTACTATTTATACCATGTATAGCATCAGCATCACAGTTTAACTTTTCAAATAG -GCTGGTATTTTTTCAGGATAAAATAATAACACAGCATAGTATGGGAAATATTACCATAGTAATTGGAGAT -GCTGATATTCAGACCAATGTAAACGGAAGTGTAATAGTTATTTTTGGAAAAGCTAATATAAAAGGCATGG -TTGGCGGAGACCTCGTTTCGGTTTTTGGTGATGTTTATATAAAGGATAAATCTCTTATACAGGGGAATGT -TGTGTCTCTGGGAAAATTAAAAAAGGACAACAACGTAATTATCAGCGGTACTAAAGTTAATATAGACGTT -GATATAATATCACTGTTTAAATCAAACGGTATAATTATAAACGGTCTTATTATCCTGTCGTTAATAACGC -TTGCCGCAGGACTTATACTAATAAGTATATTTTCTGGAAGATACCGTGTTATGTCATACAAGATGAGTAA -AGGGCTTACCAGACGTATGATAATGGGGGGGCTGGCAGTTACAGGCTTTACAATTATCGTAATATTCCTT -TTATTCCTGATAGTTGCCCCAATATTTTATGTATTGTTCCTAATGTTCGCTGATATAGTCGCCAGTATTT -TCGTCGGAACATTAATATTTAAAGGAAATTATGACCGAACAACAATTTATCTTCAGTTTTTAGTAGGGCA -AATACTTGTAAGTATTCTAAAAATAGTTCCATTAATACTTATACCAAGCGGTTCCTATACTGCAATGCTT -ATATATGGAATATGTTTTATTATACTTCAGTACTCAATGGCGTTTTTTGGAATAGGTACAATTATTGATA -CCGGCTTTGGAAAGAAAACAAGCCGGGTATAATAAGGTAATGACATAAACTTTAAAGCCAATTTACTTTC -ATAATTTGATTTGTTATATTGTTTTTTGGTATAATAAATTATATATTGGCGAAAATGGGGGAGCACAGAT -GATTTCTACTAAAGTTACAATAAACTGCCCTGCAGGGTTGGATTCCAAAGCTGCGGCATTGCTTGTTCAA -AAAGTATCCAAGTACAGTTCCAGCATATGGTTGGAAAAGGGTGAGAGAAGAGCAAATGCAAAAAGCCTTT -TGGGTTTACTTTCACTTGGAGTTGAAAGGAATGCGGCTATTACAATAATAACTGATGGAGAGGACGAAAA -AAAAGCAGCAGATGAAATATCAGAATATTTTACTGTTGGATTTTAGATACAAAAAATAAATTTTAAATTT -ATTGACATTGATTTATGGCTGTGGCTTAGGATATTCAGGCCACGGCTTTTTGTCCTATGTGCCGCTTCTG -CTCCCGCTTTAAAAGGGTGATAAAGGCGGCATTGTGTTTTTAAAAGCATAACGAACATATACAAGAGGTG -AGATAATTGTTTGATATTCAGGAAGAACTGAAAAAATTACCCGATAAATCAGGTGTTTATATTATGAAGG -ATGCCAATGGAGTGGTTATATATGTAGGAAAAGCTGTTGTACTTAAAAACCGGGTAAGACAGTACTTCCA -GCAGTCTGCGAACCACCCCCCAAAGGTTCAGGCAATGGTTTCCAAGGTAAGTGAATTCGAGTATATAGTG -GTTGACTCGGAAGTGGAAGCACTCATGCTTGAATGTACTCTTATAAAAAAGTATAAGCCAAAATATAATA -TCCTTCTTAAAGATGATAAACATTATCCATATATAAAGGTAACTTTAAATGAGGAATACCCCAGAATTTT -AAAAACCAGAAGAGTAGAAAAGGATGGCGCCAGATATTTTGGCCCTTATTCCAGTGGTTTTGCAGTTAAT -GACACCATTGATACACTGAAAAAATTGTTTTCTCTGAAAACCTGTAATAAAAATCTGCCAAGGGATATAG -GTAAAACCCGTCCCTGTCTTAATTATCACATGAAACAGTGCCTGGCTCCTTGTCAAGGTGGAGTAAACAG -GGATGAGTACAGGGAAATGATGAAAAAAATATGCAGATTTTTAGGCGGGCAGTATGACGAAATAATAAAT -GACCTCCGTATACAAATGGAAACTGCGGCAGAGCAGCTTGATTTTGAAAAGGCGGCACAGCTGCGAAACA -AAATAACAAGCATAAAGCAGTTGTCAGAATCTCAGAAGGTATTATTTACAGATTTGGAGGACAGGGATAT -AATAGGTTATTCTGCTGACTCCACAGATCTTTGCATACAGGTGTTTTTTGTAAGAAACGGTAGAGTCATA -GGCAGGGAGCATTTTATATTTGAGGGAGAAGCTAACGAGGACAAGGGCTATTCACTTTCCACTTTTATTA -AACAGTTTTACACTAAAGTCCAGTATGTACCTTCGGAAATCGTACTCCAAAGTGAGGTAGACGACAGTGA -GACTATAGCGAAGTGGCTAACTGAAAAGAGAGGATTTAAGGTAGCTTTAAGAGTGCCTCAAAGAGGGGAT -TTAGTAAAGCTTGTTCATATGGTATCGGAAAATGCCGAAATTACATTAAAGCTTCACAGAGAGCGTCAAA -GCAGGGAGGGTACAGTGCATTCGGAAGGAATGGCCCAGTTGGTAAAGCTTCTGGGATTGGAGGAGGCTCC -CGCAAGGATTGAATCATATGATATTTCCAACACCGGTTCTTCTGAAATAGTGGCGTCAATGGTAGTATTT -GAAAACGGCAGGCCTGCTCGTCAGGAATACAGAAAATTTAAAATGAAGTCAATAGAGCAACAGAACGATT -ATGGAAGTATGCAGGAGACCTTGTTCAGGCGATTGAACCGTGCAAAGCGTGAAAAGGAAGAGGGAACTGA -GAATGCTAAATTTTCTAAATTACCTGACTTAATACTTGTAGATGGTGGCAGCAACCATGTAAATGCAGCC -AGACAGGTTGTTGAAGAGCTTGGCTATAATTTTAAGATAGCTGGCATGGCAAAGGATGACAGGCATCGAA -CAAAATCACTTGTTTATATGGGAAATGAGTATGAATTGGCTACAAATATGCCCTTGTTAAGATTTATTAC -GGAAATACAGGATGAGACCCATAGAGTTGCAGTAGAATACAATAGAAAACTAAGGGAAAAACGTTATGTC -AGGTCTGAGCTTGATGAAATAGAAGGTATAGGGCAAACTCGAAAAAAAGCACTTATCAAGCATTTTAAAT -CAGTTGCTGCAATCAGAAAGGCAGATATTGCACAGCTGCAGGAAGTAAACGGTATAAGTGAGAAAATAGC -AAAAAATATTTATGAATATTTCAATTAAAGAAGAAAGAGATAAGTTTATATGTCAATTTATACAATAGCA -GACCTTCATCTTGCCTTGGGAATAGATAAGCCAATGGATGTATTCGGCGGGCGATGGTCAAACTACATGG -AAAAGCTTAAAGAAAACTGGGTGAGTAATGTCGCTGATAATGACACTGTTGTCATTCCCGGCGATGTTTC -CTGGGCCACATATATAGAAAGTGCCTATGATGATTTCAAATTTATAGAAGATTTGCCTGGAAAAAAGATA -ATTTCCAAGGGAAATCATGATTACTGGTGGACAACTTCGTCAAAGCTTAATAAGTATCTAGAGGAAAAAA -ACTTGAGTACTATTTCTTTTATGCATAACAACGCATTTCAATTCGAAGGGATTGCAGTTTGTGGTACAAG -GGGCTGGAAAGGCCCGGGGGAAGACGATTTTAAAAAAGATGATGAAAAAATATACAAGAGAGAAATAGAA -CGTCTGGAACTATCCATCAAGGCAGCGTTAAAGCTGAAACTTCCTCGTATGCTAGTTTTTATGCATTACC -CGCCTGTTACGGCAAAAAGCCCTATGACAGGATTTATCGATATAATGAAGAAATACAATATAAATGAGTG -CTATTACGGACATTTGCATGGTGAAGGTATAAAAGGGGCAGTCGAAGGAGAGTATGAAGGTATTAATTTA -AAACTAGTATCAGCAGATTATTTGAACTTTAAACCTTTTAAAATCAAGTAGGTTTTCCCAAGCCTAAAAG -CGGTGAAAAGGCTGGTGCAAGGGAAAGTCAAAAATTTAACATATAATTGAGGTTACACTTGGAATTGTAA -TATCGTTTATGGTATAATTGAGTGGTTAATTTTTTGAATGTTAAAGGAACTGAGGGTAACATAATGTTCG -GCAATTAAAGCAGCCAAATACAAATGACGGATAAAATTAATAAAAAATGAAAATAAATACCGGGAGGAAG -TTTATTAAATGAAAGTAAAAGTTGAAAATGTTGAAAAGAATGTTGTACAGCTCGAGATAGAAGTTGATAC -AGCTAAATTTGAAGAGGGAATGCAGCAATCGTACTTAAAGAATGTAAAGAAGTTCAATGTACCGGGCTTC -AGAAAAGGAAAAGCTCCGAGAAATATTATTGAGCGCTATTACGGGGAACAGGCACTTTATGATGATGCAA -TAAATATTGTATGCTCTGAAGCATATGATAATGCTATAGAAGAGAACAATATAAACCCAGTAGACAGACC -TGAAATTGATATAGTTCAAATTGGAAAAAACCAGAACCTGATCTTTACAGCAAAGGTTACAGTTAAGCCG -GAAGTTGAGCTGGGAGCCTACATGGGTGTAGAGGCTAAAAAGGCTGAGGCCAATGTAACAGATGAAGATC -TTGAAAATGAATTTAATAAGGTTGTTGAAAAGAATGCACGTCTTGTTTCTGTTACAGACAGGCCTATACA -ATCAGGAGATACAGCTGTAATAGATTTTGAAGGCTTTATTGATTCAGTTCCTTTTGAAGGCGGAAAAGGC -GAAGACTATAGTCTTGTTATAGGCTCAGGAACATTTATTCCCGGATTTGAAGATCAGCTTATAGGAAAGA -ATATTGCTGATGATGTTGATGTAAATGTTAGTTTCCCTGAAGAGTATGGCAAAGAGGAATTAAACGGTAA -AGAAGCACTATTCAAAGTACTCATCAAGGAAATAAAAGTAAAGGAATTGCCTACTGTAGATGACGAATTT -GCAAAGGATATAAGCGAGTTTGATACTCTAGAAGAATATAAGAATGACTTAAGAAATAAACTTGAAGAAA -GTGCAAAAAGCAAAGCAGAACGTGATAATGAAGAAAGCGTAATTCAAGCGGTTGTAGGAAATGCTACTGT -TGATATACCAAACGTTATGGTTGAAAAGCATATTGATGCCATGGCAAGAGATTTTGATATGAGACTCCGT -TATCAGGGGCTTGATCTTCAGAGATATCTGGAAATTATGGGAACTGATTTTGAAGGCTTCAGAGAACAGT -TCAGAGAAAGGGCTGCAAATGAAGTCAAGATTCAACTGGTAATAGAAAAAATCAGCAAGGTTGAAAATGT -TGAAGCAACCGATGCGGATGTAGAAGAAGAAATCACAAAGACAGCCGAAGCATATAAGCAACCTGTAGAA -GAGCTCAAAAAGACATTAAGACCGGAAGACCTTGAATATGTAAAAAATGATATCGCTTTCAGAAAGACAA -TTAAGATTTTGGTAGACAATGCAAAACTTAATTAATTTGTATTATTTAAAAGTTAATAAAATGGGTATCA -TTATATAAATACAATTGTTTAGGTTCCACCGGTAATAACATAACATATATTAAATAAGGGAGGTATGCAT -ATGAGTTTAGTACCTATGGTTGTTGAACAAACTAATCGTGGTGAGAGATCATACGATATATTTTCGAGAT -TATTGAATGATAGGATTATTGTATTAAGTGATGAGGTTAATGACGCTACGGCCAGTTTGATTGTTGCACA -AATGCTTTATCTTGAAGCTCAGGACCCTGATAAGGATATTCAGTTTTATATAAACAGCCCTGGGGGGTCT -GTAGCATCAGGTTTTGCAATATATGATACTATGCAGTATGTAAAGTGTGATGTATCAACTATATGTATGG -GAATGGCAGCAAGTATGGGTGCTTTCCTGTTAGCAGCAGGGGAAAAGGGAAAAAGATTTGCACTGCCAAA -CAGTGAAATAATGATTCACCAGCCTCTTGGGGGAGCTAGAGGTCAAGCTACAGACATTAAGATTCACGCA -GAAAATATACTTAGAACCAGAGATAAGCTCAATAAAATACTAAGCGAAAGAACAGGTCAACCTCTTGATA -AGATAGAGAAAGATACTGAGAGAGACTTCTTTATGTCTGCTGATGAGGCTAAGGCCTACGGTATTATTGA -TGATATTATGGTTAGAAGAAAATAATAGAGGTGCAATGATGACCAGATATGATGAGAAGAAGCAATTAAA -GTGCTCTTTTTGTGGAAAATCTCAGGAGCAGGTAAAACGGCTGGTGGCAGGACCGGGTGTATATATCTGT -GACGAGTGTATCGAGCTGTGTTCCGAAATTATAGAAGAAGAATTTGAAGACACAAAGATTGATGCAGAAG -TTAGCGAGATACCAAAACCAAAGGAGATAAAGGAAATTCTCGACCAGTACGTAGTCGGTCAGGATGCGGC -AAAAAGGTCTCTTTCGGTAGCTGTTTACAACCATTATAAGAGGATAAACAGCGATGTAAAGACCACAGAT -ATAGAACTTCAGAAGAGTAACATAGTTATGCTGGGTCCTACCGGTAGCGGAAAAACTTTTCTTGCTCAAA -CACTTGCAAAGATACTTAATGTTCCTTTTGCTATAGCCGATGCTACTTCTCTCACTGAAGCAGGCTACGT -AGGTGAAGATGTAGAAAATATACTTTTGAGGCTTATACAGGCTGCGGATTATGACATTGAGAAGGCTGAA -AAGGGAATTATCTACATTGATGAAATAGATAAGATTGCAAGAAAATCGGAGAACCCTTCCATAACCAGGG -ATGTCAGCGGAGAAGGTGTTCAGCAGGCTCTTTTAAAGATTCTGGAAGGAACACTGGCTTCAGTTCCCCC -ACAGGGCGGAAGGAAGCACCCTCATCAGGAGTTCATACAAATAGATACTACTAATATTTTGTTTATATGT -GGTGGTGCTTTTGACGGAATAGACAAAATAATTCAAAATAGAATAGGTAAGAAATCATTAGGCTTCGGTG -CAAAAATAGAAAGCAGCAAGGACAAGGATGTAGGACAATTATTAAAAGATATACTGCCACAGGATTTGCT -CAAGTTTGGGCTTATACCCGAGTTTGTAGGAAGACTTCCCATAGTTGTCACTCTCCAGTCTCTTGATAAG -AAGGCTCTTGTTCAAATACTTACCGAACCTAAGAATGCTTTGGTAAAACAGTATCAGAAGCTATTCGAAA -TGGATGATGTTCTTCTGGAAATACAAGATGAGGCTTTAGAGCATATTGCTGAAAAGGCAATAGAGCGAAA -CACTGGAGCAAGAGGTCTTCGTGCTATTCTGGAAGAGGCTATGCTTGGAGTTATGTATGACATTCCTTCA -ATGACAAATGTAGAGAAATGTATTATAGGCAAGGAAGTGATAGCGGAACATTCAGAACCTGAATTGATTC -TCAATGAAAACCGCAAATCACTAAAAAAAGCCGGAGCCAAGAGGACAAGAGTTAAGAAGGAATCTGTTTC -CTGATCATTCTTAATAAAACAGGCAGGGTATATGTGTTGTTAAAATGCATATATCCTGCTTTTTTATTGG -CTCAGTATATTTTTTGGATAAAATAAAACTTGTTGCCAATAATATCTTTATAAGAAATGATCCAAGTCTA -AGGAGGATATGATGCTTACGACAACTTTGTTTATTATACAGTTCTTTTTCTCTGTTGTTATTGGAATATA -TTTTTTATCTCTTCTAAAAAACCAACAAGGTAATAAAAGCACTATTGAAAAGGAGTCTAGAAAAGAACTG -GAAAAACTAAGAAGAATGAGGGATATTCATCTTACGGAGCCTTTATCGGAAAAGACAAGACCTGCATCCT -TATCGGACATAGTGGGACAGGAGCAGGGATTAAAGGCACTTAGGGCCGCCTTGTGCGGAATGAATCCGCA -GCATGTGATAATATACGGGCCTCCCGGAGTAGGCAAAACGGCTGCAGCCAGAGTAATACTTGAAGAAGCT -AAAAAGAACAGTATGTCACCATTCAGGAAAGAAGCAAAGTTTATAGAAATGGATGCTACTACTTTAAGAT -TTGATGAAAGAGGAATTGCAGACCCCTTAATTGGCTCGGTACATGATCCTATATATCAGGGAGCCGGCTC -ATACGGTGTAGCAGGAATACCTCAGCCCAAACAAGGTGCCGTTACAAAAGCACATGGAGGAATCCTTTTT -ATTGATGAGATAGGTGAACTTCACCCCATACAAATGAACAAGCTTCTTAAAGTTCTGGAAGATAGGAAGG -TATTCCTGGAGAGTGCTTATTATAGTGCTGAGGACAGTAACATACCCTCTCATATACATGATATTTTTCA -GAAGGGCCTGCCTGCCGATTTCAGGCTGGTGGGAGCTACCACGAGAGTCCCTGATGAAATACCGGCTGCA -ATCAGATCAAGATGTGTTGAGATACATTTCCGTTCCTTACGAGCTGATGAAATATGTAAAATATGTGAAA -ATGCAGCAGCAAAAGGAGGATTTATCCTTAATCAGGGGTGCAGCGAGCTTGTAGCAAGATATGCCCAGAA -TGGAAGAGATGCGGTTAATATTATTCAGATAGCAGGCGGTGTTTCCATGGTAGAGAACAGGAGCACTATT -GATATAAAAGACATAGAATGGGTTATAGAGTTCGGCCATTACAGTCCCAGAATAGAAAAGAAGGTAAGCC -CTATAAACCAGATAGGTTGTATAAACGGTCTGGCTGTTTTCGGTGAAAGTACGGGAATGGTTATAGATGT -TGAAGTAACAGCAATATCGGTTGCAAGGGGAACAGGAAATATCAGAATAACAGGCATTGTTGAAGAAGAG -GAAATGGATAACAGGGGGCATAAACTTAAACGGACAAGTTCAGCCAAAGCTTCCGTTGAAAATGTCTTAA -CGGTTTTAAGAAAATATATGGATGTTGATTTTAAGAATTATGAAATACACTTGAATTTTCCAGGAGGTAT -TCCTATTGATGGGCCTTCTGCCGGAATCGCTATTGCAACAGCTGTTTATTCTGCTGTCAAAAATATACCT -GTGAGCGGAGAGTTGGCAATGACAGGAGAAATATCAATTAAGGGAAAAGTAAAGCCTGTTGGGGGCGTTG -TAGCAAAAGTAGACGCTGCTAAAGCAGCAGGTATAAAAAAGGTGTTTATTCCAAAAGATAATTATCAGGA -GATATTCGAAGATATGGATATCGACGTCATACCTGTTGAAAATATCAATGAAGTAATGAAGGCTGTATTT -GATATTGATCTGGTAGAAAAAAAGGACGAAACAGTTCCCAATGGGTCTGCACCTATTACGGTGCTGACAG -CACAGGGGACGTAGCAGTTTTTAGACGACAATGTACTTTGAATTAGCTTACGTGATATCGGCCAATACAT -TTTAAAACGCTGAAAAGCCCTGTTCCCCATAATGAGGAACAGGGCTTTTCAGCGAATTCATATTATGTTA -CAATATCAAAAGTGAATACCTGTTTACAACTAAGAAGGACTATGTTTTAACAAAAAAGCACTCTTTTACA -AAAATAAGTTAAATAGTAAAAGCAATTAATCGAAATTTCACAAAATTTGGGACTTTAGGACTATTATATT -GGTAAAATTTTTCTATATATTGTATAAGAATTTTTTGGTATTATAATATTGAACATTAGCATTTCTCCTT -TTTAGGGGCATGGAGCCCGTCGGCTCCATGTTTTTTTGTACCCTTTTTTTAGTTAATCAAATAAGTAAAC -ATAAAGTACCAACTTTCATATTATGTATTATGATATTAAAATGCTAGTATTTAGGAGGTATTTTATGAAA -AGATTGAGAAGCCCGGTTGCATGGGCAGCTTTTGTAGCTTTGATACTGTTTGTACTGAAAACCTTTAACC -TTCTTGCACCTATTGGATTGAGTGAGGATAGTTTTAAGGAATTGACAACACTTATTTTCGCTGCGTTAAC -GGCTTTTGGTATTTTTAACAACCCTACAGACAAAGATTCATTCTAGCAAGACTTATGCTTTTTTTAAAAG -ATTTAAGTATAAGTATATATCTGCATGAATAAGCTTTTTTTGAACAGAAGCTGATTCATGCAGATATTTT -TTGTGGGGAAAAGCCGGTTTTCAAGCATTTCCTAGTCCTTGATTATTAAGGAACATTAAGCTATCATAAA -ATAAGCAAATAAAAGCGGAGGAAAATCAATGGATACACTTATACTCGGGATAGAAAGCAGCTGTGATGAA -ACTGCTGCTTCGGTTGTGAAAAACGGAAGATATATAATGTCAAATGTTATTTCATCTCAAATAGATTTGC -ATAAAAAGTATGGTGGTGTTGTTCCGGAAATTGCATCACGAAAACATGTTGAACTGATTATGCCGGTTGT -ACATCAGGCACTGGAAGAGGCGGGTGTTTCCTTAAAGGAAATTGATGCCGTAGGTGTTACCTATGGACCT -GGATTGGTAGGAGCTCTCCTTGTTGGGTTGACTGCTGCAAAGGCGATTGCATTTGCTGCCGATAAACCGT -TGGTTGGAGTGCATCATATTGAGGGGCATATTGCGGCAAACTACCTTCAGGAGCCGGAGTTGGAGCCGCC -TTTCATATGCCTTGTAGCTTCCGGCGGACACAGTCATATAGTCCATGTTAAAAGCTACAGTGAATTTGAG -ATTCTTGGACAAACCAGGGATGATGCCGCCGGAGAGGCTTTTGATAAGATATCCAGAGCTATCGGATTGG -GATATCCGGGAGGCCCTTTAATTGATAAAAATGCACTGACAGGAAACAGTAAGGCTATACAATTTCCACG -TGTAACCTTCGATGACGGTTCACTTGACTTCAGCTTCAGTGGTCTCAAGACTGCAGTTCTAAATTATCTT -AACAGGATGGAGCAAACCGGGGAGAAAATTAATATTCCTGATGTAGCGGCAAGTTTTCAGCAAGCGGTTG -TAGACGTTTTGGTCAGAAATACCATCGCTGCAGCTAATATGAAGAATATTGACAAAATTGCCTTAGCCGG -TGGGGTTGCAGCAAATACACAGTTGAGAAACGACATGAAGGTCACAGCGGAAAAGCAAGGTATAAAGGTA -ATGTATCCGGGATTGACACTTTGTACCGATAATGCTGCTATGATTAGCTGTGCAGCTTACTACGAGTATA -AAAGTGGAAAGAGGGCAGGAATGGATTTGAATGCTGTCCCGGGATTAAAGTTATCCACAGGTATTTCCAA -AGATTAAAATGCCCCTTTTGCTGTGGTATTAATAGTTAGAACGTATGACATATTTTTACACAAATTTTAT -AATTACAGTCAAAACCAGTAATCATGAGTGTTTCAGAACTTACAGTCTAAAATGTGAATAAAAAACTGTG -AATAAACTATAGATTCTGTGGAAACTTGGTAGAACATTTGGGAAATAAGAGTTTGAGGCTTGTGGATAAC -TTTGTGGATTATGTGAATAAGTTTTGCTTAGCTGTTCTAAAAAATAGGAAATGTAATAGCTAGAAATAAA -ATACAAGCAGGTATTTACCTGCTTGCTGACATTTTATATTGATTATAATAATCTGTGACATTTTTTACAT -AATTCTGGGTTTCTGTGTACGGAGGGATTCCACCGTATTTGTCTACACTGTTGGGACCTGCGTTATACGC -TGCCAAGGCAAGACTTATGTCTCCGTCGAATCTTTCCAACTGGTATTTTAAATACCGGGTTCCACCGTCT -ATATTTTGAAGAATATCAAAGGGGTCCTTTACTCCAAGGCCTTCAGCAGTACCGGGCATAAGCTGCATTA -ACCCTTGTGCTCCTGCTTTGGAAATAGCAGTAGTATCAAAGGAGGATTCCTGTTTAATAACGGCTCTTAT -TAATTCTTTGTCTACTCCGTATTTGGCAGAGGCACTGTCTATACATGAATTTATAAGATTCATTAGTTCG -CTTATATCAGTGGGTATATAGGCTTTTGAATTTGCCAGAGCCGTGCGAGCTTTTAAAATGTTTCCGGTAT -TACTGTTATCAAGCTGACCAAGTAAGTCTGTCAGTGACGTATCCTTCAAAGGATTGTCCTCAAGTCCGCT -TAGGGGGTTAATCAAACCTGACTGAGTCGCATCATCCAGATACTTTTGAAAGGGTATTTCTGAGTTTACA -GAGCTCCCGATATTCATTCCGGGAATACCAGCCAGTCTATTTTCTATCTCTGCAAGTTTTTGCTTAAAAA -TTGCATCTATATCAATATTCATATATTCACCTGCTTCATTTCATTTGTGAGTAAAAGCTACATTAATTAT -ATCGGTATAATTGAATGAACATTTAACAGACATTTTAATAGTTTAGTATACAATATGTTATGATATCAGA -ATTTTCTTGCTGAATTTAGAACAAGCGTTTTTGGCTGTACCGTCAAAATTCCGCTCAGAGAAGAGCTTGC -ATCGGCCTATATTTTCATTTGGAGAGTCAATATGTACGATGAAATTCTCACAGTGAATACATTTAAAGCT -AGCCTCTTTTGAAGAGGTTGGACCCATGCTCTCCTTATATCTGAAACAAACGTAGTCTGGTGTAATAACA -CCGTGGTATTTGCAAAGGATATCATTTGTAAGATGTAGGGATATCCCTCTATCACAGCTCTTACAGCACT -TCTTATGCTTCATAAATAAAAACCTCCATGACCCAAAACTGCTTTAAAAATTAAATATTTACTACATTAT -AGCACTATCTGTTAAATTAGTGGTAAAATGGGAAATACATTAAACATATAATTATATAGATACTTCAAAA -ATAAGTATTTGTAATGTATAATAACCATAAGAATTTTTTGATTATTTTTAGGAGATAAAATGAATAAACC -AAGCATATTTCGAACTAGATATATTCCGTTTGAGACTGTTGATATTTCAAGTGATGAGTTGTTATACAGG -GATGAGGAATTATTAATTACAAGGTGGAAGGCAATTAAGCCAAGAAAGGATATTTCCGGCGGGATTTCAT -ATACTTTTTTAAAGGAAGGCATTAAAATCAGCCGTTTCTATGACGCAGATAAAAGGTTTGCATATTGGTA -CTGCGATATAATTGATGTTGAGTACGATAAGGGTAACGATAGATTTACACTTATTGATTTACTTTTAGAC -GTGAAGCTTATGCCGGACGGAACTATGCAAGTACTTGACGCAGACGAGCTTGCAGAGGCATTAGAAAGAG -GACTGATAACCCAGGAAAAGGTGTGCAGTTCTCTTAAAAAAATGGATAACATTCTTCAACAGATTTATAA -CGGTAATTTTCCGCCAGCCATATGTTTAGAAGAAAGCTACTGGAAGGTGTAGTTTGTATTTTGTAGTATA -AGGAAATTCTCGGGATATTACGATAATTTGACACGGAGATGATTGGATGGAAAAAATAATTGACTTGCAT -ACACATAGTACCGCATCAGATGGAAGCATGAGTCCTGCTGAGCTTGTCCGACATGCAAAGGCTATAGGAC -TTGCCGCAATAGCATTAACCGATCATGATACTGTGGACGGTGTTGAAGAGGCTATCAATGAAGGAAAGAG -GTCAGGTATTGAAGTTATACCCGGGATAGAAATCAGCGTCAGATATAAACCTGAAATGCACATTTTAGGT -TTGTTTCCCGATTGTGATAAATATATTAATATACGTTCGGAATTGTATGTTGTAAAAAAAGGAAGACAAG -ATAGAAACAGGAAGATTATTAACAGGCTTAATGAATTGGGAATTGAAATAACAGAAGATGAGGTTAAAAA -CGTGGCAATGGGTGATATTACAGGACGACCTCATATCGCCAGAGTTTTGGTTGCAAAAGAATATGTAAAA -AATATAAATGAAGCCTTTGACATATATTTAAGCAAGGATGGTCTTGCATATTTTCAAAGATTTGAACTTG -AGCCTGCTGATGGAATTAAGGCCATAAGGAAATCGGGAGGTATACCTGTTATCGCCCATCCTGTTTTTTT -AAGAAAAAACTATAATGAAATGGATGAACTGCTGGGAGAACTTAAAGGATACGGTCTTGCGGGTATAGAA -GCTTATTATAGTGAAAATACTAAAGAGGATACGGGAAATTTCCTGAGACTTGCTATTAAGCACGGGCTGG -TTGTAACTGGCGGCAGTGATTTTCATGGAATTTTTAAACCTGGAATTGAGCTAGGACACGGCAGTGGCGG -ACTTAAGGTTCCATACGAGTTACTGGATAAGTTAAGGGAATTCCAGAATAACATGAACAAGTAAGTTTTT -GGGAAAAAGTATCGTTAAACTTGACCTTTGTATTATTGTAATGTTATAATTGTTTTAGTTAAAAGAATAA -TTTTTTCAAAAACCCTTTAACAAAAGGGTTTTTTTATCCTATGGGAAACAAAGGATTAATTAAAATTAGC -AGTGGGCGGTAAAGGAATGGTTAAGGAAGCAGTTAAGATTGTTGCTCAAAATAAAAAAGCTCGACATGAT -TATTTTATCGAAGAAACCATAGAAGCAGGCATTGTGCTTTCAGGTACAGAGGTAAAGTCTGTCCGACAGG -GCAAGCTCAATTTAAAGGAAAGCTATGCTTCTATTGTTGAGGGGGAAGTTATTGTAAGCGGAATGCATAT -AAGCCCTTACGAACAAGGTAATATTTTTAACAAGGACCCCTTGCGTGACAGAAAGCTGCTTTTGCACAAG -TCTGAAATAAACAGGCTTATAGGGTTGACCCAACAAAAGGGTTACACGCTAGTTCCCGTTCAGGCATACT -TAAAACGTGGTATGGTTAAAATAGAACTAGGCGTTGCACGCGGTAAAAAACTGTATGACAAAAGAGACGA -TATTGCAGCCCGTGATGCTAAGAGAGAAATTGACAGAAAGATGAAAGAGCAGCTCAGGTAATATATGTAT -ATTTGCCATAAATCAGTGGTTGTAGTTTTGTAGATCAGGTGGTATGATAGTGCTCTGGTTATTGATAATT -TAATATTGTTTTGAAAGCTTAGTTTATTCGCCTTTAATTTGTTTAAATAATCTGTTACAACTTATTTTAT -AGGTCAATACTTTTTGATTTGATTCTATAACATTTTATACATGGGGGCGTAATGGTTTCGACGGGATTGT -TGAGACTTGATAAGCGGGTAGAGGATTCTCGTTGGCCTCTTAAAAAACGAGAACTTAAAATTAAACGCTA -AAAACGATAATTTCGCTTTAGCTGCTGCCTAATATGGCGGCCCGTCAGTCCCAGGTTGCTGCACCTGGGG -GCACTGGCGTCGATAAGTCAGCCCTTTTGCATAGGAAGGTTAAATGCTAGAACTGATTTGGCCGTAGCCT -TGAGCCAAGTCGGAATTTAAAGGCTACTGAAAGTGGCACCCTGCCTGTAGGGGTCCACCGTAGGGAAACG -CAGGGTTTAAGTCCCGCAAGGGATACTGAGCAATGCACAAATTACAGGCTACACCCGTAGAAGTTCTTGA -GGATATGGTTTCGGACAGGGGTTCGACTCCCCTCGCCTCCACCAATGAAAGCCGTTGATAAAGCGGCTTT -TGTCATATCTGTAGATTCTAGGTAGACGTGCAGGTAGACAAACTAATAAAGTAATGCTAAAATATTACTG -TAAATATTTGTTGGGTAGACAAAGGAACGGTGATATTATGGCAAGGAAAGCTATCGAGAGGAATATTTCT -TATGATGATGTCAAGAAGCTCTATTATGTCACTATGGATTATGGTAAGGATAGTACAGGGAAGAGGGTTA -AAACTACCAAGACATTTGAAAAGAAAAAGGATGCTCAGACGGCATTGAAGAACTTTGAAGCGGATAAGAT -AAAACAGAATCTGGTATTTCCTTCAGTTCTGACAGTTGAGAACTGGCTTACATATTGGCTTGATGATATT -AAGGCTATCAAATGTGAAGAAACAACTTTATACGGATATAGAAATATAATAAATAAACATCTTATACCTA -AACTTGGTAACTATAAACTTCAAGAATTAAATCCAACTATATTGAATAAATATTTTAAGGGAAAGCTTGA -TGAAAAATTAAGCCAAAATACAATTAGAAAACATTATGATTTATTGAAGGATACTTTAAAAACCGCTGTA -GATGAAGAAAAAATTCTTAAAAATCCTCTTAATAAAGTACCGCCAATAAAGGTACAGAAGAATGAAAAGA -ATTTTTATAATGTTGAGCAGTTAAAAACTTTATTTACTATTGTTGAAAATGACCGTATGGAAATTGTGGT -CAAGCTTGCAGGAATGTTGGGGTTAAGAAGGGAAGAAATTGCAGGACTTAAGTGGGATAATATTGATTTA -GAAAATAGAATAATAACCATAGCCGAAGCAAGGACACAGGCAGGCAAAAAGACAGTAGCAAAGGGTACTA -AAAATAGTTCCTCCCATAGAACATTATATGCACCGGAGGAAATAATAAACCTTCTTACGTCTATTAAAAC -CACACAAGAAGAGCAAAAAAGACTATTAGGAGAGGCTTATAAGGATGAAGGGTATATAATGGCATGGGAA -AATGGAGAACCGTACAGACCCAATTATTTAAGTGATTTATTCAAGAAAATTATAGATGATAATAAGCTTC -CTTCTCTCAGATTACACGATTTAAGACATACTTTTGCAAGCATAGCTAATGAATTAGGAACGAATTTATA -TGACATTAGTAAGGCTTTAGGACACTCACAGGTAGGCACTACAAGCCAAATATATACACATATGTTTGAT -GCTACACATAAAAAGGCTATAAGTAAAATTGCGGATGTAATGACTGCAAAGTAAATTTCATAGATATATT -TTATGATTGATGATATAATATTTTCGGAGGGATGAACATGGAAGAAACCTTGAAACTAATTCTTGATAAA -CTGAACAGTATGGATTCGGATATAAAAGATATAAAAAATAATGTAAGAAATTTGGAAAAGCATGTTTTTA -TTATTGAAAATAAGCAGAGTGAGGATTCAAAAGCTTTGTATGATGGATATAGCCAAACTTTAGAAAATAC -CGTTGAAATTAAAAAGGATATAAAAGATATAAAGGAAACTTTGAATGTACATGAAGTAAAATTGTTAAAA -GTAAAATAGAGTAACCGCCAAGTAAGGCGGTTTTTATTTGCCATTTTATTATTGATAATGATTATCATTT -AACACTTCTATTCACATATTAATGTTACTGAACGATTCGAATTACTTGTTTTGGAGATTTTTAAAAGTCT -TGAAATTACTGTATTGCAGACAGTGCTAAAATGATTTAATTGCTGCTAAAATGTTTCAAAACCTTGATTT -TAAAGCTTTTAGCCGACATGGCAACGATACGATGATTCATTCAAGCTTTAACTAGTTTGATTTATTATAC -ATAAAAGGATATAATTTACTTAAAGTTTGAAGTATTATGGAGGGAGCATGGAAAACCAAATTCAACCGAT -TGGTAATGTGAATAGGATAAAAATAAATAAGAAAAAAATGGTTTTACTTATCATTGTAATAGTATCATTG -GTAGTTGTTATTTGCTATTTGGTATCTGTAAATAATAAAATATCGTTATACGAAACCCAATATACTAATA -AAGCCAAACAGATAGTAGCTGATTATAATTTAAAAGATGCTAATATTAGTATGAAATATAACGGTAAATA -TGATGGCTATAGAAGTTACGATTTAGTGGTAGAAAGTAACTCGTTTGAAAAGCTTGAAGATAAAAAGAAA -TATAACTTAGTAAAATCATTAGAAACTATAGACGTTAGTGATTCTAGTTTTCTAGTCTTAAAACGAGTAA -TATCAGGTGCTAACACATACCAAAACAATGTACTTTATTCTAATGTTTTAGATAAAAATTATGATGAATA -TTATACTGATGGAATTAAGCATAATAATGGTAATATTGAAAATAGTGCTACAAGTACATACGAAAAAGAA -CCAAGTGATGATGATAAAGCTTTTGCATGGACTGCTGCTAAAAAAGAAGTTAAGGAGAGATTGAAATCTC -CTTCGACAGCGGATTTCCCTTTTAGTTATAATGAACAATATATCAAAGAAGTTGAAACAAAAACTTTTAT -AATAAAATCTTATGTAGATGCTGAGAATTCTTTTGGTGCAAATATAAGAAGTAACTTTATTGTAAAAATA -AAGAAAACAGGTGAAAATACGTATACTGTTATTGATGTAAAAATATCATAATGCATACTCAAAAGTATAC -TTTTTAAGACTAGATAAATTGCATTGAACATTTAATATGCTAGAGAATTGACTTCACTTGACAGTATCTG -AATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTATGACAGCAC -AAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTAAGTGAAGC -ATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAAATGGTCTG -GAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAGGAAG -CCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAAAACA -AGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCTTTGACAAG -AGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCTCGCTGCTC -TGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCGGGATATTTGCT -GGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTGCCATAGAT -ACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGATATATTAA -ATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACAGACAGAGGAAC -GGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTGAGCACACA -ATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCTGAATGAAT -TTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGATTTGGATTTTTA -TATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCAGACA -TTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGGTCTA -GCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGCACCTCCAT -ATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAGGACA -TGTTAACAAACAAAACTATATCTCAGACGATAATAGCTCATCTGGTAAGTCGGGACATTCAGGAGATTAC -AACCAGACAGTCAATATATAATGCCCCCCAATGTCAAGACAAACATTTTTAAATTTTAGTTAGGTCTCCT -TTCGATGGGTGTATAGTGTTTGTTAGAGCTTGTCAAGGTCTTAAAAATGTTGTTTAATTGACAAGTTTGG -ATACCAACGTCTATTCTTGGTAGCTTTATAAAGGCTCCTGCCTTACAGCGAGAATAGATATCTGCCTAAG -CTTAGGCAGTTTTTTCTGCTAGGGTTCTATAATAAACTTCTCCTGGTGTCCTATACTCTAAGGTCTGATG -TGGACGGTAAATGTTGTAATAAGCTATATACTCCTGAATAATGTTACGTAATTGCTTAGGCGTGGAATAT -TCCTCAAGATATAGCTTCTCCCATTTCAGACTGCGCCAGAAGCGTTCAATACAGATATTATCAAGGGCTT -GACCTTTTCCATCCATTGATACTTTTATGTTGTTCTCTTTCAAAAGATTTATATAATCTTCACAGGTAAA -CTGGGATCCTTGATCACTGTTAATAATTTCGGGTTTCCCATGTGCTGTGATAGTCCTTTTCACCAGATTG -AGGACAAGACTTTTATCCATGGTATTGGATAATTCATAACCGACGATATATTTGGAATGCCAATCGATGA -TAGCTGCTAAATACATATGACCTTTGGGCATCCGACAATAGGTAATATCCACTGACCATACCTGATTAGG -CCTATCAATTGTAAGCCCTCTGAGAAGATATGGATGGACATACTTCAATCGGCCCCGTTTACTTAGGTTG -GGTCCTGGGCAGATTCCATAAATGTTCATTTCCCTCATATAACGGCGGGTACGCTTCTTGTTGATGTTTA -TGCCATGATCCCTATGAAGGATATGCGTCATACGCCGATACCCAAGTGAAGAGTCTCTCGTATAGATTTC -ATCAATAAGCCATTTAATACGGTATTCTTCGCTGCGATCAGGTTCGTGCGGCTGATAGTAAAGCGTACTC -CGATTAAGCCCTAGCAACTGGCACTGTCGAGTAATGGTCAGCTTTTTATGTTTTTTATCCACCATGCTTT -GGCGGCTCTGTCGGCAGGCCGAATTGTTCAGATTTTTTTTTGAGCCAGTTACGCTCTACGGTTAACTGAC -CTATTTGCCTGTGAAGCTCGTCAATCTGAGCTTCATGTACCTGCTTCAATTGTTCGGTTTCATCAGCATC -ATCACTGAAAGCACGGTTGGCATTCTTTATGAACTCAGATTTCCAACGCGTAAGCTGATTTGGTTGGATT -TCGTACTTAGCAGCGATCTCTGTCAATGTTTGTGCCTCTTTTAAGACTTCGAGGACTATTTTGGTTTTCT -GTTCAGGGGTAAAAGTTCTTCTCTTTTTCATAGCTTTATTCTAACTAATTTTTTGGATTTTGTCGTCTAG -TTTCTTGGATTCATTATAGTTATATAGGCAGCACAATAGAAATGAGAAATATTGTTATTGATTTTCAAAT -TGAGAACAACTATTCAGCCAATAGGAATCTTCTATACAGTATTTTTGTCCCAAAGTCGGAAGGAACTATG -ATATTTGAACAGGATAACATAAAGAGGAAAATTTCATGCAGAGTTGAAAGTCTTGTAATCAATGATAATA -AAATACCAAAGACTGCATCACTAAGCTTACTGTGTCCCAGCCCCTTTTGGGAAGATATCAACAGTATCCG -CAATAATATTGCTTCATGGCTTCCGGCATTTGAATTTCCACTTGAAATAGTACCTGATGGTATTGAAATG -AGCCAAAGACAGTTGAGCCTTGTGGTCAATGTAATCAATAACGGAGACATACCACTTGGAATGGTAGTCG -AATTTAAAGCTTTGGGAAGTGTGTCAAATCCTAGTATTTTTAATGTTTATAAGCAACAGGAGCTTAAAAT -TAATATTGATATGCAGGCCGGAGATATTATAACAGTAAGTACCCTATATGGAAAGAAAAGAGCGGAATTA -AACAGATCAGGAATTATAACAAACGTGATTAATGCCCTTGATCCTGACAGCGTATTTCTACAATTTGAGC -TAGGAGATAATCTTATCAGGTATAATGCAGACCAAAACCTCAACAACCTAGAAGTATCAATTTACTATAC -TCCGGCCTATCTGGGGGTGTGATGTGGAACTTTACATATATAACAGAAGCCTTGATTTAATTGGACTTAT -TGATGTATTTGATAGCCTGAGGTGGCGGAGAAGGTATTTTCAGCCCGGAGAATTTGAACTGCATTTAAAG -TACACCGCTGAGAATGTGAAATTACTTGAGGAGGACAATATAATTGCCCGGCGGGATGCGAATGAAGCTG -GGATAGTTGAGGGAATCAGCATAGATAAAGATGAACTTGCAGTCAAAGGACGCTTTTTATCATCCCTCAC -TGAACGGCGAATCGTAATTAAGGAAACCATATTGAATACCACAGCAGAACTTGCCATGAGGACACTTGTA -AGAAACATGAATAAGATACCGTTTCTGGAACTGGGGGAACTAAAAAACTATACAGAAACAGTTGATTTAC -AGGTAACTTATAAAAATGTATGCACCACATTAACTAAAATCGCCAAGGTTAGCAATATCGGATACAGGGT -TAGATTTAACAGAAAAAATAAAGAGCTTTTGTTTGAATGTTATAAGGGAGTTAGCAGAAGTGCATCACAG -AACGTAAATCCAAGGGCCATCTTCTCTGAAGAGTTCGAAAATGTAACCGATAGTAAATATTCTCTTGAAA -ATGAAAATTATAAGACTGTTGCAATAGTGGGCGGTGAAGGAGAAGGAACAGCAAGGGTAATTGTTACAGT -GGGAGATACAACAGGTCTTGAAAGACGAGAACTATTCGTTGATGCCAAAGACATACAAAAAGGTGATTTA -ACGGACAATGGCTACAAGGCATTGTTAATCCAGCGTGGGATTGAAGCTTTGGCCCAGGCAGTCAAAAATG -AGACTTTTGAAAGCAATGTAAATCTTCAATCAAGTTTGGTATATAAAAAGGATTTTAACCTCGGAGATAT -TGTTACCTGTACGAACCGAGCATGGAACAAAGCCATTGATGTTCGCATAACCGAAATCGAAGAAGTATAT -GAAAAAGGTATCATAACACTAACACCTACTTTCGGGAGTCCACTCCCGGAGTTAAAGGATATTTTGAAGG -GGGAATAAACAGTGCAGAAAAGCAGTTTTTTTAACAGTATAAACGGGGACAGAAAATACAATGCCTCTGA -TTATGCTGCATATTTCGGGAGCTTTATCGGAAACGGAGTGTATCCAAATCCGGGTAACAATTTAGCCGTG -ACAGCTGTAGGTGGAATGAATATATCAGTCGCTGCAGGAAAAGCATGGATAAATGGTTATTACTATGAAA -ATACTGGTACATTCAATATATCAATAGATGCGGCTGACGGAGTATTAAAGAGAATTGATAGGATTGTATT -GAGACTGGATCACCTGAACAGACAAATTGTTTTATCAGTTCTGAAAGGCACTCCTGCCAGTACCCCGACA -GCATCGTTATTAACAAGGACCTCGGACATATACGAACTTGGTATAGCTGACATATTAATTAATAATGGAG -ACACTGCAATATTACAAGGAAACATTACAGATCAAAGATTAAACAATGATTTATGTGGAATAGTCCATGG -GACAGTAGAACAGGTAAATACTTCAGAAATCTTTAATCAATATCAGGCTGCATTAGATAGTTTCAAAAAA -GAAAAATATGTAGATTTTATAACTTGGGTAGAGAACTTAAAGGATATCCTTGATGAAAATACGGCTGGTA -ATCTTTTAAATTCGATTAATGATAATACATCCAACCTTGATGCTCATTCGTCCGATTATGTGAGGCAACC -GTTTAGTGGGAAAGTGGACAATAATAGTACATCAACCGACTATAAAGTAACTCTTACTCCCCCGTTAACT -GCATATGTAGATGGCTTACCAATAACTATAATCCCAAATGTTGATTGTGGTGTATCACCAACATTGAACA -TTTGCGGGTTGGGTACTACACCGCTTTTAGATGCCGATGGTGTAGCGTTAACAGCAGGAGCAATGAAAGC -CAATAAGCCTTACAGTTTTGTGAGGGTAGGTAACAATTTTTTTATTCGTAATGGTAGCGGTGGTAAACCT -CTGGGAGTTAACTATACAGGTTCATGTAAAATCGTTGCAGAAACAGCTACAAAAGGTTATATAGAATGTT -ATTCCTCAGGTACGCTTTCTTTTAGTGACAGACTTCCCCAAACAGTTGATGTATTCCTGGCAGGTGGAGG -TGGAGGTGGCAGTAGTTCAGGAAATTCATATGTAGGTGGCGGTGGAGGGGCAGGTGGTTATACAAAGACT -TTTTATAAGGTAAAACCCTCAACGCCTGTAGCCATTTATGTAGGTTCAGGAGGGACAGCAGGGTCCTCTG -GAGGCTCCAGTACTTATACCGGGTTGACTTCAGCTTCTGGAGGTGGCGGTGCAACTTCCAGTAATGGAGC -AAATGGTGGCTCTGCTGGTGGCGGAGGCATGGTTTTATCTACTAGTGCTTGGTCTAGTGGTGGTATAGCC -GGCTCTAATGGCGGCAACGGCACTCCGCCTCATTATAATACTGGTTCTTCAGGAGCAGGTTCCAATGGTA -CGGGACAGGGTACGCCAACTACTGATTTCTTTGGAAGAATTCATGCAGCTGGAGGAGCCGGAGGAGCTGG -GGGAAATACCTCAACTGGCGTAGGAGCGTCTGGAGACCCCGGAACATCATCGTTTACAGCTGGGTCTGGA -AGTGCTGGTCAAACTGGTAGTGTAGGAGTCATGGGATGTGCTGGAGGTAATGGAGGTGGTGGCTACGGTG -GCGGAGGAGGTGGTGGCGGCTACGGAAGCAGTACTAGAGGCACTGGTGGAACTGGTGGTAGTGGAGTAGT -AATCGTAAGATGGGGCTATTAGAGGAGGATATAATGGAAAATTTAAGATGTGCGATACTAGCACAGGACG -GAATAACTGTAGAAAATATAATAATAGCTGATCAATCTTTTGCATATAGCATTGGTGCAATTATGTGCGG -GAATGTACCCGTTGGAATTGGTGATACATATCAAGATGGTTATTTCTATAGGGATGGAGTAAAACTTATT -GCAGAGAAAACAGAAATTGAAAAGCTACAGAAAATGGTTGACACATTAATCTTGGACAATCTTAATATGC -AAGCACAAATTGACACTCTAATCACATCAAATTTACAGGAGGTGTAAAATATGTTTGAAAGGTTGAATTT -CTTACATAAGACAAATGAACTCACAGAAAAGCAACTGGATATTGCGGTATCAAAGGCATGGATAACAAAA -GAAGAAAAAATGAAGATAATTGGATAATTATTGCGAAGCAAGCTTTGCATGAAGAAAAGAGCAAGTTTTT -TGAAATATATGTATATACTTGCAAAATTTGGAATTTAGAGTTAATATGGAATAAAGAAAAAATTTTTGAG -TGGAGGTATATTTATGGGTACAAGGATTATTTCACGTAAATTTATTTTACTAGCGGTTTTGGTTACTATG -TTGGTTATAAATGTATTATTCCCTTTAAGTCAAGTCAATGCTCAGACATGGGTTTTAACAGTAACTACTG -AAGGATCAAATTTAAATGTACGTAGTGGTCCAGGAACAAATTATTCCGTAATAGGTCAATTTGCAAATGG -AACCGATGTGACTTGGGAGGATGATGATGGCAAATCATCTGGTGAGTGGGCATATGTCAAGGGAATAGGG -ACTAATGGCAAAACTATATCAGGTTACTGTTATCAATGGTACTTAATACATGAAAATTAACAATAAAAAA -TTGCATTAACTACTAATTTATATTGCAGAAAGAGGATTACTCAGAAATGGGTAGTCCTTTTATATTTTTG -ACAGAAAGAAGTGATGTCGATGGCAGGTGAATGCGGGTACCACTGCTTAAACGAGGAACGGATCAGAACA -TTGGAGCAAAACCATTCGGAAACAAAAGTTTACGTCAAAGCGATTAAGGAGGATTTGACAGAAATAAAAG -CAGACTTGAAGAAAGGGAACGGCGATAGCAGAACATGGTCGCCAATCGTATTGGAGCTAATAAAAGCCCT -TACTACAGCATTAACCGTTATTGGTGCTATAGTAGGGGCTTTAAAATTAATCGAAAGGTGAGGACGAAAA -TGGGAAGCGTAAAGTTCAAGTATACAGATGAAACAGCGGTATATCCAAAGCTAGTTAATGCGGTAAATAT -TTTGTGTGCTGCAAAGGGCCAGAGCTGCATCTGCACCTCTGGTTACAGGAGTCTGGAAAAACAGAAAAAT -GTAAATGCTCAATCCTTACAATGTCATAAAGGAGCATACCAAAAACCAGACGGGTCAGTTTGGACAAATG -ATGGCAAGTGTTGGGCTGCTGCTTACGGTAAATCAAATCATTGCTATTGTATAGCCATGGATATAACAGA -TAGTTGGTTTCAGGCTCTTACTAATGCCGAATTAAGGAAGTACGGGCTTGTTAAACCAATGAGCTATGAG -CCATGGCATGTGCAGCTGCTGGAACACAACGGAATAAATCAGAAACAAAAGGAAGCAATCAGGGACAGTG -TACTTAAGGGGGTAAATGAAGAAATGGAAGTAAAAGAATTTCAGTCAATGGCCGGATTGACCGCAGATGG -AGTGGCAGGCCCTAAAACAAAAGACAAGGCCAAAGAGATTTTAAGAGTATGCCAGAATATACTAGGGAAC -GAATACTGCACTGCCGAAGAGGTTATCAAGGCTACTCAAACCAATCCAGCCAGATGGCTTGGTTTGCTAA -AAACAGTAAAATACTTTGATGCGTTTGTAATGAATATAGTTAAAAATATGAGGGGAGAAAAGTAATGAAG -GAAAAAATTGCAAAACTGATAGACGTAAAGACGATTGTAACTATTGCCTTGGTAGGCGCAGTGATAGTGT -TTACAGCCGAGGGCAAGATTGATCCTGAAAAGCTTACATCAATGACAACAATGGCAGTTTCTTTTTTCTT -TGCGGTAAAACTGAAGGATCAAAAATAAGGATATGCATACCCGGGACTAAAACTCCCGGGTAAAAAATTT -TACCATTTATACAAACATACGTTCTATAGATTGAAGCTAAATATAAAATGAAAAACTTGGAGCAGGCATT -TGCTCCTACTTAAATGGAGGATATTTATGAATAGTTTTATTGGATGGATCGGCGGAAAGAATTATTTAAA -AAAAGAAATAACAAAAAGGTTCCCGGAAGGTATGAAAAGGTACATAGAGGTTTTCGGAGGAGCGGCATGG -GTGCTTTTCTACAAGGATTCTCATGCAGATATGGAAGTTTATAATGACTATAACAGTGAGCTTGTTAATT -TGTTCAGGTGTGTAAAGTACCACTGTGGGGAACTGCAAAGAGAGTTGCAATATTTATTAAATTCTAGGGA -ACTTTTTAATGATTTCAAATCACAATACAATATGCAGGGCTTAACAGATATTCAGAGGGCAGCAAGATTC -TTTATGATACTTAAAACCAGCTACGGTAGTAACCAGAGAGATTTTGGCTGTATTAAAAAGAATATTGCCA -ATATAACCGAATATCTGGACAGGATTAGTGAAAGACTGGCCGGAGTAATAGTGGAGAACAGAGACTTTGA -AAACCTGATTAAAATATATGACAGGCTAGATGCTTTCTTCTATCTGGATCCGCCGTACTACGGAACAGAA -AAGTATTATCAGGCTGAATTCAAACCCGAGGATCACGAAAGACTTGCCAAAACATTGAAAAGTATAAAAG -GTAAATTCCTGCTGTCATACAATGACTGTGAGTATGTAAGGGAACTATACAGAGACTTTACTATTGAGGA -AGTTCAGAGAAACCATAATTTACTGAACAGGTATAAGGGGAAGGAGAAGACATATTGTGAGGTGTTGTTG -AGGAATTATTAAACATTTTTAACGTTTTTATACAAATTACAAGATTCTACATTTTTCTTAAATTGAGCAT -GATATAATTACCATACTCAGTGTAAAATGTAAAATATGTACATATTTAGTTTTCCTCTAGAGTAAGAAAG -AGATTATACAAAAATTTAATTAATGGAGGCGTATTTTTTTGAGAAAGAAACTTTTAAGCGTAATACTTAC -AGTTGCAGTAATCTTTTCCTTTAGCACAGTATCCTTTGCACAGGGGGACATGGCTAAATCAAGCAGTAGC -ATAAACCGTGATACTGTTATAACAAAAGATAATGTAAACGAAATACTAAAAATGTTTGGTTTAGACCCTA -GCACTTTTAAGCAAAGTGATACACCTAAAGAAAAAGCAGCTTTAACAGTGGGACAACTTGAAGATGCAAT -TAGAACTATAAACGAGCAGTTAAATGATAGTGCTGTAAATGAAAAAACTAATAGTGGTTATTCTTCAGAA -TCAAAAATATCCGTCGTAAAACAAAAAGTCGATAGTAGCTATATTTCAGAGCCTAAAGTTGAAAGTGCAC -TAAGTGCTTCGTCAACTCCGGTTATCGGAACAGTAAGACTTTCAAAAACTACTTCACCAACTTCTTCATA -CGACCTAAAATATTCAACAAATGCAAGTTTTGCTAGAATGGATACTACACCTGTATATAAAGTTTACACT -GGTACAAATAGCCCAAACGTGTTATTATTTGATAAGGCGGCACCTGGTAATAAGAATGTTTTGACTAGTG -TTAATTCTGTATCATCTACAAATACTTCTGATATGGTTACTTTAAACGCTCAAGTTGTTGTATCCTATTA -TTTAGTTATAGGAGTTGAAGGTACAGAATTGTCTATTGAAAAATTAATGAGTACTAATACAATAACTGCA -AAACAAACTTGGGATACTTCCTATATTCCCAATCAATTTTAACAATGAATAAAAAAGTCATATAATCAAA -AAGAAACTATTGAGTTTAGCCAATGGTTTCTTTTTGATGTATGGGAATAAATAGTGATTGTTATACGCGT -AGAACAATACAGACTTTTTCTTTTCATCTTCTGCTTAAATAAATTATTGAAAATAATAACTATTTTAGAA -AATACTTATTATAAATGTAACTCTAAAATTGTAAGGGGAAATATTTTATGAATGAAAATAGGCCTATAAT -AATAACGATGATTGGTGATTTATCCATATTGTCTGGAATGCTTACAATAGGAGCTATTATTTTTCCCGGC -TATTTTGCAAAGCTTGGATTTCACATGAATCCACTACCTATTTATTCTAATATAGTAATGAACATAATTC -TTACATTAATTTTTATAACGGCATCAGTAGGTTTGTTATGGCTCAAAAAGTGGGGCTATTGGCTAACGAT -AGTTTATCATTTTTTCTATTTATTAATAAATGTTATTTGGCACTTACAAAATAAACAAGTACCTCTTTCA -TTAACTATTGTAGTTGCATTAGTAATAATTATTGATATTATTCCATACCGAAAATACTTTACTTAGAATA -CTACTTCTACCAGTAGAACAAGAATGACAATAATGTAATGACATTCTGCATGATTCAATTCCATCAATGA -ATTTACAAGGTAGATTGTGACTGTAAATATTTAAGCAAAAATACAAATAGTTATAAGTAAATTAGGTAGT -TGATGCTTATTGACCATGCCTATACCCACTTATATCCGTTGTTATCTTTGACTGGTACGGTTCGCCTCCA -CCATCAAAGCTAACAATTGTGTCAGTTTCGATATGGTTATCGAAAACGACAACACGGCAAACATAAGTCT -GGATGATCCGTTTCTGATCTTCCGGGCTTTTGTTTTTTATGTCGGAATCTTGTTCCAGATAGGAACGGAT -GAAATCCCTAGAAGGAGAATTTATTTCAGCCTGTCGCTTTGCTTCCTCGATACTGATAACAAGGGCTGAT -TTTCTTGCCTCCAATTCATCCATCTTCTGTTTCAGGGAAGGGTGGAACATTCCGTTGGCAATTGCATTTA -CAGTATTATTTATCTTTGTTTGAATTCCGGCTGTTTCGTTTTCAAAATCTTTTATGTTGGTTGAAATTAC -AGTGGAACGGGACATTGCATATTCGGAAAGCATGTCAGCCATTCTTTCAATAGCCCCCGGAGCGAAGAAC -AAACCAGTAAGGAAAAAGAAAGCATTGAAGAAATCAATGCAGAGAAATTAAACGCCCTTAAGCAAAGGAA -TCAATCAGGGACAGTGTACTTAAGGGGGTAAATGAAAAAATGATAGTAAAAGAATTTCAGTCAATGGTCG -GATTGACCGCAGACGGAGTGGCAGGCCCTAAAACAAAAGAGAAAGCAAAAGAGCTTTTAAGAGTATGCCA -GAATATACTAGGGAACGAATACTGCACTGCCGAAGTATAATGCCCCCCAATGTCAAGACAAACATTTTTA -AATTTTAGTTAGGTCTCCTTTCGATGGGTGTATAGTGTTTGTTAGAGCTTGTCAAGGTCTTAAAAATGTT -GTTTAATTGACAAGTTTGGATACCAACGTCTATTCTTGGTAGCTTTATAAAGGCTCCTGCCTTACAGCGA -GAATAGATATCTGCCTAAGCTTAGGCAGTTTTTTCTGCTAGGGTTCTATAATAAACTTCTCCTGGTGTCC -TATACTCTAAGGTCTGATGTGGACGGTAAATGTTGTAATAAGCTATATACTCCTGAATAATGTTACGTAA -TTGCTTAGGTGTGGAATATTCCTCAAGATATAACTTCTCCCATTTCAGACTGCGCCAGAAGCGTTCAATA -CAGATATTATCAAGGGCTTGACCTTTTCCATCCATTGATACTTTTATGTTGTTCTCTTTCAAAAGATTTA -TATAATCTTCACAGGTAAACTGGGATCCTTGATCACTGTTAATAATTTCGGGTTTCCCATGTGCTGTGAT -AGTCCTTTTCACCAGATTGAGGACAAGACTTTTATCCATGGTATTGGATAATTCATAACCGACGATATAT -TTGGAATGCCAATCGATGATAGCTGCTAAATACATATGACCTTTGGGCATCCGACAATAGGTAATATCCA -CTGACCATACCTGATTAGGCCTATCAATTGTAAGCCCTCTGAGAAGATATGGATGGACATACTTCAATCG -GCCCCGTTTACTTAGGTTGGGTCCTGGGCAGATTCCATAAATGTTCATTTCCCTCATATAACGGCGGGTA -CGCTTCTTGTTGATGTTTATGCCATGATCCCTATGAAGGATATGCGTCATACGCCGATACCCAAGTGAAG -AGTCTCTCGTATAGATTTCATCAATAAGCCATTTAATACGGTATTCTTCGCTGCGATCAGGTTCGTGCGG -CTGATAGTAAAGCGTACTCCGATTAAGCCCTAGCAACTGGCACTGTCGAGTAATGGTCAGCTTTTTATGT -TTTTTATCCACCATGCTTTGGCGGCTCTGTCGGGAGGCCGAATTGTTCAGATTTTTTTTTGAGCCAGTTA -CGCTCTACGGTTAACTGACCTATTTGCCTGTGAAGCTCGTCAATCTGAGCTTCATGTACCTGCTTCAATT -GTTCGGTTTCATCAGCATCATCACTGAAATCACGGTTGGCATTCTTTATGAACTCAGATTTCCAACGCGT -AAGCTGATTTGGTTGGATTTCGTACTTAGCAGCGATCTCTGTCAATGTTTGTGCCTCTTTTAAGACTTCG -AGGACTATTTTGGTTTTCTGTTCAGGGGTAAAAGTTCTTCTCTTTTTCATAGCTTTATTCTAACTAATTT -TTTGGATTTTGTCGTCTAGTTTCTTGGATTCATTATATTCACTACCCCTAAGGGACTTTTTCAGTCCCTC -GATTATCTCCAGTGGTTTATTTCACACAATTAAATTTTCAAATATGCTTATGAAATTAGTCTCCAAGTAA -CATCATTTTCAACTTTGCAAAGTCAATGGCATTGATATCTCCATCTAAATTAATGTCTGCATTCACTTTA -TTTATGCTAATAGATGAGTCTAGCAAGTATTTTTTTAACAATGCAAAATCTATTGCATCAATATTGCCAT -CTTCATTAACATCTCCAATTTTTCCTCCAATTTGTTCTTCTGGTAAGCCAATCAACTTAATATTATCAAT -ATTTAAAGTACCTGAATTACTGTTACTATACATAAAATGCAAGGAACCTACTTTGTATAAGTCAAAAGTT -TCACTACCATCTTGTGCAGGTGGCTGATAATCCATTCTTTTTGTAAAAGATGAAAATGGAATCTCAATCG -TAGTCCAAGAGGTACTAGGTTTTATGACATAAGTCCAGTGTTCTCCATCTTCTCCTTCAATCTTACTTTG -TTCAGCTATTAGTAGTCTAACTTCATTTGTGTTTGAGGATTTTATATCAAAGGATATTTTTTGCCATTTC -TCCCAATCTTGATTTCTATGTTCATTGTCTACAACACCCCAGTACCCATTTGATGAACCTGCATATGTTA -TTTCCAAACCGTTATTTGATTTGCCACTAGAAATCTTACATGATGCAGTAGCATCAACACCGGAATATGC -AGCCCACTGCATAGCACCTTCGAAATCTTCAATAAGCTGTTCCCCGTAGGCTGGTGTTGCAGGTGTACGA -GGAGGATCTGGATTTGTTTCAGTTGGAGGAGTCCAATCATAGGTTGTCCCAGTAGTTAATATTGCATTTA -AGATTTCCTTATCAAACTGTCTGGTATCTCTATTATAAAATGCCATATCATTGTCAACAGAGCCAAATAC -TCCATTATCCCAAGCTCCACAAGAAAATCCATGTGATATAGCCTGATCACTTACAAAATCAAACCATTTT -ACAGCAGATGTTCTATCGGAATGTCCCATTACACCATATTCCCCAAGATATACAGGTATGTTATTTTTAT -CTGACCATTTTTTAACATGGTTAAAAACCATTGCTATGGCATCCATATCATTTTTGGTTCCCCATGTACC -CTGCCACTGGTGAGTGAAAGAGTATGGGTCATAGTAGTGAAAAGTTGCAATAAGATTTGGGTCGTTTGGA -ATTTCCAACTGACTTAATGAATTATAGCTATTCCAGTAACCTGCGCCAATAATTACATTTCTAGTCGGAT -TAGTCTTTCTTATTATATTTAAAATTCTTTTGTTCATATCGTTTATCTGGCTATCTGTTATATTACCATG -TGGCTCATTTAATATTTCAAAAACCAGATTTTCAGACTTGCCTTTAAAACGTTGTGCAATTTGTTCCCAT -ATTTTTTCAAACCGTCCGATATTCTGACTATAGTTATCCATAAGCCAAGTATCATGATGAGAATTAATTA -CCGTCACAAATCCACGGGAAAGTGACCAGTCTATTACAGTTTCAATTCTGTTTAAGAAGTTGCTGTCAAC -AGTATACGGACTGTTTGCAAGTGTATGCTGATCCCAACGGATTGGAATTCTAACATGCTTGAAACCGGCC -TGTTTAAAATCATCAAAATAGTACTCCTGAGCTGCCTTTGACCAAGAACCTTCCGTTGGTGCGTCAAACG -TATTTCCAAGGTTCATTCCTATTCCCATCTTTTTTACCATATCCTGAGAATTGATAGCACCATAGACAGA -CATAGGTAAAAAGCTCATAATAATACTGCACGATATAATCAGTGCTAATATCTTTTTCATTAAAAATCCC -CCCTGTATTAATTTTACATATTATCTAATTTAATTATATAAACTGACATCTTCGAATACAATTGTCACAT -AGCACTCAATTGTAATATATTACTCAATTATTAAAAATTCTTATACCACAGAAGTACCTATATGTGTTAT -CATTATATTAATACTAGAAATTGTATACATTATATAATTTTAAGAAGCATGGAGGCGTCGAACTGGAAAG -TGCTTTTTAACATTATGAAAGAATAAAAATTAGTACTATTTAAATCCTAGTAAGGAAGATAGTATGATTA -ATGACAATCAATCAATATTTAATCCCTATATTATTGAGGTTTATTGCATCAACGAAAAAAATGTCCCCTA -TCCTGTAGGAACCCATTTTGAAGAGAGAGTTGTCAAGTTCTATGAGCTTGAACTAATTACAGGAGGAAAT -GGAACTATTATTACCAACGGTGAAACTGCTAAAACCTCAAAAGGAGATGTGTTTTTAAGAGAGCCCGGCA -CAATAGTTGAAGGATATTCTGGTTATTATTTTATTGTCATTATGTTTGACGCTTTTTATGATATATCCAG -AAAAGGTATTTACGTAAGCTCTTCCCCTTATTGGATTACAAATGAAAAAGAAATGCTCTCCAATATTGGA -TTTTTCAAAGACGTGCCTTATAAACTTACAACTTATAATTATGAGATTGAGTACTTATTCAAATCCGTAT -TCAATGAGTTTATCAAAAAGCAGCAGAATTGCCAGTTGATTTTGAAAGCACACCTTATGAACATATTAAA -TCTCTTACTTGTATCCCCCGAAAACACCATCAAAAGAATCAATACAAGGTCTTTTGAAAATAATTATGAA -ATAATAAAGTCTTCTCAAAAGTACATAGATAACAACCTACATAAGGATTTAACCTTGTTAGATCTTGCCG -AAAGGTGTGGAGTTAGTAAAAATTTCTATTGTAAGATATTCAAAAGTATAATCGGACTATCACCATTTGA -TTATATTATTCAAAGCAGGATGAATACCGCAAAAAGATTATTGACTACAACAAATATGAAAATATCTGAT -ATAAGTATTATGTGTGGCATAAACAACATAACATACTTCCATAAGCTTTTTAAAAAACATGTTAATATGA -CTCCTGCAAATTTTCGTGAAAGATTCGGTTTCACAAAAGCAAAATACAAATTGTGATTTCATGGGAGTGA -ACATACTTTAGTGTAAATGAAATGAAAAAATAAATTGGAACTATATCCTGTAAATATTGATATTAATTTT -TTCTTTTTCAAAGCTTTTATTAATTCTCCTTTATATATAAATATTTTTTATAGGTCCCCGTTAAGTTAAT -TTATTAAAAAATAGGCTTCTACAGCTATTATTTATATAAAAACTCAATAATTCCTTACCAACACCTCACA -TTATGTCTTCTCCTTTCCTTCAAATTTATTAAGAAAATTAAGATTTCTCTTAATCTCCTCAATATGAAAT -TCCTTGTACAGTTCCCTTACATACTCACAGTCATTGTATGGTAACAGGAATTTACCTTTTATACTTTCAA -GGTTTTGGCTAGTCTTTCATCATCCTCCGGTTTGAATTCAGCCTGATAATACTTTTCAGTTCCGTAATAT -GGTGGGTCAAGATACAGAAAGGCATCCGGCCTGTCATATGTCCTGATCAGATCTTCGAAGTGTCTGTTTT -CCACTATTACTCCGGCCAGTCTTTTACTACTCCTGTCCAGATATTCTGTCATATTGGAAATATTCTTTTT -CATGCAAAAGTTCTCTGGTTACTACCGTAGCTGGTTTTAAGTATCATAAAAAATCTTGCGGCCCGCTGAA -TATTTGTTAAACCTTGCAGATTGTACTGAGATTTGAAATCATTAAAAAGTTCCCTAGAATTTAATAAATA -TTGCAACTCTCTTTGCTTGCTGTTCCCCACAGTGGTACTTTATACACCTGAACAAATTAACAAGCTCACT -GTTATAGTCATTATAAACTTCCATATCTGCATGAGAATCCTTGTAGAAAGAACCCATGCCGATCCATCCG -ATAAAACTATTCATAAATGCCTCCATTTACAATTTTTTCCTTCATTACTTTTCTCCCCTCATCTTTTTAA -CTATATTTATTACAAACGCATCAAAGTATTTTACTGTTTTTAGCAAACCAAGCCAACTGGCTGGATTGGT -TTGAGTAACCTTGATAACCTCTTTATAATGAATCCAAGAAACTAGACGACAAAATCCAAAAAATTAGTTA -GAATAAAGCTATGAAAAAGAGAAGAACTTTTACACCTGAACAGAAAACCAAAATAGTCCTCGAAGTCTTA -AAAGAGGCACAAACATTGACAAAGATCGCTGCTAAGTACGAAATCCAACCAAATCAGCTTACGCGTTGGA -AATCTGAGTTCATAAAGAATGCCAACCGTGCTTTCAGTGTTGATGCTGATGAAACCGAACAATTGAAGCA -GGCACATGAAGCTCAGATTGACGAGCTTCACAGGCAAATAGGTCAGTTAACCGTAGAGCGTAACTGGCTC -AAAAAAAAATCTGAACAATTCGGCCTCCCGACAGAGCCGCCAAAGCATGGTGGATAAAAAACATAAAAAG -CTGACCATTACTCGGCAGTGCCAGTTGCTAGGGCTTAATCGGAGTACGCTTTACTATCAGCCGCACGAAC -CGGATCGCAGCGAAGAATACCGTGTTAAATGGCTTATTGATGAAATCTATACGAGAGACTCTTCACTTGG -GTATCGGCGTATGACGCATATCCTTCATAGGGATCATGGCATAAACATCAACAAGAAGCGTACCCGCCGT -TATATGAGGGAAATGAACATTTATGGAATCTGCCCAGGACCCAACCTAAGTAAACGGGGCCGATTGAAGT -ATGTCCATCCATATCTTCTCAGAGGGCTTACAATTGATAGGCCTAATCAGGTATGGTCAGTGGATATTAC -CTATTGTCGGATGCCCAAAGGTCATATGTATTTAGCAGCTATCATCGATTGGCATTCCAAATATATCGTC -GGTTATGAATTATCCAATACCATGGATAAAAGTCTTGTCCTCAATCTGGTGAAAAGGACTATCACAGCAC -ATGGGAAACCCGAAATTATTAACAGTGATCAAGGATCCCAGTTTACCTGTGAAGATTATATAAATCTTTT -GAAAGAGAACAACATAAAAGTATCAATGGATGGAAAAGGTCAAGCCCTTGATAATATCTGTATTGAACGC -TTCTGGCGCAGTCTGAAATGGGAGAAGCTATATCTTGAGGAATATTCCACGCCTAAGCAATTACGTAACA -TTATTCAGGAGTATATAGCTTATTACAACATTTACCGTCCACATCAGACCTTAGAGTATAGGACACCAGG -AGAAGTTTATTATAGAACCCTAGCAGAAAAAACTGCCTAAGCTTAGGCAGAAATCTATTCTCGCTGTAAG -GCAGGAGCCTTTATAAAGCTACCAAGAATAGACGTTGGTATCCAAACTTGTCAATTAAACAACATTTTTA -AGACCTTGACAAGCTCTAACAAACACTATACACCCATCGAAAGGAGACCTAACTAAAATTTAAAAATGTT -TGTCTTGACATTGGGGGGCATTATAGAAAGTCGTAGGTATAACAAATAACCTACGACTTTTTCTTGGTGT -GCCGTGTGTCCAGCGAAGCTGGACCACGCCAGTCGGTGTAAGTCCGATACGGGAGTTGATAGTATGAAAT -CAAAGTTCCCACTTTTTAATGATTTCAAATCCCACAGTATACAGGGGTTAACGGATATTCAGCGGGCGGC -AAGATTCTTTATGATATTATCCGCTAAACCTGTGATACGCACAGGTTTATTTGTATACCCTGCTCCTGTG -GGGTGACTGAATATCTTTTGCCGTTCAGTGCTGCTATTGATATCCTGTGTTTGTAATGGATAATATTTAA -TTAACAAAATTATAGCAGCCAAAATACGGCATTTTTTGTATTAGTACTCATAGATTACCACTTCAAATAT -ATAATCAGAAATATTTAACAATTAGTGACGTTCACATAGAAAAATATTAATTGTTGTCTTACTATTTTAT -TCCAGATATAATTGTCATTAAAGTAAGTGAATAGAAGTTTATTATGAAATGTCCAATATTGGATTTTAAA -AGAATATCAGATTCATGAAAAAGGGATAGGTGAAGCAGGAATATTTAATACAGGATAAGTTTATAAATTA -TTAATAGAACAGTTCTACCAGGAACACATATTTAAGTAAATTATATATTACTATACAAATTAAGGAGGGT -TATATGAATGGATTGGTAAGAGTGGATAGCGAAAGCGATATATTTGAGAAATATATAGGAACACCAATTG -AACTGTTATTTAGATATCATAATTTTGCGCAACCTTTCGATAAGTTTATTGATGCTCAGTTATTGATAGG -AATGTGCATGGATAACAGAAAACAGTTAAAAATACCAAATAACTTTGCATATGTTCTTCGGTCAGGTGGA -GGAAATCTTAGACACAGCGAATTTAAGATATCATATGCTGTAGCTATAGGAGGAGTAAAGTGTGTAGCTA -TTATTGTACATAATAAATGCGGCATGGTTAATTTGTTTTCAAAAAAAGATCAATTTATCCGTGGGATGGT -TGAAAATGCTGGTTGGGATGAAAAACATGCCGAAGAGCATTTTATAAGCTTTGCACCTATCTTTGAAATT -GAAAATGAGTTAAGTTTTCTTATGCGTGAAATTAATCGCTTGAGAATTATCTACCCTAAAATATTGTTTT -CACCACTGTATTACAATTTGGACGATAATTTTTTATATTTAATTGCTGATGACAATTAGATTGTTTAAGA -AATATTTCAAAGTTTCCAAGTGCTTTAATTGCCGGGGAACATGCCATTGGCAATTGCATTTACAGTTTAT -TTATCTTTGTTTGAATTCCTGCAAGTTCGTTTTCAAAATCTTTTATGTTGTTAGAAATTTCAGAGGAACG -GGACATTGCATATTCGGAAAACATGTCAGCCATTCTTTCAATAGCACCCGGAGCGAAAATATCAGTTAAC -AGTTGGTCGCTGACAACGTTCTCTACAAAATCGGCACCCAGTACGGTTGAAAATATATGTACCGGTATAT -TTCTCGTTTCTCAGAATATCGTGGAGGCTGTTCTTACCGAAGGAACGGCCGAATTTGCTCCTGTAGCCCT -CACGGTTCATGGTGTCAATTATCTCATTGTAGCTATGGCCGGATGCGTACATTTCAAATATGGTTCTTGT -AATCCGTGCTTCAGATTCATTTACAGCATAGCTTTTATCGGGAAGAACATCGTAACCAAGGGTCGGAGTA -CCTCCGTTGTGCCTACACTGTAGGGCAGTATCCTTCATGCCCTTCATAACTTCATGGGCAAGATTTGCAC -TGTAGTACTCGACCATGCCTTCCAGTACCGATTCAAGGATTATACTTTCCGGGCTGTCGTCCAGATTTTC -CAAAACAGATATAAGCTTTACACCGTTCTTTTTAAGCTGCCTTTTATAGAAGGCAGAATCGTACCTGTCA -CGGCTGAACCTGTCCAGTTTGTGGACTATAACAGCATTGAACAGACCTGTTGCACTGTCCTTCATCATCT -GTAGGAACTGTGGCCTGTTGTCTGTTGTGGCGGACTGTGCCTCGGCAGTATATATTTTAACTATACTGTG -CTCGTTCCTCGGGTCATATTCATTAATGGCCCTTATCTGTGCATCTATAGATTCCTCCCTACAATTTAAA -TATTGACAATATTTACCATAAATGTTATCCTTTGAACATAATTCTTGCATGAATTACTGAAAAACTAAAA -ATGTAAAGGAGACTTTATGAATACTAAATTTAAAAAAGTTGTGGCTATTTTGGTAGTTGCCTTGACTGCT -TTATCATTAAGCATAACTTCGTTTGCGTGGCCGGCTAATAAATGGAATAGTATAAATGGAAATGGACAAG -GAACAGGACACAAGTCAATGATTGAAAATCTGTCTTCAGCAAAATTTACTTGTCCAGCAGCACCAAGCGA -TACAGATTATGCTACTCATAAGGAAATTGTAGCTTTGGCTGCGTACTACACTGATGCCCTTGACATCATG -GATGCTGCAGCAACAACTAATGGTGTTTATTCTCCATATCATGCAAAAACAAACTATACTTTAACTGAAG -TTAAGCAACACGCAAAGTTTTTATATGAATTGGCCAGACGGAGATTAGTATTAGGGAAAAAATTAGATCT -TGTATCAAGCAATTATTCCCAAACGAAAACCTACTATTATGATGCATACATTGAAGTAGATACAAAAAAC -AGGATTATAGATGATTTGTCTGTATTAAATGATGAATTAGCAGATCTAGGATATGATATGGATAAGATAG -ATAATCAGGGATATATGGTCTTGGGAGTATACTTCCATTTACTCGAAGATATATATTGCCATAGGGCAAT -ACTTACATCATCGCAGATAGACACAAGCGGTTTTATAATTGATTCAAGTCATATTAATTATGGAACTTCA -ACAACAACTTTAGCTCAAAAAAAGACTTGGCTAAAAAATCAAATAGGCACCAGTGGAATTCCGATGATAA -GGTTAAAAGATTATTTACTGAGTAATGGTGAAGGTGAGAAATTGTTATCTGTTCCTAACACGACTAATTT -AGTGTCTGCAGCAGGAGCTTATGAAGATAATCCGTTTTTTTATGCTAGCAGATATGCTGCAGCCTATTCT -GCGACTAATACTCAACTTTCATCAATAATGAAGGATGTTGATGATACATGTAATTTTTCCTTCTCAAATA -ATGGTTTGAATTTCAAGTAGTAATAATCCTGTACGTTTTGCTCGTTTGAAACCTGATATTATATAACTTA -TAGAAGAAATAAGCATATAAAGCTCTGAAGTGAAAGTATACTTCGGGGCTTTCTTCACATTCTTTTATAT -ATGCAGACAGTGCTGGTTGTTCCTTCCAAGTGCTATCTGCATATTTTTTATAAATAGAGCCTTAAGAAAA -AAATAAAGGTGTCATGATAGGAAGGCAGACACTGAGGGAAGATATCAAGAGTATTGATTTTAGAAAAACT -GCACAAGGTATACTTCTTGTCGAATACGCTAATAAATAAAAACGAGGATAAATCATCCTCGTAAGCTTTC -GTATGTGGGACTCGAACCCACGATCTACCGCTTAGCAGGCGGTTGCTTTATCCAACTAAGCCAATACGGT -AGTGATTAATGTGAGATTACGCTCACACTGATATTATATAATATTTTACAATTAATGTCAATCATATAAG -ACCCTTTGAGCACCGCATCACTTGTATTTATGCAAATTTGTAAGGGGGTATCTCATGAGATAAAAGAAAG -CTTTTGAAAGTTGGTCAAATTAAGACTTTGAGAGGTGCTTGTTTTACAGTAAAGTTCAATATGTAGTTTT -ATTTACATGATGACCATTTCAGTGTAAGATATTAACAAATGATATTACATAGGGAGAGGGTTAAATGGGT -ATTTTGAGAGAGATATTTGGGCCTAGTAAAAAAGAAATCTGGAAGTTATTAAGTGATCAAATAGGTAGTG -AATTTATAGAGGGTGGTTTTTTATCAGCGGATAAAGTGATTGCTCACGTAAAAGATTGGACTGTGACTTT -AGACACCTATACGGACTCGACCGGAAACTCCAGCACTACTTATACAAGAGTGAGGGCACCTTATATAAAT -AAGGACGGATTCAGATTTAAGATTTACAGGAAAGGTATCTTTAGTGAGATTGGCAAAGCTTTCGGTGGAC -AGGATGTTGAGGTCGGATTTCCCGAATTTGACGAAAACTTTATTATAAAAGGCAATGATGAGCAAAAGCT -CCGCACACTTTTTGCAAATAGTAAAATCAGACAACTGATTGAGTTTCAACCTGATATCCGCCTTGAGATA -AAAGATGACGAAGGATGGTTTGCCAAGAGCTTTCCAGAGGGTGTTGATGAGTTATACTTTTGTGTAGTGG -GTGTGATCAAAGATATTGAACTGTTAAAAGCTTTGTTTGATTTGTATGCAGAGGTTCTTGATCAGATGTG -CTTAATGGGCTCGGCATACCAAAGCAATCCTAATGTAGAATTATAATATAAATATACATACTGAAGTATG -ATGAAAGAACATAATAACGTCTGTTCTTTTTTTGTTTGAAAACCTAGTATAAGAACTTGTTGAAACGTTT -ATTAACTTTTCTAGTCAGTGTTTAGTACTTTATACTGTTTTAAAATACACAGCTTACATCTTAAAATATT -GAACCCTATTCAATTCCAATGGGATAAGGTTGATTATAAAACAAATAAAATACCTGTTTTACTAGTCTCA -GATTACCAAGGAATTTAAGAAATAGGAGACTCATTTGTTGTTAGGTAATCTGTTGGTCTGCGGTGAATGC -GGTGAAGCTTACCACAGAAGAACAGAGCGGGGTAAGTTGTATGGAGATGTGCTGCCAGGATATAAAAGGC -AAAGATGCTTCAATATGAAACAGGAAGATATAACCCGAATGATGTACCATATCAATTCCTATAAAAAAGC -TGAACAATGGTAGCCCTTACGACACATTCAGCTTCCTATCAGGGAAAAGAGGTCTTGCAAAAACTGTGGA -TTTCATCGGTTACAGCCGATGAAATCCACCTAAAACCAAGTCTTCTCAAAAAATAGAACAAAGAACTGTC -TGCCAACAATCCAAGATTAATAATACAAGCAGGGGTTGCTTCTCTGTTTACAAAAATATCGAGAGGGAAT -TAACCTCTATTTATTCAGTTTTCAATTACAAAGGTTGCATTTCACTTTATAAAGTGACTCCTCACCTTTC -AATTAAATAATGATATATTTGTTTTTAATCAATATTGATGTAGCAAAAGTAATCCAACTGGAAAATACAA -ATTATGCAAAAAGAAAAAATAATTGACAGAAAGTACATGGTTATTTATAATTAAAAAGGAAGAATATATT -GAATATAGCTACAAAATGTCGATGATTTACACAAAATGTCAAACAAACAAAAAATATAATAGGAATTTCT -TGTCGATAAATCGTTAGTTGGATATATATGGGATTTCATTATATAAGTTGAAAATAATTTATATACTCAA -CTATCGCAAAAATCCTCAGAATCGTTAGATATTTTGCTCGCTTTTGTACTATTTATTTAATTCACCTATA -TAGATGAGGCTTCTTTACTCTTTTGTTATATTAAAGGCTTTTTGATTTTATAAATAAAGATGAAAAGTTG -GGACTTGGAGATTTTATTTAGTAGCAATTAAAGCTGATTATATGTTTGCAAAGAAATTATGCCATTTTTA -ATTATACGATTATGTAAGGTAATAAGTAAATAGCATTATTATTTATAATGATTTAAAAAGTACTTATTGG -TTGTTAATCGCTGGAGGGACACGTTAACCACTGATGAGGTTTATAGAGTGAAAGCCATTTTAACTCATCC -AATAGGATAAGCGAAAGGGCGAAGCTATGTAATTAACTGATCGATGGTGAGGTAAAATGGATGTATTGGT -ATGTACTTTTTGTACGAACCGGCAGGGAGGAGAATGTTAAGAAATTATTAAGTAAAAGACTAGATAAAGA -TTTGTTTTTACCATTTGTGCCTTTAAATGAAAGGATATTTAAGAAAGCGGGAACAGTTAATAAAAATATG -GAAATATTATTTCCAGGTTATGTATTCATTGAGTCTAAAGTAGCTAGTCAAGAATTTGTAAAGATGACAA -ATGAATTAATGAAAAGTTTACAGGATATAATTCGTTTAGTAAGATACTCGGATATTGAAATTGCCGTAAG -AGAGTCCGAAAGGATTATATTACAGAGTTTATACAATAATAACAATTGTATTGAATCATCAAGTGGGATA -ATAAAAGGCGACAAAATATATATAATAGATGGACCACTCAGGGGTCGGGAGAGTATTGTTAGGCATATCA -ATAGGCATAAAAGGGAAGCTAAAATTGAGATTGAGTTTATGGGGAATATCAGATTAGTAAGTGTGTCACT -AGAAATTGTGCAGAAGCTATGACGTAGGAATACAATCAATGCTTTAGGGTTGAGGCTAGAATTCTATATG -AGAATTATTAAGAGAGCACACGATAAAGCTTCCTCGGGAAAATGAGTTGGCAGAAAATACCAATAAATGA -TGAGGTGAAAATGTATTGATAATATCAAGGTAAAGTTATCAATTGCCTCTTCATAAGTTAATATGATAAT -TTTTTATAAATTATGGACTCAGATGAGTATAAAAGCACTTTATTAGAAAATAGCAATATTGAGATTATTT -AGCTACTACAATACATAAATGTTAATTTTAGGTATTGATATCGAAAAGGTTGATGCCAAAAAAATAAAGT -ATTTGAAACAATATTAACGCAAAATGAAAAGTGACTATACTCTGGATACCCTTATTAGTATGACAAATTT -CTAGTTTTAATTTGGATAATTAAAGAATCGCTTTCGAAGAGCTTTAAGGATTGGATTTACTATTCCCTTA -GTGTTATGGAAATAAATAGTGTTCGGGTGAATAAGTGAATATATAGTAAGTACTTTTGTGAATTTCATTC -AGCTTTGTACTATTTTATTTTTGATTAAAGATTATATGATATCGGTAACGTATCCTCGAAATATGGGAAT -AAACATTATTCCCAAAATAGAGGAAAAAACTTTACAAATACTATTTCCAAATATTATCATATAATAAAAA -ATGTAGTCAAATTGGATGTCAATCTCAATGGAGGTAGTATGAATACAAATGATCCGTTAATGGGTAAAAG -GAAAGCTCTATATGAGATATATATGCTGAATACTAAATTTATCAACATGGTTAATAATGTATATATAATT -ATTGACTCCCAAACAAGGCATACAGCAGTTGTGGACCCTGCATGGAACATAGGCCTTATCAAAGACACAC -TTAACAAGCTTCAAGCAGAGGTTAAAGTTATTTTGCTTACTCACTCTCATTATGACCATACAAATTTGGT -TAACTCTATGCTGAAGATATACCCTGCAAAGGTTTATATGTCAAAGACAGAGGTGGATTACTACAATTAT -AAATGCAACAGTCTGGTTCCAGTACAGGACGGGGAGGTTATAAAACTAGGGTATACAGACATTAAGTGTA -TACTTACTCCGGGGCATACTATGGGGGGGATGTGTTTTTTTGTTGACGGAAGTCTATTTACCGGGGATAC -GATTTTCATGGAAGGCTGTGGCATTTGCAGTAACTTGGGCGGTGATGCCGGCGATATGTTTCACAGTATA -AACAGGATTAAGGCTGAAGTAAGTCATGACACTAAGATGTACAGCGGACATACAATTGATAGGCAACCCG -GTTGTACGCTTGGTGATCTTATTAAAAACAATATTTATTTTAGTATTGATAAAAAAGAGCTTTTTGTGCA -GTTTCGTCAGAGGGAAAATCAGAAAAGAACATACAACTTTCGATAGGGGCTGAAAACTTGTACATCGGTT -CATACAGAGCATGATGTGTGATGAATTATAATTTCCATAATATGTAGCCTATACTATTTTATAAGCGAGG -TAAAAAGATGCAGGAAAAGGTTGTGTTTATGTTCCCCGGGCAGGGGTCCCAGTATTATAACATGGGAAAA -CAGCTTTTTGAGCAAGAGCCCGTTTTTAGAAAATGGATGGTTTATCTGGATTATATTTGTAAAAAAAACA -TTGGAGAGTCTGTCCTTGATAAATTATACGACAGCAATAAGAAAATTGCAGATATATTCGACAGGACACT -CTACACCCATCCTGCAATTTTTATGATTGAATATTCCCTTGCCATGGCTTTGACAGAAAGGGGCATAAAA -CCTGACTATTTACTTGGAACCAGTATGGGAGAATTTTCTTCTGTGGCAGTATCGGGTGTAATGGATATAG -AGGATGTACTTGAATGTGTATTAAAACAGGCCCAATTATTTGAAGCCTACTGCAAAGAAGGCGGTATGCT -TGCAATATTCAATACTCCCGATATTTACGAAAATTTACCTCTGTTGTACAAAAATAGCGAGTTGTCTTCG -GTAAATTTTGCTTCACACTTTGTGGTATCAGGGAGTAATGAAAACTTGACCGCTATCCGTGAATACATGG -AAGCCAAGAACATTATTTGTTATGTATTACCCGTAACCTATGGATTCCATTCTCACCTTATAGATCCGGC -CGCTCAGGTGTATAAGGAGTTCCTGAAGGGCAAGAGACAAAACAAACCTAAAATTCGATTTGTCTCTGGT -ATGTATGGAGAAGCTATTGAAGAACTTAATTATGACTATTTATGGGATATAGTGAGGAAGCCGATAAAAT -TTTCCAAAGCAATAAGTAATATGGAAAATTCTGGGCCGTATATATACATTGATTTGGGGTCGGGAGGAAC -CCTTGACAATTTTGCAAAGCGCAATTTCTCTAAACAATCCAGGTCGGTGAGTTTTTCCATTATAACACGT -TTTAATCAGGAGTTACGGAATACAGATAAACTTCAAACATATTTAGCTGAAAACGAAGCAACAGCGACAC -TTTTTAAAGTAAAGAAATGAAATTAATTTTGGTTAATGTCTCGATGGGAAAGGTTGGTTAGACCCAGATT -TCTTTAACATTGAAAAACACCTTTCCACTGAAGTCCGTTGTTCATAAAGATTTTTACATTTTTTTGTACA -CCTATGAGGTAATGGAAACATTTTTGAATCATCATCAACATCTTTTTTACCACAGTTCCATAATCTGAGG -ATGAACACCAAATTGTGTATGATGTATATCTTTTACTTTGGTATAGATTCTATTTACATCATAGCCAGCA -TCCATCATTAAAAATCAGTAGATAATTTTTCACAATATGCTGCTTTAAAGCGGTTTATCAAGAGTAATAC -CATTACTGACTCATACTTCTACATAGAGGGGTGAAATCCATTTTTATTTCACTCAGAATTATTGATTTTA -GTGGGTTTTAAGTTTTGCTTTTTTCTCAAATAACAATATTAAATCATTATAGGATAATGAGCCAGTTTAA -ATAAATTATGAAAGGGTGATTAATTAATGGTAGCATACGTTTTCCCCGGACAGGGCTCTCAGGCCAAAGG -TATGGGAGGGGAACTTTTTGGTGAATTTAGCTATATAACCAAAGAGGCTGATGAGATATTGGGATATTCC -ATTAAGGAACTTTGCTTGGAGGACCCTAAGGAACAGTTGGGTCAGACACAATTTACCCAGCCTGCACTGT -ATACTGTTAATGCATTATGTTATCTTAAAAAGCTTCAAGAGACAGGTGAAAAGCCAGATTATGTTGCAGG -TCATAGCCTTGCCGAATACAATGCGTTGTTTGCAGCTGGGGTTTTTGACTTTAAAACCGGGCTTAGGCTT -GTAAAAAAAAGAGGAGAATTAATGAGCCAAGCTTCCGAAGGAGGAATGGCCGCAGTTATAGGGCTAACTG -AAGAGAAGGTAAAAGAAATACTGCAAAATAACAATTTGACAAGTATTGATATTGCTAATTTAAATACTCC -CACTCAAATTGTTTTATCCGGGTTAAAGGATGAGATTGAAAATGCGATGCCTATCTTTAAAGCTGCAGGT -GCCAGAAACTATGTTGTATTAAAGGTAAGTGGTGCCTTCCATTCACGTTATATGGAACCTTCAAGAAAGA -TGTTTGAAGAGTTCATAGAGCAGTTTGAATTCAATGATATACAAATCCCCATAATTTCCAACATACATGC -AAGACCATATAAGAAAGAAGCGATAAAGATCAACCTTGTAGAACAGATAACTCATTCTGTTAAGTGGACT -GAGACAGTCAGATATTTAATGGGCAAAGGTGTGGCAGAAATCCTGCAAATCGGACCAGGTACAGTTTTGA -CAGGTCTTATAAGGACTATTCAGAGAGAATCAGAACCTCTTATAGTTGACGAAACAGAAGAATTAAATAA -TGACGCAGATAAAACAGTTTCCGTAAAGAAGGCAGGAAAAGGCCGAAAAAAGAAAAATGAAGCCTCGTCG -GTTGATAAAGTACATGATGTGAAGAACGAAAATAAAAAAGAAGAAGAAATTTCGGAAACTGTTATAGAAA -AATCAGAGAGTGCGGTAAAACGCATGGAAGAGGAAGAAAAAGAGTGGAGTACCGCAGCGGCGGCTTTGGG -TAACCCTGAATTCAAGAAAGAATATAATCTGAAGTATGCATATATTGCCGGGGGTATGTATAAGGGTATT -TCTTCCAAGGAACTAGTGGTGGGGATGGGAAGAGCAGGCATGATGGGTGTTTTGGGTGCTGGCGGTGTTG -ATTTCTCTGAGGTTGAGAATGACATAAAATACATTCAGAACAGATTGGCTAACGATAAGGCTTATGCCGT -AAATCTTCTTTACAACCCTTCAAATGCTAAAAATGAAGAAAAATTGGTTGACCTGCTTTTAAAATATAAT -GTTAAAACTGTTGAGGCATCAGGATTTTTAAGTATTACACCTTCCATTGTGAAATACCGTCTCAAAGGAT -TATCTAAAAACAATTCCGGGGGAGTACAGATATCAAACAGAATTATAGCGAAAGCTTCCAGGCCTGAGGT -TATTGAAGCCTTCTTAAGCCCGGCACCGGAACGTATAGTAAAAAAACTCCTTGAGGAGAATGTAATAACT -ACGGAAGAAGCTGAATTATCAAAGAACATTCCTATAGCGGACGACATCTGTGTTGAAGGGGACTCGGCCG -GGCATACCGACGGAAGTGTACTTTATACCATAATGCCTGTTATACGAAAACTCAGAGATGAAATAAAGAA -AAGATATGGTTACTCTCAGAGGGTTAGGATAGGCGGAGCAGGCGGCTTGGGTACTCCCGAGGGAATGGCT -ATGGCACTTATTTTGGGAGCGGATTTTATTGTTACCGGGTCAATTAACCAGTGCACAGTGGAGGCTCGAA -CAAGCGATATAGTTAAGGATATGCTCCAAAAAATCAATGTATATGATACCGCTTATGCTCCTGCAACTGA -TATGTTTGAAATGGGAGCAAAGGTACAAGTCTTGAAAAAAGGACTGTTTTTCCCTGCAAGAGCTAACAAG -CTTTTTGAACTATACAAACAATACAATTCTTTTAATGAAATTGACTCAAAAACTAAAGCTCAACTTCAAG -AGAAATACTTCAAACGCAGTTTTGACGAGTTATATAAAGATATCAAATCAAGGTTGCCTTCAGAAGAGAT -TGAAAAGGCTGAGAGGAACCCAAAATATAAAATGGCTTTGGCATTCAAATGGTATTTGATGAATGCTTTT -AATGCAGCAATCAAAGGCGAAGAAGAATTGAAGCTAGACTATCAGATACAATGTGGTCCGGCACTGGGAG -CTTTTAATCAATGGGTAAAAGACACTAAGCTGGAAAACTGGAAAAATCGTCATGTTGATGAAATAGGATT -GAAGCTGATGATGGAAACGGCTAAGTATTTAAAGAAGAGTGTCAAGCAATTTTCTTGAGAAACTGAAATT -AGTTAACAGAAAAGTACCAACTTGACGTAAATATAAAAATATGATAAAAGAGGTAATAAGCGGTACTTAC -TTGTAAATTTTAGCAAACGGTTGGAAAAAAATCAGTAAAAGGAGAATAATATGGCTATTGTAAATGTAAA -GCAATTAAAGAAAGATTACGATCTTGGAAGGACAAAGGTTCCTGCTTTAAGAGGTGTTGATTTGATAATC -GAAAAAGGAGAATTTGTGACCATAGCAGGTCCTTCAGGTTGCGGAAAGACTACAACTCTTAATATAATGG -GATGTCTTGACAAAGCGACAAGTGGGGAAGTATGGATAAACGACTGCCTTATAAACAACTTGGAGGAGAA -AAAACTCAACAGTCTCCGTCTTAACACAATCGGATTTATATTCCAAGCTTTTAACCTTGTTCCCGTATTG -AATGTTTATGAGAATGTTGAGCTTCCTCTCCTGATTATAAAGAATGTTTCTTCAAATGAGAGAAGGGAAA -GGGTAAATTATTTCTTAAAAGCAGTAGGACTTTTTGAACATGCCAAAAAGAAACCTTCAGAGCTTTCCGG -AGGACAAAGACAGCGTGTGGCTGTTGCAAGAGCACTGGTTACAAAGCCTAAAATAGTACTTGCCGATGAG -CCAACTGCTAACCTTGATTCCAAGAACGGTATGGAAATAATCGAGCTCATGCATGATATAAGCAGGAAAG -AATCAACTACGTTTATATTCTCAACTCACGATCCCAAGGTTATGCAAAAAGCTGACCGTATAATTCATAT -GGAAGACGGGTTGATAAAAAGTGAGGTTAGCATATGAGATTCTTATCAGTATCATGGAAAAATATTCACG -TATCTTGGCGGCGTTCATTAACGCTCGGATCTTTTATATTCATTGCGACATTTATACTTCTCTTTGCCAA -TTCTTTTATTGCAACCATGGAGTCAAATATGCAAGGGGCTCTTGTTAACGCATTGACAGGTGATGTTCAG -GTAAGGTCAGCGAATACTGATGAGGAAGATATGTTTTCCTTCAAGGGCAGCTGGGGTAAAATCAGTTATC -TTAACCAACAAGAGGTAAGCAATGTAAAGACAGTTCTTGACAGCAAATTAAAGCCTGAAGACTATGGATT -ACATATTCGTCATAATGTATTTCTTCAGTCTGAAAAAGAAAAACTTGGTTCTATGATTATAGGTATTGAT -AACAAGCTTCAGTCTTATAAAGATCCTGTTAAGCTGGTTAAAGGAAAGTATATTTCTAATACCGGAAGTG -AAATAATCCTTGCAAAAGATCAAGCTGACAAACTTAAGGTTAATGTCGGTGACAAACTGGATGCCTTTGC -AAAGACAAAGGACGGACAGCCTACAAAGATAACTTTTACCGTGGTTGGAATAAGTAATATAGAAATCCTT -TCCGGGTTCAGCTACTATCCTGCTTATACGGATTTAAAGAGTGCACAGGAACTTTTAGGGCTTAAAGATG -GCGAAGCTACCGACATAATAATGTACGCTAAAAACAGGGACAATGCCAAATCTATGAAAAATGAATTGAA -AGATACCCTTGACAAGACAGATATCGGGTCTGAAAAGTATAAGTTGTCTACGTGGGAAAAAATGGGCGGC -TATTTGATGAGCACTATAAATATTTACATAGTTATCTTCTATGTCTTCATAGCCATACTGATGTTCATAA -TAATCATACTGATTGTTAACCTGGTATTTATGATGGGACTTGAACGACGCCAAGATATAGGTACTCTCAG -AGCAGTCGGTTACAGCAAGTCTAAGATAGTTGCATTATTCGTTACTGAAATTCTTACAATAACCGGTATT -GCATTTGCAATCGGTGCCGCTTTGGCAATATCATTGATACTTGTATTCTCAAATGTAGGGCTTACAGTAC -CTTCACCGTGGGATTTGACTATAGGAAAACAATTATTCTTGAAATTTAATATAGGGCAGGTACTTGGCAT -TTTTGGGATGCTGTTGGGGATATCTTTCTTGTCATCATACTATCCCGCATACAGGTCTGCATGTTTAAGG -CCTTCTGAAGCTTTAAGAGAAATATAATTATCAATTCGAAAGGGAGATGAACTAATGGGAATTATAGCTA -AAATAGCTTTAAGAAATATTTTTGCTAACAGGAGACGCTCAATACTTATAGGAATAGTTATATTTATATG -TGCGTTCCTCATTTTAGTATCAAATTCAATGGCAAACGGTGTTGAATTCCAGGTACTAAAGGGTTATAAA -AACATCCAGTGTGCACACGTAATAGTGGGTTGGGAAAACCTTAAGAAGGTAAATTCTTCAGATGCTACAA -GACTTTTGTTCCTCACAAGCAATCCAAGTTTTGAATTAACTAAGGATGCCGAGAATCAAAGGGCCATAAA -TACATTGAATGAGTTTTTGGAAAAAAATAAGGATAAGGTGGATGGATACTATCCAAGCATAAGAAGAAGT -ATAAGTATCCTGTATAACGGAGGTGAAGTACAAGATTCACAGTTCTCTTTATACGGTTTGAACGCAAAAA -GCAGTAAATTGATGATTGATTCAAAAGCAATGAGCATGTATAAAGGCGAACTTTTGTCAGAGGATCCCAA -TGCTATATGCATAAGCAAGCAAAAGGCGGAAGAAGACAAATTGAATCTAGGCGATAAAGTTACTTTAGAG -TCGATAAATCCGGACGGCTCAAGAGGAACTCTGGACTGCACCATTAAAGGCATATATGCCAACGGAGCGG -GATGGGATAACATGTACCTGTTTATTAATGAGGATACTGCAAAACAACTTATGAAATACAAAGACGGCTA -TTTCGACCTTGGAAGGATATCCCTCAAAAATGAGAGTGATGCAAGCGAGTTTGCGAAAGACCTTGATGCC -GCTCTGATAAAAGACGGTTCCAAGGTTTTGAGGGCTGAATCCTATCTTCAGGCTTCAAAACTTTACCCTA -CAATGTCCAAAAGCTTAAAAGGACTATGCAATCTGTTCATACTTATATTCTTAGTAGTTATATCCATAGG -ACTCCGCTCTTCCATAAGAATGAACCTTTTCGAACGTATGAGAGAGTTTGGTACTTTACGAGCAATAGGT -TACAGCAGACGTCAGTGCTTTTCGATAATATTTCTTGAAGTATTTTTCCTCTCAATCATAGCACTTTCGA -TTGCATGCGGAATCGCGGCAGTGTTGGTGAATATGTTGGGTAAATCGGGAGTTTACTTGGGTACTGGCCC -TCTTAGCTACTTCGGCGGCGAGCGGTTATATCCTAGCATGAAACCTATGGATATCAGTACAACATTCGGC -ATAATAACATTATTCACATTGCTTTCTACTGTAAGCCCTGCACTTAAACTTTGTTACCAGAATATTACAA -ATATAATGGTAAAGAACATGAAAAAAGTGAAGGTATGGAGAACAATGTTTTTCGGAGAGAAACACAGTAA -AGTAAAATATGACGGACTTAATAAAGCAGTGTAATGAGCAACTAAATAAACTTATCTTTATATTAACAAA -ATAAAAATTTGCTTAACGATTTCTAAATAAACTCTGAATATTAATCGGATTTCTTTGATGAGTATCCTGA -GAACACGTGTGATAAAGAGGGATAGATACAATGAGAGATGTGAAGAAAAATAATATGAAGAATACCGAAA -AAAAAAGTAATAGAAGAAAAAGTGCCGATATAGGGAATTTAGGAGACGTGGCAATAATAGGTATGGCATG -TAGATTCCCGGGAGCCAATGACAATGAGCAATACTGGTACAATATAAAAAACGGAGTGGATTGCATAACC -GAGGTTCCTCCGGGACGCTGGGAGAGGGATGATTTTTATTCTACAAACCCCGATGAACCGGATAAGAGCA -TCAGCAAATGGTGCGGACTCATAGACAACATGGACAGATTTGACAACAGGTTTTTTAATATTTCTCCCAG -AGAAGCCAATAACATGGATCCAAATCAAAGGACGCTTATGGAAGAGGCTTGGCATTGTATAGAGGATTCC -GGTGTGCCTTTGAATTCTTTGCAAAGCAAAAAGACATCGGTTTTCGTGGGCTCTACAGGTATTGAATGTT -ATCAAAGCCTTGACACACCAGGAGTGAGTGTTGAAGGTTATACCGGTCCAGGTATCTATCAGTTTATGCT -GGCTAACAGGATATCATACTTCTGGGATTTGACGGGAGAAAGTAAGGTAGTGGACGCCGCCTGTGCATCG -TCTTCCACGGCCTTGCATGAAGCTCGATGCTCCATACTTGAAGGCAGAAGCGATTATGCATTGGTCGCCG -GACTGCATATGCACTTGTCCTCTTACAAATATTTGCTCTGGACTAAAAATCGTATGCTCAGTGCTGACGG -AAGATGCAAGACCTTTGACCAAGCCGCAGACGGACTTGTGGCAGGAGAAGGTGTGGCGGTATTGTTGCTT -CAGCCTCTGGAGCAAGCCATTAAAGATAAAAATCACATCTATGGTGTAATCAAAGGGAGTTCAATAAACC -ACGGGGGAAAAGCGTCATCCGTTTCAGCTCCCAAGGTTGAGGCTCAGTCGGCTGTTATACTGGATACATA -TAAGGATGCAGGCTTTAGCCCTGAAACCGTTACATATATTGAAGCTCACGGTACAGGTACATCCTTAGGA -GACCCCATTGAGGTGGAAGCACTGACTCAGGCATTTAAAAAGTACACCTCTGAAAAAGGGTATTGTAAGA -TAGGTTCTTCAAAGACAAATATAGGTCATCTTATGTCGGCATCCGGAATAGCCGGAATTTGTAAAGTCTT -ATTAATGTTTAAGCATAAACAAATCCCTCCTACTCTAAACGTAAAAATTGTGAATCCAATAATTGATTTT -GATAATTCACCGTTTATGCTTGCAAACAGTCTTACCGAATGGGAGAGAAAAGATAAAGACATACCTCTTC -GTGCAGGTTCAAGCTCATTCGGCTACGGCGGTGTGAATGTTCATATACTCATGGAGGAATACACAGAGAC -CTCCCCAGTTATTGATAAAAGAAATTTGGAAGAAAGCCACATGTTTACGCTTTCGGCAAAATCTTTGAAA -AGCCTTGAAACACATATAGGCGAGTGGAAAAGGTTTTTAGAAAGCGAAAATTTTGGGGAATATGCTATCA -ACGATATTTGTGTTACCTTATTAAACGGACGAGGTAGTTTTCCTTTCAGGACAGGAAAATGTATTAAGTC -CCTTCAGGATCTTAAAGAATTCATCAACAACGTTTCTTCCGATTCATTCTACAAAAAAACAGAACAGCCT -TGGTGCTTAAGAATTGGCGACCTTTCGGCGGAAGAAGGAAGAAAAATACTCTGGGTTTTAAACAAATATG -AGTTTTTCAACCGTTGTATTGAAATAACGGTTGAAAAACTCAAAGAAATTATTGTAGATAAGGATATATA -CAATAATTTTTACGGAGATTGGAAATCAGATTATGAAAACATTTATCTGTTTATTATAAATTATGCTTAC -GCAAAGGCTGTCAATAGGCTTGGTTTTACACCGTCATTTATCACAGGGCAGGGCAACGGTGTATGGGTAA -GCTTGGCTTTAAGTGGTATTATGAGTGTAGAGGACATACTCGAGATCTTCTTGAACCAAAAATCACTAGC -AGACGTAAGTACTGCCCGCCCCAATATACCTTTTGGCGACTTTATCAATGAGAGGATAATAGAACCTTAT -TTATTTGACGAAAACTATATTAGATTTCTCATTGATGGAGCAATGATGTCGTTCGGAGTTACTAAAAAGG -TAACTGTTGAGGATAGTAGGCTCGGGATCTTGCTCCTAAAGAATGAAGCTGTTACTCCTCAACAGCTTGA -AGACGCATTGAAAGGACAAAAAACCAGTGAGGGTTTGCTGGGAGAAATTTTAGTTAAAAAAGGATATTGC -CCTCAATATAGAATAGATAGGGCTTTAAGGCAGCAACAGATATTGAGGGGAAAGGTTAATGAGGTTCTTG -CCCACTATGTGGATAAGGCAAGACTCCTAAATGAAAGCCAGTTTACCTTCAAAAAATTTATGAGTGAATG -GGACAAAGTAATCAAAAAAGTATCTGGGCATGACATTTTTAAAATGCTCCATGATGAAAAGCTCCTGGAG -GTAAACGGAGAAAGAGATTCTAAAGACAAGCTCCTTCTTTTAATTGTTTTGACAAGCTCTATTAGGAAGC -TTAATGAAAAATGGAATTTCACAGATAATAAGATTTTTGAAGAAGAGAGGTTTTATGAGCTTCTTGACCT -CATATCGGATGAAGTAATGTCAAAAGAAAACATTGTAGAGCTTTTGACAAAGGCTGACCCGAATTATGGA -GCTATTGCGTGTAAACTCAATTCATTTCAAGGCAAAATGAATGCCCGAAACCGGTACAAGTTTATAAAAC -AATGCAACCGTAATATTAATGAGATAGCTGATATAGAATGCTGGATTAAAGCGCTTTCAGAAACAGAAAT -GAATGTTTTGGATGACGAAATCAGATATTTGGAGTTAGGAGAACTTGGACAAACAGTCTCTGGTGAAAAG -GGACTGACCTTGAATTTAGATAAATGTGAAAATCCGGAAGAGGCTTTGAAAGAAACCATGATGAGCTTAT -GGCTTAATGGATTTGATACCGATTGGCAGAAAATATATCCTGAAGGGACCTATAAAAAGGTTGCTTTACC -TTGTTATTCCTTTGAACGAGAAAAATTTGGGATAGCTCGAAAATTTATTCGGCATGAGGAAGCACAGGCT -AAAGGTATAAAAAGTGTGACCGCAGGTCCAGCAACAAGCCGTATAACGGTTAGACTGGATTCGAAGTTGT -ACTTCAAATATATTTGGAAAAACAGTGAGATCGCAGAGAAAGCTGGTATCTCAGAACTCGGAAGCATTTT -GTTATTTGATCGGAATGGGGAATTGGCCAGCCTGTTAGGAGTTAATGCAAATAAAGAAGGTAAGGAACCT -TGTGTTCTTGTAATGCCGGGTGCGGAATTTAGTGAACAGAAGGGCAATATTTTCACAATAAACCCGGAAA -AGCCGGATGATTATAAAAAACTGCTTCAGACTCTTAAAGCAAGGCAGATGCTTCCCAAAAACATAATATA -TAAGTGGGCAAGAACCGGTGTGGGTTTTGACCAAGCCGATATGTGCAGTTGTCTTAAAGACGGTATTTAC -TCCGTTCTGCACTTGACTAAGGCATTGGCTGAACAAAAAGATATGAATAAGGTATTGCTTCTCTTTGTGC -ATTCACCGGCGGGTAAAGGCGGACACCCTTTATATTCCGGTATGGGTGCATTTTTTAAGACCTTACGTCT -GGAAAATCCGGGTTTTGTTTATAAGTCTGTTGAGATGGAGCAAGACAACAAAGACGATGTGGCACAGCGG -TTAATAAACGAGTTAACCCTTGGGACCGTCGGTGCTCTTGAAGTACGCTACGAGGGTAAACAAAGACTGG -TAAAAGCCATGGAAGAAATCAGTGGACAAATTACTGATGGAAAGATCGCGATAAAAGAGGGCGGGGTATA -CCTTATAACAGGCGGTGCTGGCGGTCTTGGTCTTATTATGGCTGAGAGGCTTGCACAAAGGGCAAAGATA -AAGCTTGTACTTACCGGACGCTCAGATCTAAAGCAGGATAAGCTTTTAAAGCTTAAAGAATTGGAAGCTT -TGGGTTCGGAAATTTTATATATTAAAGCTGACATATCGATGAAAGACCATGCTCAAAGGCTTATAGATGA -GGTTAAAGCAAATTTCGGGAAGATAGATGGTGTTATACACTCAGCCGGAATATATAAGAGCGGGTTTGTA -ATAAAAAAGACACCGGAGGAAATGGAAACGGTATTTGCTCCCAAAATTTTTGGTGCGGCATTTATTGACG -AGGTGACCAAAGACGAGGATATGGATTTCTTCATCATGTTCTCTTCAATCTCGGCTGTGGCAGGAGACTT -GGGACTCAGCGATTATGCCTACGGAAACGGATTTATGGATGACTTTGCCGAGTTACGTGAAACCATGCGT -ACCAAGGGGATGAGAAAAGGAAGAACCCTTTCTATTAACTGGCCTTTGTGGGAATACGGTGGAATGCAGA -TATCCAAGGAGGAAAGCCAAAGGTTCTTTGACCGTACTGGTCTGAACATGCTACCTACCCGCCAAGGTCT -TGAATTCTTTGATTCAGTAACCTCGATGACTAATATCTTACAGTGTTTGGTTGCTTACGGAGACAGAGAA -AAAGTTAAAAAGTTCATAGAAGCAAGCTTTAGGGATACGAGAAATTCTGGAAAAGGCCAAGCTGTATCTA -TGGACCCCAAGGTGCTTTTGGAAAAGACCGAGGAATTCTTGAAGAAAATCATTGCGGACGAAATAGACCT -TCCGGTAGATCAGGTGGATTCTGATGTCAGCTTCGAGGAGTATGGAATTGATTCCATACTTATACATAAT -TTCAATTTCAAAATAGAAAAACATATCGGACCTACTTCAAAAACCTTGCTATTCGAGTATAAATATTTAA -AGGATTTGACAGAGTATTTTGTCAAAAACCATGCTGCAGAATTAACCAAGCTTTTTATTAGAAAAGAGGA -TCAGGATGAGAATACTGAAGAATATTCTGATGAGGTTATACAGGCATATGAAGAAGAAACACTTAAAGTT -AAAGAGAACATAAGTATTGAACAAGATATTGCTATTATAGGTATAAGCGGACGTTATCCCCTTGCCGATG -ATTTGGATGAATTTTGGGAAAACCTGAGAAACGGCAGGGATTGTGTCACAGAGGTACCGCCAAGCAGATG -GGATGCCAGTGAATACTACGACCCCGATCAGGACAATGCGAAGTATGGAAAAATGTATTCCAAATGGGGC -GGCTTTATAAACGACCCGGAATTCTTTGATGCACTGTTCTTCAAGATATCTCCAAAGGAAGCTGTGGGAA -TGGATCCTCAAGAAAGGCTTATACTTCAGTCAGTATGGTCAAGTATTGAGGATGCAGGGTACACAGGAGC -AAGCATAAAGGAATATGTAAAAAATAAGGATGGCAGAGATGTAGGCGTATTTATGGGAGCTACAACCAAT -GCGTACAGGCTTATTGCAATGGATGAATGGTATAAAGGAAACAGGGTGGTGCCGACAGCTAATCCGTGGG -CTATTGCAAACAGGATATCCTTCATATTCGACTTCCACGGACCAAGTATACCTGTAGATACTGCATGTTC -ATCATCATTGACAGCGATACACCTTGCATGTGAAAGCCTGCAAAAAGGTGATTGCTCCATGGCGATAGCA -GGAGGAGTAAACCTGCACTTGCACCCCTCAGAATATGTACTCAGAAGCCAGCTTAAGATGCTATCCCCAA -CAGGAAGATGTCACAGTTTTGGAGCTGGAGCGGATGGTTACGTACCCGGTGAAGGCGTGGGATCCATACT -GCTTAAGCCTTTGAATGCGGCAGTTGAAGACCATGATCATATATATGCGGTGATAAAAGGAACATCTATA -AACCATGGCGGAAGGGCGAACGGATTTACCGTGCCTAACCCAAATGCACAGGGTGACCTTATATTGAAAG -CACTTAGAAATGCAAATATAGATGCAAGATCTATTAGTTTAGTAGAGGCTCACGGTACCGGTACATCCTT -GGGAGACCCCGTTGAAATATCAGGACTCGCCAAAGCCTACAGGGAATATACGAAAGACAACGGATACTGT -GCAATAAGTTCCGCAAAATCCAATATCGGTCATCTTGAATCTGCTTCGGGAATTGCCGGAGTAACAAAGC -TGGTATTACAATTCAAGCACAAAAAACTTGTACCTTCTTTGCACTGTGAGGAACTAAACCCCAACATTTA -TTTTGATACCACTCCGTTTTATGTGCAGAGACAGCTGTCTGACTGGGAGCAGCCAAAGACAATTATCAAC -GGAGAGGAAAAAACCTTCCCCAGACGTGCTGCAATAAGTTCCTTTGGTGCCGGAGGAACAAATGTACACT -TGATTCTAGAAGAGTATCAGATGCCTGTCGCAAAAACCTGTGAGGAAGAGCCTGAGTTAATCGTGCTTTC -GGCTAAAAACGATGAAAGGCTTGCCGAGTATGCAAAGAACATATTAAATAAGCTTAAAAAAGAATCAGCA -ACCAGTTTAGGAAGCGAAATGAAGGCTGGCACAACAAGCCACATTAAAGATGAGATACTGCAAATGGTAT -CCGGGATACTTGACATAGATTGTGATGAAATCGATCCTTTAGAGGAGATGGTAGGTTATGGCTTTGAACC -GGTTAGCCTTACAGCTCTTGCGGAAGTGATAAACAACAGATTTGAATGTGATATATCGAGTGATATTTTT -AAAGAGTATCCTTCGGTATACTCAATTTCAGAGTATATAAGCAGGTACAGCAGAGATTACAATATCGGTT -TATATACTGACGAAAATAGTAAAGAAAGCGACATTTCACTAAAAGATATGGCATATACACTTCAAGTAGG -CAGAGAGCCTATGGAAGAACGTCTTGCTATGGTTGTATCCTCTGTAGGAGAACTGGAAGAAAAGCTTTCT -GCATATTGTGCAGGCAAAAGCATTGAAAGTACTTATACAGGCCGCGTAAAAACCGGTAAGGCTGCAAAAC -TTTTAAAGGCAAAAGCAAAGGAGCAAGAGGAAAGCATAAAGGGTCTTCTCATCGGAAGACAGCTTCATGA -ACTTGCTCAATTATGGGTCGGTGGAATTGATATAAATTGGAACAGGCTCTATATATCATCCACTCCTAAC -AGAGTTTCCATGCCAACATATCCATTTACCAAAGAGCGCTACTGGCTGACAGACATGGAGAAAGATGGGG -ACAATGTATTGACCGGAACGCTTTCTTCAAGTCTTCATCCGATGATAGATGTAAACGTATCAACCTTAGA -GGAGCAGTGCTTCAAGAAAACCCTGTCAGGCAGGGAGCATTTTATTGAAGACCATGTAATAGAAGGAAAC -GTTATACTGCCTGGCTCTGCGTATATAGAAATGGCGATAGTCGCCGGAAATCTTTCTACAAATTTGGGTA -AAGTAAGTAAAATTATAAACACTGTATGGGAAAGACCGTTGATAATAGGAAAAAGGCCTGAGGAATTGTT -CATTAGCCTATATCCCACAGATAATAATGTAGAGTACAGTATCTGGTCGGGAGATCCGGCAGGAGATCGT -TTTATACATGCAGGGGGCATGGTGTCTTATGATTATGAGCAGCAAGCAAAAGAGATTGAAGTGATTAACA -TAGACTCTGTCAGGAACCGTTGCACCGAACACAAAAAAGGTGAAGAACTTTACGAAAATTTAGATAAAGC -AGGATTTAACTATCAAGACGGATTTAAGACCATAAAGAATATATGGGGGAATGATAAGGAAGCACTTTCC -CGAATAATACTACACCAAAAGCTGAGTGCCGATTTTAATATGTACAACCTTCACCCCTCGATTTTAGACG -GTGCATTTCAGAGCATTACCGGGATAGCGGATGATGATGTGTTGAACAGCGGAACTGTTTACTTACCCTT -TGCATTGGGAGAGGTCGAGATAATGGGACAGCTTGATAAAGAGTGCTATGCGTATGCAGTCCTAACTAAA -GCAGAGAAAAACTCAAATGTAAAGAAATTCGATATAAAGATTTTAAATTCAATTGGGCAGACGGTTGTCC -GCATTAAAGATTTATCGTTGAGAAAGTACCACAAAACGGCTTCCCTTAATAATGAAGATGAAATACTACT -GGATATCTTCCGAAAGCTTGAAAGCGGAGAACTAGAGCCTGATGAGGTTGACCGTATGATTGGGAATATA -TATAAGGAGTGTGTATAATGATAGACAATTTAAGCAAAAAGGATATTTTTGAAATGGTCAGGCATGGCAA -AATGAAGTCCGAAGAAGCTTTGATGCAGTTTAAAAAGATACACGCAGCCTTGACCGAACCAAAGGATAGC -GAGGAGATAGTATATTACAGTCCTGATATGGTGAGGGAAGACGTTGACCCGGAAGTTGAAAAAACCTTAT -CCGGCAATATACTAATTTTTGAAACCGATGAAAGCTTATCTGGTGCATTAAAGGCCGAAATGGGACAAAG -AGGGAATGTGGTGTCGGTAAAACCGGGAACCGACTTTGAGGATAAAGGGAATAATATATTTCAAATAAAT -CCGGGTGACAGACAACACTATTTACAGCTTATGAATTCATTGCATACGGCAGGAATTATGCCGGACAAGG -TGCTGCACCTGTGGTCTGGCGATGAGTTTTCCAGAAAAGGTGAGGCTTTGAAATCCTCGCTTACAAAGGG -CATCTATTCTACACTGTTTCTCCTTAGGGAGTTGATGGAACAAAAACCTAAGAATCCTATAAAGTTTTTG -TACGGATACTTTGCAAAGGGTGACTCCATACAGCCGCAACATAGTGCAATCAATGGGTTTATCAAATCAG -TGGCAAAAGAAAATCCTATATTTGTATTTAAGACAGTAGAGTTAAGAGACTTAGGACTGAATGAAGGTAC -AAGCCCGGAGTTGCTTGCCAATATTTTAAAGTACGAGTTAAATGCCGAAGGTGCAAATCAGGTGTGCTAC -CAAGGAGAAACCAGATTTATAAGACAGCTAAATAAATTTGATTTTGCCGACAATGCTGAGAGCCCTTTAA -AAACCGTTCAAGAAGGCGTTTACTTGATAACCGGAGGTGCCGGAGGTCTGGGATTCGAATTTGCAAAGCA -CCTTGCAAAGACAGAGAAGGCAAAACTTGTACTGGCGGGGCGTTCGGAACTCGGAATTGATAAGGAACAA -AGGCTCGAGACTCTAAGGGACATGGGTTCTGAAGTAATCTACATAAAATGTGACATATCAAAAAAATATG -AAGCAGAAATGCTTATACGTGAAGCTAAAGCCAAATTCAAAGGTATTAACGGAATAATTCACTGTGCAGG -GGTTATACAGGACTCCTTTGTGCTAAAGAAAACGGCCGACGAGATGGAAAATGTTTTTTCGCCTAAAATA -TACGGAACCATAAATATTGACGAGGCCTCTAAGAATGAAAAATTGGACTTTTTCGTGTTGTTTTCTTCTA -CAACTGCAGAATTGGGAAACACCGGACAAAGCGATTATGCCTTCAGCAACAGCTTTATGGATTATTATGC -AAGGCTTCGCCAAAAAGAAGGAAGACCAGGCAAAACGCTCTCAATAAACTGGCCGTTTTGGAAAAACGGA -GGCATGAAGGTAGGGCAAGAGACCCTGGATATGATTAGAGAATCTACAGGTATGAGCCCCTTGGATACCG -AGGAGGGTATAAAAGCCTTCCAACTTGGTTTATGCTCGGACAAGGTTCAGTTTCTAGTGGTAAAAGGAGA -CGATAAAAGAATAAGGGAAATGCTCCAAAAGACATGCACTATTAGGGAGGTACGTACAGCAACACCGACA -AGCATGGAGGATATTAACGGAGACGAGCTTAAAACCCATACCGAAACCTACCTTAAAACTATACTCTCTA -AAGAAATAAGGCTTGCCCCTGCGAAAATAGACCCAAATGAGCCTATGGAGAAATACGGCATAGATTCGGT -AATGGTAATGAATCTGACAAGGGAGCTGGAAAAACACTTCGGGGACCTTCCGAAAACACTGTTCTTCGAG -TATCAGAGTATAAGTGAACTGACAAACTACTTTATAGACAAACATTTTGACAAACTTATAGATAAAATAG -GATCTTTCTTAAAGCCTAAGGCAAAACAGGAACTAACGTCACCAGTTGAAAGAAAAGCGGCTGCCCACGT -AAAAAGACCGAGATTTGCTTCAAGGGTAACACGGGAGCCTTCCGTTGAGGCAAGGACAGAAGATGACGAC -ATTGCAGTAATAGGCTTGAGTGGACGTTATCCTATGGCCGGAAATGTTGAGGAATTCTGGGAGAACTTAA -AGGTAGGAAATGATTGCATTACCGAGATCCCTCAAGAACGTTGGAACTACAAAAAAGACTTTGATCCACA -CAAAGAAAAGAAGGGAAAGAGTTACAGCAAGTGGGGCGGATTTATTGATGACGTGGATAAATTTGATCCT -CTTTTTTTTAATATATCGCCCAAGGAAGCTGAGATACTTGATCCCCAAGAAAGAATATTTCTTCAGAATG -CGTGGCACACTTTTGAGGATGCTGGATATCCCAGAGACATGATATCGGGCAAAGCTGTGGGCGTATTTGT -GGGAGTCATGTATGGACAATACCAATTATACGGTGCAGAGGAGTCTATGAAGGGCAATAATATAGGACTT -CAGTCTTCTCATGCATCCATAGCCAATAGGGTGTCCTATTTCTTTAATTTGAACGGACCCAGTATAGGCC -TTGATACAATGTGTTCTTCCTCACTAACTGCCATTCATCTAGCATGTGAAAGCTTGAAAAGGAATGAAAC -CGAGATGGCTTTGGCCGGGGGGGTTAATGTATCAATTCATCCCAACAAATATATTTTCCTGAGCCAAGGA -AAATTTGTGTCAAGTGAAGGAAAATGCAGAGCCTTCGGAAAGGGCGGAGACGGATATGTGCCCGGGGAAG -GCGTGGGTTCAGTACTTTTAAAATCCCTTAAAAAGGCTGTAGCAGACGGAGACAGGATTTATGCCGTAAT -AAAATCTGTTTCGGTAAATCATGACGGTAAGACAAACGGGTATACTGTGCCAAATCCTAATGCACAGGCA -AAAGTCATTTCAAACGCATTAAAGAAGGCAAAGATTAACCCAAGAGAAATAAGCTATATAGAAGCCCACG -GTACCGGCACTTCATTGGGTGATCCCATAGAAATTGCAGGGATTACAAAAGCTTTTGAAGAGTTTACGAA -AGACAAGCAATTTTGTGCAATAGGTTCTTCAAAATCAAACATTGGTCATCTTGAGTCTGCCGCAGGAATA -GCAGCTGTTACAAAGCTTCTGCTGCAGTTTAAGCACAAACAGCTTGTTCCTTCCATCCACTCTGAGGAGT -TAAATCCTAATATATCATTTACCGACACCCCTTTTGTTGTCCAGAATTCTCTGGAAGAGTGGAAAAAGCC -TGTCATAAATGAAAAAGGAATCTCAAAGACCTGCCCCCGAGTGGCAGGTGTAAGCTCTTTTGGGGCAGGA -GGTGCCAATGCCCACATAATATTTGAGGAGTATGAGGGGAATCTGGTTATTCCTAAGCTTAAAAAGGAAG -GATCAAAAATATTCGTACTTTCTGCTAAGAACGTTGAGAGGCTTAATGAATATGCCGGCAAGGTATATGA -TTATTTATGTGCAAAGGGTGGCGAAACAGATTTGACTGCCGTTGTGTATACACTACAGCTTAGAAGGGAC -GAGATGGAAGAAAGACTTGCCATTGAAGTGGCAGACATGAACGAATTAAAAGCAGCACTGGGGGACTACT -GTAATGGTAAAAGAAATAATGAAAATATATATACCGGCAATATAAAGGAGAGTAAGTCACAATTTGAATT -TCTTTTAAACGGAATTGAAGGAGACAGATTTGTTAAAACCATAATTGAAGAGGCTAAATACTCTAAGCTT -GCCCAACTTTGGGTAGCGGGAATAAAAATAGATTGGGGTCTGTTGTATACCACAGAAAGTGCGACACCGG -TAGAGTTGCCACTGTACCCATTTTCGAAGGAGCACTATTGGGTACCGATTTCAAATACCTCAAAGGGTGA -GTTTGGAAAGAAAGAGAAAATTCACGCTCTTCTTGGTGTAAATATTTCAAACCTGAAGGAGCAGATGTTT -AAAACAGAATTTATCGGCGATGAGCTTCTTCTTTCAGAGCATATTGTGGGAGGTCAGAAGCTGCTGCCTG -GAGCCGCGTACATAGAAATGGCTCTGGTTGCGGCAGAAATTTCCGCCGAGAGCAAGGTGGCAAGAATCAA -GAATATAGTATGGGCAAAGCCCTTTGTGATAGGCGAAAAACCGAAAGACATCCATATAAGCCTTCATGCA -AAAGGGGGCGAGGTTGAGTATGAGGTGTTTACGGCAACCGAATTTGACAGGATTGTCCATTCAAAAGGCA -GAATCAGCTTTAGCCCTCATAACAATTCTGTTTACGGGAAAGGGCATATTGATATAGAAGCTATTAAGAG -CAGATGCTTCAGTGTTACTAGCACAGAAGAGTGCTATAAAAGGTTCTCTGGTTTAGGCTTTGACTACGGT -AACAGCTTCAGGACAATAAAGGAGCTTTACTCAAGTAACAGCGAAAGTCTAGCATGTCTTGAATTACCTG -AAAGTTTTGACTATACCGCTGACTGCTTTACCCTGCACCCTCTGTTGCTTGACGGTGCATTCCAGACGGT -TTCGGGATTGGTTGGAAATATGGAAACGGAAGGCATATATTATCCCTTTGCCTTGGGGAGACTTGAAATA -AGAGCTCGACTGCAGGGTAAGTGCTATGCTTGGGCAAGGTCGGCAAACGGTGAGGGAGCAGGGTCTAAGG -TGCGTAATTTTGATATAGATATTGTGGACGAGGCAGGAAACTTAATTGCGGGGATTAAGGATTTTTCACT -GAAAGCGGCAGAGAAGAAAAATGTCGGCGGCAAAGGAGACAAGGAAGTTATGGAGATGCTTAACAAATTG -TATGAGGGAGAACTTAAGTCTGATCAGGTGGCACAGTATATGGGGGTGAAAATAGTTGTATAAGAAGAAA -ATAGCCAATATCCTTAAAATGATAGAAACCCGAAAGATAAAACCAGAGGATGGCTTAGCATTATTGAATG -AATTGAATGCTTCAGCTCCAGGTGATAACCTGAGGACAGTTTACTACCGTACCAAATTGGAAGCTGACGG -TGAACTGGTCAAATCCCCGGGAACGGATTTGACAGGGAACATTATTATATTTGACATTGATGATGTGTTT -TACAGTTCTTTCAAGTGTATTGAATGGGTAGGGGAAAAAACGGTATTGGTTAAGCCGGGCAAAGTATTCG -CTCAAACCGATGACAGGGTTTATGAGATAAATCCGGATGAAACCGATGACTACCGAATGCTTTTTAAAGC -TCTTAAAAAGGTTGGGATTACTCCGGAAAAAATCATACATATGTGGTCAAAAGAGGCATTTGGCTATGAG -TCGGGCACAATAGGTTCACAATTGAATATGGGTGTGTATTCTTTATTCCATATCAGCAAAAGCATAATGG -AACAAAAGCACAACGGCAACGTAAACCTGCTGTATATATACTTTATGGAAAAAGGACAATACCAGCCGGT -ATATGCAGCCGCAAGCGGTGTCGCAAAGACCGTTCATAGGGAAAACCCGAAATTTACATATAAGACGGTG -GGTGTGGAGCTTTGGCCTTCACTTGACTCATCAAATATCACAGATATTATTTCAAAGGAGTTAGGTACAT -CTTCTCAAGATTCTGAAATTTATTACAAAACCGGAACCAGATTTGTTAAGAGGCTTGAGGAATTCACCAC -CGAAAATACAACAGGAAGCCTACCCATAAGGCAAAACGGCGTATACCTCATAACCGGAGGAATGGGCGGC -TTAGGTTTTATATTTGCGGAATACCTTGCAAAAAAATACAAGGCCAGCTTAATACTAACGGGACGTTCAG -GAATTGACGATGTGAAGGCTTTAAAGATTAAGGAGTTAGAAGCTTTTGGTGCTCAGGTTATGTACGCTGA -AGGTGATATTTCAAACAGTAAGGATATTGAAAATATCATAACAGGAGCAAAAAATCGCTTTAAAGAAATA -AACGGTGTTATACACAGTGCGGGAGTGGTCAGGGACTCTTTTATTTTGAAGAAATCTAAAGCTGATATTG -ATGCTGTATTGGAGCCGAAGGTTTACGGTACGGTATTGTTACATAAGGCTTTTGAAAACATAAGCCTTGA -TTTTTTTGTAATGTTTTCGTCAACTTCATCGGTTAAGGGAAACGTGGGTCAGTGTGATTATGCTGCAGCA -AACAGCTTCATGGACAACTTCTCTGTAATGAGGGCTGCAACATATCCGACTTCAAAAACCTTAGCGATAA -ATTGGCCCTTATGGAAGTATGGGGGTATGAAAGTAGATGAAGAAACTGTCCTTCAGATGAAAAAGAATAC -CGGTATTGTTCCATTGAGTACCGAATCCGGCATAAAAGCCTTTGAAGAAGGACTTAAAGCCGGGGTATCC -GAGCTTTTGGTCGCTGAGGGTGATGTTAAAGGGATAAGAAAAACCTTTAACCTGAAAGAACAAGCTACGG -GGGAAGTCAAAACCGAGAACCTGGAGCTTGGCGAAAAAGATTTGGAACTCCTAACGCAAGAAGCTGAGCA -ATATTTGAAGGAAGTGTTTTCTAAAGAAATAAAGCTTCCGCCGAATAAGATCAAATCCAAGGAACCACTT -GAACAATACGGAATAGATTCGGTGGTTATAATGGAAGTAAACAGGGAACTGGAAGCCCATTTCGGAGAAC -TTTCTAAGACCTTGCTTTTTGAATATCAGAGCATAAGCGAGCTTACGCAGTATTTTATCAAGAATCACAA -ACAGCAACTTGTGGAAAAAATCAAGGGATTTAATAAGCCTCAACCCGTGAAACATGCAAAAATGGTAACC -GAAGCACTTCAAAAGCCGGATGAATCGATAATAAATGGTCAAAGCAGATTTATAAAAACCCGAGAAAATA -GCACATTCGAAGAAATTGCCATCATCGGCTTAAGCGGACGTTACCCCCTTTCAAAAAATTCAGATGAATT -TTGGCAAAACCTGAAGGAGGGGAGGGACTGCATCACAGAAATTCCGGCTGACAGATGGGATTATCGTAAG -GACTTCCATCCGGATAAAAATAAAAAAGGAAAAACATACAGCAAATGGGGTGGATTTATTGATGATGTTG -ATAAATTTGACCCTTTGTTTTTTAATATATCTCCAAATGAAGCAAGGACAATGGATCCTCAGGAGAGAAT -ATTCCTTGAAACGGTATGGCAGACAATAGAAGATGCCGGGTATTCAAGGTCTAGGCTTTCCAAAACCGAA -GTTGGGGTTTTTGTCGGGGTTATGTATGGACAATACCAGCTGTACGGAGCAGAGGAAAGCTTGAAGGGCA -ATGTTATGGCATTAGAATCGTCATTTGCATCTATAGCCAATAGGGTTTCCTACTTCTTCAATTTCTCGGG -ACCAAGCATTTCAATGGATACAATGTGTTCATCATCCCTAACCGCTATCCATATGGCCTGCCAAAGCATA -CGCAGGGGTGAAAGCAGCATGGCAATTGCGGGGGGAGTAAACATTACGATACATCCCAATAAATACATAC -TTCTCAGCCAAGGCAAATTTGCTTCAAGCGAAGGAAAGTGCAGGGCTTTCGGTGCAGGCGGGGACGGATA -TGTTCCCGGTGAGGGAGTTGGGGCAGTTCTTCTGAAGCCTTTAAGCAAAGCAGTGGAAGACAGCGATAGA -ATCTATGCTGTCATAAAAGGAAGCTCCATAAACCACGGAGGCAAGACCAACGGATATACCGTTCCAAACC -CAAATGCACAGGGAAATGTCATACTTGACGCTTTAAAGAAGTCGAATATAGACCCGAGAACCATAAGCTA -CATCGAGGCTCACGGAACCGGTACTTCATTAGGCGACCCGATTGAGATAACCGGCTTGATTAAGGCTTTC -GGGGAGTACACCAAAGACAAACAATTCTGTGCTATAGGGTCGGTTAAGGCAAATATAGGTCATCTGGAGT -CAGCGGCAGGTATGGCTTCCTTGACAAAGGTCCTTCTGCAAATGAAATACAAACAGCTCGTACCGTCAAT -TCTCTCAGAAACACTCAATCCCAATATTAATTTTACTGAATCACCGTTTTTTGTACAAAGGGAGTTGGCA -GAGTGGAAACAGCCTGTGATTAACCAAAACGGTTCTGAGGAAAGATACCCAAGGCGTGCAGGAATTAGCT -CCTTTGGAGCAGGCGGTGCCAATGCACATATAATATTTGAGGAATATGAGAACTCCACAAATCAATATAT -AGATAACAATGAGTCTAAAATCGTTGTGTTGTCAGCAAAAAAAAAGGATAGGCTTAATGAATATGCTGCT -AATTTGCTCGAAATGTTCAAAAAAGCCAAAGAGCAAAAAGAAGCTCTTGAGCTTTGCGATGTTGTCTTTA -CCCTTCAAATTGGCAGAGAAGCTATGGAAGAAAGACTAGCACTGGTAGTTTCAGACATGGATGAGCTAAT -AGAAAATCTGTCTTTATACTGCCATGGCGTACAGGAAACAGGTAAACTGTACACCGGTAATATCAAGAAT -CAAACAGATCCTCTTCTCGAAGGTAAAGAGGGAGATGAACTTATAATAAATGCCTTAAAGAATAAAGAAA -CGGATAGAATAGCTCAGCTTTGGGTTGCCGGAGCGGATATAGATTGGATGCTGCTGTACCCGATTGCTGT -CCCAAGACGTATAAGTCTTCCGCTATACCCTTTTGCAAAAGAAAGCTACTGGATTCCTAAAGGTGAGAAG -AATATAGGTTTAGGAGCAGGACAAAGTCTTGTTCCTTCACTCCATCCTCTCATTGACAGAAATGAGTCCA -CCCTTGACGAACAGTGCTTTAAAAAGATTCTCACCGGCAGTGAGTTTTATATGAGGGATCATGTAATCGG -CGGGGAGAACATGCTGCCGGGCTCAGTCTATATCGAAATGGCAAGGGCTGCGGGAGATTTGGCAAACAAA -GCGGGCAAGGTAATAGCCATTAAGGATATCGTATGGGCAAGACCTGTTACAGTGTCAGAAGAACCTAAGG -AGATAACTGTAAGCTTGTTCCCGGAAGGCAACGATGTTGAATTTGAGATTTCCGGGGTCACCCAAAGCGG -CAATAATATAATACATTCACAGGGAAAATTAATCTACGGCACTCTTGAGGATGAACCGGGACATATTAAT -ATTGAAGAAATCAAGAGTAGATGTACAACCGATAAAGATATAGACACCTTCTATGACGAATTTGCTAAAA -AGGGCTTTAATTACGGTGACGGCATGAGAGCCGTAAAGACACTGGTATGTAATACCGGGGAGGCTTTGTC -TCTGCTTGAACTACCTTCCGAATATGAAGCTGCGGTAGATGGGTTTATACTACATCCGGTTCTTGTTGAT -GGGGCTTTCCAAACCGCAGCGGGTATAACTGGAATTGCAAAAGACGGTGTAATGTATCTTCCTTATGCAA -TCGGTCATATTGATATTAAGGGGATACCGGGTAAAAAATGCTATGCATATGTAAAATTTAATGAATCCGA -AGTGGACTTAATAAAGAATAATATATGGCTATTGGATGAAGATGGTCGGATTATTGCTGTAATTAAAGAT -TTTGTGGTAAGGGCTGCAACACCGAACGGTGAAAAGGCCGGTGTATCAATGATTTACTTTAAAAACTCCT -GGGAAAGCTTGGCTGTAGAAAAAGTTAAGGAGCTGCCTGTCGAAGGACCCGTGATGTTATTTGATATTGA -TGATTTACTGTTTAAGTCCTTTGTTAAAAGGTTTGGGAAAGAAAGAGCAATCCTTGTGACACCGGGACAG -GCATTCGCGGACAGGGGAGATAATGTGTATGAAATTGACCCTGCAGACGGTGAGGACTATGTCAGATTAA -CGAAACAACTTAAAAATAGGGGTATAATTCCGGCAGCAATAGTTCATATGTGGTCTAAAGTTGAGGAGGA -ATCCTACAAGAATAAATTGAAATATATGCAAAAAATGGGAGTATATTCACTGCTCAACCTTACAAAAGCA -CTTATGCAATTTAAAGGCAAGACCGGAGTAAAAATACTTTATATATACAAACAAGGAAATGCCATTGAAC -CGTTGCATGCTGCCATAGGCGGATTTGCAAAAACCCTCAGCATGGAAAATCCGGCTTTCAATTTGAGAGC -AGTGGGAATAAAGGGAAGCATGGATAAGAATAACCTTGTTCAAACGATATGTGACGAGTTCGGGTCAGAC -ATTTTTGAAGCTGAAGTATTATATGACTGCGGAGAAAGGTTTGTAAAACACATAAAAGAATTTAAAGAAG -ACGGCAAAGACGTGACGCTTCCAATAAAAGAAAAAGGCGTTTATCTAATAACCGGCGGTATGGGCGGTCT -TGGAGTTATATTTGCTCAGTACCTTGCAAAGAATTTCAAGGCTAAAGTGGTTCTCACGGGGCGTTCACCG -CTAAATCCTGAAAAGCAAAAACGGCTTGATGAAATAAAGAAATTTACCCAGGGAAGTACATATATACCGG -CTGATATATCATGTAAAGAAAGTGTGTTTGAACTAGTTTCAAAAATAGAAGCTTCAATAGGGAGAATAGA -CGGAATTATACATGCTGCAGGGGTAATACGTGACTCCTTTATCTTTAAAAAGACTGTTGACGAAATGGAA -GATGTTTTGGCACCGAAGGTTTATGGTACTGTGTGGCTTGATGAAGCTGTACGAGACCATAACCCGGGAT -TTTTCGTTATGTTCTCTTCAACTGCGGGAGTAACGGGAAATATAGGTCAGTGCGATTATGCGTACGCCAA -CAGCTTTATGGACAATTATGCACAGGCCAGAACTGATGAGAATCCGTCTTCAAAAACCTTGTCAATCAAC -TGGCCCTACTGGCAAGACGGAGGAATGCAGTTAGACGCTCAGACTATTTCTTCTATAAAAGCTGACATTG -GAATGGTATCTTTAAGTACTGATTCAGGAATAAAAGCATTTGAAGACGGACTTAAGTCTTCCTGCCCACA -GCTTATGGTAATAGAAGGTAACAGGGAAAAGATAATCAAATCCTTTACGACGTCTTCAAGGGAAACTGGT -GAGGCAACCAAAACAATAGAATTGGATGAAAAAGAAAGGGCGGAATTGAAGCAAAAGGCCCAAGAGTTTT -TAAAAGCACTGCTGGCAGCGGAGATAGGTCTTCCTCAAAGCAGGATAGACGAGAAAGAGGCATTAGAAGA -ATACGGCATAGATTCGGTTATGGTTATGAATCTTTCAAGAGAGCTTGGGGAACACTTCGGGCAAATACCC -AAAACTTTGTTCTACGAATACAAAACTATAGCCGAGCTTTCTGAATATTTTACCGAAAATTATACCGAAA -AGCTTATTGAAAAGCTTGGAGGAACAAAAAAGCCGCAGTCGGTAAAGGTAAGTCCGAAAACGGTGGGAAA -TGAGCTGAAAACCTTAAGACGCAACCGTTTCATGAATGCGGAGAATGGAGAGAGTACCAACGAAATTGCA -ATAATAGGCTTAAGCGGACAATATCCTATGGCAAAAACCCCAGAGGAATTCTGGGAAAACCTTAAGTCCG -GTAAGGACTGTATTACCGAGATACCAGACAATAGATGGGACCACAGTTTGTTCTTCAACCCAGATAAAAA -CATAAAAGGAAAGGCCTATAGTAAGTGGGGCGGATTTATTGATAATATATACAAGTTTGACCCCTTGCTC -TTTAACATCTCACCGAGGGAAGCTAAGATAATGGATCCTCAGGAAAGGTTGTTCCTAAAGTGTGTGTGGA -ATGCAATGGAAGATGCTGGGTATACAAAAACATATTTAGAGAAAAATAACAATGTAGGTGTGTTTGTAGG -AATTATGTGGGGTCAGTACCAAATGTACGGCACAGATCAAAGTTTATGGGAAATCGGCATGATACCGGGC -TCATCCTATGCATCGGTGGCAAATAGGGTGTCATACTTCTTTAATTTGAACGGTCCTAGCATGGCTGTTG -ATACTATGTGTTCATCCTCACTTACCGCAATCCATCTTGCATGTGACAGCATACGCAAAGGAGAAAGTGA -AATGGCTGTGGCAGGAGGTGTAAACCTTGCGGTTCACCCTTGTAAGTACCTAATGCTGAGCCAGGGTAAG -TTTATGTCCACTGACGGAAGGTGTAGAGCTTTCGGAGAGGGCGGGGATGGATATGTTCCTGGAGAAGGCG -TGGGGGCGGTTATCCTCAAGTCCTTAAGCAAAGCAGTAAGAGACGGGGATTATATTTACGGTGTTATTAA -GGCAACTGCATTAAATCACGGAGGAAAGACCAATGGATATACAGTACCAAACCCTAATGCCCAAGGCAAC -CTGATAGCTAAGGCTTTGAAAAAAGCCAAGATTGACCCTTCTACAATTAGCTATATAGAAGCCCATGGTA -CGGGTACATCTCTGGGAGACCCAATAGAAATTGCCGGTTTAATGAAAGCCTTCTGTGAATACACCAAAGA -CACACAATTCTGTTCCATAGGCTCGGTTAAGACCAACATAGGACATTTGGAATCTGCCGCAGGAATAGCC -GGAATTACAAAGGTACTGCTGCAAATGAAGCATAAACAGCTTGTGCCTTCCATACATACAGACATACTGA -ACCAGAACATAGATTTTGAGTCCTCTCCTTTCTATGTACAGCGTGAGCTTTCGGCATGGGAACAACCGGT -CAGAAAGGAAAATGGTGTAGAGAGGAAGTACCCGAGAAGATGCGGAGTGAGTGCTTTCGGGGCCGGAGGC -TCTAATGCCCACGTAATAATTGAAGAGTATGAGGACAACAACGAAGAAATCACAAATGAAGATAGCGAGC -CGCAGGTTATAGTACTTTCGGCTAAAACAGAGGAGCAGCTTAAGATATATGCAAGAGAAATAAATGACTT -CTTACTGAAAGCTTTAGGGCCGATACAACAGGACAACAGGGAATGTATATTGACTGGCATCAGGGAGGAT -TTGATAAAGCAGGTAGCAAGTTTACTTAATGTTGATGAGATAAATATTGATATAAACGAGAAAATATCTG -AATACGGGTTTGATGCCATCGGGTTTGCAGAGCTTGCAGATGGTATAAACAGGATATTGGGTATTGAGAT -TACCCCGGCCTTGTTTACCGAATGTGCTACAGTTAAGGCTATTTCCGAACACCTGTATAAAGTTTGCGGT -GAGAAGGCAGAAGCACTCTATTCGGTACCCGAGATAAAAAATGAAAGCACAAGAAGTAATGCCTCTCAAT -TATCTTTGGTAAATATAGCTTATACCCTCCAAACGGGAAGGGAAATGATGGAGGAAAGGCTTGCAATGGT -CGTTTCAAGTATCGTCGAGATGCAGGAGGTTTTATCAAACTATCATAACGGAAAAGAGGATGGCAGGCTA -TATATAGGAAACAAAAAGGCTTATAAGCTGAGCTCGGGACTTTTAGCGGAAGGAGAAGAGGCAGAAGAAT -TCATCAAAAAGACTTTGACAGCAAGAAAGCTTGATAAGTTGTCGCAATTGTGGATTTGCGGAGTGGATAT -TGATTGGAAACTTCTATACAACGACATCAAACCTAAAAAAATGTCACTTCCCAAATATCCTTTTGTAGAA -GAGGAATGCAAGCTGCCTATAGATCAATTTAAACCGTCCCCCTTCGAATTCAGGGACGAAGCTGTGCCGA -TAATGGAAAGCCTTACTCATCTAAAAGCATATATATTGGAAAAGTCTTGGAAGAAAGCTTCCGGAGATAT -TATTCCTGTTGATATAAAAGGTACTGTCGTAGTACTAGCAAATGATGAAACAGCGGCTATGGCAGATAAA -ATTTTAGAAAATGCAAATATCGTTATAATCAAAAAGGGTCTATCCTTTGAAACAACAAGTAAGACAATAA -CTTTTGATTACAGCGATTCAAATCAAGGTGAAAAGGCAGCAGCAGGAATAATCAACACAGTTGCCGGTAT -CACTGGAATCATTGATTTATCAGATTTATATGCCAACTCAGTTGACAAAACTACCGGCGGGCTTGGAAGA -ATCAAGTTGCTTCAGACACTGATTAAGAACATTAAAAGCGATAGACTTTGCATACTACATATTACAAAAG -GCTTGCATAAATTCGCTGGTGTTCCGATGTCTTTAGCCGGGGCTGATATCGCAGGGCTATACAAAATGCT -TGGGGCGGAATACCGAAGGGTTATATCAAAAACAATAGATACCGACAACCTGGATAGAAATCATATAAGA -CAAATAGTACTAAATGAATGGAGTATGAGTGATTCTTACAGCGAAGTGTGCTACAGGTCCGGTCAAAGGC -ATGTCTCGGTTATGAGTGAAATATTTAGAAAAGAGCTGGGTGAGTTAAAGGCAGGTATTAAGCCTATGAG -CCCGGATCCTTCAAAAGTAGTGGTAATAACCGGAGGCACAAGGGGAATAGGTGCCGAAGTAGCACGACAC -CTTGTAAACAACGGGGCAAGGAAGCTTGTGCTCATGGGCAAACAGCAGTTCCCGAAGCGTGAGACTTGGA -ATGAAATAGTCAACGGTTCAAGAGCAGACAGCTCTGAAGCATTTAAAATCAAAATGGTTTTGGAGCTTGA -AAATAAAGGTGCAGCCGTAGAAATATGCAGCGGCTCACTTACAGAAAAAACAGAGCTTCAGGCGTACTTT -GAAGGTATTAGAAAAAAACTGGGGAAGATTGAAGGAGTCATCCACTGTGCTGGTCTGGCTATTGCAGATA -ATCCGGCATTTATAAACAAGAACGTAAGTGATATAGAAAAGGTACTGGAGCCCAAGGTTGCAGGACTCCA -AACCTTACATGAAATTTTTGCAGGGGATGAATTAAGCTACTTTGTGCTATTTTCCTCGGTATCCTCTACT -GTTCCCATACTGGGGGCCGGTATGAGTGACTATGCGTGTGCCAATGCCTTTATGGATTATTTTGCAGCCT -TCCGTTCAAGCAAGGGTACTGTATCATATAAATCAATAAACTGGTGTAATTGGAAAGAGATAGGGATAGG -TGAGGTCGCAAGTACGTCATACAAGAACTTTGGGCTTTTCGCTTATTCTACTCAAGACGGATTGACCTTA -TTTGATAAGATGGCAGAGAACACTGAAAACTGCTGTTTAATGCCTTGTATAGCCGATTCTGATATATTCA -TGCCGGAAGGGCTGTTAAAGGCAAAGCAACAGTCGGTTAATATGGTCAAAGGAAATCCTGCAAAAGAAAA -TTCAGTTATAATACCGGGCAATGCTATTACGGAATCAAAGGGCATAATGCAAAAGCTGGTTGAACTTTTC -TCAGCGGAGCTTGCAATAGACGCAGAAAAGCTGGAAGGGGATGTGCCTTTTGGAGATTATGGCGTTGATT -CAGTTATGCTGGCAGAGCTTGTTAAGAAAATAGAAGGTTTTGTGGGAGGGAAGCTTGATCCTTCGGTTTT -ATTGGAGTATCCCACATTAAAACAGCTTAACAATTACTTAAGTACCAACTTCAGTATAGAAGCGGTTAGT -AACGGGGAAGAAGAAGTCACCGGATCGGAAGATGATATATTCACCGGAAATGCTATGTCGAGTAGTGCAA -ATACTGTTTCCCAAGTATATAGCTCAACGGTAAAGGTACCAAAGCTTGTTGACGAGGACAGGGCTGCTTC -TAGAAATAAGGTTGCGGTAATAGGCATGGCATGTAATTTCCCTCGAGCTAGTGACAAGGATAAATACTGG -GAAAACCTTAGGAATGGTAAAAATTGCATAACTGAAATTCCTAAAACCAGATGGGATATTGACGAGTATT -ATACCACCTTATACCAAAAAGGAAAAAGCATTAGTAAGTGGGGCGGGTTTATTGAAGGTATAGAATATTT -TGACCCAAAATACTTTAACTTAAATGAGGAGGATGCCCCCAATATAGATCCTCTTATGCGCCAGCTTATG -GAAGTAAGTGTACAAGCCGTGAGGGATGCAGGTTATGAGGCAGATGAATTATATGGCAAAAAAGTGGGTG -TTTATGTAGGTTCCAGAATAGGGGAGTACTCATCAAGAGCGGGGGAGCCAACGAAGAATGCCATCATCGG -TGCAGGACAGAACTTCATCGGGGCACATATATCCCACTTCCTCAATTTGAAAGGTCCGAATATGGTGTTG -GACACGGCCTGTTCATCTTCCTTGGTAAGCATACATCTGGCATGCCAAGGCTTGCTTCTCAATGAGACTG -AGATGGCAATAGCAGGGGGAGTGGATATCCTTCTGGATGAAAAGTCCTATATCATGCTCAGTGAGTCAAG -GGCACTTTCTCCTGACGGCAAATGCCATACCTTTGATGAAAAGGCAAACGGTTTTGTGCCAGGGGAAGGC -TGCGGCGTGGTTATCTTGAAATCCTTGGAAAAAGCAATACAAGACGGGGACAGGATATATGCCGTTATAG -ACGTGTCTGCGGTTAATAATGACGGACACACCATGGGCATAACTACTCCTAACCCCGAAGCCCAGAGCGA -AGTAATCATGGAGGCCTTGAAAAAGGGAAACATCAACCCCAATTCGGTAAGCTATATAGAAACTCATGGA -ACAGGCACCATGATCGGGGATCCCATAGAGTTGAGAGCACTTACAAAGGTATTTAGCCAATTTACCGACG -AAAAGCAATTCTGCGGCGTAGGAAGTGTAAAGACAAACATGGGGCATCTATTAAGTGCAGCCGGTATAGC -AAGCTTTATGAAGGTGGTGTTGTCTATACAAAACAAGCTGCTTCCACCTACATTGAACTGTGAGACTCCT -AACCCACGTTTTGAGTTTAAAAACTCACCGTTGTACCCCAACACCAGTCTTACAGAGTGGAAACCCAGAG -AAGGAACACGCAGGGCGGGTATAAGCGCCTTCGGCTTCGGAGGCACAAATGCCCATATGATTGTAAGTGA -GTGTGATACAGGACTGCTTAAAAACTACAGCATGAAACGTAAACCCCTTTCTCCGATTGAATTCAACAAA -AAACGCTACTGGAGAGAAAAGATTAGGTTTAATACCATTGGGCCGGAAGCAAATATAAGAGAAAAGGCTT -CACCGACTCATCGCGTGGGTTCTTCAATGTTGAAACTAGAGAAAAAGAGGATATAAATTTTATTCAGGAG -GGTAACATGACTAACTACAACGAGTTTGAATTTTATACTACCGTACGAAGCGATGACTATGTAGTGAGGG -ATCACAGGGTTCATCAAGTACGAATAATGCCCGGTGTAACTTTTTTGGATATAGTTTACAGGATTCTGAA -TGAAGAGGGTTTTGATCTCTCCGGCTTGGAACTGCGTAACATTCTTTTTAAAGAGCCCATAGCCGTTACT -GAGGCTTTTGACAAAGAAATATGTATAAAGCTGAAGAATTCGAAAGAGTTCGGGATAATAACTGCGTTAA -GCCGTAAGGTAAAGGATGATAAGATACTTTCGGAAGAGTGGGATTTAAATTTTCAATGTGAGCTCAATAC -AGGAAAAGAAAAGGTTTCAAAGACAATTGACATAGAAAAGCTTAAAAAAGATGCCGTTAAAGTTATAGAT -ACAGACGAAGCCTATGCACATACAAGAAAAATAAATATACATCACTTCGAATTTATGAAGGCATTAGGAG -ATATATACATAGGGGAAGGATACCTTATGGCGGAAGTTCACCTAAGCGACCTTGCAAAGGAATTCCTGGG -AGATTTCTACCTCCACCCTGCGTATATGGACTTTTCAACACTTGTACCATATAAGCTGAAGAACTTAGAG -ATTATCGAAGAAACAGTGTTTAAACCTTTTATACCGATTTATATAGAGTCTTTTAGAGCTTTTGACAGCC -TGAAGGACCTTTGCTATATATACGTTAAAGAGGAAAATGTCACATTAACAAAGTCACAAGACGTAACCTA -TGCGGATTGGGAGCTTTTCGGTGAAGACGGTGAAGTTGAAACCATTTTCAAAAGAATGGCAGCGAAGTGC -ATCCGTTCAAAGGAGCTTATTGAGGGCCTTCAGGAAATAGGAAAGGATTTAAAGCAAAAAGCTACCAGAA -GGCAGGCCGAGGCTCCTGTTCAACCTGCGTATGATATCCCCGAAAAGAGAAATGAAGCAGACCAAGGTGA -AATGTCACAGTTGGAATTAATACGTCGTGATTTAAAAGAATTGGTGGCAAGGGTTCAAGGGGTAGCGGTT -GATAAAGTAAGCCTTGATGCGGGTTTTTATGACCAAGGCCTTGACTCAAGTAATCTTTTGCAGCTTGTCC -AAGAAATAGAGTACAAGGTGGGTCAGCAGCTTTACCCCACCCTGCTTTTTGAATATACAAATATATGTGA -GTTGGCAGATTTTTTGGTAAAGGAGTACGGAAACGGTTACAAATTTTCCACAAAGGCACAGGAAACAGAA -AAACCTGTCATACCCATGTGTTTTAACCGGGTATGGGAAAAGTCAGATCCAAAAATAACTACAAAAAAGC -CTGAAAACGGAACAACTGTGGTATTCGACAGTAATAGAAAGCTTTATAATGCGTTAAAGTCTTTTGACAA -AAATACCCTGCTTGTAGAGCCCGGAGAAAGCTTTAAGTACAACGGGACAGATATTTTTGTAATAAACCCA -GACAGCCCTGAGGACTATAACTCTCTGACAGAAATTTTAAAAGAAAAGGGGATGCTTCCGGAGAGAATCG -TATACCTGTGGAACAAGGAAGAAACCGATTGTTCTGCCGAAGAGGTTCAAGTAGGAATACAAAAGGGTGT -ATACTCGGTATTTTATCTTACCCGTGCATTAATGGAACAAAAACTAAAGAATGGTGTTGATACACTTTAT -ATATACAAAACTAAGAAAGGTGGACAGCCCTATAATTCAGCATTAAGCGGGTTTGCAAAAGCGGCGAACG -CCGAGAACCCAAAATTCACATACAGGGTAATAGGAGTGGAGGGCAAGGAAACAGGAAATAAGCTTTTGGA -CGTTATTCAAAGGGAACTTAATATAGAGGCAGGCACAGATACCGATGTGCTCTACAAAGACGGAGCAAGG -TATTCAAAGCACTTTAAAAGGATTTATGCTGAACAGAAACCTAAAGCTACTGTAGTTAAGGAAAACGGTG -TCTACCTTATAACAGGCGGGGCAGGTGGTCTGGGCATAATTTTCGCCGAACACCTTGCTTCAATTGCAAA -AGTCAGATTGGTGCTTACGGGACGTTCGAAAGTGGATGGGAAAAAGGAAAATCAATTTAACAAGCTTGAA -AGAAATGGCAGCCGTGTAACATATATAAGCTGCGATGTATCGAACAGGAATGAGGTCAATAGGCTTATAT -CTGACATAAAGTCAAAGTTTGGGGAAATCAACGGTGTAATCCACAGTGCCGGAGTTATACGGGATGCATA -TATATTGAAGAAAACTACCGAGGAAATGAACGAGGTATTCGCTTCAAAGGTTTACGGGACAATATATCTG -GATGAGGCTTTGAAAAATGAAAAACTGGACTTCTTCGTTTTATTTTCTTCCATGGCGGCAGTGGTCGGAA -ACAGCGGACAATGCGATTATGCTTATGCAAACGGTTTTATTGACGGATATGCTGGGTACAGGGAATTTCT -TGTTTCGGAAGGTACACGCTTCGGCAGAACCATAGCTTTTAACTGGCCTTTGTGGAAAAACGGGGGAATG -GGGATAGATGAACAGACATTAAGCATGATGAGGGCGAGAGGCGGAATAGTACCCCTGAACACAGAAAACG -GTCTTAAAACCTTTGAGGATGCCTTAACACAACCTTACAGTCAGTTGTTAGTAGTTGAGGGCGAAGAGGA -GAAGGTTCTCAATGCACTTAGAATAGGCGAAGAATATTGCGATGTCGGTGAAGAAAAAGGGGAATTTATA -ACTGCAGGAGAGATAGAAGAGATTATTAAACAAAGCACCGCCATGAAAAAGGCAGATTCGGTCAGACCGG -GAAATAATGACGATGATATAGCCATTATAGGGTTCAGCGGTCGATATCCTATGGCAAAGGATGTGGATGA -ATTCTGGGAAAACTTGAAAAATGGAAAAGACTGTGTATCTGAAATTCCTGCTGACAGGTATGACTGGCGT -GAATATTTTGACCCGGATAAAAACAAAATCGGCAAGACATACACAAAATGGGGCGGATTTATAGATGATG -CTGATAAGTTTGACCCATTGTTCTTCAATATATCCCCAAGAGAAGCAGAGGTAATGGATCCTCAGGAAAG -GATGTTCCTTGAGACGGTTTGGAGAGCCATAGAGGATTCCGGAAACACAAAAACCCAACTAAGCAAAGGT -AAAACAGGAGTTTTCGTTGGAGTTATGTGGGGCCAATATAATTTGCTAGAAACCGAAATAAACGGCAGAC -CCACATTAGTAAACACCATCTATGCTTCAATAGCAAACAGGGTTTCCTACACCCTTAATTTTAGAGGTCC -CAGTATAGCCCTTGATACCATGTGTTCGTCTTCACTCACCGCAATACACCTGGCATGTGACAGCATAAGA -AAAGGTGAAAGCGATATAGCCATAGCCGGGGGAGTAAATCTCTCATTGCAACCCAACAAATATGTGTTCC -TCAGCCAACAAAAGTTTACTTCAAGCGAAGGGAAATGCAGGGCGTTTGGAGATGGGGGAGATGGGTATGT -ACCCGGTGAAGGTATCGGAGCGATAATATTAAAGCCTTTAAAAAAAGCGGTAGCTAACGGCGATAGGATT -TATGCCGTTATTAAAGGAAGTACCATAAACCACGGAGGAAAGACAAGCGGATTTACGGTGCCAAATCCAA -ACTCTCAGGCAGCCTTGATGTCAGACGTATTAAAGAAGTCAAATATAAATCCGAGGACAATCAGCTATAT -TGAGGCCCACGGCACGGGGACATCCCTTGGAGATCCTATTGAAATAAAAGGCCTTTTAAAAGCCTTTGGA -GAGTATACTAATGAAAAAGGCTTTTGCTCCATTGGCTCGGTCAAGTCCAACATAGGCCACTTGGAGTCGG -CCTCCGGAATAGCCGGAATTACAAAGGTTTTGTTGCAAATGAAGTATAAGATGCTTGTGCCTTCCATACA -TACCGAAACCCTTAACTCCAAAATAGATTTTAAAGAGTCCCAGTTTTACGTACAGAGGGAGCTTTCGGAA -TGGAAGCAACCTGTAATAGTAGAAAACGGAGTAGAGAAGGTATACCCCAGAAGGGCGGGTATAAGCTCAT -TTGGTGCCGGCGGCTCTAATGCACATATAATACTGGAAGAATACGGAAACAATGAAAACCTGACAGATAA -TCCAAAGACAGCCCAAATTGTCGTTCTGTCAGCTAAAACCAGAGAACAGCTTAAAGAGTATGCACAAAAG -CTATATGGCTTTATCGGTAAAAATGAAAACAGTTCCTTAAGGCTTTGTGACATAGCCTACACTCTAATGG -CAGGACGTGAAGCAATGGATGTGCGAATATCTGTTGTTGCAAAGGATTTGACGGAGCTTTCTGAAAAACT -TAATTGCTATATTGAGGAAAGACCAACTGAAGGACTTTATGAAGGAAATCTTGAGCTAACAAGGCCTGTT -GGTGGAGATATGAATGCCCTACTTAAAGAAGGAGACCTTGATGCCATTGCAAAGGCATGGGCGGGAGGCA -TTTCGATAAACCCATCAGCCCTTAGTGAAGGATATAAACCGCAGATTGTATCATTACCTACATACCCTTT -TGCAAAGGAAAGCTTCAAAATTGATATGACAAAAGCCTCAAATAAAACAGGTAATGGTTTCAGTGCTCTC -CACCCCTTGGTTGACATAAATCAGTCTACTCTGGAAGAGGAAAGTTTCAAAAAGACCCTGTCTCAGGAAG -AATTCTTCCTTAAAGACCACATAGTGGGCGGAAAAACAATGCTTCCCGGTGCAGCCTTTATAGAAATGGC -GAGGGCGGCGGGGCATATAGCCGGCAAAAATCCGGTCAAAACCTTTAGAGATATCGTGTGGGCAAGACCT -ATAACATTAAGCGGTAAGGCTCACGATGTAAACATAAACCTTTATACAGACAAAACCGGAATACTTTATG -AGGTATCTGGAATTGAAAACGGCTCCAAGGTTGTATATTCCCAAGGTAAACTGGGATATGAACTTCCGGA -AACAGCAAGTAAGGAAAAAATTGATTTGGAAGAAGTTAAAAAGCGCTGTACATATACAAAGTCCATGTCG -GAAAGCTACTCATTATTTAAACAAATGGGCTTTGATTACGGTAATAGCTTTAAGGTGACTAAGCAAATGT -GGTCTGGAGACAAGGAAGCCCTCGTAAAACTTAAGCTTCCGGAGGAACTTTCAAAAGGCTTTAACGAGTT -CGGCCTACATCCATCTTTGATGGATGGGGCTCTGAGAACCGTTATCGGTGTGGGACTCCGTGAGGCAGAG -AAAAACCCGACTCTTCGTATACCCTTTGCATTAGGGCAAATTGAGATATTCAAGCCCTTAGAGGAGGAAT -GCTTGTCCTATGCTCATCTTTCAGATGAAAGTCAGGGAGAAATCTTAAAGTATGACATAACAATATTAAG -CTTACAAGGTGAGGTATTGGTAAAAATAAAGGACTTCCAAACCAGAGCCTATAAACTTGCTGTAGCTGGC -AATAAAGCTGAATTGAAAGATTTGATTTACTATAAAGCTTCGTGGGAGAAAATGGAGATTACCAGAGATG -AATATGATGTTGAGAACATAAAAAAAATAGACAGTGTAATAGTATTTGATACAGGACATGAGCTGCAAAA -CGAATTCGAAATGCTTTTGAATTCTACAGCTAGGGAACAAAAAGAAATAATTCTGGTAAAACCCGGTACT -TCCTTTAATCGGGATGATGACAAGACATATACTATAAATCCGAAGTCCCATGAAGATTACCAAGAATTGT -TTAAGTCACTTACACAACAAGGCAAATCAATAACAAACATCATACATCTGTGGTCTATGAACAGTAACAC -CCTCGATTTGTCCGGCAAAATAGGATGCAATGAACTGATAAAAAAATTGGATTCAACAAATGATACCGGT -TTGTATTCCATTATGTATATATTCCGTGCAGTAACGGCATTGAAGCTTGAGAATAGGACAAGATGCCTCT -TTACCTTTAAAGGGGGCAGGGATAATATACAGGTATGCCAAGAGGCGGTTTCAGGATTTGCCAATTCTAT -TACTTCTGTAAATCATAGGTTTGAACTTATATCGGTTCAGTTTGATGAATATACCCTAGAAAACGTAACA -ATACCCCCCGTACTGGCTGTAGAACTTACTTCAAAAAATGTTTCCAACGGTATGGAAATAAGCTATGAAA -ATGGTGAAAGGTTCATAAAGCAAATTTCCCGCGTGGAAGAACTGGGAGCCGGGGACAGTAACATCCTCAA -ACCTCAGGGAGTGTATATAATTACAGGAGGTGTCGGTGGACTGGGTATGATTTTTGCAAGATATCTAGCA -AAAAAATATAATGCTAGGCTTGCTTTGACGGGACGTTCGCCCTTTAACAAGGATACCGAAGAAAAACTCA -GCAGCCTTAAGGGGCTTGGAGGAGAGGCGATATATTGCAGGGGAGACATAGTCAGTACAGAAGATACTCA -AAGAATAGTAAAAGAGGTTAAGGATGCCTTTGGTGGAATTGACGGAATAATTCACAGTGCAGGACTTTCC -GGTGAAAAATCCGTTATGGAGGTTGACAGAAATGACTTTGAAAAAATCATGCTTGCAAAGACTCACGGAT -TAATAAATCTAGATTTGACTACCAAGGATGAGGCTTTGGATTTTATTGCATTGTTTTCTTCAATCTCCTC -GATAGTGGGAGACTTTGGGGGATGCAGTTATGCAACCGCTAACAGCTTCTTGGACAGATACGCATATGCG -AGATCCGCACAGGTAAGTCTGGGTAACCGCAAAGGTATTACCCTTTCAATCGATTGGCCTTTATGGGGAG -GCGGAGGTCTTGAATTACCGGAAGAAATGGCAGCCCTCTATTTTGAATACTCTGGAATGAAGCCTATTAA -TGCGGAAACAGGACTGAAAGCCTTTGAAGATGCATTACGCTCAGGTTGCATTCAACTGATAGTTGCAGGG -GGAGATAACCGAAAGGTTGACAGGGCTCTCAAAGTAGGAAGAGGCAAAGGAGCTGAGGCGGCATCGGTCG -AACTTATGGGGGAAATATCACTACAAGAAACTGAGAATAAGCCGGAAGGGTCACAGGAATCAATGATTTT -AGAACAGGCGGAAGAGTATTTGAAAGGTCTCCTTTCAAATACCATTAATCTGCCGGCTGAACGTATAAAT -GCCAAGTTGCCTCTTGAAAAGTACGGAATTGACTCGGTAATGATAATGGAAATTAACAGCCTTCTTGAAA -AAGACTTTGATTCTCTGCCTAAAACATTGCTTTTTGAGTATAGTAACCTTCATGACCTTGCAAAATATTT -TGTGAAAAATCATAGTTCAAAAATAATGGAAATCAGGAAAATTGAAGTCGAACCGGAGCAACACCTAAAA -GCTACGAATAGAGAGATAATAACGTCTTCAAATGACGCCGCAACCTTAAAACCCTTTAAGTCACGTTTTA -CAAATTCTACTTTACGTTCTGAATCAGTAAGCTCAGAATCCGGCGTGATGGATATTGCGATTATAGGCTT -AAGCGGGCAATACCCAATGGCTGAAAACTTGGAGGAATTCTGGGAAAACCTGAAGGTAGGAAAAGATTGT -ATAACCGAAATTCCTTTGGAAAGATGGGACTACAGGGATTACTATGACCCCGATAGAAACAAGAAGGGCA -AGGTATACAGTAAATGGGGAGGTTTTATTGACGATGCTGACAAATTCGATCCGTTTTTCTTTAATATATC -CCCCCGAGAAGCAGAACTCCTTGACCCCCAGGAACGTATTTTCTTAGAAACTGCTTGGGAAACAATAGAA -GATTCAGGATACACCAGAAAAACTCTTGCAGACAAAAGAGTCGGTGTATTTGTTGCTACCATGTTTGCTC -AATCCCAGATATTCAGTGCGGAGGAGCAGCTAAAGGGTAATCCCTATTCCGCATGGACCTTCTTCTCATC -GGTGGCAAATAGGGTTTCATATTTTATGAATTTCAACGGCCCCAGCCTGTCTGTGGACACCGCTTGCTCG -TCTGCACTTGAAGCTATACGGCAGGGTTGCCAAAACATATTAAGCGGAAACTGTGATATGGCTATAGCAG -GGGGAGTAAACCTTACACTTCACCCCAGTAAGTATGTATTCCTGTGTTCTGCAAGCTTCCTGTCCTCAGA -CGGACGCTGCAGAAGCTTTGGAGAAGGTGGGGACGGCTATGTACCGGGAGAAGGTGTGGGAGCCGTAATG -CTGAAACCCCTTCACAAGGCTGTCGCAGACGGAGACCACATTTACGGAGTTATTAAGGGAATATCCATAA -ATCACGGTGGAAAAACCAACGGCTACACCGTACCAAGCCCAAATGCCCAAGCTGACCTGATATCAGATGT -TTTGAATAAGACGGGTATAAATGCAAAGACCATAAGCTACATTGAGGCCCACGGAACAGGAACGTCATTG -GGTGATCCCATAGAAATAACAGGCTTACAAAAATCATTCAGAGAACATACCGAGGACAGACAATATTGTT -CAATAGGGTCGGTTAAGTCAAACATAGGCCATTTGGAGTCGGCTGCAGGAGTAGCGGCAGTAACCAAAGT -ACTGCTTCAAATGAAGCATAAAAAGCTGGTGCCGTCCTTGCACTCCAAGGTATTAAACCTCAATATTGAC -TTTGAACAAAGTCCTTTTGTTGTGCAGCAGTCCTATGAAGAGTGGAAGCAGCCTATAGAGGAAAAGTCCG -GGATTACCAAGAAGTATCCGAGAAGAGCCGGTATAAGCGGCTTCGGTGCAGGCGGCACTAATGTTCACAT -TATATTGGAGGAATACGAACCAAAGAGTTCAGGCCAGGATAAAAAGAATATGCAGATAGTAGTACTTTCC -GCAAAGAATGAGGATAGGCTTAAAGCCTATGCTAATAAGCTTTTGACTTACTTGGAAAAAAATACAGAGC -AAAGACTTAAAGAGGTAATTGACGAGAATGAGGTTATCGAAAGGATAAAGGATGATATATCAGGTATCGC -TTCCGGTATATTAGATATAGATCGTGAAGAAATAGACCAAGATGAGGATATAGACGAATACGGGTTTGAC -CCTCTGGCTATTGAGACCCTTTGCAGAGCTATAAATGCTAAATACGGTAATGTTATGGAACCTGCCGTTG -TATCAGGGTGCGGATCAATAACAGGTCTTGCAAAACAAATAGGGGCAGGACGTACCGAAGATTTGGGACG -CCTTTTGGGGATAGCTCCCAAGATAAAAAGTATCATGGTTGAGGCGGACAGTGATAGCACGTCCTTAGAG -AATATAGCGTATACCCTCCAAGTGGGGCGTGAAGCTTTTGAAGAAAGACTTGCAGTTACTGTTTCAAGCA -TAGGTGAACTCAAAGAAAAGCTTGCGGCATTCTGCGACGGAAAAAGCAATATTGACAGGCTTTACAGAGG -AAATACAAGGTCAAGCAATTCAGACATGGATTTCCTTATTGACGGCAAGGAAGGCGATAAGTACTTCAAA -AGCCTCATAGAAAGTAAAAACCTTTCCAAGATTGGTCGTTTGTGGGTGTCTGGAGTCGATATAGATTGGG -ATAGGCTTTACATGGGAACCAAGCCTGGCAAGGTATCTCTTCCGACATATCCCTTTGATAAAGAGAGTTA -TTGGTACCCCAGAACCGGAAAAATAATACACACATCGGAACGAGTAACAGCAAATACATTGCACCCCATG -CTGGAATGCAATGTATCGACATTAAAAGAGCAGAGATATGTTACAACTCTTACGGAAGACATGCCTTTCA -TATCCGACCATTTGGGCAGTGATATGAAGATATTGTCCTCATTGGCACTTTTGGAAGCGGCTCTTGCGGC -AGGAGAGCTTTCGGCGGAGGAGAAGGTAAAAGTTATACAAGGTATTAATTGGGGCAGTCCTATTGTAGTT -TCCGGGGACAACACAGAGTTAAGCATAAGCCTTTATTCGGCAGACCCCTTAGTTGAATTTGAAGTATCAA -CCTTATCGTGTGGCAAGAGGATTATACATTGTCAAGGTACTATAGGCTTTGAAGCTTCTCCCGCAGAAAC -AAGCTTTAACTACAAGGTCTTTAAAAATAAGTGCAGTAGCACAGACATTTTAAATTCTGAAGAGTTCTAT -CTTATGCTGGGAAATATAGGGCTGAAATACGGCGAAAATTTCAAAGTGGTGAAGGAATGGGCTTTCATGG -GGAATCAAGCAGCCACATTGATGGTTATGCCTGATACAAAGGAGCAAACCAATGATTTTACACTGAATCC -CACTTTACTTGAAGGTATCATGCAAACAGCAACAGCACTTTTAAAGGAAAGAGATGACGTGTATATGACT -CTTTGCATGGATGCTATTTCTATATTTAAGCCTTTAACAAAGGAATGCCATGTCCAAACCGTCTTGCGTG -AAGACAAGGGAGGGCTTGCAACCTTTGACATTAATATTTTTGACTTGCAAGGTCAGGTTCTTGTGTCAGT -GAAGAATTTGTCTTTAAAAGTTCCGGACAATATTCGGCATGCCATTCCCGACATAGATGACGGTATGCTT -GAAAATCTCCTTAAAAGGCTGGAAGAGGGAGAATTGGATGAAGGAAATTTTGAGCAACTTTTAGGGGGTA -TTATAAATGAGTAACAGGTACGAGAAATTGAGGGACACGCTTGAGCGTATAAAAAAGGGACAAATAACGT -CCGAGGAAGGTTTTAAATTTATTAAAGAATTAAATCAAACGGAGCTAGAATCAATGTATTATGAAAACTC -ATGGGAGGAATCACCTCTTTTGAGTCAAGACAAAAAACTTGGTAATTTACTTGTTTTTGATACAGATGAG -TCAAGCAGCAAAATGTTTAAGAAGTTCTTAAAACCCGGATGCAAAGCTGTAACAGTAAAACCGGGGAAAA -GCTTTGGAATAGTCGGTAAGGGCGTATACGAGATTAACCCGAATGAGCCGGAAGACTATAAAAAGCTTGT -GGACTCCTTAAATAAAAATAATGCAATGCCGAATGAAATAATTCACCTATGGTCAAAAGGGGAATTCCCG -GGTGATACGGAAGAATTAAAGCTACAGATTGAAAGTGGAGTTTATTCAATTTTTTACCTTACAAAGGAAT -TAATGGGACGTAACATAAAGGACAGAGTTAGGTTGATTTATATATATACCTCTCAAAAAGAAGCTTTGCA -GCCTCAGTATGCGGCAGTAAGCGGTTTTATGAAGACAGTACGCCTCGAAAATTCCAAGTTCTTATATACC -TCCGTGGAGCTTGACGAAGCTTTTAATAAGGATGCAGTTGAAAGTATTGTAAGCGAGTTCTACGATGAAA -ACGAGACTATGGTACGCTATGAAGGCGGCAGAAGACTTGTAAAGAGAGTTAAAGAACTTACACTTGGGAC -AGAATCGGATACAGCAATCAAGGTTAAGGAAAAAGGGGTATACATTATTACCGGAGGATCAGGAGGCTTG -GGACTCATATTTGCCGAACATCTTGCAAAAAGTGCAAAGGCAAGGCTGGTACTTGTAGGACGCTCTGAAC -TAAGTGTCCGCAAGGCAGACAAAATAGAAAAAATGAAGGCTCTAGGTGCAGAGGTAATATACGTTAAAGC -TGACGTTGCAAACAAAAACGATGCAAGAGAGCTTGTTGACAAGGCAATGGCTTCCTTCGGAAAAATTGAC -GGGATAATTCATAGTGCCGGTATCATAAATGATTCATTTATAATGAAAAAGACTTCGGAGGATATGCAAG -GGGTACTGAGTGCAAAGGTTTACGGTACCTTTAACATGAATGAAGCCACAAAGGGTATACAGCTTGATTT -CTTCGTAGTGTTTTCGTCCATAGCTTCTGTTCTTGGAAATGCAGGCCAGTGTGATTACTCCTATGGAAAC -GCATTTATGGACAGTTTCGCTGTGCTGAGGGAAAGATTAAGGCAAAAGGGGCTCGTCAGCGGGAAAACCC -TCTCCATAAACTGGCCTCTCTGGGAAGAAGGCGGCATGCGTATTCCAGATGAGGAACGTAAGCAGATGGC -AAAGCATACCGGACTCAATACACTGCCTACCGAAGAAGGACTTAAGGTTTGGAAAACATTGAAATTACTC -GGAAAGGCCCAAGCTGCGGTGTTCTACGGCAACAGGGAAAAAGCCCTACGCTTCATTGAAAAAAGGATTT -GTGGTAAAAAAACCGATGAGATGGTAACGCCGGAAACAAGCAAGGAAAAAGCGGGAGAAGAAGTGTCGGT -AGACCCGGTAATTTTAAGAGAAAAAACGGAGGGATATCTTAAAGAAGTTTTCGGAGAACTGCTTAAGATA -CCAATTGATAAAATAGATGCTGGAATAGGCTTTCAGGAATACGGCATAGATTCAATCGTGGTAAACCAAT -TCAATGCCATAATGGAAGCTTCATTAGGGGCTTTGTCCAAGACGCTTTTATATGAATATCAGACCATAGC -TGAGCTTACTGATTATCTTACGGCAAATTTCAAAGGAAATCTTGTAAGCCTTTTAGGTCTTGACGAGAAA -AAAGCCGTGCCGATTTTCAAAAAGGAAACCGCCAAAAACCTTGACATAGGCTATGTACAAGAATTAAAGC -CCTTGAGGGGAAAATCGGTACAAAAAGGACACTGGGAAGCCAATAGAGAGGCAGAGGAAAATGAACAGGA -AATAGCCATAATCGGTGTCAGCGGAAGATACCCGGATGCAGAGAACCTGAACGTATTTTGGGAAAACTTG -AAGAACGGCAGGGACAGCGTTTCGGAAGTACCAAAAGACAGGTGGGATATTGATAAATATTTTGATCCTG -ACCCTGAAAAGAGTGTTGAAGGTAAGATGTATTCCAAATGGGGCGGATTTCTTAAGGATGCAGACAAGTT -TGACCCACTTTTCTTCAGCATATCACCCAAAGAGGCAGAGCTAATTGACCCTCAGGAAAGGCTTTTCTTG -CAGGCTGCTTGGGCTGTGCTTGAGGATGCCGGCTATACAAGAAAGCAGATAAGGGAGCTTACCCAAAAGG -AGAAAGGTGCCAATGTAGGTGTTTTCGCAGGGGTAACAGGTACTACCTATCAGCTTTTAGGACCTGAAGA -ATGGAGCAAGGGAAATTATGTTGTACCAAATTCCATGCAGTGGTCGGTAGCAAATAGGGTATCATATGCC -TTCAATTTTAGAGGTCCCAGTATGCCGGTTGACACTGCATGTTCATCTGCTCTTACTGCAATACACCTTG -CCTGCAACAGCTTGAAAAAAGGTGAGTGCGAGCTTGCAATTGCAGGGGGTGTGAATATATACATGCACCC -TTCCAAATATGTTTCTCTCAGTCAGGCAAGAATGCTTTCGCCAAAAGGAAAATGTCATGCCTTCGGTGCG -GACGGTGACGGATTTGTACCGGGTGAAGGTGTAGGAGCAATACTATTAAAACCTCTCCAAAAGGCAATAG -CAGATAAGGACTATATATACGGAGTTATAAAGGGCAGTGCGTTAAATCACGGAGGCACAGCCAACGGTTA -TACGGTTCCTAATCCAAATGCCCAAGCCGGAGTTATAAATGACGCCTTAAAAGGTGCAAAAGTTGATGCA -AGAACCATAAGTTACATAGAAGCTCATGGTACAGGGACATCCTTAGGAGACCCTATCGAAATAACCGGAC -TTACCAAGGCCTTCAGAGAATATACAAACGATAAAAGCTTTTGTTCCATAGGGTCTGTAAAATCAAACAT -AGGCCATTTGGAATCCGGTGCGGGGATAGTGGCAATCACAAAAGTATTGCTCCAGATGAAATACAAAAAA -CTTGTACCTTCTCTCTATTCAAAGCAGCTTAACCCCAAGATAAACTTTGAAGATTCTCCTTTCTATGTAC -AGCAGGAACTTCAAGATTGGAAAAGACCCGAGGTAGTGGAAAACGGCGTGAAGAAGACATATCCCAGACG -TGCCGGCATAAGCTCTTTCGGTGCCGGAGGCTCCAATGCCCACATGCTGCTGGAGGAATATGACAACAGT -AGCCATAGAAGAAATTCGGATTATGTTGGCTCCTGTGCCATTGTTTTGTCTGCTAAAAACAGAGAAAGGC -TTATAGAATATGCAGGTAAGATGGTAGAATACCTGAAAAAATATGCCCGCGAATTGAATCCGAATTCCGA -CAGCGAAATGACTGAGGATATAAGACTCTTAGATCTGGCTTATACTCTTCAAATCGGACGCGAAGCCATG -GATGAAAGAATTGCCTTTACCGCTAAAGATCTTGCAGAGGTTGTGTCTGTACTCGAAGGATATTCTCAAG -GCGAGACAGGTTTTAAAAATTTTTATAGTGGAAACATAAAGAGAAACAAGACCGACAATAAAGCGGGGGC -AGCAGTCGGCGGAGATTTAGGTGATATATGCAGATTGTGGGTGTCAGGTACAGAGATTGAAAAAGAACTC -CTTTATAAAGACACTGTTCCAAACCGTATACCCCTGCCTTCTTATCCGTTTGCAAAGGATACCTATATGG -TGCCCGAAGCTCCTGAAGATAACAAAAAATTCGGTACAACAGCAAAGTTGCACCCTCTCATAGATTCAAA -CCAGTCCACATTACAGGAGCAATGCTTTATAAAGTCCTTGACTAAAAACGATTTTGTCCTTAGAGATCAT -ATAGTATCCGACAACATGATACTGCCGGGGGTGGCTTACCTTGAAATGGCATACGCTGCCGGAGCCCTTG -CAAATGGGGTACAAAAAGTAAAGACTCTGAGAAACATAATTTGGGCAAAGCCTATAGTGTACCAAGCCCC -TTCAACAGATGTCAGAGTGAGCCTGTATCCCGATAACGGAAATGTTGAGTACGAAGTAACTACCCTTGCT -GAGGACGGTATAAGGATTGTACATTCACAGGGCAGGATAGATTATAAGGATGATAGCGAGAATAGAGACG -AGTTTATTGATATAGAGGATATCAAAAAGCGCTGCTCACTACTTGCAACAGGAGAGCAATGCTACGATAA -ATTCAGTGAAGCAGGCTTCAGATACGGACCGGGCTTCAAAGCAATAGGTGAGATATTAGGAAATAAGGAT -GAGGCATTGTCTACCCTTGTTGTGCCGAACGAGCTTAAAAAAGGGTTTGAAGACTATGTACTGCATCCTA -CGATAATGGATGGAGCCCTTCAAACTGCCGCAGGGCTTATAAACTCAGGGGAAGGGAAACAGTACCTGCC -TTTTGCATTAGGCGAGGTTGAGATTATCAGTCCACTTTTCGAAAAGTGTTATGCCTATGTCACTATTTCG -GATAATACCCAAGGAGCCGGAGCAAATTTAAGAAAATTCGATATAATGCTTACGGATGAAAAGGGTCGGG -TACTTATAAAGATAAAAGATTTCCTCTTGAGAGAGCTTGAGACCGATTTGACGAAAAAAGCTTATGGCAG -GATATATTATGTGAATGAATGGGAAAAATCACCTGCGGTTGCTAAAACTGTTGAGTTGAAAGAAAATGTG -CTGGTGCTGGATGGCAATGATGAGGTATGTGAAATTATACGAGAGCATGCAGTAAACCAAGCAAAAGTCA -TTCAGGTAAAACAGGGACCGGGCTACAAAGAGCTTGGAGAAAACCTTTATGAGATAAATCCTGAAGCTCG -GGAAGACTATTCCTCCTTGATAAAGTCCTTGGAAGAGAAAAACATGCTTCCGGATAAAATAATACACCTC -TGGTCAAAAGCTGATTTTGACACAAATACCGATGCTTTGAAATCTGGGCTTCAGAGGGGTATATACAGTA -TATTCTATATAACAGGAGAAATGCTGAAACGTAAGCTCAAAGACGGTATGACCCTTCTTTACATGTTCGA -TTCCGCCAAGGGAGAACAGCCGGTAAACTCAGCGGTAAGCGGTTTTGCAAAAACACTAGAAAAGGAAAAC -CCGAAATTTATCATAAAAACCGTAGAGATGAAAAACGTAGAAAGCATGGATGTTTTAACGGCGGATATAG -CACTAAATGAATTAAATGACGATCAATATCCACACCAGGTTCTTTATAAAGAAGGGGAGAGATTTGTTAA -ACAACTAAAAGAGTATGCATTAAAAGAAGAGAAACAGTCTGACTCATTTAAGCAGCAGGGTGTGTATATC -ATAACCGGGGGAGCCGGAGGCCTTGGACTTATATACGCCGATTATCTGGCTAAAAACTACAAGGCTCATA -TAGTACTTACCGGACGTTCCGAATTGACCTCGGGCAAGAAGGAAAAACTTAAGGAGATTGAAGCTTATGC -ATCAAGCCTCATTTATAAACGTGCGGATATCAGCGATCCGAAGGCTGTGGCAGGGCTTGTAGCAGAGGTT -AAATTCAAGCACAAGGCAATAAACGGAGTGATCCATGCGGCAGGAGTTCTTAGGGATTCCTTCATTCTTA -ACAAGACTTCGGAAGAGTTTGATGGGGTTATAGGACCAAAAGTATTCGGTACAGTAGGTCTGTATGAGGC -ACTAAAACAGGAGAAATTGGATTTCTTTGCAATGTTCTCTTCCACCGCAGGAGTTACGGGAAATGCAGGA -CAAGGAGACTATGCATTTGCAAACAGCTTCATGGATGCCTTCTCGCACAAGCTTAATTTGGAAGGCGGCA -ATATGAAAACGATATCCTTCAACTGGCCTTTGTGGAAGGATGGGGGAATGCAGGTTGATAAAAAGTCAAT -AAAAATGATGGAAAAAATGACCGGTATAGCCCCCCTCAGTATAGATGCCGGAGTTAAAGCCTTTGAATGC -GGGCTTGGGGCCGGGGTATCCCAGTTCATGGTTTTAGAAGGAAACATTGAAAAGATAAAGAAAACAATGG -CTCCAAAGCAAGAGGATGATACTTCTTCCTGCGAAATAACTGTACTCGACAAGGAAGAAGAAGCTCGCCT -TAGACAAAAAACAGAAGACTTCCTAAAAAACATACTTTCAAAAGAGATAAAGCTTCCACCGGCAAAAATA -GACCCATATGAGCCTATGGAAAGCTACGGAATAGATTCAGTCATGATTATGGGACTTACCAGGGAACTTG -AAAATCAGTTCGGGGAGCTTTCCAAGACCCTGTTCTTTGAGTATCAGTCCATCCATGAGCTTGCCGGGTA -TTTTATTCAAAATCATCAGAGTAAGCTCGTGGAAAAAATAGGAGAGGACAAAAAGCCACAACCTGCTCAA -AAAGAGAAAGCAAAGCCCGTTGAAAATATTCATGCACAAGTAAGAAGCCGCTTTGATGCACAAGTAGGTG -TGTCCGGCAAAGCCAAGGGGATAAACGAGGATGTCGCTGTAATAGGTATAAGTGGACGTTATCCAATGTC -AAAAAATGTTGAGGAGTTCTGGGAAAACCTCAAAAATGCAAGGGACTGCATTGAGGAGATACCAAGTGAC -AGGTGGGACTACACAAAGGATTTTGACCCTGACAAAAACAAAAGAGGAAAATCATACACCAAATGGGGCG -GTTTCATAGATGATGTAGACAAGTTCGACCCCTTGTTCTTTAACATGTCTCCTATGGAAGCTCAATTTAT -AGACCCTCAGGAGAGAATATATCTTGAAACCGTTTGGCAGGCAATAGAAGATTCAGGCTATACCAAGTCC -AAGCTCACCAATAGTGGGGTAGGGGTATTCGTAGGGGTTATGTACGGTCACTACCAGCTTTTCGGAGTTG -AAGAGTGTCAGAAGGGCAACATGATAGCTCTGGAATCCTCTTATGCTTCGGTTGCAAATAGGATATCCTA -CTTTTTCAATTTCCACGGACCCAGCATAGCCTTGGATACCATGTGTTCCTCTTCTATAACCGCAATACAT -CTTGCATGTGAGAGCCTTAAGAGAGGGGAGAGCGAGATAGCCATAGCGGGAGGTGTAAATGTAACAATTC -ACCCTAATAAATATATTCTCCTCAGCCAAGGCAAGTTTGCCGCAAGTGACGGAAGGTGTAAGAGCTTCGG -AAAGGACGGAGACGGGTATGTGGCGGGTGAAGGCTCTGGAGCTTTGGTGTTGAAACCTTTGAGTAAGGCG -GTTGCTGATGGGGACCATATCTATGGTGTCATAAAAGGAACTGCAATAAACCATGGGGGCAAAACCAACA -GCTACACCGTACCAAGCCCCAACGCACAATCATGGGTTATATTAGAAGCACTACGCAACGCCGGGATAAA -TCCGAGAACAATAAGCTATATAGAAGCCCATGGAACAGGCACCTCGCTAGGAGACCCCATTGAAATAACG -GGTCTGATGAAGGCCTTTGGTGAGTATACCAAGGACAAGGAATTCTGCTCCATAGGCTCTGCAAAATCCA -ATATAGGCCATCTTGAAGCAGCAGCTGGAGTTGCGGCGGTAACAAAGGTACTTCTCCAGATGAAATATAA -AAAGCTAGTACCTTCAATACATTCGGAGACCTTGAACCCCAACATCAATTTCAAGGAATCTTGCTTTGTG -GTACAGCACAAATACGAGGATTGGAAGCAGCCTGTAATAATTGAAAACGGTGTGGAAAAAACATATCCTC -GCCGTGCAGGGGTAAGTTCCTTCGGTGCGGGCGGTGCAAATGCCCATATCATCATTGAAGAGTATACCGG -CAATTCCGCCGAACAGTACAATTTGGATGAGGGAGTACAGGTCATAATACTTTCAGCAAGAAACGAAGAT -AGGCTAAAGGCTTATGCAAAGGAATTAGTACATTACTTGAAAAAATATACGGCATTAAGCGGTGAAGAGG -ACAAACAAAAGGTTTCTCTCAGCCAAATAGCCTATACTCTCCAGACTGGCAGGGAGCCTATGGACGAGCG -CCTAGCCCTTGGGGTTTCAAGCCTTGAGGAAATGCTTGAAAAGCTTGAGATGTTTGTACAAAACAAAAAC -AATATTGATGGTTTATACAGAGGAAACGTAAAGAAAAGTAAAGACAAGTCTGACCTTCTTATAGAGGGTG -AAGAGGGAGAGGAATTTTTAAGAAGGACAATTTCCAAAAGAAAAATGGAAAAGCTTGCGAAGCTTTGGAC -GGCAGGCATAGATATAGACTGGTCCTTGCTCTATAAAAAGCATAGTGTTATATCCCTTCCGTCATATCCT -TTTGCAAGAGAAAGATACTGGGTTCCGAAACTTGACGGTGCTGAGAACGGGCAAGAGTATGGACAGCTTG -GCATGGCGAGACTTCACCCCATGATAGACTCAAATGTATCAACTTTTGAAGAGCAATGCTTTATGAAAAC -TCTTACAGAGGGAGACTTCTACATAAAAGACCATGTCATAGGCCAAGACATGATGCTGCCCGGGGTTGCA -TACATTGAAATGGCAAGGGCGGCAGGTACATTGGCAAGCAGGAGAGAAAGCGTAAGAGTCATAAAAAATA -TAGTATGGGCAAAACCCGTTACTCTCACAGACGGCAGCAAAGAGGTTTATATAAGTCTTTATCCGAAAAA -CGAGTATATAGATTATGAGGTTTTCAGCATACCGGATGACGGCAGGAGGGTTATTCACTCTCAAGGCAGG -TTGGCTTACGGAGACCATGAACTTTCGCAGCCTGAAGTGATTGACATAGAAGGCATAAAAAAAGCTTGCA -CCATGATGGTTAAAGGTAAGGATTGCTACACGGAATTTGAAGCTTCCGGCTTTAACTACGGTGAAAGTTT -TAAGACCCTCCAAGACCTGTACCTTGACGACAATGGTGCTTTAGCTCTGATAAAGCTTCCGGAAGGGCTT -GAAAACACATTCGACCGTTTTGTACTTCATCCCTCTATTATAGACAGTGCACTTCAAGCATCTGCAATAC -TTATAGGAAAAACTTTAAACGATGCCGTATACCTTCCATACTCCATAGGAGAGATAAAAATTCTGGGACC -CATACCGGCAAAATGTTATGCATATGTCAAAACTTCAGACACCGGTAAAGGCGGGGTTAAAGGCTTTAAT -ATAAAGATAACCGATGAAGCTGGACAGGTAGCCGTAGCCATAAGAGATTTTACCGTAAAAGAATACAGAG -GAATATCACAGGATGCCGGCGGCGACACGGTATATTATACCTGTACTTGGGAAAAGGTACAGCCACTGAA -GCAGTACAGCGAAGATTATGGGAATATAATGATATTTGACACCGATGAAGGGCTGACTCAAGCCTTAAAG -CAAAATTCAAGGGGCAGTATTGTCCTTGTAAAGCCTGGGGATGCGTATTCTGATAACGGTAACGGAGTTT -ATACCTTAAACCCTGCAGACGGGGAGCACTATGCAAGATTAGTCGGTGACTTGAAAGCAAAAGGCATAAA -TCCTGTTAATATACTCCACTTGTGGTCAAAGCAAGGCTTTGAAACAAGTAAAGAAGGATTGGATGCCCAG -CTTGATATGAGCGTGTACTCTGTTTTTCGGCTCACAAAGGCATTAATGGCACAAAAAATAAAGGACAATA -TAAACTTACTGTATGTTTATAACACCAGAGAAAAAGCAGAACAGCCGCTATATTCCGCAGTAAGCGGGTT -TATAAGGACGACAGTCAAGGAAAGCTCCAATTTAAGATATAAGCTTGTGGAGATCAGAAACATGGTCGGA -TCGGCAATTTCTAACCTTGACACGTTTATAAATGAATTAAAATCGGAGGACAGTGAATATGAGATTCTTT -ATAACAGGGGCGAAAGATACGTAAAACGCACTAAGGAGTATGAGAACAAAGGTGTTGCCGATATACTTCC -GATTAAGGAGAAGGGCACATACCTCATTACTGGGGGAATGGGAGGCTTGGGACTCATATTTGCGGAGCAC -CTTTCAAAAAAATATAAAGCTAATCTGGTGCTCACAGGGCGTTTGGCCTTAGAGGGAGAAAGGAAGACAA -AGCTTGCAGAACTTGAGGCTTTAGGGGCAAATATCTTGTATATCCAAGCCGACATATGTGATCAAGACCA -AGTACAGTCCCTTGCAGTAAAGGCAAAATCAGCCTTCTCAAAAATAGACGGGGTAATACACGGTGCCGGG -GTCCTCAGAGATTCTTTAATTATCAATAAATCACAAGAGGACATGGATGCTGTAGTAGCTCCAAAGGTTT -TCGGAACAGTATTGCTTGACGAAGCCTTGAAATCAGAAAAACTTGACTTCTTTGCAGTATTCTCATCAAC -CACCGGAGTTCTGGGAAATGTCGGACAGTGCGATTATGCTTTTGGTAACGGCTTCATGGATAATTATGTC -GAGCTTCGCCAAAGACAAAACCCGGGCACAAAATACTTGTCAATCAACTGGCCTTTGTGGAAGAATGGGG -GTATGAAGGTTAATGAGCAGGCTGTAACCCTGATGAAGAAAATGGCGGGAATAGCCCCTTTGAGTACAGG -TGCCGGAATAAAGGCATTTGAAAAAGGACTTGCATCGGACGTTCATCAGATAATGGTTCTCCAAGGAGAT -ACAGTAAAAATTAAGGCTGCAATGAGTGCAGTAAAAGAAAAAACCACCGAGATTGCAAAGGAACCGATTG -ATATAAGCCCGGAAGAAAATTCACAGATAAGGCAAAAAACAGAAACCTATTTAAAAGAACTACTTTCAAA -GCTCATAGGGCTTAACGTAAGCAGAATAGATTCAAATGAAGCAATGGAAGTCTACGGAATAGACTCTGTT -ATGATAATGGACTTTACAAGAGAGCTGGAAGAAAAATTCGGAGAGCTTTCAAAAACATTGTTCTTCGAAT -ACCAGACAATAGCGGGCCTTACGGGATACTTCACAAGCAGCCACATGTCTACGTTAGTTAAAATGTTCGG -ACAGGCAAATGTACCTCAGTCGGCTGTAAAGCCCACTACAGCCATTGCTGAACCTATAATGAAGGAGGAG -CTGCAAAGCTTCAGAAGCAACCGCTTTATGAATATGGGAGGGGCTTATTCGGACAACGGCTATTTATATG -AGGATATAGCCATTATCGGGGTAAGCGGACGTTATCCCATGGCACAAAATATTGAGGAGTTGTGGGAAAA -CCTTAAACATGGCAAGGACTGTGTAGTCGAAATACCTTCCGACAGGTGGGATTACAGACCGTACTATGAC -CCTGACAGGAACAAAATGGGTAAAGCCAACAGCAAATGGGGCGGGTTTATTGATAATGTGGACAAATTTG -ACCCCATGTTCTTTAACATATCGCCGATTGAAGCACAGATAAGCGATCCTCAGGAAAGATTGTTCCTACA -GACGGTTTGGCATGCAGTTGAAGACGCCGGTTATACAAGACAAAAGCTTTCAAATACCGGAGTAGGTGTT -TTCGTTGGAGTTATGTACGGGCAATACCAATTGTATGGCGTAGAGGAATCCATGAAGGGCAATGACATGG -CACTTCAATCCACTTTTGCTTCCATAGCAAACAGAGTATCCTACTACTTCAATTTCAGAGGACCAAGCAT -TGCTCTTGATACAATGTGTTCTTCATCCCTGACAGCCATACATTTGGCATGTGACAGCATCAGAAAAGGC -GAAATAGAGATGGCTGTGGCAGGGGGCGTCAACCTAACACTGCACCCCAATAAATATATACTCCTAAGCC -AAGGCAAGTTTATGTCAACAGAAGGCAAGTGCAGAGCTTTTGGTGAGGGCGGAGACGGCTATGTTCCAGG -TGAAGGCGTAGGTGCTGTAATATTAAAGCCTTTGAGCAAAGCGGTGGCTGACCGCGACAATATATATGCG -GTTATAAAAGCAAGTGAGCTGAACCACGGAGGAAAGACCAACGGCTATACAGTGCCCAACCCTAATGCTC -AGGCAAATGTAATATCCAATGCATTGAGAAAGGGAAAGATAAATCCGGCAACAATAAGCTATATAGAGGC -TCATGGCACGGGTACTTCCTTGGGAGACCCCATAGAGATAGCAGGCTTAAGTAAGGCCTTCAGACAGTAT -ACATCAGAAAACGGGTTCTGCTCTATAGGCTCTATTAAGGCGAATATAGGTCACTTGGAATCAGCATCGG -GAATTGTTGGAATAACAAAGATCCTGCTCCAGATGAAGTACAAGATGTTGGTGCCTTCAATATTATCTGA -GACCTTGAACTCAAACATTAATTTTGAAGATTCACCTTTCTATGTGCAGCACGAGCTTGAACCTTGGGAA -AGACCGGTAATCATAGAAAACGGCGTTGAAAAAACATATCCCAGACGTGCCGGGATCAGTTCTTTCGGTG -CAGGGGGAGCAAATGCACACATAATACTTGAAGAATACGCTGCTGACTTCTCAAAACAAGCGGTATCCCC -GTTGAAGAAGCCGAACCTTATCGTACTTTCGGCTAAAAATGAAGAAAGGCTTAAGGAGTATGCTGAAGAA -TTGTATAAATTCTTGCAGAAAGGCATTGTCATAAACCTTAAAGAGGCAGTTAATAAAACTGCAATTATAA -AACAGCTTCAAACTGAGCTGCTTGAAATAGCTACGGGTATCATAAACGTTCCGGCAGAGCAAATTGACAT -GTCTGAAAGCATACATGAGTACGGATTTGAACCTGTCTCTTTGACTGAGTTTGCTGACAGCATTAACGAA -AAATACGATATCTCCACGGATTTCAGCTTGTTCAACGAGTATATATCAATAGCGAATATTGCCGAGTACT -TATTTAAGACATATGAAGATGTATTTGCAAAGCCGGATACAACAAGCCTTATTCCGGCCCAGGATGTATC -TGTTCAGGAAACAATCAGCCTCACTGATATGGCATACACATTGCAAACAGGAAGAGAAGCCATGGAGGAA -CGTCTTGCAATAGTTGTTGAAGACTTGCAGGAACTTCGTGAAAAACTAATGCTTTACTGCCAAGACAAAA -ATGACATAGACGGACTTTACAAAGGAAACATAAAATCGGGCAAAGCAAAGTCTGAGCTTATCATCGACGG -AGACGAGGGAGAAGAGTTCATCAGAAAGACCATCCATAATAAGAAACTTGACAGAATTGCAAGGCTATGG -GTATCGGCAGTGGAAATAGACTGGAGCCTACTTTACGATAAAGAAATGCCCAACCGTATATCTTTACCGG -TATACCCCTTTGCAAAACAAAGCTATTGGGTGCCGGGAACGGATGATACTGGAGACTTGGCAGGCAGGCG -AGGTGTGGTTTCAAGATTGCATCCTTTGATAGACACCAATGAATCTACCCTTCAAGAGCAATGCTTTAAG -AAGCTCCTTACAGGAAGTGAATTTTATTTAAGAGATCACTCGGTGGGAGGAGAAATGCTTCTGCCCGGAG -CAGTTTACATAGAAATGGCAAGGGTTGCGGGAAATCTCGCAAACAAAGAAGGCAGCGTAGTAAGTATTAG -AGATATTACTTGGATCAGACCAATAGCAGTGGGAACAACCCCGAAAGAAGCATATATAAGCCTCTACCCC -GTTAAAGACGGTATTGAGTATGAGGTGAGCACCAGAGGAGAAGGGGGAATCAGACTTGTACATGCAGGCG -GAATGCTTTCCTACGGTGATCTTGGCGAAATACAGAGTGAACGAATAGAACTTGAAGAAATTAAAGCAAG -GTGTAACCTTTCCATGAACGGCGAAGAGTGTTACAAGGTCTTTAAAGATAAGGGCTTTAATTACGGCCCC -GGCTTTAAAACCATAAAGAAACTGGTAGCAAACAAGACCGAAGCCTTGGCATATCTCGAACTCCCGACGG -AGGCCGGGGGAGACCTTGAAAGCTTCATGCTTCATCCTTCTCTGACTGACGGAGCATTACAGGCGGTTGC -GGGACTTGTGGGAGACAGCAGTATAATGTATCTTCCTTATGCAATCGGTGAAGTGAAGCTGATCGGTGCT -CTGACGGAGAAATGTTATTCCTATGTTTCGTCAGCACCAAAAGGTTCTTCAGAAAATCTTAAGTTCAATA -TTAAGTTGACGGATGAAGATGGCTGTCTACTTGCTGAAATAAAAGAATTCATTGTAAAGCCTTATAAAGA -GGCAATGCATTCAAAACCGGAAATCGCGGCAGAGGAAAAAACAAGCACTATGGTTGTAAAAGAAGTTTCC -GAAAACATCGAGGGTGAGTATGAAAATTCGGCACTTATAAAGAGAACGGAGGAATATCTCAAAAATGTTC -TTTCTAAGGTGGCTTTGATTCCCGTAAACAGCATTGATTCGGCGGAGCCCCTTGATAAATATGGAATAGA -TTCAATTATGATTATGAACCTGACCGGAGAGCTTCAATCCCACTTCGGGGAGCTATCAAAGACATTGTTC -TTTGAATATCAGAGTATATCCGAACTTGCGGGCTACTTCATTGAAAACCACTTGGAAAAGCTTTTGGAAA -GAGTCGGAGATATCAAGAAGCCTGGTACATTAAATATAAAGAAAGCAAGGCAGGAAGTACAAAAAAACGG -CACAACTCAAAAAGTACCAGAAACATCGAGAAGCCGATTTGCATATTCCAGTTCAGCAACCATGCAAGAA -GATATAGCCATCATAGGCTTAAGCGGACGCTATCCGATGGCTAAAAATGTGGAAGAGTTCTGGGAAAACC -TTAAGGCGGCCAGAGACAGCATAACAGAAATACCTAAAGACAGATGGGATTTCCGTAAATATTATGATGC -AGATAAAAACAAGAGGGGCAAAGCTCACAGTAAGTGGGGCGGATTTATTGAAGATGCGGATAAATTCGAT -CCTTTGTTCTTCAATATGTCACCTATCGAAGCTCAGGTAATAGACCCTCAAGAGAGAATATTCCTAGAGA -CTGTATGGCAGACAATAGAAGATGCGGGTTATACAAGACAGAGGCTTGACAACGCAGGGGTAGGTCTATA -TGTGGGTGTTATGTCCGGACAATACCAGATGTTCGGGCCGGAGGAAAACATGAGAGGAAATATGATTGCA -TTAGGTTCATCCTACGCATCAATTGCTAACAGAGTATCATATTTCTTCGACTTCCACGGACCAAGCATGG -CAATCGACACAATGTGCTCATCGTCTCTTACTTGCATACACTTGGCATGCGACAGCCTGAGAAAGGGCGA -GATTGATATAGCTATAGCAGGCGGTGTAAACTTGAGCCTCCATCCGAATAAGTATTTACTCTTAAGCCAA -GGCAAGTTCATGTCAACAGACGGAAGGTGCAGAGCCTTCGGATCAGGCGGAGACGGCTATGTACCCGGCG -AAGGTGTAGGTGCGGTTGTACTGAAGCCCTTAAGTAAGGCTGAACAAGACGGAGACCAAATATATGGTGT -AATCAAGGCAACCGCATTAAACCACGGAGGAAAAACTAACGGTTATACGGTGCCCAATCCAAACTATCAG -GCAAAGGTTATATCCGAGGCATTAAAGAAAGCTGGTATAGATCCAAGAACCATAAGCTACGTAGAGGCAC -ACGGCACGGGTACATCCTTGGGAGACCCCATAGAAATAACAGGATTAATGAAGGCTTACGGGGAGTATAC -AAAAGAAAGACAGTTCTGCTCCATAGGCTCCGCAAAGTCTAACATAGGGCACCTTGAATCTGCGGCAGGA -ATTGCGGGACTTACAAAGGTGCTGCTGCAAATGAAGCACAAGCAGCTTGTTCCCTCACTACACTCAGAAA -TATTGAACCCGAATATAAATTTCAAGGATTCACCTTTTTATGTGCAACATACCCTTAGTGAATGGAAACA -GCCGATTATAAACGAAAACGGTATGGAAAAGAAATACCCAAGACGTGCCGGTTTAAGCTCCTTCGGTGCA -GGCGGCTCCAATGCCCATATTATAATAGAGGAATATCAAATTCCGAAAGAAAGCGGCGGGACTAAGGACG -AATACATAATGGTGTTGTCATCAAAAAACGAAGAACGCCTCAAAGCCTATGCAAAAGAATTGTCTGATTA -CGTGAAAAAGCATATTTTGACCGTAGATAATGAAAACGCGGATATCTTGCTTGCCGACATGGCGTATACC -CTGGCTATAGGAAGGGAACCTATGGAAGAACGCCTTGCTATTGTGGTGCCGTCACTACACGCATTAAATG -AAAAACTATCAGCATATGTCCAAGGCAAGAATGATATAGACGGTGTATATACAGGCAGCCTGTGCTCGGA -AAAATCAAAATCTGAATTCTTCTTAGACGGCAAGGAAGGCGAAGAATTTCTTAAAATAATAACAATGGAC -AGGAAGTTGAACAAGCTTGCACAGCTTTGGACATCCGGTGCAGGTATAGATTGGTCATTGCTCTTTGACG -ATGAAAACAGAGCCATCATCTCTCTCCCGGCATATCCATTTGCAAGGGAAAGATGCTGGATACCGGGGAC -AGAGGAACATGGGCATTCGGGCGGGACTTACGGTAGGATTGCGAAAATCCATCCGCTGCTTGATAAGAAT -ACCTCTACATTGAGAGAACAGAGATTTACAACGGTGTTAAATGGAAAAGAGTTCTTTCTTGAAAATCATA -CGGTAGGAGGCAAAAAGGTATTGCCTGGTGCCGTATATATAGAAATGGCAAGGGCTGCCGGTACATACGC -AGGTGAACAGGAAGCAGTTGCTGTCAGCGGCATAGCATGGGCAAAGCCTATTGTTGTAGATGAAACCCCG -AAAGAGGTGAACATAGGTCTTTATCCTGATGAAGACAAGGTTGATTTTGAAGTGTACACTATAGGCGACA -ACGGAGTGAGGTTGGTACACTCGGAGGGAAGTATAAGTTTCGAGCCTTCCTCCGATGATAGTGTTACATC -CATAGACCTTGATGCAATAAAGAAGAGATGCACTAATTCCATAAGTGGAGAGGACCTCTATAAAGGATTT -GAAAGAAGCGGTTTTGGATATGGTCAAAGCTTCAGGGCCATAAAAGAGCTTCAAGGAAATGCCTCTGAAG -TACTCTCAAGTCTGGAACTGCCTGATAGTGAAGGTGGTGATGACGGCTTTGTCCTGCAGATTTCCTTGAT -AGACGGAGCCTTCCAGACGGTTGCGGGGCTTGTAGGAATGACGGGAGATTCATTTCTTCCTTACGAGACT -GGAGAAATTGAAATAATCGGAAAGCTTACTCCAAAATGCTTTGCTTATGTTCTAAAAGCAGAAAGCTTTG -ATGAAAACCCGGAAACCATAAAATTCAATATAATGATTGTGGATGAGACAGGCAAGATATCTGTAAGAAT -TAAGGATTTCACAGTTAAAAAATTGAATAAGGAAGCTGCAATAAGGCCTGTGAAAATAGTAGGCAGGGCA -ATAAGCAGGGAGGATATTATGGGTTTGGAAGGTTCCGCCCCCGATAAAGTTATGAATATTTTGAAAAGCA -TAGAAGAAAGAAAAATAAATGCTGATGAAGCTGATAGATTAATGGAGGAGATTTATGAGTCATCCAAGTA -GAAAAGAAATACTTAAAATGTTGGAAACTGCTCAAATATCTGCCGCAGAAGCTTACGGACTGTTAAAAAA -AATTGAAGCGGGTCATGCTTTGGATGAAAAGCCCCTATATTTTGGGGAAGAATGGATTATATCCGAAGCG -GACAGCAGTGAAGTTACAGAACAGGGAACCATAATGGTAATGGATTTGGGTGCAGGCATAGGGCATGAAT -TTAAAAGGTCTGCTTCAAACAAAGGCCTGCATGTGGTTTTGGCTGTGCCTGGGCAAAGCTTTTCTGAAGG -AGAAGGCGGTATATATGAGTTTGAAATAACTTCACCTGATTGCTTCACAATGCTTTTTGAAAGCTTAAAG -AAAAAGGGTTCTGTTCCCGAAAAAATAATAATTATATATCCGGACGGACAGGGGGCCCTTCCGGATACCA -TTAATGAAAGCCTTGACAGGGGAATATACGGCCTTTTTAAAACTATCAAGGCAATTATGACTCAAAAAAC -AAAAGCCGTAAAACTATTGTGTGTGTATGGGGGAAACACTACAAGTCAAAACCCTTGCTATGCCGCTCTA -AGCGGTTTTGCTAAAACACTTTTCATGGAAAACCCAAAATACACCTGCAAGGTTTTGGAAGTACCAGATA -TTTCAAATGTTGAGTTTGTATTCGAAAAAGCCATTACCGAGCTGAGTTTAAAAAACGTTATGGAGTTTGA -GGTAAAGTACTCTGACAAATGCCGTATGGTAAAAACCATAAAAGAAATAGAAAAGACGGAATGTAAAAGT -CTGCCTATAAAAGAAGACGGAGTATACCTCATTACAGGGGGAACAGGCGGACTTGGACTCATATTCGCAC -AATATTTGGCAGAAAAATACAAGGCCCGCTTAGTGCTTACCGGACGTTCAGCACTTACCGATGAGAAAAA -GGTTGCCATGACTAAGCTTGAAAACTGCGGTGCAAAGGTGCAGTATATAAAGGCTGATGTGACAAGCCGT -GAATCGGTGAATAAATTGGTTGAATCGGTTAAATCAAGTTTTGGATGCATAAACGGTGTTATACACAGTG -CCGGAGTTATACGAGACGCTTTTATAATAAAAAAGACCTTGGAGGATATGAAAGCTGTTATTTCTCCCAA -GGTTTACGGGACTATGTGGCTTGATGAGGCAACCCGATCTGAAAATATTGACTTCTTTGTGTTGTTTTCG -TCAGCATCCTCTGCAACAGGAAACATGGGGCAGTGTGACTACGCCTTCGGAAACAGCTTTATGGATAACT -ATGCGGTGATGCGCTCAATAAACAATCCGAATTCGGTATCTTTGTCCATCAACTGGCCTTACTGGAAAGA -GGGAGGCATGAGGCTTGGGGAGGAAACCATAGCGATGATGAAAAAGATTAGCGGAATAATACCTCTTCTC -ACTGATGAAGGGATTAGGGCTTTTGAATACGGATTGTGCTGTTCTCCCGCATTAAGCAGATTGATTGTCC -TAAAGGGAGAAGCTGGCAGGATAAAAAATAGCCTAGGAATTAAAACAGAAAAACAGGAAGAGTTAAAGCA -AACTATAAAAGAGAACCAACCTGCACCAGCTGTGGCAAATACTAATATTGCTGCCGGAGAAGACGAAAAG -TGGATATTGAAAGAAAAAACCGAGGCATTTCTAAAGGAGATACTGTCAAAGCAGATAAACCTGAGTGTGG -ACAGGATAGATTCAGTAGAGCCTCTTGAGAGGTACGGCATAGATTCAGTTATAATTATGGGACTTAACAG -TGAACTTGAAGGACATTTCGGAAAGCTTTCTAAGACTCTGTTTTTTGAGTATCAAAGCATATCCGAGTTA -GCCGAATATTTCATGGAAAAGCACTCAGACAAGCTATACCTCAAGTTCGGAGGACTTAAAAAAACTGAGG -ATCGTGAGCAAGCTGTTATAATTGGTGATTTTACTGGGACTGAGACACAATCTCGGTTTCAAAGCCGCGG -CAGAAACAGATTCGCAGGCGTTGGTCAGACAAAGAAAAAGGACGATGAAGACATTGCCATAATTGGCATA -AGCGGACGCTATCCTATGGCGGCAAACCTTGAGGAATTCTGGGAAAACATAAAAGCAGGGAAAGACTGTG -TAACAGAGATACCGAAGGACCGTTGGGACTATAACGATTACTTTGATACCGAAAAAGGCAAACCTGGTAA -AAACTACTGCAAATGGGGAGGATTTATAGACAACGTAGACTGCTTTGACCCTCTGTTCTTCAATATCTCC -CCGAGAGAAGCGGAATATATGGATCCTCAGGAAAGGATTTTCCTTGAGACGGTATGGCACACCATAGAGG -ATGCAGGTTATACAAGGGCCACCCTTGGTAGTAATGTGGGAGTTTTTGTAGGGGCAATGTACGCCCACTA -TCAGTTTTTTGGGGTTGAAGAGTCTGCCAAAGGCAATATAACTACTATCAGTTCTATGTTATCGTCAATA -GCAAATAGGGTATCATACTTTTTCAATTTTCAAGGTCCAAGTATTGCGCTTGACACAATGTGTTCATCGT -CTCTCACATCAATCCACCTTGCATGTGAAAGCCTGCGTAGAGGTGAAATTGCAGTTGCAGTTGCGGGAGG -GGTAAATACTTCCCTGCACCCTTATAAATATAATGTTTTGAGCCACGGAACATTTATTTCAAGTGACGGC -AAATGCAGAAGCTTCGGAGAAGGCGGAGACGGTTACGTACCCGGTGAGGGAGTGGGTGCAGTGCTTTTAA -AGCCATTGCCAAAAGCCGTTGCCGATGGGGACAACATTTATGTAGTCATAAAGGGCAGCTCGGTAAACCA -TGGAGGTAAAACAAATGGCTTCATGGTGCCTAACCCTAATGCTCAGGCAAACCTCATAGGAGCTACACTG -AAAAAGACAGGTATAAACCCGAGGACTATAAGTTGCATAGAAGCTCAAGCTACCGGAACACCTTTGGGAG -ATCCTCTTGAAATAGCGGGGCTTTCTAAGGCTTACGGTGAATACACCAGTGAAAAGCAGTTTTGTTGTAT -AGGCTCAGTAAAAGGTAACATAGGACATTTAGAAGCTGCGTCTGGAATGGCAGGCTTATCCAAATTAATA -CTACAGATAAAGCACAAAATGACGGTTCCTTCCATAAACTCCGAAAAACTTAATCCGAATATAAACTTTA -AGGATTCACCCTTTTATATACAACACGAGTTAGAGGAGTGGAAGCAGCCGGTCATCACGGAAAACGGAAT -AGCTAAAAAATATCCCAGACGTGCAGGGCTTAATGCCTTTGGGGCGGGAGGCTCCAATGCACATTTTATA -TTAGAAGAGTATGAAGCCCCAAAAGGTTCAAAATATGTCTCTGGGGTAGAACAAATAGTTGTACTGTCGG -CAAAAAGTAAAGAGGTTTTAAAGGATTACGCAAGAAGACTGTCCGAGTTTCTGACGAAAAACGCACCACA -ATACAATGAAGGTTGGATTTCAAATATAGCATATACCCTACAGACGGGCCGGGAAGCTATGGAGTTCAGG -GCTGCATTTATTGTTTCCGACATTAATGAGCTGTGTATAAAACTCGTCTCCTTCATAAATGATACCGATG -AGCCCGGGATATACAAAAACGGCAGCGAAAAACCGCAGATGTCTTTCGGTAATCCCGATGAGGCCTTTAT -TAAGGCTGCTATACTGAGCAAGGATATTCAAACAATAGCATTATTATGGGTATCCGGGATTGAACTGGAT -TGGAAGCTGCTGTACAAAAACGGTACTCCGCAAAAGACCCCTCTGCCGGTTTATCCCTTCTTAAGAACCC -ACTACCACTTACCGGAACCGGAATGCAGGGTTGAAAAGTCCTCTAAACCTAGTCTTGATTCACAAAAAAA -AGTTAAAACGGCAGAACCTGAGAGAGAAAAGCACTTTACAGATGAACTTATCCCCTTTGAAAATCAGGTT -GAAAGCGTACTCAGACAAATAATTTCCAAGCTTTTAAAGCTTCCGGAAGAACAGATAGGTGTTGACGAAA -ACCTAAAGATATTCGGGTTTGACTCGTTAAGCGGAATGAAACTTGCAAATATAATACAGGATTACTTCGG -AAGTAAAATACCTGTTAAATCATTATTTGAATTTAACAGCATAAAAGATATAGCAGGTTATCTGATAAAA -GAAAAAATTATAGTACCTGAGAGTACTGAGGAAAAGCCCATGAGCTCTGTTGAGGAAAGAGACTCTTCAG -ACAGGAAGATACTCAAATTTATACTTGAAGGCCTTAGCGAAGGAAGTATCACAACGGAGCAGGCAATGGA -ACTGGATTCTCAGAAGATAAAAGCGGCAGAAAGGTAGGATGAGTATGCGATACAGCAGGAAGGAAATATA -TTCGAAAGTAGCCTCCAAACAGATGACGGTAGAGGAGGCAATGGCATATCTGGAAAATTTACAGGACTCT -GAAAGAGCTCAAAAACAACCAATCAGAGAAGAATATCCCCTATCTGAAGGTCAAAAGGGATTGTGGGTTG -TAAATCAATTTACACCGGGAAATTATGCATATAACTGTCCGATAGCATTCAAAATAAGCAGTGATGTTGA -TATTGCAGCTTTGAAAAAGACTTTTCAGATCCTTATTGATCGCCACCCGGCGTTGAGAACAAGGATACAT -TTAGTTGGCAGCGGCCCTGCACAGACTGTAATGGAAAATCAAGAAGTACTGTTTGAAGAAAAATACTTGG -ATACCTTGGCAGATGATGAAATCGAGATATGTGTAAGAGAAGAAGCTAGAAAGCCCTTCGACCTTGAATG -CGGTTCCCTTCTCAAAGTTACTTTGTTCAGGCTTCCTGAAGAGCGTATGGTACTGTTGATTAATTTCCAT -CATATTATATACGACGGCATGTCTTTTGCAATATTTATGAGAGAATTCCAACAGATATACATAGCTTTAA -AAAGCGGGACGAAATATGAACTCCCTGACGTAAAAGCTACATACAAGGACTATGTTTATTGGCAGCAAAG -TATGCTCCAGGGTGAGGCAGGTGCAAGACACCGGGACTACTGGCTGAAACAACTGCCGGACGGTATACCG -GCCATAGATTTAAAACCGGACAAGCCTAGACCTTCAGTACAGTCGCTTAAGGGGTCAAGCGTGGTTGCCG -GCATTGATAGAGAGTTAACTCAATCGCTGAAAAACCTTTCGGTTTCCACGGATAAAACCTTATTTGTTAT -TATGCTGTCCGCATTTAACGTCCTTTTGTACCGCTATACCAATCAAGAGGATATTTGTGTTGGAACACCC -ATGCTGGGAAGACCGGGTATTAAGTTTGAAAATGTTTTGGGATATTTTATGAACATAGTAGTCATAAAAA -GCAGACTAAACAGCGAGTATAAATTTTATGACCTTGTAAATGATGTTCAGAATACCGTATATGACGCATT -TGACCACAGCGACTATCCTGTTTCCACGCTTATTGAGGAAATGAGAAAGGCTAAAATGGCTAATGCACAG -CTATTCCAAATAGCATTTTACTTCCAGAACTGGATGGATGATTTGCAAAAAGACCTTGAGACAGGTGCTG -AGGGCTCAACGGGATTTATGGATTTTATACCTCTTCCCGGTATACATCAAGAGGGAGAATTTGATTTAGC -TCTAGAGATATTAGAGAATGAAAAAGACCTTTCAATATATTTTAAATATAGCACCGACATATTTGAAGAA -CAAACAATAAAAAGAATGTTAGGCCACTATACCGAAATTTTAAGATATATAGTAAAAGAACCCAGCTCAA -AAATATCCGATATAACACTCCTCACACAGGAGGAAAGCAACGTTATCCTGAAGGATTGGAACAACACATT -TTTTGAATACCCATCCGACAAATGTGTCCATGAGCTATTTGAGGAGCAGGCAAGGAAAACTCCGGATGCA -ATAGCCGTAATATTTGAAGAAAAGAGTATAACCTACGGTGAACTGAGTAAAAAGGTTACCCTCCTTGCGG -CATACCTGAAGCTGTATTGTGTTGAGCCCGGAATTTTAGTAGGTATATTCATGGAACGCTCTATTGAAAT -GGTAATAAGTCTTTTAGCCGTATTGAAAGCGGGAGGGGGATATGTACCGTTAGACCCAACCTACCCTGCA -GACAGGCTTTTATACATGTTCGAACACAGTAAAATGCCTATACTTATTACCCAATCAAGCATAGAAGATA -GGTTGCCGGAATGCAAGGTGGAATTGGTGCTCATTGACACCGGTTGGGACACTATAGTAAGCGAGAGCGA -AAAGATCATTAAGGACATGGGAGATGAGGTGTTTAGAACAAGTGCAAAGCCTGAAAATTTGGCTTATGTA -ATATATACCTCCGGGTCTACCGGTAAACCCAAGGGTGTAAAGGTAATACACAGAGGCTTTACAAATTTCC -TGTGTTCAATGGCAGAATGTCCCGGGTTTACGGACCAAGACTATATTCTGGCACTTACAACAATATGCTT -TGATATAGCTGGTTTGGAAATTTTTCTGCCGCTCATAAAGGGTGGTAAGGTTGAGATGCTGCCAAACAGC -ATAGCAAAAGACGGTATAAAACTGAGAGAAAAGATGGAAAACAGTCCGGTTACGGTAATGCAGGCAACTC -CTGCCACATGGCAGATGCTTATTGCTGCAGGTTGGGAAAAGAAGGTGCCGATAAAGGTATTGTGCGGCGG -TGAGGCAATGAGCAGAGAATTGGCAGACAAGCTGGTTGAAAGAGCCAGCGAGGTTTGGAACATGTTCGGA -CCCACCGAGACTACAATATGGTCTTCGGTAAGCCTTGTAAAGGCAAATGAAAAGGTTACTATAGGTCGTC -CAATTGCAAACACTCAGTTCTATGTGTTGGATGAACTGATGAAGCCTGTACCTGCAGGGGTTGCGGGAGA -ATTGTATATAGGAGGCGACGGCCTGGCTGAAGGCTATCTGAACCGTCCTGATATTACTACGGAGAAATTT -GTGAAAAGTCCTTTTGATAATAATGCTATTATCTATAAAACAGGGGATCTCGTATGCTACCTCCCGGATG -GAAATATTGAATATCTCAGCAGGATAGACCACCAAGTAAAAGTCAGGGGCTTCAGGATAGAATTGGGTGA -AATAGAATCCGCTTTAAAGAAGATAGACGAGATAGAAGAAGCAGTTGTGGTAATGAGGGAAGAAACTGGA -CATAAAATGCTTGTAGGATTCCTTATACCAAAAGAGAATGTGGAGTTGCCGTCAAAAAGACAAATAGGTG -AGATGATTAAAAAATGGCTGCCTGATTATATGGTGCCGGCATCCTTCGTATTTCTAAAATCCTATCCAAT -GACCATGAACAGAAAAGTAGACAGGAAAATCCTGTTTACGAGGAGTATAGAGGAAATAACCAAAGGTTTT -GGTGGAAGCGGCATGAATGCCTTAGAGAAAAATAAAGCTTCATCGTCAAAACCTTCAACGGTAAAGACCC -ACAAAACAGTAGCAAAGGATGTAAACCAATTACTGCTTCAGCTTATAACCGATGATTTATGTAAAGCCGT -GGCATACGTAATAGAAGGAAATGCAGATGAGATAGACGTACATACGCCGCTGGGAGAGTATGGGTTTGAC -TCAATAAGATATACTACTTTCAGCGTTATATTAAAACAGCAAAACACATTAGAATTTAATCCGTCCATAT -TTGTCCAATATCCCACGGTTGAAAGCCTAGCAGAGTATTTTTTCAAGAATAACTATCAAACCATGAGAAG -CCACTATGCAGAAATGCTTGAACAAATGCAAAAAGAGGTTGAACTTCAAGAGGATGAAAACGTATCGAAT -GAGGTGTCGGACCAGGGAACAATTCGGACAGGCACCGGAACAATAACGCAGGAACCGGTTGCTATAATAG -GTATATACGGTAAAATGCCCGGCTCCTATGATCTTGATACTTTTTGGGGAATCCTTGAAAAGGGTGAGAG -CGTGATTTCTGAAATACCTGACGATAGGCTTGAGCTTATGGGACTATCACGTAAGGATTTAAAGTCCGGT -GCAGGTTGGGGTGCTTTTATTGACGATGTAGAAAGATTTGACGCTCAGTTCTTTAATATGTCAAAAATAC -ATGCAGAGATGACGGATATTCACCAGAGGTTGTTCTTGGAAACTGCATACAACACAATAGAGGATGCCGG -ATATAAGCCGTCAGGACTTGCAGGAACTAAGACAGGAGTATTCGTAGGAGTTGCTTCCTCTGATTATGGG -GATATTTTAAAGAAAAAAGGGATTTATGGAGAGCCTTATACAATAGAAGGAACCTCAGCAAACATGGTGG -CAAACAGGGTGTCAAACGTATTGGATCTCAGAGGTCCGAGCGTGGCTATAGACACCGCTTGCTCAAGTTC -CCTTGTGGCAATACACCGGGCTGCGAAGGCTGTCAGAGACGGGGAGTGTCAAATTGCCATAGCTGGAGGA -GTTAACCTTTTATTAAGCGGAACCGCTCTTGAGGGCATAGCAAAAAACGGTATGCTCAGCCAAACCGGCA -CGTGCAGGGTTTTTGACAAAGATGCGGATGGGTACGTTAGAGGAGAAGGTGTGGGAGCTGTACTATTAAA -GCCTTTGAGCAAGGCAGTGGAAGACCGGGATCATATCTACGGCATAATAAAGGCTTCAGCCGAAAATCAC -TGCGGTTCCGGAAACTTCATTGCCTCGCCAAACTCAGATGCTCGTAGAGAGCTTTTATGCGAGGCTTATG -AAAGAGCGGGTATAGGCATGGATACAATCGGATTAATAGAAGTCAGCGGGAGTGCCACAACCTTGGGGGA -CTCGGTTGAGGTTAACGTTTTAAGACAGGCTTTCGGTGAAAACTCCGGAGCAGAACAGGCTTCAATAGGG -CTTGGCTGCGTAAAGGCGAATGTAGGACATCTTGAAGCCGCATCCGGTATTGCTTCGCTGTTTAAAGTGC -TGCTTTCAATGAAAAACGGAAAAATGCCTTCAACCCCGGGCTTGAAGGAACCCAATCCATATATAGAACA -AAGTAACAGCCCCTTCTTTTTACTAAAGGATGGAGCAGTGTGGGAACCTAAAAAGGATGTTGCTAATAAG -CCTATACCGAGACGTGCAGCTATAAACTCTTTCGGATCCGGAGGCAGTAATGTACATATCATCCTTGAAC -AGTATACAGATGAGCGTAAATCAGTTCAAAAGGAAAACGATCTCTATTTGGTGGTGCTTTCGGCAAAGGA -TGAAAACAGGCTTAAACACTACAGTGCTGACCTCCTTGAATCTATTGAAAAAAACACAGCTAAGGACAGG -GATGGGTTGAACCTTGGTGATTTAGCATACACACTTCAAAAGGGTCGTGATACCATGGAAGTGCGTTTGG -CGACGGTTGTTTCGAGTATGGACGAATTAAAGGAAAAGCTCAAAGCATATTGTTCTGGGACACAAGCTAA -AAACCTTTTTACCGGAAATGCCAGGACTGAAAAAATAGTTAAAACCGAAGCAGATAAAAAAAGGTCTGAG -GAAATAAGCCTTGAAGAAACAGCGGCTACCTGGGTTTTGGGTGCGGAAGTAGAATGGGAGCATTTATACA -AGTCCGAACTTCCGTATTCTATATCTCTTCCGGTATATCCTTTTGCAGGAGAAAAATTCTTTGTACGGAG -CAAGGACAGTGGAGTAAACAAAAAGATTGCCATAGCCGGAATCAGGAAGGCATCCTTTGAGGATATGTTC -GGCGGCTATTGCAAGGCATTGCAGGACAAAACCCTTTCTGCTGAAAACACTATTGATGTGGTTAATGAGT -ATATAAATGGAGAGGCATCAAGAGGTAATATATTGCACTTATTTGTCGAGATATCCAATTCAAGCAAGAT -GGAAGTCATGGTTTCAGGCAAGGGAACTCCCATATTGCTCATATCAGGTTATGCAGCGACTGCACCCCAG -TGGTTCTTCCAGTTCAAAAACTGGTCATCAAACCATAAGTTAATATCTATAAACACCCCTTGGCATGGCA -TGAGTGAAGGAATAGAAGACGTTTCTTTGGCAGGGATTGCAAAGGCTTATGCAGAGGTACTCAGGGAGCT -TGATATCACCGAGCCAATTCATGTCATCGGTGCTTCATGGGGCAGTATGATTGCCCAACAATTTGTTGCA -GATTTTCCCGAAATGGTAAAAACCCTGACGGTAGTGGGGGGGATGTGCAGTTACAAGGTAGATGACGAAG -AGAAGACAAAGGAAGACTTAAAGCGGGACTTCAACAATATAAATGCACCGAAATTCTATGACCTGTTCAT -GTATACATCGTCTATAAAGGCCGAGGCCACTCAGTTGAATGAAATATTCATAAACGAGGGCTTTTCAACC -ATGGATATACTGCATAAAATCAAAGTTCCGACCCTTGTAGTGGGAGGGGCAAAAGACGTACTCATTGATC -ATGAACAGTTCCAGTTGCTATATTGCAAATTACCTGACTCCAGATATTATGAAATGGCTTCTGCGGGACA -TGCACCGTTTATCACTCATCACCGTGAGTTTAACAAGAGGGTTATGACTTTCATAAGAGATAATGAAAAA -AGATAGTAAAATTTATTACAAACTTAATTGAAAGGTGAGAAGCCACTTTTGAAGTGAAATGCAATCTTTG -TAATTAAAAACTGAATAAATAAAGATTAATTCCCTCTCGATATTTTTGTAATAGGAGAAGCAACCCATGC -TTGTATTATTAAGATTGGATTGTTGGCGGTACAGTTTTTGTTCTATTTTTTAAGAAGACTTGGTTTTAGG -TGGTTTTCATCGACTGTAATCGGTGAAAACCCCAGTTTTTGCAAAACCTCTTCTACATGGTAGAAGCTGA -ACGTTTCGTACTTAAGTTTGTAAGATTAAATCCCGTATATAGTGTGGAGGGTGGAATTTTTTTAATTGAG -CTAGATCATTCTAAGTAAAAATTTTGTTAGTTTATATACAAAAATGGTAAAATATTATATAATAAAGACG -AAATACCAAAATATTAAATCGTTTTAATAAGGAGTTGGCTGAGATGTGTGAGAGTAATATTCTTTTCCAA -AAAGTAAGGAGTATTGTAATTGAGGCGTTGTCAATTGACCAAGCTGATGACGTAAGTTTAGATTCTTTAC -TTATTCAAGATCTAGGTGCAGAATCTATTGATTTTATTGATATTAGTTTTAGGCTAGAAAAGGAATTTGG -AATTGCAAAAGTTAACGCTAATAATATTTTTCCATTTGCATATCTCCAAAAAGATTTGTTTAATGATACA -AATCAGTTAATTCATACAGCGGTTGAAGAAATAAAAGTTAATTATCCCCACATTGACGACGAAGTATTTG -AAAACGTTTCTAAAAAGTGTGATAAGTTCATGCTCTTTTCTTTACAAGTAATACTAAAATATGTCGAGTA -TAATGCAAAATGAGTAGAAAAAGAGTTGTCATCTCAGGAATAGGTATAATTAGTCCCATAGGAGATTCAA -TTGACGATTTTTGGAATGCTGTATTGGACGGTAAAAGTGGTATTAAATACTTTTCAGATGAATATAGACA -CCTAAATATTAATGGAGTTAAAGGTGGTGGCTATATTTCTCGCATTGATTTGAGTAGGTTTGAAATTAGA -AAAGACAAAATCAGACAGATTAAGGATTCTGAGAAAACAACGAAAATGTTAATTTATGCAGGATTATCAG -CTCTTGAGGATGCAGGAATAAAATATCCTCTAGATGTTGAAAAGTATAATTTAGGCATGATTGTCGGAAC -AGGAATGTCTTTGGCTGAACGCTATTCGGAAATACCATACTCTGAAAGAAATCCCAAATGGTTTCTTGAA -ACTTACCCAAATATTCATTTAGCATATTTTTCAACAATTACTTCTCTAAAAGGCTTTAGTAGTACAATTG -TTACTGCATGTACGGGTGGCAGTCAGGCTATAGGTACAGCTTTTAGAATGATTTGCAATGGGGATGCGGA -TATCATGTTGGCAGGCGGTGTGGATAGTAGATTTTCAACACCATATATATATGGATTTAGTCGTTTAAAT -ATGATAAATACTGAACAAGATCTCTTAAGTGCAATGCGGCCTTTTGATAGGAATCGAAGTGGTTTTGTTA -TGGGTGAAGGCAGTTGTATTCTGGTTATAGAATCACTTGAGCATTGCATGGAAAGAGGAGGAACCGCAAT -ATGTGAAATTGTGGGATATGGAAATGCCTCAGATGCTACCAGTTTAACTGACGCTAATTGTCATGGTAAG -TATAGAGCTATGGATATGGCTCTTCGTGATGCTGGAATATCGATAGATCAGATTGACTACATTAATTCTC -ATGGAACATCAACACAATCAAATGACAGAGAAGAAAGCAAAGCTATTAAGGAGCTTTTTGGAAAGCGAGC -ATATGACATACCTGTTAACAGTACAAAATCAATTATTGGACATACTTTCGCAGCATGTGGAGCCATAGAA -GCCGCGGTATGTGCAAAAAGTATACTTTCCGAGAAAATTCACAAAACTTTAAATTTTACTTTAGGTGACA -TATATTGTGATTTAAATTATGTAAAAGATGACGTAATACAAAAAAAGATTGCTTATTGTATCAGTAATAA -TAGTTCTATTGGGGGATACAATACTTCTTTGGTCTTTAAAGAAATTGATTAAGGGATGATAGGTATGAAG -AAAGTTGTTATTACTGGAATGAGTTTAATGAGCATTCTGGCAAACGATAAAAAGGGGCACCAAGATATTA -TTAAACTTGATCAGATGCCCGAAAATAAATTCCCAATAAGCTATTGGGATAATTATTTTGATGGAGAAGT -AGGGAGTATACCTTTTTTTGAACCTAAAGAATTCATAAAGAATCCTAAGTCTATAAAATTTATGAGCAGG -CAAACTATTTTGGGGTGTACTGCAGTGGCACAGGTAATACGAGATGCTGAAATTGACGATAATCAACTTC -AAAAAAAACAATTTGAAAATTCTTTGATTTGGGGGGCCGGTGTTAGCGATAGTATTTTTCCTTTACTTCC -AGCTGTTATTGATTGTATTCGAGATGACGGATGCATTGACTATAAGAGCTTGGGAGAGGATGGTTATCGT -AATTTACCACCGTTATGGATTCTTAAAAAGCTTCCGAATACTACGGCTGGACAAATATCTGTACAGAATT -GTATCAGAGGATTAAATTATACAGTAGTAAATGGACCGTTAAGTGGTATATTAGCGTTTTCTATGGCATT -CGAACATATACAAAGTTGCAGGAGCAATTTCACTATATGTGGAGCGGCAGAAGAGCGAACTCATTCAGAT -TATATTTATTATCTAAAAGAGAAGGGAGTAATATCACTCTCAACAAACGGTTTAATGCCATTTGATGAAC -AAAGTGACGGGGGTTATATTGCAGAAGGTGCTTCGGCATTCATCCTTGAGGATGAAGATTCGGCTTGTGA -AAGAGGTGCAAGAGTGTACGCTCAAGTTTTGGCGTGCAGCAATAGATACTTGCCTCACTTTACAGATAGT -GGATATGAATATGCTGCATTAAAGTTTGAAAAATGTATGCGTACTGCTTTAGAAAATGCAGGAATAACTG -CGGAGGACATTGACTTTATTCAGACAAGTGCCTGTGGAGATAAAAGACTGGATTTTCCAGAGGCTTTGGC -TATAAGAAGTATATTTGGGAACAAAGTACCTATTACGTCATGTTCATCTTATTCTGGATACACTCTTGGA -GCTTCAGGAGTTGTATCGCTATCTTATGCAATAATGCAAATGGAACAAAATTTAGTTTTACCAATGAGAA -AAACAGAAAATAAATTCTTAGAAGATGAATTAAACTATGTCGTTGAGCGTTTACAACGGCATAAGAATAA -TTATGTTTTGATCAATTCGTTTAGCTATATGGGTGATGCTTGTAGTGTAGTCCTAAAACGGGGAGGTGTA -AAATGAGAGAGGTCGTAGTAACTGGTATGGGTGCAGTTACGCCATTTGGGTTTGGAGTTGATGTCTTATG -GAAGGCACTACTAAGTGGTGAAAATGCTATTAGGTACTTAGATAGTAGAATTTATCAAGGAGATATCGTA -AAGATAGGAGCTCCTCTTCCGGAATTAGACTTTAGACATAGTTTTATTCATGAAGACTATTTTGAGATGG -TAAAGAATGAAGATAACAATTTAAGGCTGTTTTTTTTGGCTGTATTAGAGGCAATTGGAAAATCGGGAAT -AGATCCTCGAAATTTGAATGACACTGGTCGCATTGGGGTATTTATTGCAGATAGGTATAATAGCCCAATA -CAGTATTTAGATGATTTTGCTCCCCTACTTCTTAAAGCTAAGGATGACAAAAACCAAATTAATGAAAAGG -TTTTCTTTTCACTTCTAGGAAATTACAACCAGTTGAAACACTATCGAAATTACAATACAAGTGAGAGTAT -TAATCATTTTGTATCCAGATTCTATAATATTGAGGGACCGCAATTAAGTATTGGAACAGCTTGTGCATCA -AGTAATACAGCTATTGGTGAGGCAGTACATAAGATTATTAATAATAAATTAGATATGGCCATTGTTGGAG -GAGCATATAATTTGGACCTAAGTGCAATGATTGGCTTTTCTCGTATAGAAGCACTTACAACCAATCCTGA -TCCGGATACTGCGTGTAGACCATTTGATTTAAATAGAAATGGTTTTGTAATGGGAGCAGGATGTGGCATT -TTAGTCTTAGAATCTTTAGAATCAGCAAAAAATCGTAAATGTGACATACTTGCCAAGGTATTAGGGTTCG -GAAGCTATACAGATGCTTATCGGTCGACAGATCCCGACCCGACAGCTACAGCAGCTACAATGTCTATCCA -GTCAGCGCTAAAAATGGCTAAGGTAGATATAAGTGAAATAGATTACATCAATGCACATGGTACTTCGACA -AAAATGAATGATTACACAGAAACTATTGCCATTAAAAATGTATTTGGGGAATATGCAAAAAAAATTCCTG -TATCGTCAACAAAGTCTATGATAGGACATTCGATTATGGCAGCTGCCGCCATTGAAGCTATTATATGTAT -TAAAAGCATACAAGATAATGTAATTCATCCTACAAGAAATTATAAGCAGATGGATTTAAATATGGACTTG -GATTATGTGCCAAATGAGCTAAGAGAAGCAAAGGTAAGAAAGGCTTTGTCTAACAGCTTTGGATTTGGTG -GAATAAATACAAGTGTAGTGTTTTCTTCCGTGTCCTAAAATCTTATATATGGAGGGATTATAGAAATGAG -TTTAAATAGTGAAAGCTTTAATGATTATTATTCTCATTTGAAAGATTATACGCAGATTGTTAAAAATGGA -AACGATATTAGTCTAAGTATCTGCATTGATACAGTTAAGCATCAATATTTGTGTGATCATGTTTTCGGAG -GTATGTGCTTTATTCCGGCAACAATGATTATGGAATTGCTGATGGAAGCAGCACTATGGTATACACGTGA -AATACTTAAAAAAGATGATTTTTTTCCGGTGGGCTTAGATGATATAAATATTGAACGTGCTCTGACTGTT -GCTAAAGGAGAGGCAATTCAGGCTGTAATCAATTTTCAGAAGGTCGTTGATACAAATGGAGAAATTGCTG -TTTATTTCATAATTAATTCAGAAAGAAAGTCTGCTACAGGAGAGAAGGTAGGGACAAGGATAAACACAAC -GGCTAAAGTAATTCTAGCTAAAGAGTATCCTGCTACTCCTTCAGTAGATTATTCAGATGCATTTACAGAA -AGATATAATATTCCCCAAGATGTATTCTATAGAGAGTACTTTCCTTCTTTGGGCTTTCTTTTTAATTCTT -GTATAGGTAAAATTGCCTTTGATAGGGAGCAAAGAATATTCTGCGGAGTATACAATTGTAATAGTAAGGA -AAAAGAGTTTATCAAAAACGATACATCAGCATTTTTATCGTCTCCGTTGGGAAACGATTCATGTCTACAA -TACGCTGTTTTTTTCTCAAGAATACTAGCTTTAAAGGGGAGACTTCCTATAGGTGGCAGGGAGTTGAGAA -TGTTTAAAAAACACCCTGTCAATGGTGAAGTAAAAGTTTTCATAAAATGTATACACTTAGATGATGATAT -TATGATTTTTGATTTTTATTCATTCGATGAGACCTCACTTATTGCTTTAGGAAAGGAATTCAAGGTTAAA -AAATCGCCATATCACAAAGAGTTGAGCAGGCAAGAATTTGAACTTATTATGAATTTGTATAAGGAGGAAT -AGAATGAATGACCTGCTATTTCTTAATGGTATGTATAAAGGAAAAGAGAGTTGGATTAAGCAAATACGGA -GTAAAAAGCTGAAAGAAAATTATAGGATGATATTTATGGATTATCCGGAATTTGGGACAACTGAAGTACA -TAAAGAATATATGCATGTAGTAATGGAAAATATATATTCTTTATTACAAAAACAAAATATAGAGAAGATA -AATCTTATAGGCTATTCAATAGGAGGAGTTTTTGCATCATGGTTTGCTTCGTTGTATCCTGAAAAAATAA -ATTCGTTAGTATTAATTAACTCAGGTTTCTATCTAAGTACATATATGAAGGTCATTATAAGGCAATCATT -GAAGTTACTACAATCCGAAATAGATTTTTCGATGATTTATCCATACATTTCTGTATGGAACTATTCAGAA -GAATACCTTGAAAAGATTATCGAACTGCCTAATTATATTAACCCATATTATGATGGGTATAAGGTTAACA -GGAATGTACTATCGGGACTTTTACATATTGCAGACAGGCTTGAAAATTACAAAGGGTGCATAGAGAAAAT -TAGATGTCCTGTACTAGTTATAGGTGCAGAAAATGATAGTGTACTTCCCTTCGAAAGACAGCTAAAACTT -TTTAAGAATAGAAGTGGTTTTGAAGTTAAGATAGTATCGGGTTCTTCGCATTCAGCCATTTATGAAAACT -CAAATGAGGTTAATGCATATATACAAGAATTTTTAGATAGGTATAACTGATATAAAGAAAGGATACTACT -ATGAGCAATATTTTATTTTTCTATGTAGGTAACAGCTACAATGAAAAAAAATTTGATTTATTTAAAAGCC -AGCATAATATTTATAGTTTTTTTGACAAACAAAATTGCTCTTCCCCAATTTTAAGTGATAAATTAGGGTT -CACAGTGGATTACTCAAATCCTGATGAATTAAATCAATTAATATCAGAAATATCATCTATTGACCAAATT -TTTGTTTTTTCAAAATTAACAAATTATAAGGAAAAGCTTGAAGAAATGCAGGAAATATTGGATAAGGTTT -TTCTCATTTTAAAGGCAGTAACTTTTAAACTAATGTTACAGAAAAGAGGGAATGTTTGGTTAATGCATGA -ACAATATTTAGATACCAAGTGCTTATCTTCAGAACTTGGTGCTGGATTGAAATCCTTAATTCAAGTATTT -GCAATGGAAATGTCGAAAAAAGGGATAAAAGCCAATTACATTATACTAAACAGTAATAAAGATAAGGCCA -AAGACAAGTTGGAAAATATTATAGAATGGGGCGAAAGTGATTGTGTCTTTAATTTCACAGCTCAGCAATT -AATTATTTAAGGGAGGTTTAAATTGTGGATGAGAGGGTTGCACTTGTTACCGGAGGAACAAAGGGCATAG -GAGCCGCAATATGCAAACAACTTGCTTTAGAAGGATATTTTGTATATATAAACTATCGGAGAGATACTCC -TGAAAAAGATGACTTAATAAATGAAATTAGGGCAACGGGTGGAAAAGCTAAGCTTATTTGCTTTGATGTA -ACTAATATTGATGAAATACAAATTGCTATAAACAGCATTGTGCATGAAAAAATAGATATCCTAGTAAATA -ATGCGGGGTTCTTACAGGATGATCTCATTTACAAGATTGAATTAAAAACTTGGCATACAGTTTTAAATAC -AAATTATTTTGGACCAGTAAGACTTTTTGAACTAATAAAAGAAAAGCTGCTTAAAGGTGAACGCCCTTCG -GTTATTAATATAGGCAGTATTTCAGGAATCAAGCCTCGAGCGGGTCAAGCTGCTTATGCAGTTTCCAAAT -CTATGATTATTGAATGGACAAACGTAATGGCAAATACTTACACTAATAAAATTAACTTTTATTGTGTATC -TCCCGGTCCTGTAAAGACACAAATGATTATCCAAACAAAATGGGGAAAGGATCCTAATGCAACAAAACGC -ATACCTTTAGGGCGTTTTACTGAGCCTGAGGAGATAGCAAAAATTGTACATTTATTAGACAAAAATAATT -TTATACTAAGTGGACAAAACATTGTTTACGATGGCGGTTTTATCAATACTATAATGGAGTAATATAAAAA -TATTATATGCTAACGAACAGAAAGTGAGGGGTAACAATGTATGAGATTGATGATGAAGAGTTTTGGAAAA -TTTATGAAACTAAAAGCTACTTGGATATTTTCTACATTAGAAACAAAGTATGGAGAAGTTTAATTCCTGC -GCGTCCTCCAATTGGTTCAAGAAATGAAATGATGCAAAAAGAAAATCACTTTCCAAATAATAAAAACATG -CTTTATTTTAACATTCCATTCTGTGCTTCAAGATGTAGCTTTTGTCTTTATTACACAAAGATTTATGAAA -GAGAACTTGTTGATAGGTATTTAGATGCATTGGAAAAAGAGGTAGAAGCTATAAGCAATACTAAATATGT -TAAGTCTACGAGGTTTGAGTGTGTCTATTTTGGTGGAGGAACTCCTTCCTTGCTTAATGAGAAGCAAATT -GACAGAGTAGCAAATATAGTATTTAAGAATTTTCAAGTTACTGATGAACTCGAGATTTCTTTTGAAGCAA -ATCCTTCATCATTAAGTTTAGATAAAGTCATGGCATTAAAAAGAAATAATTTCAATAGAATTAGTTTAGG -TATCCAGTCTTTTAATGATAAATATCTTAAGCAGATGAATTGCAGACATAATTCTAAAGAAGCAAAAGAA -GTTATTAATATGCTTTTAGAAAAAGGTTTTAATGTTAACATAGATTTAATCTATGGATTTCAAGGACAAA -CAGAAGAAGAACTCCAGATGGATCTTGAAGAAATTTTAAATTTTAAAAATCTCCATCACATAAGTATTTT -CCCATTACGACTTGTGACACAGACCCCACTTTACAATAAATTAGAGAAACAGCAAGAGCTTAATATTCAA -GCACACCAAAATAAAATAGTCAAATATCATGAATGCATAGATAGCTTCTTCAAAAATAATAGTTATATTT -CTGAAGAAGAATCTGTTCATTATTACAAGCGGGGATTCCACCCACATAGATACCAATCCCTTGATGGAAG -AATTATTGGTTTTGGTTCAGGTGCAGGAACTTTGCTTGATAATGTTGAAAGCGGAAATAAATTTGACGTA -AATGACTATATTGAAGCAATTAATTCTAAAAATAGTGCTGCATTTGCAGACTCTGTTATAACAGATGAGC -AAATGTATGAGAGGTACATATTATATAGATTGCTATACATGAATAGATCTTTACCTGATTTAAAGGGAAT -AATTGAAAAGCGGTTTTCAGAATTTTATGGAATTGATATAGGCGACAGATATGAAAAAGTGATAGGTCAT -TTGCTTGCCAAAAAGCTTATAGTGTTAGATGGTCAACGTGTTATTTTTACAGACAAATTTTTAAATATTT -TAAAAAACTTCAGATTTGGAACACCAAGTGTTATATAGGAGAGTTAATTATGGATGGTTTTTATAGTAGT -TTTAAGGATATTTATATGTCAGTACCAGAAATAAGTCTACCTAATGAAGTTATTGATAATGAAGAGGTTA -TTCAAAGGGTAAAGAATAATTTTAAAGGTACAGATGAAGAATTTATTAAAATTAAAAGAGGGTTAGAAAA -ATCCTTTTATTTTTCTGGCAGCAATACCCGATATTCAGAAGAGTCTGGAGAAGAAAAGATAGGTATTAAT -GCAGCAGAAACAGCTAAAAATTTATTAAATAAGATGAATATTTCTCCAAATGAAGTAGACATGGTTATAT -ATGGGAGTGTTACTAGACCATACTTAGAACCTTCTGTTGCAGCGGAAGTGGCATCTAGATTAGGAGTAAA -AAATGCTCATGTTTTTGATGTTAACTGTGCATGTTCTTCACTTCTGCAAGCAATATATACGGGAGCGGTT -TTCTTAAATTCTCATAAAGAATTGAATTACGTTGTTTGCTGTGCATGTGAGTATCCAATGAGTGCTGTAG -ATTATAATATACAATCTATGAAAGAACTCCTTTTAAAGTCAAGTGCTTTTTCTCTTGGTTCAGCTAGTGC -GGCTGTAATTTTAGCAAGAAAGCCCTTTAAGAATAATGGGTTTAGGTTACATAGTTTTAGAAATAGAACA -TATACAGATATATGGGATGCTTCTATAACGCCATTGGTAGGTAGCATAGAAACAAATAGTTTAGTAATAG -AAGATGCTATACATGAAATACTGCCAGAGGAAATATATGGACATGTAAAATTTTTAAATTGGAAAATAGA -GGACTTAAAACAATTAATTTTCCATCAGCCAGGAGATTTCTTTATACGATGGGTTATTAATAATTTTCCA -GAAGTAAACGAGGAAAAAATATTAAAAGTGCACCAGTATTATGGATATACAGCAAGTACAAGTGTATTGC -TGGCTCTTGATCATTATATCCAAAATAATACATTAGATAATGGAGATAAAATGCTATTAGTCGTTCCAGG -AGCAGGATTATCAATTTTAGCGGCAGGAGTAAGTTGGGAAGGGTGATATCCTTATGATAGATATACTTAA -GGTGTTAGTAAATAACATTAATGTAGAGCTTTTTGATAAATCAAAAAAAAATATTCTATTTGAAATAAAA -GATAATAGTCATACTTTTCAATATTGGTTAAGATTTAAAGATCAGATAGAAATATATGAAGGAATCCCCA -GTAATGCAGATATTATCATTAAAGGAGAAAAAGAGGTTTTCAAATCTATAGCAAATGGAGATATAACCTA -CCCTAGCTTTCTGATTCAAAATTTGTTGACTATTGAGGGTAATGGTGATGCATTTAGTTTTGTAAAAAAA -CTATTTAAACCTTCAAATGCTATAGATATTTGGTCTGCTAAAAAAATAATAGAAACACAAAATGAATTGT -TAAAAACAGAGGAAATGACAAGAAATGAAATTATTAAAATGCAAAGGGAAAAACTAGATAAGCTTATTAG -GTATGCCATTGGAAACAGCGATTTTTATAGAAATCTCTATAAAGATATTGACCTAGATAACTATACTTTA -GAGTCTCTTCCAGTAATAAATAAGAAGATGGTTATGCAGAACTTTGATAAAATAATCACTGATAAACGAT -TGAAACTTGAAGAGATTTATCCATATATCTATGACACTAATTCAGAAGAAAAGTTCTATAAGGATGAATT -TATTGCCACTACATCTTCAGCAACTACAGGTATTCCTGGTGTATTTGTATATAATAAAGATTCATGGTTA -CTTAGTATTTTAAGTCAGCATAGAAGTAGTAGGCAACGTATGAAGAATAGAACTGTCATTCCCAAAATGG -CACTAGTCAGTACTACTAGTATCACAGCATCATCACACAATTCTGTGAGGCTCTATCCGACGCATATAAT -GCAAACAAAAACTTTTTCAATGATAGATTCAATAGAAGATATTGTTTCAGGTTTAAATGAATACCAGCCT -CATATTTTAACGGGATATCCCACTGCATTATATTCTTTAGCATTGGAACAACAGTCTGGTAAACTGAATA -TTCGCCCATGGTGGATAAATACATTTGGAGAGCAGCTAGGCTATATGAGAACCACGATAGAAAAAGCATT -TGGTTCAGAGATATTTGATACATATCAAACAACTGAAACTATGAATATAGCATGGGAATGTGAACAACAT -CAAGGCTTGCATATAAATTCTGATCTTGTAATTATAGAATCTGTTGACAAAGACAATAAACCTGTGAAGG -ATGGAGAAATTGGGGAAAAAGTATTAGTAACAAATTTGTTCAATTATACTCAACCTCTTATAAGGTACGA -GCTTTATGATATCATAAGTTTAAGTAAGAAAGAATGCTTGTGTGGTAGTCCATTTCCTGTCATTGAACGT -CTGGAAGGCCGTGTTGAAGACTTCCTGACTTTATTATCCGGAGAGAGAATTATTAAGTTAAATCCACTTA -CAGTTGCTGCAATAATGAATGAGATCAGAGGGGTAAATATGTGGCAGTTTGTGCAAAGTGATTTTAAGCA -TGTTTTAATAAATATTGTTACAGTTGAGCCCCAATATGCTGATTTATTTAAGGAATGCTTTATTAATAAG -GTTTTAAAACCAAATAATATAGATGAAGGCACTATTGTTGAAATCAAAAACGTGAGTAGCATTAAGCCTA -TAAATAGTTCTGGCAAGATACAGAGTTTTATTAATTACATTAATCGGGAAGGAGTTAAAGTATGAGTGCT -TTTACATATTCTGACTTAATAAGCAGAAATTATGCATATATTAACGAGGAGCTTCAGACGAAAATAAAGC -AGACTAGACTAGTGTTCATTGGATGTGGTTTATCAAGTGGAATAGTAGAAGATTTTGCTCGAATTGGATT -TACAAAATTTGTGCTTATCGATTTTGATGTAGTTGAATTGTCAAATATGAACCGACAGCACTACTATTTT -AATGAAGTTGGATTAAATAAATGTGAAGTACTAAAAGGAAAGGTTATAGAAATTAACCCTGAAGCAAAAG -TAGAAGCGATTAACAGAAAAATTTCTGGAGCAAAAGATATCGACTGGTTGCTTTGTAATGCGGATATTGT -TATTAATACAATTGATTTTGGTGAGGACTATTTTAATTTAGTTTCACAAGCACAAAAAAAGGGAGTATTA -GCTATTTGCCCTTTGAATCTTGGTTTTGGAGGAATGATTACATGTTTTAATAAATACTCAGGGACTTTTT -ATGATTTACTTGGAGTTGAACAACCTGAGACACGTACGGATTACTATTTGCGTCTTTTTGTTAGAAATAG -AGATAAGTTGAAGATTGCGGAGTATTTTTATAAGAATCTTATACAACTGACTAATAGAATTCAACAAAAA -GGATATCAACCACAGATGTGTATAGGTGCAAATATCGTATCTGCTTTAATAATAACTACTGTTGTTAAAT -ATCTAAATAATGATAGAATATCGTTAGCACCGGAAATCATTTATAAAGATTTTTTCAGTATTTAAGAGAC -TTTAAGGTATTAGCTGCTAGGGAATTAATTTCACTTGACAGTATCTGAATATGTTGGGAAACATCTCCTC -TGGACAATAATTAAATTGTAAGGAGGAGTTTTAAATTATGATAGCAAAAGATCGTATAGTTAAAAACAAA -ATGATCCCGATTGAATTGGCTGAATATCTTCAAATACAGTAACCTTCTTTATTACCACCAAAGAACGCAG -CTTTTAATGTAATTTAACCCATATTATAAATCAAATCTACGCAAGGTTATTTTAGGTCAAATTTCTTGCA -AATACTGTACTTTCAGCCTCTAAGGGAGTAAATTTTAACATTTCATTTTACTCATTAGCAATTGTTTTAC -TTATGAGCTTATTATATAATCCTATGTGAAGCAAGCAATGGGATTTGATTCTTCAAACAATAATTCCCAA -AAAGTAAGAGAGCCATAATATGGAGATAATAGTAGAAGTCGATTCGTACTCTTCCTTAGAAATTGACTGA -ACAGTCATCAATTATACAAACATACGCAGAATGGAGACAACAGTGAATACATTACAAAAAATAAAAACTC -TGGGTAAGCACCCACTAATTCAATTATTAAAAAATAACAAAGGAAATCCAACGACTCTAATTTTGATGGA -GCCTCTCTGGGGCATTCCTTATAATTTAATTGCACCTTTTGCCACACTATATATGTACACGTTGGGAATA -ACCGACGTTCAAATCGGACTAATTCTGTCGATTGCCATGTTTGTTCAGGTGTTTTTTTCCTTCTTTGGTG -GTATAATCACCGATAAGTTGGGACGTAAATTTACAACTATGATGGGGGATTTTTTTGGCTGGAGTATTGC -TTGCTTGGTATGGGCTATTTCTGATAACTTTTGGCTCTTTTTAATTGCAGTTTTATTTAATAGTTTTGAG -CAGATTAACCAGACGGCGTGGTTTTGTTTATTAATTGAAGATGCAGATCCCAAAGATTTATTAGGAGTCT -ATACATGGGTGAACATAGGCGGTCTAGTTGCAATATTTTTTGCACCAATTTCGGGATTGCTGATAAATTC -CTTTACCGTAGTTCCGGTTGTCCGTGTTTTATATTTGGTTTTCGCTTTGAATATGCTGATTAAGGTGATT -ATTACTTTTCGACATTGTGATGAAACCCGGCAAGGAAAGATTCGAATGGCCGAGACGAAAAATACCTCTG -TTTTACAGATGTTATATGAATACAGGGATCTAATACCCAAAGTGCTAAAGAATATAGAGATTATGAAAGT -GGTTATTATCTCTGTTATATTACACATAACTAATCTTATCAGTACCAACTTCTTTAGTTTGTATGTAACA -CAAAGGTTAGGTATAGCAGATAGTTATCTTGCTTTTTTTCCTATTTTAAATGCGGCTGTAATGCTGATTT -TCATGATTGGAATACAGCACCGCTTGGAATCTGTGAAATTTCGGATACCTATGTGGATTGGTCTGGTATT -GTATGCCGCGTGTTCGATCCTTCTGATACTGACTCCAATCGGCAGTATTCCGTTTGTTATAATTTACGTC -TTTGTTGGGGCAGTAGCCAGTGCCCTTGTAATGCCTCGTAAAGATGCCTTGCTCCAACTAAACATTAATC -CAAAGGAGAGGGCACGTATTAATGCTTTGATTATGTCATTTACTATTGCTTTTGCCTCACCATTTGGCTA -TTTAGCCGGATGGTTATCAAGCATTGACCGCCGCTTACCATTTATATTTACATTTAGTATTTTTATCATA -GCAATCATTATAGTTGGTCGTATACGTGATCCAGAGTTCGATGAAGCACATAGTGAGGTTGATGATCCTG -TGGTTAGTGGTACAGTTGAATAAAGCTAAGTTGTTATAGCAATGAGAAATCTTGCAGCAGAACGGCAGTC -CAGTTGTTTTTTAAGGGGCACCTATCCTGATTCCAGACCAATCTCTCAAAGGAGTTGTTGCAAAACAGAA -AAATCTTGTAACAAGCCCCCGTTATATAAAACCTACTTGACTGCCTTGTCAGCGTAGTTATTGTCAACTA -CTTTGTCATAGGGAGCTTTCTGCTTGAGTTCTCCCGCCTGATTCATTACAGTTTGGAGTAGCTCGAAGGA -CTCCTTTTTCATGGCAGGTTCCTTACACCAGGCATCAATTTTCTTGTACCTTTCGGCAACAATTGTCAGA -AGCTCTGTATCAGTATCGGGGAAGAATGCTTTTATTATTTCGGCAATTTCTTTCGAAGAATGGGTATCTA -CCCAGACCTGACCCTTATAAATTGCATTTGTGAACTTTTGAATTACAGCTTTATGCTTTTCTATGTAACT -CTTCTTTGCGAAATATGCCGTGTAAGGTATCTCACCACTGTCCTGCCCTACGGAAGCTAATATATATCCT -TTTCCTTCTTTTTCAAGAGAAGATGCAACCGGCTCGAACAAAGTTACATAGTCACCCTTACCTCCGGTAA -ATGCACCGGCCATAAGTGCAAACTGAATACTTGTATCAACATTTACATCAGTACCGGGAACAAGCCCGTT -TTTATTTAACACATATTCAAGAGTCATTTCAGGAACTCCGCCTTTTCTTCCGCCTATGATATTTCTGCCT -TTGAGACTATGCCACTCAAAACCGGGTTCAGGCTTTCTTCCAACAAGAAAGGAACCGTCCCTTTTGGTTA -ACTGGGCGAAAACCTGTGCGTAGTCAGCTTTTCCTTCGTTATATACGTATATACTTGCCTCGGGCCCTGC -CAAGCCTATGTCGCATTGTCCTGACAAAACGGCAGTCATAACCTTGTCGGCACCCTGACCGTTCTGAAGC -TCGATTTCCAATCCTGCATCCTTAAAAAAGCCTTTATCCAAAGCAACATACTGTGGAGCATAAAATACTG -AATGTGTCACTTCACTTAGCTTTACTTTAGTCAAATTATCATTACTGCCGCAGGATGGCAGTATAAAGAT -AGTACTTGTTAATATAGCAAATAAAATAAATAATTTCTTCATATACAACTTCCCTTTCTTTTATAAAACT -TAGAACAGTATCAGATATGTTTTTTTATAAGAATTTTTTGAAGCAGTACAACGGCTTGATACATAATACC -TGCAGCAAAGCATAGTATTATAACGCTTGCCATAACCAGATCGAGCTTGAAAACCTGCCCGCCATACACT -ATAAGATAGCCAAGTCCTGATTTGGAAACTAGAAATTCACCAACAATTACTCCTACCCATGAAAGACCAA -CATTTACTTTCAATGAGTTTATAATTACAGGAAGATTGGCAGGGAAAACCACTTTGGTAAATACTTGAAA -CCTACTGGCACCGAAGGTTTTCACCAGCTTTACCTGCTCTTCATCGGTTGCCATGAATCCATTTAGCACT -TCCAGAATTGACACAACAATGGATATAGCAAGAGCAATAATGATAATTGAAGTAGTTCCTGCTCCGAACC -AAACGATAAAAATTGGTCCAAGAGCTATCTTTGGAAGACTGTTTAATATAACGAGATAAGGTTCAAACAC -CTTTGATAGAAATTCTGACCACCAAAGCACAACGGCAATTAATGTACCAAGTACTGTCCCTGCTACAAAC -CCTACAACAGTTTCCCAGCACGTGATTCCTATGTGATGGAATAACTGTCCTTCACTGTAAAGATTGATTA -TGGTATTAGCAATACGTGATGGCTGGCTTGTAATAAAAGAGTCTACAATATTCAGCCTTGCCAGTATCTC -CCACTGTGCAAAAAACACTACAAGAATCACTATTTGTGTTACAAGGACAGATACTTTACGCCGCTTCTTT -GATTTAAGATAGACAAGCCTTTCCAGAGACACAATAGTTTGTTCTTTATGTTTAAACATGTACATCCAGC -TCCTCCCATATTTTATTAAAATAATGTCTGAATTCGGGAGCTTCACGGCTGTTAAATGGGGTTCTTACGT -CATTGCAGGTTAACGATATGTCGTACTCACATTTTATGGATGAGGGTCTTCCGGTAAGAACAAAAATTCT -GTCAGCCATGCTTATACTTTCAGCTATGTCATGGGTAACCATAATCGCTGTTTTGTTTTCTTTTTTAATT -ATATAATATATATCCTCGGTCACTGCTAATCTGGTCTGGTAATCCAGGGCAGAAAATGCTTCATCTAAAA -GAAGTATTTCCGGCCTTAAAGCCAAGGTTCTTATCAGGGCTGCACGCTGCCTCATTCCTCCTGACAGCTG -AGAAGGGTATTTATCTTTAAACTCACTAAGTCCGTATGTATCAAGAAGATTATAAACATACTCCCTGTTT -TCAGTGTTAAGGGCCTTTTTGATTTCTAGTCCCAGCATGACATTTTCAAGAATAGTGCTCCATTCAAAGA -GATAATCTTTTTGAAGCATATAACCCACATCCAGCAGACATTTACCTTTACAACCACTGTTTATAACAAT -GCTTCCGCTAGAAGGCTTGATGAGACCGGCAATAATAGATAAAAGTGTGGACTTGCCGCAACCGCTGGGT -CCTACTATGCAGATAAATTCGCCCTTGGATATATTCATACTAATACCAGCTATGGCAGGAATTTCGCCAT -TTAGGGATTGGTAGTTCATTCCTATATTTTTAATTTCGACTATGTAAGACATTATAGATACCTCCCGCCA -CTTGTATTAATGTATATACAAACTCCTAATACAGTATATAGACATAATCCCGAAATGGTTAAAGGTTTAT -AAAATAAAGCTAAAGTCTTTATAAAAGAGAAGGAGTACCGCTAGCTACTTTTTTAGTAGTTTTGCGACAC -TCCTTTTATCTCTAATGTCATTGATAAGCTACGGCTAATTTGCTGCAAGATAGTTCCTAATGGTATCCAA -TTCACCTGTCAGAAATGTGGATCTTACATCATAGCCGGAATACTCAGTTAATTTATCCAAGAATAGGTCA -AATTTTGCAACCTTTGATGCAGGATTTGCACCTGAACTGGTAAAGTATCTGAAGGTCATCTTAAAAGGTT -CCCAACCAATTACATTTTTAATTCTGATAAAGCAATAAGTTAGACCGTCTCCTTTGAATGTTCGGTTTGC -AATTGTATTAGCATAGCTACCAGAAGCATGTGTTCTGTAATAATTCTCCAACTGCGATCCTACATAGTAT -GTATTGTTTTGAAAGACCTTTCCTCCCAATTGTTCAACAACATAGTACATTTTTGTATTGGCCCAGAATT -CTGCATCCCAGTTCCAACCATCCTGGTCAAAGTCATGTCCGATTTCATGAAGTATTCCAAATGACCAGTC -GTCATCTGTGTTAATTTTATAAATCTCTTCGGCCACGTACGGTTGATTCCAATTAATAGGGTTTCCCGCA -ATAGCCCAGTAACCTGGGTAAATATGAGCAGACTTTATGCCGATATTGGTTCCGTTGTATGGTTTTGTTC -CTACCAATTCATAATACTTGTCATAAGCATCGTCAAGATGACCAATCCAACGAGTATCATTGGTTCCTGT -AAAAATTGACCATTGGCTGCTTTCAAGATTCAAATAAACGTTTCTACCACTCCGTCTTTGGAGTTCGATT -ATCTCAATATCATCAAAGTATGCCTTTCCTGACATTACGCTGCCGTAGAATCCAAGCCTGCATCCGAGCT -TAACACTGCCACTTTCAGGAGCGACAAAATCAAGATATATTTTCTTCCATCCGAATGTTCCAGTTGATTC -TGTACTGTCACTTACAGTCCATTCGTCCATAACACTTATATTTGCCCCTGTCGTTGCTGTACCGTCAGGA -TTAATATTTTCACCTTTTACATAAGCACTTAAAACATAATGTTTATTGGGTGTAAGCTGAACTGTCTGAA -CCCATCTTGCATCATTATAGGAATTTGAGGTTATACTGATACATTTGCTCCCATTTCTGCCCGCACTTTG -CTCCCATGTGAAACTGCTCCCTGTTGTCCATGCATCTGTACTCCAACCTGTAGGTGCATTACCTGAACCA -CTTTCAAAATTACCATTTGATATTACTGTAACAGCATTTGCTTCATTTGTATAAATACCCCCATCAAGTG -CAATGTTATGCGGTTGTACCTGAAACAAAAACATCAGTGACAAGACTGTACAAAAACTTTTTAACTTTTT -TTTCATACTATTCTCTCCTTATTATTTTAGTACAAATTTTGGAAATCAACCCCCATGATACCATTGCAGG -AAAATTATGTCAATTAATAATATTATTTAGTAACTTGAATTAACATAGCTGGACTTTCACCAGCAGGCGT -GCTTCAGCTTCTCTGGATGCCACCGAGATAACAAAAGGGCTGTTGCAATACTTATTTGCAACAGCCCTAA -GGAGAAGCGGATGGTATTAGCCTTCAACTGCCAGTACACTCAAAGTAGAGGAACGCAGAATCCGAAAATT -GAAGGTTACATAATTGGAGTGATATTCTCGTTTTTTTCCAGCCTTTTATTTCTATAATACAGACATAAAT -CTGTTGATACCATTATAAGGTTAATTATATACAATATCATAACAATGTCTCTTTGGTACAAAATCTTATT -TGTTATGCCGCATAAGTAGCCGAATATCAAAATATATAGGAAAGCAACACTCTTTCCGGCTGTTTTTCTC -GATTTATAAGACTTGTATATCTGTGCAGGCCATGCCGCACCGAAACTTAAAAGCATTAGTGCTTCAAATA -CGCTCATTTGTAAATATCTCCTGATTCTTTAAAAAATGTGACTGCTGCCTTGATAATTATACACGACTAA -AGAAAAAATGGGTATCTAAGGGCAGAATTTTTTAAAGAAATTTTCTGTAGATATTCCATGGGGCCGGTTT -TTTCGCTTCAAACCATATAGGACGTCCTTTTTATTCCTGTTAATAATATTAACACCTTCAGAGCAAGACA -AAGTTGCCTTAAAACCCATTTCCTTTAAAATAGGTACTGAATCGCTACACATATAACCAAAGGGGTATGT -AAAGGTATTTGGCTCGATACCCGCAGATTCCTTAAGTTTTTGCTGAAGAAGTCCCACGTCAGAGTTCAAA -AGGTTCTTATAGGCCTCAATGGATTCACTCTTGTTCTTTTTTGCCCCAAATCTCTTTTTGCCGTATTTGT -GAAGATTATATGTATGGTTTTGTATTTCATAGATACCTGAGTCATTCATGTTTTTAATTTGTTCCCATGT -TACGTAGGAATACTGCACATTGTTTTCAGGTATTTTAGTGGATGCCTCCGTAAACTCACCTACAACGGAT -ATTACAGCTTTCATATTATAGTTTTCGAGAATCGGCGTGGCATATATATAATTATTATAATATCCGTCAT -CAAAGGTGAGCATAACAGGTTTGACCGGAAGCTCAGTGTCATTATATACATAGTTTATAAGGTCCGTCAT -AGTTATGGAAGTGTACCCATGGTTTTTCAGGTACTTAATATCACTTTCAAGCTCTGCGGGAGTTATCACA -AATTTACCCAGGTCCTTGGATTTAGGGATAGTACCGTGGTACATTACTATGGGTACTTTAATTCCATTTT -CTTTTCCCAAACTTTCAAGTGCATCGTCAAAAACACTAGTTGTAGCAGAAAGTATAAGAACCAAAGGTAG -TGCCAGAATAAAAAACACAGTAAAAACCAGTAAAATGTATTTTATTAATTTCTTACTAAACAAATCAGAC -ATATAAAGGCCTCCAATTATATAATATTACTTTAAAAGTGATAATTCATTTTTGGTTCAATAATGTCATA -AGTACGGTAAAAATCGCGGGTTTCTTCGTCCTTTGTAACTGCCGAACGGTTCTTTTGAAGAAGGTCAACA -ATATTATATAGATCAATCCAGATTTCATTGTTGCTTTCTTTTTGAGATTCATCGAAAATAAGCTGCATAC -CGAAGTGAAGATGTGGTGTGGAAATGTTGTTAACATTTTCACGTGTACTATAGCCTGTCATTCCAAGATA -TCCGATAACATCTCCAGCCTTAACTATCTTTCCTTCATAGAGATCCCCATGAAACGGCCTGTCTTTTCTC -AAATGTGCATAATAATAGTATCTTTTCTGGTCAAAGCTACGGATACCTATTCTCCACCCTCCGTACATAT -TCCATCCCATTGCTTCCACGATACCGGATTCAACTGCCATAATCGGAGTTCCTATAGAACCCATCAAATC -GTTGCCCAGGTGCTTTCTGGTAAAACCAAATGAACGGCCGGTACCAAAATCATCATAATGGCTGAAACCG -TAACCTCTGGCAATAGGTGAAAAGACTTTTAAACCGTATTTCTTCTGCCAGATTGTTTTATCGCTGTTAT -CAGGGTCTTTTACCTGAATGTCATATTCACCTACAAAGTTACCCAGGATTGCATCATATGCCTGATAAAA -ATAGTTGTAATGCTTCATATTTGCGGTCAGCTGTTCCATTGTCTGCCCCTGATTCAGTTTGGCTTCAAGT -TCATCCAGATCCTTTGATTTGTACATCTTGAAGTTACCGCCGTATCTGGTTGCAAGGTATGCTAACATTT -CAACCCAGTGAAGCTGTACAGGTTTCTCATGAGACTTCACATCCATGCTTAATGCCTTCTCCATTGCCTC -ATAGGGTACATTATATTCAACCCATTTTATATAACCCTCGTTACTTACCGATAACACCTGACCCGTATTG -TCCCTCAATAGGATTGCAGTAGATCCGGCAAGAATACAAACTATTAAACCGAAACACACTATTATTTTAA -AAAACTTGGTTCTAGCCAAATAAAGTCACCTCTTAACCGTTTTATGAAAGACAAGTTTCTACTATTTAAA -TCTATGCAGTACAAACTCAACATATCCTAGTAATTTTATTAGCAATGAGGCAACTTTATAAAACTCATTA -ACTTATTACTTTACTTTATTAAAGTTATGAAGTAGAATATTATGTAGATGAAAGTCTAAATAGAGAGAAA -AATAAAAACACATTTTATTTGAAGGGATTGGTATTTGTGGGAAAAGGTAGGATAATCAAAGCTCTGGCTG -CTGCCATGGCATTGACGTTTTTAGTTGCAGGGTGTGGGGCCTCGGGTGATTCTTCAAAAAGTTCGGGCAC -AGCTGCTTCAAGCAATATAGCTGTAGATGAGTCATGGGACAAGGTTAAGGAAAAGGGTGAGCTTGTAATG -GGCTTGGATGAAAATTTTCCTCCTATGGGATTTAGAGATGAAGATAATAATATAGTAGGATATGATTTAG -ACCTTGCAAAGGAAGTTGCATCACGGTTAGGTGTCAAACTTAAGGTTCAGCCTATTAACTGGGATTCAAA -GGATCAGGAGCTGAATACCGGAAACATTGATTGTATATGGAATGGTTTTTCCATAAACGAAGAAAGAAAA -GAGAATATACTTTTTTCGGACCCATACATGAAGAATAATCAGGTAGTTGTTGTAATGGCTGATTCAGAAT -ACAATACTTTTGGCGATCTTAAAGGTAAGTCTGTTTCGCTTCAGGCACAGTCAAGTGCTTCCGACGCACT -TGCTAAAAATGCAGAATTTAAAAATTCACTTAAAGATGTAATAGAACTAAAAGATAACACTCTTTGTCTA -ATGGACCTTAAAACAGGCAATACCGATGCAGTTGTAATGGATGAAGTTGTAGCAAGATATCAGATTCAGA -TGAATAGTGAAAAATATAGGATGTTGGGTGAATCACTGGCTGCCGAAGAGTATGGAGTAGGTTTTAGAAA -AGGTGATGTTAAGTTGATGACAAAGGTGAATGACACCCTCAAGGAAATGGCCAAAGATGGCAAGATAACT -GAAATATCAAACAAATGGTTTGGTAAGGATATATCTATTGTAGAAAAGTAAAATTGTTTATTATAACAAT -TGACTATATGAATAAAAATCTTAAGGGCTGATATCTTATGTATCGGCCCATTTTTTTGGTGAATAGTTGC -AAAATGGCAACAAATAATGCATTATATTATGTAGAAATATGTAGAAAATTATAATACAGTATCATATATA -AACGATTTATAGAGAGGGGATTTATCAGTGAAGCTGGTATTATTATTATTGGAGGGAATGGTAGTTTCTT -TGCAGATATTTGCACTTACGCTTATATTTGCAATACCTTTAGGGCTTGTTATTTCCTTTGGGAGAAGGGC -AAAACACATAATTATTAGCGGAGTAACAAGTATTTATATCTCAATAATGAGAGGAACGCCATTAATACTG -CAGCTGCTGGTTGTCTATTTTGCACCTTCTTATGTATTTGATGCAAAAGTTGGTAGATTTACGGCTGCCG -TTATTGCATTTATACTCAATTATGCGGCTTATTTTGCTGAAATATTCAGAGGCGGAATAGAGTCTATACC -CAAAGGACAATATGAAGCGGGAGAAGTTCTGGGATTTACAAAACTACAGGTATTTTTTAAGATAATTCTG -CCGCAGGTGATAAAAAGGGTATTACCTCCTATCAGTAATGAAGTAATAACCCTTGTCAAGGATACTGCAC -TTGTAACAGTAATCGGTGTAGAGGAAATGTTCAGGATTGCCCAGAATGCTTCAAGCAGGGTATCATCGGT -GCGACCGTTATTTGTTGCCGGAGCCTTCTATTATGTAATGAATCTTATTGTGGCTCAGGTGTTTACATTT -GCGGAGAAAAAGCTTAATTACTATAGATAGCAAAAAGGGATTTATCCGGAGGGAATATATGAAAATGATA -CAAGCAACAGATATATATAAAAGTTTTGACGATAATCTCGTACTTTCAGGTATCTCATTTGAAGTAAATA -AAGGCGAGGTTGTTGCTGTAATAGGGCCGTCAGGTTCTGGAAAAAGTACACTGCTCAGGTGTATAAATCT -TTTGGAAAAAGTAGATAAGGGTTCAATTACCGTAGAAGATGATGTAATGGTTTCTACCAATGCACAAGGC -AGGGCCGTCTATGCAGAAAAAAAGAAGCTGAGGGAGATTCGTTTAAAAATAGGTCTGGTTTTTCAGAACT -TCAATCTTTTTCCACATTACAATGTATTGGATAACATTACTGCCGCACCTGTAAGTGTCGCAGGCGTTAG -TAAGGCAGATGCTAAAAAAACCGCCATGGAGCTACTTGTAAAGATGGGGCTTGAAGACAAAGCAAACGCA -TATCCATGCAATCTGTCAGGAGGTCAATGTCAGAGAGCAGCTATAGCAAGGGCACTTGCACTAAAACCAG -ATGTTCTGTTTTTTGATGAGCCTACGTCTGCCCTTGATCCTCAGCTCACAAACGAAGTTCTTAAAGTTAT -CAGGCAGCTTGCAGAAGAACATATGACAATGGTGGTTGTGACCCATGAAATGAATTTTGCACGGGAAGTT -GCAGACAGGATTATTTTTATGGACGGCGGTATTATTGTAGAGGAAGGGAAGCCGGAGGATATTTTTGATA -ATCCTAAGAACGAAAGAACCAGAGCATTCATAAGCGGTTTCAGTGAATAAAAGACATGCAGTTACAAAAA -AGCAGCGGCACTAATCATATAGTGCAGCTGCTTTTTTTGACGGTAAAAACTCCTCATTTAAGCCTGTGTT -GTATATTTATGCAAAAAAAAGTTAGATTTTATTGACATAGATAATATAATATGATATACATTTATTTGTT -GTTTAATTGAAGTAAACAAAAAGTTTACTTATGCTAAATGAGGAATGTCAATGAAAATCGGTGAAAAAAT -AAAACAGCTAAGAGTAAAAAATGGTCTTACACAAGAAGAACTTGCCGGAAGGTGTGAATTATCAAAAGGC -TTTATATCACAGCTTGAGAGAGATCTGACTTCTCCGTCAATTGCTACTTTGATGGATATTCTTGAATCGC -TGGGAACCAATATAAAGGACTTCTTTAATGAATCTGTCAATGAAAAGGTTGTCTTTAAAAAAGATGATGT -TTTTACCAAAGAAGATAGAGATTTGGGCTATGTAATACATTGGCTTGTTTCAAATGCCCAGAAAAATACC -ATGGAGCCTATTCTTATGAAACTGGACCCAGGAGGCAGTTCAGAGCTGGATAACCCACATGACGGTGAGG -AATTCGGGTATGTTGTCAGCGGCGGTGTAATTGTTTTTCTGGGTGCACAGAAATACAAGGTAAAAAAAGG -CGAATGTTTCTACTTTAAACCTGTTACAATCCATAAAATAGTTAATGCCGTTAAGAGTCAGTCCGTTATT -CTATGGGTATCATCACCGCCTAGTTTTTAAGGTGGTAGTTAGTGAGTATCAATTGTTGGAGGAAAAGAAT -GAGCGAAAATCAACCAATTATATTACTAAAGGATGTTAAAAAAAGTTTTGATGATAGTCAAGTACTCAAC -AGTATCAATTTATATATACTAAAAAATGAGTTCATTACATTTCTTGGACCAAGTGGCTGCGGAAAGACAA -CCACTCTTAGAATAATAGGTGGGTTTGAAAAGCCTGACAGCGGAGATGTCTTTTTTGAAGGCAAAAGGAT -TAATGATCTTCCTCCATATCAAAGAAAGGTCAACACTGTCTTTCAGAAATATGCACTTTTCCCTCATATG -AATGTGTATGAGAATATAGCATTTGGCTTGAAAATCAAAAAAATGGATAAGTCCACAATAAACAAGAAAG -TTGATGAGATGCTGGAGCTTGTAAACCTTAAAGGCTTTCAGAAAAGATCGGTAGAATTATTATCAGGGGG -ACAGCAGCAGAGAGTTGCCATTGCAAGGGCCCTTGTTAATCAACCGGAGGTTTTATTGCTTGACGAGCCA -CTTGGAGCATTGGATCTTAAACTTCGTAAAGAGATGCAGATAGAGTTAAAAAACATACATAAACAGACGG -GGATAACCTTTGTGTATGTAACACATGATCAGGAAGAAGCCCTTACAATGTCGGACACAATAGTAGTTAT -GAATTCAGGCAGCATACAGCAGATAGGCACACCTCAAATGATTTACAACGAGCCTAAGAATGCATTTGTA -GCTGATTTTATAGGCGAAAGCAATATTATAAAGGGCAGGATGATTAAGGATTATACCGTTGAATTTGCAA -ACAGGGTTTTTGAATGTCTTGATAAAGGTTTTTCTGAAAATGAGGAAATAGATGTGGTAGTACGTCCTGA -GGATATTAAGCTTGTTAGTGAGGAAAAAGGTATGATATCAGGAATTGTAAGGTCGGTTACCTTCAAAGGG -GTTCACTATGAAATGCTTGTGGAGGGACAGGATTATGTCTGGACAATACAGAGCACTCAAATGGTCGAAG -CGGGGTCAAGAGTAGGTATTGTAATGAATCCCAACGATATTCATATTATGAAAAGGATGGGCTGATAATG -AAAAAGAAGTGGTTGTCTTATCCATACCTTGTATGGATGGCTATTTTTATAGTTATACCTTCATTGCTTA -TCCTTTTCTATGCATTTACAGTAAAGGATGATCAGGGCTTCAGGTTTTCCCTGGAGAACTTTTACAGATT -TTGTAATCCTATATTTTTCAGTGTTTTGTTTAAGTCTCTATGGCTGGCACTGCTCAGTACTTTTGTGTGC -CTTATTGTAGGCTACCCTGTTGCTCTTATACTTTCAAGCAAAGAGTACAGTAAAAAAACAACCATGTCCC -TGCTCTTTATAATCCCCATGTGGATGAATTTTTTGCTGCGTACATATGCATGGCTTACATTGTTGGAAAA -AAATGGAATAATAAACTCTGTACTTTCATTTTTCCATCTGCCGACGATTAATATTCTGTATACAAATGGG -GCTGTTATACTTGGTATGGTTTATAATTTTCTTCCGTTTATGATACTACCCATATATACAGTGCTTATGA -AAATAGACAACAAGCTGGTAGAGGCTGCACAGGATCTAGGGGGAAACTGGCTCACTGTCTTCAAGAGAGT -AATTCTGCCCCTTAGTTTGCCGGGAGTTATGTCAGGGCTGACAATGGTATTTATGCCGGCAGTTACAACC -TTTGTGATATCCAAGCTTCTTGGTGGAGCACAGTATACGCTTATAGGAAATCTCATTGAGAGACAGTTCC -TGACGGTGTACGACTGGAACTTTGGTGCGGCTATTTCAATTATAATGATGATATTCATATTAATAAGCAT -TGCAATTATGTCCAGATTTGATGAGGACAAGGGAGGAGGAGCAGCACTATGGTAAAAAGGGCTTTAATGA -AGACATATCTCGGACTGATACTGATTTTTATGTATCTTCCGATAGTAGTTCTGATTGCCTTCTCATTCAA -CAAGTCCAAGTCCAGGGGAAACTGGACCGGATTTACATTCAAATGGTATGAGGAATTGTTCAAGAATTCC -CAAATAAAGGATGCTCTTTACAATACAATCGTAATAGCTCTGCTTTCTTCGGTAATTGCTGTTGTAATAG -GGACTTTGGCTGCTATAGGGATACATAACATGAAGAAAGCCAAAAGAACTGCTGTTATGAATATGACATA -TCTGCCAGTTTTAAACCCGGACATAGTTACGGGAGTTTCACTTATGTTAATGTTTGTTTTCATAGGTACA -TTTGTCAACCTGAAGCTGGGCTTCTTTACAATGCTTCTGGCACATGTGACATTCAATATACCCTATGTTA -TTTTATGTGTTCTGCCAAAGCTGAAACAGATGAATACAAACTTGTATGAAGCAGCTCTGGATTTGGGAGC -AAGCTCTTCATATGCATTTAGAAAAGTTATTATTCCTCAGATAATGCCGGGAATAGTGTCGGGATTTCTT -ATGGCAATAACTCTTTCTGTAGATGATTTTGTCATAAGTTACTTTACTACAGGTTCAGGAGTTTCAAATC -TCTCAATAACCATTTATTCAATGGCAAGAACCGGTGTTAAACCAACTATTAACGCACTATCAACTCTTAT -GTTTACGGGCGTACTTCTGCTGCTGGTTATCATCAATATACGTACTGACAAAGAGGAAAAGAAAAAGAAA -TCTATAAAAATCCATGGTATGGAGGTCTAACATGAAAAAAATAATATCACGTGTTTTAATGATGGCAGCT -ACGTTATCTGTCAGTTTTGCTCTGACAGGCTGCGGGGGAGCTTCAAACGACAAAATAACCCTTAAGGTAT -TCAACTGGGGTGATTACATAGGAGAGGAGGTAATACAGAAATTCGAAGATAAATATAACATAAATGTTCA -ATATAGTATATTTACAACAAATGAAGATATGTATGTTAAGATGAAGGCAGGCGGTGGTGACTATGATGTT -GTTATCCCCTCTGATTACATGATAAAGAAAATGATAAATGAAGGTATGGTTAAGAAAATAGATTTAAACA -ATATACCAAACTACAAGTATATTGACGACAAGTTCAAGAATCTTTCCTTTGATCCCAACAATGAGTACTC -TGTTCCTTATATGTGGGGTACTGTAGGAATAATTTATAATAAAACAATGGTTAAGGAACCTGTTGACAGC -TGGAATATACTGTGGGATAAGAAATATGACAAACAGATATTCATGTTGGACAGCCTTAGGGATTCTATCG -GAGTAACCTTGAAAAAGCTGGGTTATTCCCTTAATACCAAAAACAAGGATGAACTTGAAAGAGCTAAGAA -CGAATTAATAAAGCAGAAGGATATTGTACAGGCGTACGTTGGTGATGAAGTCAAGGATAAGATGATAATG -GACGAGGGAGCCATGGCTGTAGTCTGGTCCGGGGATGCAGTATATATGAAAAGCCAGAACAAGGACCTCG -AATATGTAATACCAAAGGAAGGCAGCAATCTGTGGTTTGATTCCATGGTTATACCAAGCAACGCGAAGCA -CCAGAAGGAAGCGGAGGACTTTATAAACTTTATGTGTGAAACTGAAATCGCACTTGAGAATACCAATTAT -ATAGGATACTCAACGCCACAAACAGAAGCAAAGAAAAAGGTTGCTCCTGCATTATTGAAGGATATTACAG -CTTATCCAACCGATGAACAAATTAAGAATTGTGAAGTATTCATTGATTTGGACGCTTCTATCAAGGATTA -TGACAAGATATGGACTGAGATTACCTCCAGATAAACAAATATTACCATATAGTATAGGGAGCGTCGCTAA -ACTACTGAAAAAGTAGCTGGCGATGCTCCTTTTATTTTGCCGTGAACATGCTTATTGTGTAGTAACTCTG -TTTTACCGTTATACCGTATCTACTATATTTATCATATGAATAGTTTTTGGCAATATTGCATAAATTGCTT -TTCAGAGGAAACAATATACTTTAAATTCTATATAAGGAGGACTTCATGGGAAAGTTATCAGGTACAAGAA -CTTCTGAAAACCTTGCAAGGGCCTTTGCGGGAGAATCGCAGGCAAAAAACAGGTATACATTTTATGCGAA -GTATGCGAAGAAAGAGGGACACGAAGTTATCGAACAGGAGTTTACACAAATAATAAAAAACGAGGAAGCT -CATGCAAAGGTATTCTATGATTTGCTTATTAACGGGATGGGGCCAGATGAGAGCAATGTTAATGTAGACG -CTGGATATCCATTCGAACTGGGAGATACACTTGCAAATCTAAAAGCGGCTGCACAAGGAGAACATGAAGA -AAATTCAAAAGTATACCCTGCTTTTGCTGATGTTGCCAAGGAAGAGGGGTTTCCCCAAGTAGAAGCAGCT -TTCAGAATGATAGCAAAAATCGAAGGAGAGCATGAGAAAAAATTTAACCAAATGGCCGCAGACCTTGAAA -ATCAGACATTATACAAAAAGGCAACGGCTGTTAAGTGGATTTGTACAAACTGCGGACACATACATGAGGG -TACAGAAGCACCGGGAATCTGTCCTGTATGTAAATATCCTCAGGGCTGGTTTCAGGTAGTACCATCATAA -AAGAATTAAGTTAATAAATTAACAAACTTATGTATTCTTCATTAATATTAAGTTAAAAAGAGTAAACGAG -GGAAAATTGTGCTAAATTACAGATAGTGATCGTTGTTTTTTTAACAATCTAGTTTTATATTAGTGACATA -GGGTATAAATTAATTAAATCAAATATACCAATACAAACGGGAGGTAGAGGATATGTGGGAAAACAAGATT -GACATTAATCAGGTAGTAGAAATAAGGGCAAAAACAACAACGTTCTTTGGTGTGGGAGCTATCAACAAGA -TGGCGGATATTGCGGCAAACTTATCTGGGAGAGGTATAACAAAAGTTATAGTCATGACAGGAAAAAGTTC -ACATATTAAGACCGGTGCATGGGACGTAACAAAAAAAGCTCTTGAGGACAATGGAATTAAATACTTACTG -TACAGCAAGGTTACTCCGAATCCTACAGTTGATCAGGTTGATGAAGCAACTGCAGAAGCTGAAACCTTTG -GTGCCGAGGCTGTTATTGCAATCGGAGGGGGAAGCCCAATAGATGCGGCTAAGAGCGTTGCAATACTTCT -GGCTTATCCTGAAAAGAATGCAACTGAGCTTTATGAACTCACCTTTGTTCCTGACAAGGCAGTTCCTGTT -ATTGCTATAAATCTTACCCACGGAACAGGTACTGAAGTTGACAGATTTGCGGTTGTAAGTATTCCGGCTA -AAGAATACAAGCCTGCAATTGCATACGACTGCATTTATCCTTTGTTTGCGATTGATGATCCTTCATTGAT -GACAAAATTACCTGCTGAACAGACCATATATGTATCAGTAGATGCTATAAATCATGTTGTTGAGGCTTCA -ACAACAATAGTAACAAATCCTTTGGCTATACTTTTGGCAAAAGAAACAATCAGACTGGTTGCAAAATATC -TGCCGATTGCCATAAAGGAACCGGACAATCTAACTGCAAGATACTATCTATTATATGCTTCATTGATTGC -AGGAACTTCCTTTGACAATGGCTTACTGCATTATACACATGCACTTGAACATCCTTTAAGTGCTGTAAGA -CCTGATCTTGCACACGGACTTGGACTTGCTATGCTCCTTCCGGCTGTTGTAAAGGAAATTTACCCTGCAT -CAGGGGAGGTTCTGGCAGAGATTTTTGAACCAATTCTTCCGGGTTTAAAAGGTACGGCTGATGAGGCTGA -CAAGGCGTTTACAGGTTTGAGAAACTGGATTGAGAGTGTTGGTATAAAGTCACATTTAAGGGATGAAGGC -TTTGATGACAGTGTTGTTGATAAACTTGTAAATCTGGCATTCGAGACTCCTAGTCTTGATGGACTGTTAG -CTCTTGCACCTGTTAAGGCAACAAAGGAATCTGTAAAAAACATTTATGTTAATTCGCTCTAATAATTACG -AAAGTAAATTTGTTGATATAAATCAGCAGCTGTATAGTATATGTACAGCTGCTGATTTTATTGGAAGCTT -TACTTTAAACATAAATTGAGTATACAATTGTTGTTATAAATCTTATTTAATAGGAATTTCCACTGATAAT -GATTTTGATATCAATAAGTGAGGAGTGGTCTAGGTGAAGCTTGAAGAAGTACTGACAGTAAATATTAAAA -TAAAAAATGCAATTGATTTAAAAAATGATAATGGTGACTCAGTAGTAATGATTTCTTTCACTGGCGATGT -TAAAAGCAAGTATTTTGAAGGAAAGGTACTTCCGGGGGGAATCGATACTCAGGTTATTGGAAAATCCGGT -GATAGACACACCTTATCGGCAAGATATATGCTTGAGGGGAAGGATTATAAAGGTGAAACCTGCAAGATTT -ACATAGAGAATAATGGAAACATAAACAACCATCTACAAGGTGTCCTGTTCAGAACATACCCAAAGATAAT -CACAGATAGTAAGGCTTTAGATTTTCTGAACCATGATTTATTATTAGGAGAAGGATTCCCAGCAGAAGGC -GGGGTAAAAATCATCATATACAGGACACTTTAAATATAAATCTCAAAACTCTTTATATGTACCCATAGTT -TGGCCATAATCCAGCTATGAAATTAGCTGCTCCTTCCTATCTATTATACCTAATATTATATACACAAATT -GGAAGGTATAAGCAAATATATTTTTGTTGTAATATATATCAAAAAGGAATACAATAATATAATTATAACC -AGGTAATAATTATATTATCTTCCTCAGGAGGGCGTATGGCTAAAAATGGAATATCCATAACAAACGAAAA -AGACAAAAGAATTGTAAAGGGTCTGGGATATTATGAAATAAGTCCAGTGGAAAATATTAAGGAACTCCTT -AAAGCAAGCATAGATACTTTTAGGGATAAGACGGCTTTCATTTACAAATCAGGGACGGACATAATTACTA -AATCATACAACAGCTTCGGTGCGGAAGTGGCTGCCTTGGGTACTGCCCTGCACAGTATTGGCTTAAAGGG -TAAAAGGATAGCGGTAATAAGTGAAAACCGTTATAAATGGGCTTTAAGCTTTTTTTCTATTGTAAGTGGT -ACAGGAATAGCAGTTCCTCTTGATAAACACCTTCCTGAGGTTGAAATAGAAAAGCTCATTATCAGAGGAG -AAGTGGATGCAATATTCTACAGCAATCACTTTGATGCTCAGATGCTGAGTCTGGCAGAGCGTATGAATAG -TATCGAGTACTTTATATGTATGGATGATATAGGAGAAAATTATCCAACTAATTTCACAACTATAGACCGG -TTGCTTGTACAAGGTGAGAGCCTTATAAAAAATGGCGACAGGAGCTTTACAGAGGCATCGGTTGATTCAG -AGAAGCTGTCTGTACTCCTTTTTACATCAGGTACAACAAGCATTTCGAAAGGGGTAATGCTCAACCAGCG -TAATATTTGTGCTGATGTAAGTGCCGTTTCTTCTGCAATTAAAGTTATGCCAAATGACGTACATCTTTCT -CTGCTTCCGTTACACCACACCTTTGAATTGTCAGTGGGTATGATTTTTATGATAAAAAACGGCATCACCA -TAGCTTACAGTGAGGGAATCAAGCATATTGCCAAAAATCTCAAGGAGTTTAATGTAACTATACTTGTGGT -AGTTCCCGCCATTTTGGAAGCAATGTATAAAAAAATGAAAGAGGGCATTAAAAAGTCTGGCAAGTCCAGG -CAGGTTGCAATACTTGCCAAGGTTTCAAAAGGACTTAAAAGTATTAAAATAGATTTAAGAAGAAAGTTTT -TTAAAAGAATTCTGGATCAAATGGGACCGGGGTTGAGGCTGGCTGTATCAGGTGCGGCACCTATTGATAA -AGAAATAATAGAAGGTTTCGACATGCTGGGATTAAAGGTTATACAAGGATATGGTCTGACTGAAACCTCA -CCTGTGGTCGCCGCCAATAATGATTTTTATAATAAGGCTGGAACAGTCGGACAGCCTTTGTTTGGCATAG -AAACGGCCATTTATAACCCCGATGAGAACGGTATGGGCGAGATTATTACAAGGGGTCGGAATGTAATGAT -GGGATATTACAATGACGAAGCCGCAACAAAAGAGTCCATTGATGAAGAAGGCTGGTTTCACACAGGAGAC -TTGGGATATATTGATGATGAAGGGTTTATAACTATTACAGGCAGGGCCAAGTCAATGATTGTTCTCACCA -ATGGTAAAAAAGCCTTCCCGGAAGAATATGAAACTATTCTAAACAATATTGAGGGTATCAAAGAATCCTT -TGTATGGGGAAATGAAGCCCCTGATGGAGATATTCAGGTATGTGCTAAGCTGGTTCTCAATGAGGATGTT -TTAAAGGAAAAGTACGGTAGGATTCCTTCTGAAAAAGAATTAGCGGACATTATGCAGCAGGAGATAAAAA -CCTTAAACCGGGATATACCCCAGTATAAAATTATACGGTATTTTATTATGAGCTATGAAGAACTGGTTAA -GACAACTACACTAAAAATAAAAAGGCCTGTCGAATATAAAAAAGTTAAGGAGAACCTGGATAATGCAGGA -TTAACTATGAGAAAAGCCAACGGAAAGTTGTTTTAGTAAATAAAATTGTCTGGAAGCAAAAACCGTCGAA -CAGCAGGTTTTTGCTTTTTTTTTATTGGTATAGTATAATCACTGAGGAAAAATTATGGGTATTAAAACTA -ATTCGTACTATTCGCAAAAGCATTTCAGGGGGATAAATGCAAAGTTTAAAACTTAAGAACAAGGAATTTT -ATTTGAAGCTTTTTTCGCTGGCCTTACCGATAACTATTCAGAACTTAATTTCTTCATCTCTTGGCGTGGT -TGACTCTGTAATGGTCGGTTCTCTGGGGAATCAGTCATTAGCAGCCGTGGGTGTTGCCAACCAATACGGT -CTGATAGTATTTTTGCTATACAATGCAATCCACAGTGGGTGTGGTATTTATGTGGCCCAATTCTGGGGTA -AAAATGACCACGATAATATAGGAAGAGTGGTAAATCTGGATATTGCAATAGCAGCAAGTGTATCATTGAT -ACTTTCAGCTATAGGCATATTGCTGCCAGAACAAATTATATCGGTTTTTAATACCGACCCGGTGGTTATT -AGTCAGGGTGCAGATTTTTTAAGAATATTAAGTATGAGTTTTGTATTTGCATCAATAAGTTTTGGATTCA -GCGTAGCTCTAAGGAGTATAGGGAAGTCTACTATGCCGATGATAATAAGTGCTTCAGCACTGGCCCTCAA -CACGATTCTCAATTATATTCTGATATATGGAAGGTTTGGTATGCCACAAATGGGGGTAAGGGGCTCCGCA -ACAAGTACTTTAATAGCCAGAATAGTTGAAATGATTTTATTTCTTATTGCCGTATCAAAATACTTTCCAT -TGCTGAAAATCAGAGTAAGCGAGCTTATGAAGGTTACGAAAGATTTGTTGGGAAGGGTTACCAAGACCAT -GATACCTGTTATCCTTAATGAAATGTGTTGGGGACTGGGTACTGTGGTATATTCAATTGCGTATGGCAGG -ATAAGTACTGAGGCGTTTGATGCAGTTCAGATAACAAACAACGTAGTTAACCTGTTTACGGTAGCTGCTT -TTGGTATGGCCAGTGCAGCTGCGGTTATGACAGGACATGTTATAGGTGCTGGGGAGGAAAAAAAAGGAAG -GCAGTATGCGTGGGGGTTTGTGCGACTGTGTATAATAGGAGGATTTATTCTGGGTGGACTTCTATACCTA -TTCTCTCCGTCGATTGTAAGCTTGTTCAAGGTAAGCAGTGATGTCCTTGAAACATCTATAATATTGTTGG -CAATTAACGCCATTATTCTACCTATAAGGTTTACAAACATAGTTGCCATTGTGGGAGTTCTGCGTGGAGG -GGGAGACGCTTCATTTGCTTTTATTGCTGAAGGCATGACTATGTGGCTTATAGGGGTGCCGCTTTCCTTT -ATAGGTGCATTTGTTCTCAGACTTGATGTTCAGTGGGTTGTCCTCATGGTAATGGCGGAAGAGATTGTTA -AAATGATTTGCGGTGTTGCCAGATTAAGGTCAAATAAGTGGATAAAAAATGTTGTCAGAGAAATTTGATT -TTGTTTAATTGAAATATGGGCATTATAATATTATTATTATATATTTTGGAGGTCTTATGATTATTAAGAA -TGCTTCTCACGAGATTACGGCTGTAAAGCCAATTCAATATCCGGTAACGGGCTTTCCGGAGATTGCTTTT -GTAGGAAGGTCAAATGTAGGTAAATCGTCAATAATTAACACGTTGGTTAACAGAAAAAGCCTTGCAAGAG -TAGGTTCTACCCCGGGGAAGACAAGGCAGATTAACTTTTTTGATGTAAACGGTGAATTTTATCTTGTGGA -TTTGCCCGGTTATGGCTTTGCCAATGTATCAAAAGAGATGAAAGCATCGTGGCAGAATTTAATAGAGACA -TATTTGTATTCGAGAAAGGAAAACTTCCTTAAAATGGTTGTAATGTTGGTGGATATCAGACATTCTCCAA -GTAAAGACGATATTATAATGTATCAGTGGCTAAAGGGTTTCGGTCTGGATACACTTATAATTGCCAACAA -GGTTGACAAAATATCCCGGGGACAGATTCATGTTCGCATAAATGACATACGTAAGGTACTGCAACTGGAC -GATGCAGAAAAGGTTATACCTTTTTCGGCGGAAAACCGCTTTGGATTGGAAAAGGTCTTGGCTGAATTTG -ACAATGTTTTGAGTATACCGGGTGAAGAACAGAAGGATTAGGCAGGGAATTGGATATGGAAAAGTATACT -TATACTGATGAAAATGAAAAGCTTAGAAAAAAATTAAGGCTGATGAAAATTATTGCAACGTCACTTTTAG -TTTTTATGACGCTTATATTTATTATTTTTAAAAGAATAGAGGGACGAGGGCTTCTGTATTCGTCCATTGC -GGCCTTTGCGGAAGCGTCAATGGTAGGTGCTCTTGCAGACTGGTTTGCTGTGGTGGCTCTTTTTAAACAT -CCGCTTGGTCTTAGGATTATTCCTCATACAGCCATTATTGCAAACAACAAATCAAGAATAGCCAGAGCTT -TGTCTAACTTCGTGGTCTCTAATTTTTTTACACCTGACATTATTAAGGCCAAGCTGGACAAGGTAAGTAT -TTCAGAAACGGTTGCAGGCTATGTTGAAAAAAACAGAGATATAATTGTAAAAGCCATAGTCGTGAGACTT -CCTTCATTGGCTGATTCCTTTATAAACGATGAAAAAGTCGGAACTTTTATAAAAAAGCAGCTTAAAAATA -AAGCCGAAGATATAAGTCTCTACCCTCTATTGGGGAAAGGTTTAAGTCCTGTTGTTGAGTCAGGATATCA -CAAACCTCTGGTAAAAGGTCTGCTGAATGCTACATATAAATTTATCAGTGATAATAAGGACAAGACAATC -CTTGTTTTGGGAGGAATAAATAAAACTTTTGCATTGCCTATTATAGGGGATTTGGTTTACCGAAAGATAC -TTGAATTTGTAATCAGGCAGATTGAAGAGATAGATACAAATGAAGAGGCCGAAATAAACAAACTTTTGAT -GTCTGTCATTCCAAAGTTGATCGATGATATGAAAAATTCTCAGGAGCTTATTGATAAAGGGGAAGCACTC -AAAGGGCAGATATTGAATTCCGATGTTTATAATATGGCTGTAAATGTGCTCACAGAAGAGATATTAGACT -ATAAAAATTCTTATTTTGAAAATGGCACTAAGCTTGAAGAAAAAGTCAGCTTGCTGATTGATACAGTAGT -TAGTGGTATCAATAATAACGACACATTGCGTGAAACAATTGATAACACTGTAATTGGCGGTGTTGAAAGT -ATAGTTTCCCAATATGGTGACAGAGTAGGTTCCTTGATATATGAAACTATGGAAGGTTGGGAAACAAAAG -ATATGGTGGATAAGATGGAGGTTCAGGTAGGAGCTGATTTGCAGTATATCAGAATTAACGGAACCGTAAT -AGGCGGTCTGGCAGGTCTGGTTATCCATTTGCTATCCCAGCTGTTTTAATACTTATTAGAGAGGTTTAAT -ATATGGATAGGTTCAAAATTACTCGGCTTGTTGCGGTATTTGGTATCGTAGCAAATGTTTTTCTTCTTTT -CATAAAACTTGCGGCAGGCTTTATTAGCCGCAGTCAAGCTATGATTGCTGACGGCTTCAACAGTGCTGGG -GATGTTTTTGCTTCGGTTATGACACTAGTGGGTAACAGTATTGCAAGCAAGCCTGAAGATAGTGACCATC -CCTATGGACATGGCAAGGCGGAATACATTTTTTCCATGATTATAAGCATTTCTCTTATGTTTGTTTCATT -TACAATTTTCAAAAGCTCACTTTCCTCAATAATAAATAAGGCGTCATTCACCGTATCATGGTTTTTGATA -GCTACTGCGATAATTACCATAGCAATCAAGCTGTCATTGTTTATTTATACCAGCCGTATTGGAAAGAGGA -TGGATAACCTTCTCGTTATTGCAAATTCTGAAGATCACAGAAATGATGTTTTTGTTACTTCAGGTACTAT -CCTTGGCATAATTATGGGATACCTTGGGTTTTCATGGGTAGACGGTGCTGTGGGTATACTTATTTCGCTT -TGGATTTTCTATACGGGAATCAAGATATTTATTTCGTCTTTTAAGGTTCTTATGGATACAAACATGGACC -CGGCCTTCAAGGAGAATACGCTTAACCTGATACAAAGTATTAGTGGAGTTGACCATGTTGACTCAATCAA -TGCAAAGCCCGTTGGAGAGGGTTTTATATTAATTATAAAGGTTTCTGTAGATGGAGAAATGTCTGTAAAC -GAGAGCCACAAGATTGCCGGTAAAATTAAAGCAAAAGTAAAGGATATCAAAGGAATAAAGGATGCGGTTG -TTCATATAAATCCGTGTTGAGTTGATTGATTAATTTTATTGATATAAAAAGCCGACCCCCAATCGTTAGA -TTTCGTCTAACTTTTGGGGGTCGGTTCAACTATCACGTTGGCTATTTATGTAAACACCCTGTTAATTCTT -AATCACTTATTACAATGTTGGAGTCAGAAACATTTGCAGTATTCATGCCAAGAACCTCTTTAAAAAAGCT -TAGAGGAACAAAAGTCTTTCCCTCTACTATTTCAGGGGCTGTTCCCAGCTGAATAGGGGCAGTTTTCATA -TAAATGTAGTAATCTTTGCCTATTGTCAAAGAAATGCCTTTACCCAGAGTTACTGTTTGTGTCTTGCCTT -CCCAACTCACATTAAACCCCAAATATTCAGCAATTGCACGTAGAGGAACCATAAAAGTACCCTTTTTATT -AGTGTATGCTGAAGGGGCTTCAATTGCCTCGTTGTTAACAACTATACTCATGGAAGCAGCATTATTACCG -CTTAATATAGCCTTTTCCTCATCTGTCAGGTTATAGATAGGTTCAACAGCTTTCTCAGACAATACAACTA -TTTTATCCGGATTTGTTTGTGCAGGGATGCTCCTGGTAGATACGCCATAAATGACTACAAGATTTCTGTT -TGCAAGTTCACCTTCAAAAGCTTTTCCATCCTGTGAGAATATTTCTGTTTCCTTAGAAATATTCAATTTC -AAAAAATTGTCAGAACTGACTAAATCTTTATCAAATCTGTCAACTTTTATACACTGTACTTTACTACTCG -TAACATTAACAACTTCTATGTTATATTGTGGAGGGTAAATCATCAGCATTGGTGCATTCACATCATAAAA -TCCTGTGATAACAGAACCGCTATCAATTTTTTCATTATTAATAACGTATGTACTATTTGATATTATCAGG -TTTGCTTCTTGTCCCTCTTGATTTTCTACAAGGACAAACTTTGAACCCTCCACGCCTTCAAAATCAGCTA -TTTCCTTAACTGTCCCTGTGAAAGAGCCAAATGAAGGTCGGTTCTCTGTAGTGTCAATTTGTTCATAAAT -ATTGACTGCTTTAAGATTTTCTTTGTAATTTGCCAAAGACGGAATAGATGAAAGTGATAAGATTGTGACT -ACTAATAGACCTGCTATTATTCTTTTGTTTTTCATAGTACTAGCTCCCTTCAAATTTATACTACATATTT -ATTAGACATCGAAATGTTATAAAAGTTCCCATAAAAACGATTTAAAAAATTTTTGTTTTAAGTCACCCTT -TCAGGGTACATATATAATTGTCGTTAAGACATCTAAATAAAACAAAAATAAAATATAAATTTATATTGGG -AGGATTTTTTAGTATGAAGAAATTTGTTTGTTCAATTTGCGGATATGTACATGTTGGAGACGAGGCACCT -GATTTTTGTCCTCAATGTAAAGCACCAAAGGGAAAATTTATTGAACAGTCAGAAACATCAGAGCAGTGGG -CAGATGAGCATAGAATAGGTGTTGCACAGGGTGTTGACAGCGAGGTTCTGGAAGGCTTGAGAGCCAATTT -TGTAGGAGAGTGTACTGAGGTTGGTATGTATCTTGCTATGGCAAGACAGGCTGAGCGTGAAGGTTACCCC -GAAATCGGTGCTTTTTATAAGCTTGCTGCATGGGAAGAAGCAGAACACGCTGCAAAGTTTGCAGAATTAC -TTGGCGAAGTTGTTCATGCCGACACTAAGAAAAACCTTGAGTTAAGAGCGGAAGCAGAAGCGGGAGCATG -TAAAGGCAAGAAGGACCTTGCAACACTTGCAAAACAGCTTAACCTTGATGCAATTCATGATACTGTTCAC -GAAATGTGTAAAGACGAAGCTAGACATGGAGCAGGTTTTAAGGGTCTTTTGAACAGATATTTTAAATAAA -AAATAATACAATAAGATATGAAGAAATACAATTCTTACTATTGGTAAACCGTTGAATACTAATGCTTTTG -GGCTACAGTTCACGAAACTGATTTTGAGGATTGTATTTTTTTGTACTTTTGTTTGTTTTGGCGTTATTTA -TTTTTGGTGGGAAAACGGTGGGAAATTTATCGAAATCAGTCCACAAACCATTTCTTTTCCCACAAATGGG -GTGTAGATTAGAAGGGAACAGTGTTACAGGACTTTTTTTAACAATTGTGTGGGAAAGAAATTATTGGCAG -ACTTCTCAACAATGATATAATGATATCGGGAATTTTTGGGAAATAGGGTGAGAGGATTGAACCGTAGCGT -AAGAAAAAAAGGAGAATCATGGTCATTTAGATTAGATTTTGGAAAAATAGACGGAAAACGTAAACAGATT -GAACGCAGCGGATTTAAGACTGAAAAAGAAGCAAATGCGGCACTCTCTGAAGTTTTAAATGAGATTTATA -AAACCGGTGTTTTTACCGAGAATAAAAAAGTAACCTTTCAACAGGCTTATGATGAATTTTTAGAAAATGA -AGCTCCAAATACTAGAAAATTTACAACCATTGTCCGATACAAGTCGTTATACAAAAACCATTTTCAAGAT -ATTGCACCCAGATATTTGTTCAATATTACTGATAAAACCATTCAGGAATTTATAAATACTAAACAGCGAC -GAGTACGATAAATATATAACTTTTTTCATGTTATAATTAACTATGCAGTGGCTAAAAAGTATCTAAAAGC -CTCACCCATGGCAAATGTTTATCCGCCTAAGAAGAGCAATTTATCCCGGCTAACGGACAAATTGTAAGGC -AGACGTTTTCGAATAACAGTCTGATACTGAAAGAAAACGAATTTGTATTCAAGCTTCCGCCCACATGGGT -ATATTCGATCCCATCATCAATACGGCGTGGAGATAAAATCAGCATAAATGAAATAGAATTAATACAGTAA -CAATAACCAATGATATTGATTTATACAATGTGTTTTCAAATTCTAAGCTGTTTAGCGAAATAAACATAGC -ATCCAGACTTGATGAAAAAATAGAATATGATTGCCTTGTTATTTCAGATAGGATATATAACATAAATGAA -TTGATACAGAGTGTAGAAAAAGGCATCAGGGCAAAGAAAATAACGTATCTTTTAAGTTCGGCAAAGAGCA -GTCAATCGAGTTTGTACCGACCCCCAAAAGTTAGACCATAATCTAACGATTGGAGGTCGGTATTTTTATG -GCTAAATATTCTTTTGAATTTAAGAAACAAATTGTAAAAGCCTATCTAAATGGAGAAGGAGGATACGAGT -ATCTTGCAAAGCAGTATGATATCCCCTCGTTTAACAACATTAAGAAATGGGTCCTTAATTATAATGCTTT -TGGCGACGAAGGTTTGGTGCGTTCTCGCAAACAAAAAAAATACTCTTTCGAATATAAACTTCATGTTGTA -GAATTATATTTAACAAGTGAGGTTTCATATCAAGAGTTAGCTATTCAAGAAGGAATTCGTAATCCTGCAC -TGATTGTTAAGTGGGTGAACGATTTTCGGATTGCTGGTCCGGATGCTTTGAGACCTAAGAAGAAAGGTCG -GAAGAAACCATTGAGCCTAAAAAGAAAAGTAACAGATACCAATGCAACTGAATCAATTATTGTTGATACT -AGTGCTGAATATGTTAAACAGCTTGAAGATGAACTTTTAAAGTTACGTATAGAGAATGCCTATTTAAAAG -AACTGAGGAGGCTGCGTTTAGAGGAGGAAACTCTTCTGAAAAAGCAGCGAGAATCGTCTACAGCCTCCGA -GGAGATTTCAAACTAAAAGACATTCTCGCAGTAGTAGGCTTTCCTAAAGCAACATATATGTATTGGCAGA -AAAGATTTGATAGAGAGAATCCAGACAAAGAACTGGAAGATAAGATATTGGAGATTCATGAGAATAATAA -GAATTATGGATATCGTCGTATGTATGGTGAACTCAGGAATCAAGAATTTATAGTAAACAAGAAGAAAGTA -CAGCGAATTATGCAAAAGCTTAGTCTTCAAGTTACTTCTTTTACCAGAAAAAGTCGCAAGTACAGTTCTT -ATAAGGGAAAAGTTGGAACAGTTGCACCTAACAGAATCCGTAGACGTTTCAATACTCATATTCCACACCA -GAAGATTACAACTGATACAACAGAGTTTAAATACTACGAAGTTGATTCCAAGGGACATATGACAATGCAT -AAGCTTTACCTGGATCCTTTTATGGATATGTACAATAGTGAAATAGTAAGTTTCGGTATTGATAAACATC -CATCTGCAGTAAATATTATGAGTGCACTTAATAAAGCTATTGAAATCACATCTGATTGTCCTTATAGAAG -AACATTCCATTCAGATCAAGGTTGGGCTTATCAGATGAAAGTATACTCACATCGTCTCAAAGAAGAACGG -ATTTTTCAAAGTATGTCTAGAAAAGGTAACTGCCATGATAATTCAGTAATGGAAAACTTCTTTGGTCTGC -TAAAACAAGAGATATACTATGGAGTTGTGTACTACAGCTACGAGGACTTAAAAAATGCAATAGAACGATA -CATAAAGTATTATAACGAGCAAAGAATTAAAGAGAAACTAGGATGGCTGAGTCCTGCTCAATACAGACTT -AGGCTCTTGGCTGCATAAAAAATGCGTAACAAATATCAAAATCTGTTACGCAATAAAGTCTAACTTTTTG -GGGTCACATCAGTTATTCCTCATTGACTGCTCTTTTAAAATCCAACGGAATAAGCATATTGCCTCCCGAG -CTTACAGAAAGTCATATTTTGAAAATCATGAGCAAATATTAAGGCTGTAATTGTATGGCTAAGTGGTGTG -AAAATAATTAATTAAGGAGATTGACAGCATCTTCACTCTTCAATTAATACTCAATATTAGTTTCAAAAAT -GTCAGGTATCAGGATATAAATGTGGATAAACTGATTTTTAGTTGTTGCATTATAATTATTCAAAGGATAA -ATTGTACAGAAACTACAACAGTTACCTTAAATCAACATAACCACCTTGACTTGGGTTTGATTTGTATGAT -AGAGTAAATACTGGGAAAAAATGTATGAATTCAATAATTGTTTATGATGTTTAGTATTGAACAGGTGGGA -GGATAAGAGATATGAATATGAAAAGTATGATAGGTATTGTTTTAAGCATTGTGATGATGTCTTCTCTCGT -AGCATGCAGTAATGCTAAGGACAGTGTTAATGAAGTTGTTGAGGTAACCTCATCATCAACCCCATCGTCA -ACCCCATCGTCAACCCCATCATCTACCCATTCACAAAGAGAAACTCCAATCGTGTATATGACCACTGATA -TCAGCTCCAAGGGTTTGGTAGAGGTTTATAATGCACTGGACTGGACACCGAAAGGTAATGTTGCAGTGAA -GCTCAGCACAGGTGAGCCGCCGTCGAGTTACTATCTGGATCCAAAATTGATTAAAGAACTGGTGCAGTCA -GTCAAGGGTACAATTGTGGAATGTAATACAGCGTATGGAGGATCCCGCATCAGTACGGCCATGCATATGC -AGGTTGCGAAGGATCATGGCTTTACGGAGATTGCAAAGGTGGATATTCAGGATGCCGACGGTTCAATGAG -TCTGCCGGTAGTAGGGGGAACCCATTTGAAAGAAAATCTTGTAGGATCACACTTTTCCAATTATAATTCT -TATCTTGTATTATCTCATTTTAAAGGACATGAAATGGCAGGTTTTGGAGGGGCTATTAAGAATATTTCCA -TAGGTATTGGTTCGAGTGAAGGAAAATGTCTGATCCATACAGCTGGAAAAAGTAATACTGGCATATATGG -CGGAGAACAGGATGACTTTCTGGAAGCTATGGGTGATGCGGGTAAGGCAGTTTCTGACAGCCTGGGAAAC -GGAAAGAATATTGTTTACATCAATGTGATGAATAATATTAGTATAGATTGTGACTGTAACGGCTCTCCGG -CAGAACCGGAGATTGATGATATTGGAATACTTGCATCCACTGATCCGGTAGCGTTAGACCAGGCATGTAT -CGATCTTGTATATGCTGCAAAAGGTAGTGAATCCCTCATAGGAAGAATTAAAGATTTGAATGGATTACAT -ACGTTGGAGCACGCAGAGAAAATTGGTCTTGGTTGTCGCACATATAAATTGGTGAATATTAATGATTGAT -ATACTGCATCGTGAGTTTATATATTTATCCTATTACTTTAGTGTTCAGCTTGAACAGATTTTTACATATT -GGCTGTTAGGCATGATCATAGGGTCTGCGGTGTCGGTGTTTGGTAAGGCACGAATACATCGGCTGTTTAG -CGGCTTGCAGAATAAGAGGCTTGGGATATTAGGCATTTTCCTAGCCTGTTGTCTGGGGATAGCCTCTCCG -CTTTGTATGTATGGAACGATTCCAATTGCTGCTTCCTTTTCGGAGAAGGGTATGAGAGACGACTGGCTGG -CTGCTTTTATGATGTCATCGATTTTATTGAATCCTCAGCTGATTATTTATAGCGCAGCATTGGGAACGAA -GGCATTGATCGTGCGAATTGTCGCCTGCTTACTATGTGGATTTATAGCAGGGTTGATAATAAACATATTC -TACAGGGAAGAATCATTTTTTAATTTCAGCGGTTTTTCTGAAATGAAAAGCAATGATACAGATCTCAACA -TTCTACTACGTTTCCTCAAAAATTTTGGAAGAAATGTGAAAGCAACCGGTCTGTACTTTCTTCTGGGAAT -TTTATTGTCTGCACTGTTTCAGAGATATGTACCAGCAGATGCATTTGCTGATCTATTCGGCAGTAACAAA -GGATTCGGTGTACTGATGGCAGCCACCATAGGTGTTCCGCTTTATATGTGCGGAGGAGGAACGATACCGC -TTTTGCGTCAGTGGATTTTTGACGGTATGAGTATGGGATCTGCAGCCGCTTTCATGATTACCGGGCCAGC -CACGAAAATAACCAATTTGGGTGCAGTAAAAATTGTATTGGGTACCCGACGGTTTGTGCTGTATTTATCA -TATATTATAATTTTTGCACTTTTAATTGGATTCTTATTAAACGTTTGAATTCACTCCCTTTTAGTAAACT -GAAAAAAGAGGTTATGACCACCTTGTTGGAGGCATGTAAAATACCCCGCAGATTTTATACCGATTTGCTG -GGTATTGCCATGGGAGGATTAAAAATCAGTGGTCAACTTTTATGTTAATTTACAGGCCGCTAAAGAAACA -TTCAAACTTTGAATGATGGAGAATGAGGTTTTTTCACTACAGGCAAGAGGCGTTGAATGCGTATTAAGAA -AAAATACTTTTCCTTGAAATGCTTAATAGTATTGGAACAACCAACAAGGCCATGGTTCCAAATATAATGT -AAAATACAGAAGAGTTATCTAAAATTAAGCCTCCCAATGCACTTCCTAACACAATACCAAAGTTAAATGT -ACTGGACTGTAGAGAGGTTGCCACATCTTTTCCGGTTTCTACTTGTTTTGTTACCGCAGCTTGGAATATG -GTAACAAGTGCTCCAAAAGAAACACCCCATAATAAAAAGGCAATATGAGAAATAAACATCATTCCTTGAA -AGACTATAAATAAAAGCATTGTCCCTAAAGCTAAAGTTAGTTTGAAAATTATCAAAGAACCCAGGTGTGT -ATCTACGACTTTTCCAGCTATTACTACAGATATTATTGTTCCAATACCAAATAATGTAGATGCTATTTTT -ATTCCCCCATAAAAGTTAAAATAACTGACCAACGGTGCAATATAGGTATACAATCCATAATGTGCCATAA -TTGTAAGCAAGGTCAATATTAAACAAACTACAACACCTTTATTGCGGATAATAAAAAAAGGTGAATTTGT -TTTTGTGCGTTTTTCTCCTTCCACGGATGGTAAATACATCTTCCCTAAAATTGCAATTACAAAAATAACT -GCAGAAAGCACAATAAATACTGTTCTCCACCCGAATTCAGTGCCTATTGTCGTCATTATGGGCAAGCCAA -TGCCCAGTCCAAATGTACTGCCGGACATTGTTACGGCAATTGCCCTTCCGTGTAAGTGTGGAGGCACAAG -ACGCATTGCATAGGCGGAAACCATTGGCCATAAAACCCCGGCGGCGATACCACCTGCAAGTCTAGAAGCA -GCTGTAATGTAATACGATGAAGTCAAAGCTATTATTAAATTTGAAACTCCAAATATAAGCATCAATATAA -GTAAAAGCCTTTTTCTATTCATTTCTATAGTCCAAGTGATTAATGGAATAGTCCCAACCGCCGAAGCAAT -GGCATAAACGCTTACAAGTAAACCTATTTGTGCATAAGATACATCAAGCCCTCCACTCATTTGGGGAAGT -ATTCCTGATGGGACTAATTCTGATAGTATACCCATGAAAGTGACACTTGACATTATTAATAAAATCAACC -ATGGAAAATTTTTTTCTTGGCTCATGTTGCCTCCTTCTCCGCAGCTATTAATTATGCGGAACTACATTAC -GAACATGTAAATAGTTTAATCCTTCTTCGTTATTTTATTCGATTGAAAAAATATACCATATTCGTTAATC -GTTATTTATTTCAAAAGTTGAATAAAAGCAATAATAATACAAAGACTACTGTCAAATAAAATCATTATAA -TAATTAGATGTAAAAGGAGCTGTCAGAATTATGAAGAAATTTACAAATGCGATTATTTATGGTTATAAAG -ATGCAAATGAGATTTTAGTAGAAAAAGGAGTTATCAAGGAGATTGGTAGAGAACTTGGCTCAGCTGATGA -AGTTATTGATTTGGGTGGGAAACTGGTTATTGCACCCTATGTAGATCCTCATCTACATTTAGATTATGTC -TACACATTATCTGAGCTTGGGCAAAAAGGTGCTGGTTCAGGAACGCTTTATGAAGCAATTGAAATATGGC -CAAAATTCAAAGAGAAGTTAACTGTAAATAGCGTTAAAAAACTTGCACTTAAGGGAATTAAAGATGAGGT -TTCCCAAGGAGTACAACACATCCGTGCACAAACAGACGTTACAGATCCAAATTTTACGGCTCTAAAAGCG -ATGTTGGAACTCCGAGAAGAATTAAAGAATATCGTTGAAATCCAAATCGTAGCATTCCCTCAACAAGGAA -TGTACACTTATAAGGGTGGACGTGATTTAGTAGAAGAAGCTCTGAAGATGGGTGCCGATGTTGTTGGAGG -AATTCCGCATTATGAGCCGGCTAGAGAATTTGGTGAAAAATCCGTTCACGACATAGTTGAACTTGCTTTG -AAATACAATAAGCTTATAGACGTTCACTGTGATGAGACAGATGACCCGCAATCACGTTTTGTTGAGCTGT -TAAATGCACTTGTTCTTATGGAGGATTACGGTACAAAAACTACTGCGAGTCATACTTGCTCATTTGGTTC -AGCAGATGATTCATATGCATATAGAATGATAGACTTGTTCAAAAAGAGCAATATGAACTTCATATCTTGT -CCAACTGAAAATGCATATCTTCAAGGCCGTCATGATTCATATCCTAAACGCCGTGGTCTTACAAGGGTAA -AAGAATTCATGGAAAATGAAATTAATATTGCATTTGCACAAGATTCAATCAATGATCCTTGGTATCCAAT -GGGTAATGGTAATATGATGAATATTCTTGACAATGGTATTCATTTAGCACAAATCATGTCACCAGAACAT -ATTGAAAAAGATTTAGATTTAATCACCTCCAATGGAGCTCAATGCTTAAATATCCAAGATAGATATGGAT -TGGATGTAGGTAAAGATGCAAACTTCATCGTTGTTGACGGAGACAGTCCATTCGATGTAATAAGAAATCG -TGCTGGTGTTCTTGCTTCCATTAGAAAGGGAGAATATCTATTTAAACAAAATCCAGTAGAATATGAGGTT -AAGCTTGATTTAGGCGTAAAATATTAATGTAAATACTGACACCCTAAAATAAAGCCATGGCAAATAAAGA -TTACGGAAAATGAAGTTATTAAACAATTAAAAGCACTTTCAAATATAAAACCAACAGGGATTATTAGTGC -ATCTACTAATTTCTCGGAAGGAAGAATGGAAGAAAAGGATGAGTCCATCTTCAGGATATAAGCAGTTCCT -GGCCCTGAAATTTTGTGGAACAAGAGTCCAGATACGGAAAATCCAAAGTATCGAAGCGAAATCTGGATTC -CAGTAAAGAAAAAAGACTATTAATTGCATCAATGTTTATGATTGAGGGTGCTCCTAGTTAGAGTGCCTTT -TTTCGTAAACAATACGAGGGAGGGTTGATATATTCCCGTCTACCGATAGCCCCAAAAATAACAAAGGCTT -ATAAATAAAGGGTTTCCAACAATTTTAAATTCATTTGCCATCTGAGAGTTGTATAAACTTGTTGGAAATT -CTATTTTTGCTATTTATGTAAACCTGTTAAATTCTGATAGTACCTTTTGTTCAGGGGCTATTATTTCTAG -CTAAGATGTGTTATTATACATAAAGATTGTTAAATATATATCATAGCATATGAAGAAAGAGGTAATTAAA -TGGCAAAAGTAGCAATAGTTACGGGTGGATCAAGAGGATTAGGCAGGGCAATGGTTCTACGACTGGGCAA -AATGGGTTATAACGTTGTAATGAACTATGTTAGTGATTCAAGTGGAAAAGAATGTGAAAAGAACCTAGAA -GAACTAAGAAAAATGGGTGTTGATGGTATTTATATTCAAGCAGATGCCTCTACCTATGAAGGTTGTGAAA -CAGTTGTAAAGGCAGCTGTCGAAAAATTTGGTGATAAAATTGATGTTCTAGTGAACAATGCGGGCGTAAG -TAATAATGCAGAATTTTATAAACAAGACCATGCAGATTATGAATGGCTCATTAGGGTAAACTTGTTATCT -GTCATGCACATGACACGTCTTGTACTGCCATACATGGTAGAAGCTAAAAAAGGAAATATCATTAATATCT -CATCTATTGGTGGTTTAATGGGCGTTATTAACCAAGCTGATTATTGTGCAACAAAATCAGGAATTATAGG -ATTTACACGTGCATTAGCTCTTGAATATGCTAGTAGAAACATTCGTGTAAATGCAATTTGTCCAGGAATG -ATCGATACAGATATCTTAAAGGGCGTAAACCAAGATGAATTAAATGCACTTGCAGCTACCATTCCTTTGG -GAAAAATTGGTGACCCAGAATGCATTGCCGGATCAATGCAATACTTAATTGAAAACGACTACACAACAGG -AGTCTATCTAACTCCTAACGGAGGAATTCACATGCCTTAAACTTATGTGTGGCATGTACATCAATGGAAT -ATAAACTCCAAGGACTATTATAAACGTACCTTGGAGTTTTTTTTTCTTAGAAGCATACAAAGAATATAAG -GCAATGTATCTTAAATAAATTTGCCTTCTAGAAGAAGGATAGGAAGCCTTAAAATGTTGTCCTTCTTTAA -GGAACCACTAGGTCTTAGCACCATCATTTTTGTCGGTGAAGGCAACAGAGACATGCGTGAGAACTGAACA -TACTAGAATCCGCTGCAAATCAAGTTTGAGAAATAAGTTATAGGAATGTGCTAAAATTTGAGGACATGAG -AATGGTAATTTTCACGTCCTTTTTTATTTGTAATACAGCGGAAATGAGAATATACTGTGAAAAATAAAAA -TGTGTACTTTACAACTCCATAACAAAACTTTGATAATATTGTTGAAATAAGGAGGTGGATCAATATGGCA -TCTATTTTAATCGTTGAGGACGAAACGGTAATCAATGAGCTAGTTAAAAGGAACCTGCAGCTCGTAGGGC -ATCAGTGTACCTCAATTTTTGACGGAAAAACCGCTGTTTTTGAAATACAACGCCAATGTTACGATCTGAT -AATATTAGATATTATGCTACCTGGACTCGACGGGTTTGAAGTGATAAAGCAATCTAGTGAAACTCCCACG -ATTTTCCTGACTGCGAAAAGCAGTCTGGCCTATCGAATAGATTAAGGCGGGCCCTGACGCCTCCCTTGAC -GAAAGCAAATATGAAGTTGCAGCGAAAAAACTGGCAGAAAAATATAATATCGTTCACAGCGACATTGAAT -CAATAAATTGCACCGGACAGGGAGCCAGCTTCTCAATGAATGCTATCGGTACTTACGGTGACCCTGAGAT -CAGTTTTGAGATCCATGGTAAAAACGGCGAAGTGGCACTCATGACAATTTCCCGGTATGATCAGGTGTTG -AAGGGCGTTGCGTATAATGGGCAATATAAATATCATTTGTTGAGGATTGAGGAAATGGAAAAGGAAGCAC -AGACCAAAGCGAAAGCAGATCAAAAAGAAGCAGCCACTGCGAGTGGAAATTAGGCTCCTTCTTTAATAAT -AACATCAGACAATTAAAGAACATACTGAAAATGGGCTTGAGATAATTCTAAACTCACCGAGGCTGCTTTG -AAAAGTAGCCTGGTGAGTTTATTTCATAGATGAAATAGATAAAAATCATAAGCTAGAAATGAAGGTAAAT -AGCTTTGAAATTGTTGCTATTTATATATTTAGTTTATAATACTTTACTGGCAAGGAACTATCAGTTATTC -ACACCATCATTTTTGCCGATTCAAGGCACGTAGAAACCGTAGTAGGGCTATGACGAGTAGATTCGTAAAA -GTGGTGGAGTTTAGCTATATAGGAGAGTTTTATTCGTTAAATAGAGAGAACAAATGTTAAGGCAAGCGAA -GTACAATGAATGAGGTTACGGTTTGTGTGGTCTTCGACGTAACTTAAGTAAAATACAGGATTTATAAGCG -TTTTATAAAATTAAGACACCCGTCACGGAGTGTCCTTTTGTTTAAGAGAATGTGTGTAATACTGTGAAAC -TTCTTAGATATTAGCACCGAAAGCCATAATACACACCAAGAATCCCTAATTTCCTTCAATTCTTTAATGA -TTGCTAAGCAACTCCATCCATCGAGAATGGTGGATATAACCATTGGTTGAATGTGTCCTGTGACGGTTAT -AGAACAACTCTATATATTTAAAAACAGCTTTTTTGCCTCATCACGGGTATTAAAAGTAATTCTTTATTTT -TTCTTTATTTTATTTCCATCAGAACTATATTTTTTATAGGTATAGTAGTTAATGAAAACAAAACTAGGAG -GAGTAACAATGAAGAAATTAAAAGAAATAATATTAAAATACCCATTTATTTCATCAATTATAATAGTGGG -GGTGGCAATTGCTATAACATATATCCCTTTACCATCAATGTTATCACAAAATATGGAGATCCAGTTGGCG -GACTACTTGTCAGGAATTATTGAACAGATAGCAGTAAGTATTTTTTTGGTCATTGGATTAAAAAAGTTAG -GATTATATGAGAGAGCTGGGTTTTCATTAAGAATAAAAAGTATGTGGCTAGTATGGCCTATTTTACTATT -TATTCTGTTAAATGCTTCGGATATGTTAACTGGAGAGATTAAAATTGATACAACAAGACCACTTGTTATA -TTGGCTTATTTGATGGTGTATTTATCAACAGGTTTTTTTGAAGAAATATTGTGCCGTGGATTAGTATATT -CACTTTTAATTAACAAGTGGGGAAGAAAAAGAAGTGGGTGTTATCTGGCAATGATCCTATCTAGCGTATC -GTTTGGAATGGTTCATTTTATTCATTACTTTTTAGGTGATGCATCATTGATAGCCACAATTGCGCAGGCA -ATATATGCTACATTTATAGGAGTATTCTTTGTAGCTTGCGTAGTAAGAAATCATAGTATTTATCCAGCTA -TTATCTTGCATGGGATAGTAGATATTGCAGGAAGTCTAAGACAAATTGCAGTAGGTGGCGGAATTAACAA -AGGGTATATTACTATGCCATTAGAATGGGCAGTAGTTTATGTTATAATAGCATTACCATTATTCTTATAT -GGACTGTTTATTGTAAGAAAAGAATATCGAAATGGTATAATTAAAAGTGGACAAGTAATGAATTATTTGG -AAGTGGTGGAAGATTGGGTATGATGCAAAAGAATATGTTAGTAGTTGATGATGATGAAGATATCAGAGAA -ATGATTGGTACTTATTTTACCAGAGAAGGGTATAAAGTTTGTTTTGCTAGTGATGGGAAAGAAGGATTAG -AGCTAGCAAAACAAAATAACTATGCTATTATTCTTTTGGATGTAATGATGCCGCAGATGGATGGTTATAC -TATGCTGGCAAATCTGAGGTTATTTAGTGATACGCCAGTCATACTATTAACAGCAAAGGGAGAGCAAATG -TCTAAAGTAAAAGGATTTACTAAAGGTTGTGATGATTACCTTGTAAAGCCCTTTGATTTTGCTGAATTAT -CTTTACGTATACAAGCTATCTTAAAACGTGTAAATGATGTCGTCATAAAAGAAGAACCCAATATTCTCAT -AGTAAAAGACTTAAAAATAGATTTAGAAGGGCATAGTGTTAAGAAAAATGGAATAGAATTGGAGCTTACT -TCAAAGGAATATAAAATTCTCCGAATTTTAGCATCTAATAGAGGAAGGGTATATTCAACAAAAATGCTAT -ATGAAATAATTTGGAAAGAACCATTTCTAGAGAATGATAACAGTGTTATTACTCATATGAGAAATTTAAG -AGATAAAATTGGTGATAAAGTAAAAGATAGCAGATATATTAGGACTATCTGGGGAACGGGATATAAGATT -GAAAAAGAAGATTAGGTTACGTGTGGAATTGGTTTTTATAATGTTGTTATCGCTGATAATTGCATTTACA -GTAGCAATTCTTATAAGAAATATTGGATTTGAATTTCATAAGGAATCAAAAGAAAAACGAATCAGTCAAC -GATATGAAGAATGCATTATAGAATTAGAAGATAAGTTATTAAAAGTTGATATGAAAGATGTAAATAAGAT -AAATGCTATTTTAGAGGAAAATTATAGCCAATTGGTAGGATATGAGTTCTATGTAGTTGATGAAAATGGA -AGGGTTATTAGCAGTAGTACACCTGCCATGTTAGAAATAGATAAAGTACGTATAATAGATGGGGCAAGGG -ATTACCAGATATCAAAATCAGATGCTAATGTATTTAAAATTACAGGATGTGATAGTATCAAAAATGGGTA -CTATTTATATTATACTTATCTATATTTTGATGAGAATGACACAAGGATGGTAGCAGGAGCATTAATTGGA -GCGGTAATTTGCTTTTTTTTCCTCATATGGGGTAGAATATCATACATTTCAACCATTCGTTTATCTGTAG -ATAAGATGACTCAGGGGGATTTGAGTGAAAAAGTACCTTGTTGTTACAAGAATGAATTGAGAGGATTGGC -AGAAGATATAAATAAAATGGCAGAAGCTCTGGAAAATGAGGAGCAGAAAAAGAATGAATTTCTGACTAAT -ATTTCTCATGATATTAGAACACCATTAACTACTATTCTTGGCTATCTTAATATGATTAAGAATAAAAACT -ATGATTCAGAGGAAGCGTTACAAGGTTATATACGGATTATGGAACGTAAGGGAAAGTTCCTTGCATCTAT -GTTGGAGGATTTTTTTCAGTATTCCAAGCTGGCGTCTCATGATATATCCATAAAATATACAAAACTGGAT -TTAAATGAATTATTACGTCAAATGAAAGAAGATGAGGAAGAAGAATTCTTGGCAAAAGAATTGAAATTAG -AATTGCAATTATATCCCGAAGTAATCTACTGTATGGGAGATCCAGAGTTATTAGCTAGGGTGGTAGGAAA -TTTGTTATCTAATTCAATAAAATATTCCCAAATGAATACATCAGTTCTTATGAAAAGCAGCATCGAGAAG -GTTAATTACATAAATTATGGTGTGTTTTCAATCAGCAATGTTCCACAGGAATCTATATCAGAAGAAGAAG -TATCACGACTTTTTGAGCGACTATATAAGAGAGATAATGCAAGAAAAGAAGAAGGAAGTGGCTTGGGATT -ATCAATAGCAAATAATATAATAAAATTGCATGGTGGTAAAATCGAAGGACATTTCGTGGAAGAACGATTA -ATATTTAAAGTATATGTTAGGATGCAGAAGCTTTAGTGGATTCAAGGTTATAGTGCATTGAAAAATAATG -AGTTAATTTTATAGGTAAAGTAGTTAATATGTTGAGGATTAATATGGGGTGGAATTTATTGGTATATATC -AAAGGTCATGAATCGTCTCCATTAAAAATGGACTCAACGATACCGGAATTGGGATCAGGTCATGAGTCAA -TTAATGATTATGATATTATGGGAGACTGGATAACTACATTTAAATCATAGAACCAAGCCCCACCGCCCTG -AAGGGCTCGTCCTCATATTGCCTGACGGGCTAGGCCCTCAAAATACAGGGATAGCATAGAAATATCATTA -TTAAAAATTATTGCCAGATTTAATCTATTATAGTGTCCTGAACGGTACTTGGGTTGACACTCCTCTGGGA -AATATTAAGTTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGGTC -TGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCAGGATCATTCAGGAG -CTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTTTTCCCC -TGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTGCATTTGTTCAACTGATT -TATACATTGTCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTCGCATAT -ACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAATAACTCA -TACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCGGTATCA -TATGATTCTCAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTTACTGGTACCTTGGCTGT -ATATAATTTTGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGATATATACGTCCAACACCT -TTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCTCGTCTA -TGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCTTC -CTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGCCAGATT -GATCTTACCCCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCGT -ATGCCGGCTTTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATACA -AGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATATCATAG -AAGTGCTGTCTGCTGACTCCATGAATTTTACATGCTTCACTTACGTTTTGAAGATATTCGGCCAACTCAA -TCAGGCTCATTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAATTTAAT -TATTGTCCAGAGGAGATATTGCCCAACATTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAGCAATTA -TAGTACATAGAAACAGAACGCTCTGGCAATAATTTAAAATATATTATTAAAATTTTTGAGAGTTAATACT -TTGGAAATACTTAGCCATCATTGAGTTTGAAAGGCTTCATACACAAAATTATTTACAGTCCCCTTTCGTG -CTTAGCTTATTTATATTTCCTTATTGAAAAAGCTATATTCTACACAGGGAAAGATGATATAGTACCAAGC -AGATACATTTTAATCATTGCAAAGTCGATGGAGTCAACTTGTCCGTTTCTATCCACATCTGCATTTTTAA -GAGCATCTCCCGTAAGCGGTGCTACATTAAGCATATGCATTTTTAAGAGTGCATAATCTGTTGCGTCAAC -TGAACCATCACTATTCAAATCACCCAAGGTTTGAATAGGTTCTATATCTTGAAACAAATCCGGTAATATG -TTATAAATGTACTGATTAATCCAATTCCATGCATGTGTACCACCATTCGCAACCATAAAATAGAAATTTC -CGTTTTTAACATCGGATGAATATATGAAAGTATTTGTGTATTTTTTCATTGCTTCTATCTGTGGCTTCAT -ATTAGGATATGCAATATCGCCATCGCCTGTAGCACAGAACAGTTTGTAGTCTTGAGGTGCTTTATAACCG -GATTTCTTTACAACATCTGCCAGATACTGTGCTGTTTCTCCAGGTTTACTGCTTCCTGCTGTTGAACCTA -ATGCCCAACAGTCACCGCTTAAAGGCATAAAATATTTAACATAGTCAAGGCAGTTAATAAATGTGTACCA -TGTACATACCGAACCCATTGAGAATCCGCCAAATGCCCTGTGATCTCTGGAGGCCTTCATGTCCGCAGCA -CTATTTGATTTTAAATATGTATTATATTTGGTTTCAACTAATGGAATAACTGAAGTAGTTAATTCCTGGG -GGAAACCTGCAACATCATTATTACCTTTGTAAAATGATGGTGTAACAACTATAACCGGTTTAATATCTCC -CTTTGCAATCATATTATCAATTATTACTTTTAATTCCTTGTTCTGACCTGGTCCGCCGAATAATAAATTC -TCATCTTCGCCGCCACCGTGCATCAGATATACAACGTTATACTTTTTAGAAGTATCAGACTGGCTATATC -CGTTAGGAAGATAGACGTTAAAATACTTAGTATCGTTACCCCATCTGTAACTTAACCTTTCAATAGTGCC -TTGCTTTGAACTATTCATTTTGTACTCATAAGGAAGTGGTTTGAAAACTTTCTCGCTAGCATCAGCAGCA -GATACCGATGTATTAGTAGCAGCCACCAGACTCAGAGTCAGAATACCCGACAGAATAAAACACAAGCTCT -TTTTAAAACCTTTTTTGCAAAACATGATACATCCTCCTTTAAAATTTAAATAAATTATTACTTCCAACCC -CTTATTACCAAGGCACAGTATAAATATATTTATTTGTGCCCTTCATTTGTAGATGATTAAAAAAAACCCG -GACAAAAATGAAAAAATATTATAATCATTATACAATATTTTGTAAAAACATGCACCAAGAATTTACATTA -TATCAATCTACAGGAAATAACAAAAGTTTCCCAGAAGGAATAAAAAGATAATCCTCAATATGGATTCAAC -AGCAGAAATAAAGGATAATAGAACATTTGTACCTGTAAAATACATAGCTGAAGCTGTTGGAGCTGATGTT -CTTTTTGATATATTTTAGAAAGCCATCATGATGCAGGTAGATTGATAAATGTATTTGACCGATTGGTGCA -ACATGGCAATAGTGTTATTGTAATAATATAAGAAGTAATAACGACTTATAAATTATGTGTACGTTTAGTG -CACTTTTTATCAAAAAGCCGACAATAATATCTGTAAACTGTAAAAAAGAATACTTTTATAATATAATGTT -AAAAGACAGTCTTAAAAAAGAGATGTAAGGAGATTAACTTAAATATGGGTTTTACATTAATATTAGCAGA -AAAACCTTCGGTAGCAAGAGATTTGGCAAAAGTCCTGAACTGCGGGCAAAATGCCAATGGCTATATAATG -GGAAAAAAATATATCGTAACCTGGGCCTTGGGACATCTTGTTACCCTTGCAGACCCTGAAGCTTACGGCA -ACAAGTACAAGACATGGAATCTGGAAGACCTGCCAATGCTGCCAAACAAAATGGAACTGGTAGTAATAAA -GCAGACTGCAAAACAGTACGGAGTAGTCAGAGGTCTTTTGAACAGGGCCGATGTGGACGAGCTTGTAATA -GCCACTGATTCCGGGCGTGAAGGTGAGCTTGTAGCCAGATGGATTATAATGAAGGCAGGATTTAAAAAGC -CGATAAAGCGTCTATGGATTTCATCCCAGACGGACAAGGCCATAAAGGAAGGGTTTGCAAAATTAAGGCC -TTCCAAGGAATACGACAACCTATACTATTCGGCACAGAGCAGGGCAGAAGCCGACTGGCTCATTGGTCTT -AATGTCACAAGGGCATTGACCTGCAAATACAATGCTCAGCTATCAGCAGGGAGAGTACAGACACCTACAC -TTGCCATGATTGTAGAAAGAGAAGAGGAAATTCGTAAATTCAGGCCCAAGGACTATTGGACAATTTCCGC -ACAGTTTAACGGATTTACGGTACAGTGGCAGGATAGCAGAAACAATCAGACCAGAACTTTCAACAAAGAA -GAGGCGGACGGAATAGTAGCTAAAATAACAGGACAGATGGGTGAAGTAGTTGAGGTAAAAAAAGAAACTA -AGAAAGAATTGCCTCCATTGGCTTACGACCTGACAGAGCTGCAAAGAGATGCAAACAAAAAATTCTCATA -TTCAGCAAAACAAACCCTTAACATAATGCAGCGTCTTTATGAATCACACAAGCTGGTTACGTATCCAAGA -ACAGATTCAAGGTACATAACGGATGACATTGTACCTACCTTGAACGAACGCTTGAAAAGCATAGCGGTGG -GCCCTTATGCAAAGCTTGTACAGGGAGTTATGAGAAACAAACCAAGTGTTACAAAAAGGTTTGTGGATAA -CAGCAAGGTTACAGACCACCATGCCATAATACCAACAGAACAATTTGTGGACTTATTCTCACTGAATTCA -GAAGAGAGAAATATATATGACCTTATAGTAAAAAGATTTATTGCAGTACTAAGCAAGCCGTTTGAATATG -AGCAGACTACAGTAAAGCTTGATATAGCAGGAGAAAGTTTTTATGCAAAAGGGAAAATTGTCAAATCATC -GGGCTGGAAAACAGTCTATGACGGTTTTGGAAAACTTGATGAAGACGATGAAGATGATAATGACCAGTCA -CTGCCGGATATCCAGAAGGGCCATAAGGCAAAAGTTGTCGGACCTAAATCAATAAACGGAAAAACAAAGC -CACCCGCAAGGTATACTGAGGCCACTTTACTTTCTGCAATGGAGCATCCGGGGAAATTTGTTGACAACAA -AGCGTTAAAGGAAGCCTTAGAAAGCACCAGCGGACTTGGCACACCAGCTACAAGAGCAGATATAATAGAA -AAGCTTTTTAATACGTTTTATATAGAAAGAAAGGGTAAGGAAATTTACCCTACCTCAAAGGGAACTCAAC -TTATTTCACTGGTTCCTACTGATTTGAAATCTCCTGAACTTACTGCAAAGTGGGAGCAGCAGCTTACCCT -TATAAGTAAAGGTAAAGTCAATTCAAATGTGTTTGTAAATGATATGAAAAAATATGCAAGAAAATTAGTG -GGAGCGGTTATAGCAAGTTCGGAACAGTTCAAACATGATAACGTAACCCGGGAAAAGTGTCCCGAATGTG -GGAAATACCTTCTGGAAGTAAACGGTAAAAAAGGCAAAATGCATATCTGTCCTGACAGAGAATGTGGCTA -CAGAAAGTCTGTAACCGTAATATCAAATGCCAGATGCCCTGAATGTCACAAGAAAATGGAAATCAGAGGA -GAGGGAGAAAATAAGTCATTTTACTGTTCATGCGGTTATAGGGAGAAGTTGGACGCTTTTAAGAAACGTA -AAGGTCAACAGGTTGATAAAAGGGAGGTTGCCAAATTCATGAGGCAGCAGGAAAAGGACGAAAACATAAA -CTCTGCACTTGCTGATGCATTGGCAAAGTGGAAAAATAATTGACACCCAAACCTGATTTGTTGTATTATC -ATTATAATTTATATAGGTTAACTAGGATTAATATTTCAGGAGGTTATCATGAGCGTATTTGACAAACTTG -ATTTTCTAAAAACAAACATAAAAGCATTGGGAAGTGCTGCCGTAGCTTTTTCGGGCGGAGTGGACTCTTC -CCTTTTATTAAAGGTTGCATATGATGTACTGGGGAACGGTGTTGTGGCAGTGACAGCACATTCTTCTACA -TATCCTGAAAGAGAGATGAATGAAGCAAAGGAATTTACGGCAAACTATGGCATAAAACATAGAATAATAG -ATTCGGACGAGCTGGAAGTTAAAGGTTTTTCGGATAATCCCGTAAACCGCTGTTATTTATGTAAAAATGA -GCTGTATGATAAAATCCAGTTAGTTGCAAAAGAAGAAAATGTAAAATATATTCTGGAAGGCTCCAACCAT -GATGATCTTGGGGACTACAGACCCGGCTTTCAGGCTGTTAGCGAACATGGCGTCCTCAGCCCTTTAAAGG -ATGCACTGCTTACAAAAGACGAAATACGTTTTCTTTCAAAGGAGATGGGTCTTAAAAGCTGGGACAAACC -TGCATTTGCGTGCCTGTCCTCAAGATTTCCATACGGAGAGAAAATTACTCATCAAAGGCTCAGGATGATT -GACAGGGCGGAGCAGCTATTATTAGACTTGGGCTTTAAGCAGGTAAGAGTGAGATTTCATGGAGATATAG -CTAGAATTGAAGTTGGTCAGGAGCAATTCTTAAAATTTACTGATAATGAAATTAGAGAAAAAGTTTATTC -AGAATTTAAAAAAATAGGATTTATGTATACTGCTCTGGATTTAAAGGGCTATAGAACGGGCAGCATGAAC -GAAGGATTAACGTTGTAAAGAAACAATATGGTTATACTGCTGCAATAATTTGGTTATCACAACAGGATAT -TTGCAGCAGTAAATCATTTTATGGAAACAATTTATTACTAAATATAATACATATAGGAATCGTCATCCGG -ATTTCTTTCAGCTTCAAAAACAAGATCCCTGAGAGTTGTATTTTTTAAAACTTCACAAATTGATTCATCC -AGCTTGTCCCAAACCAAGGAACTTATTGATTTTTCAATTCCTTCTGCCTGAGCAGAAACTGAACGTTCAG -TCTTTTCAAACAGACTTAATTCAACTGCTTGCAAAATATCATATGCAGTAATCCTTTCGGAGGATTTTGC -TAGATGATATCCGCCCTGTGAACCCTTGACAGAGTTAACAAGCTTTGACCTTTTCAAAAGCGAAAAAACC -TGTTCAAGATATATCTTAGAAATTCCCAATTTTTCTGAAATGCTTATTACAGTTACAAAATCACCGTTTC -TGCCCAATTGAGCAACACATATCATAGCTGCTATCCCGTACCTGCCCTTTGACGAAATTCGCATAGATTC -CTCCTATTTCATACTAATTATATATGTTTTATTGAACCACATACTTATTAATGTGTCAACATTTTAGATT -TGTTATTCAGGACATACACAATACATTAGCTGGAAAGACATATGCTAATGTTCTTGCTATCCGCAAGGGA -GATGGGAACAGAGAGGACATAAAAGCGAAAATGTCAAGAAGTTTATAGAGGAAGAGTGCAAAGGAGCAGT -TGTTCCTTTTATTCTAAATTTGAAATAGAGGTATAATCAAGGGGTTGTCGCAAAATTAATTTTTATCTTT -CTTAACCTGTACTTAGGAGTATAAATTGTATCAATGGAAGCTTGGTTAAAGATATTTGCAGATTTAATAA -TACTTTAGTTCAGTCGTAGCTAAAAAATATAATCTACACTTATCATCTTTAGTTGAAGGTTTTCCATTTT -CAGTGATAGTAGATTCCATCTCAGACTGTTTATTAGTATCTCACATATTCTTATTGAAACAATTATCGGT -ATGATTTAAGGGGGATGTGATATTTAAAGTATCGACCGCCTCATTACTTACCATTATTACCATTATCTGT -TTGACGAACTCTGCTATATAATATAATAATAAAATAACATCAAGTAATTATTACTCAAACATTTGATGCA -AGATGGAAATATATGATGTAAAAAAAATATTCTGCGAAGGATTTTTATGCCAATTACGACTATCCTTTTG -AATGTCTAAGACAAAGGATTCGAATTTTTGAGGTCTGCTGTCAGGACGAGAATAATTATGGATAATAGGG -GAGGTTTGCCTATATGAAAACGATTAAGAGTATTACGTTTCTGCTTGTCTTAACAATGTTTTTTACACTT -GCTCTTGCCGCCTGCGGAGAGTCCGATACTGTTTCATACTATATAATTTCGGATAAGCAATACACCGAAA -AGGCCGATTTGGAAAACGCCGCACAGCCGGAACAATTAACTGCGGGGCAGGATGTTTACGCCAGTGTATA -TTTTATCGAGTCCCCAAAGGGGATGGAGTATACCGCAAAATGGTCCATTAACGGGAATGTAGTTAAAACC -GATAAACAAAAAATGCACACCGATAAAAGTGGCATGATTGTTTTTTCTCTGGAAGGGGATAAGGTCATAG -CAGGAACACTTAAATTTGAAATAAGTTATGGCGGTCATACTCTGGCTTCAAAGGAGCTTGTTATTGCCGA -GGAATGAGGATAGTCTGATGAATAAGGCGGAAAATCGCAAGGAAGAAAAGTTCATCTCACTGTATCAGGC -TTTCGTTGACGATATTTATCGGTATATTTTCCTACGCACAGGATTGGATACCACGCTGGCTGAAGATATG -ACACAAGAGATATTTCTTAACGTGTTTAAAGGTATGGACGAGTTTAAAGGGCTGTGTTCGAACAGAACGT -GGGTATTTAGAATTGCTAAAAATAGGCTCTTCGACTTCTATCGAAAGCAGTACCGACAAAAGATTGAGTT -TGCTGACATCGACGATCCGCTTACCGAGGGTCTGAGTGATCCTGAGCAGGATACAGAAAAGCTTATGGAG -TCGGCTCTTGAAAGTCAAATGGTCTGTGACTGCCTAAACAACATTCCCGGACATTACAGGATTACACTAA -TGATGAAATATGTTGACGGCAAAAGTGTCAAACAGATCGCTGAACTTACGGATAAGTCACCAAAAGCTAT -AGAAAGCTTGCTTCATAGATCAAAAAATGCTTTCATCAAAGAATACCGATTACTCCGAAAGAAGGAGGGA -TTTGAGCTGTGAAAAAAGACAAAAAGGTTTACACTATATTGGAAAATTCTGCACTGCCAACAAAGCAGCA -GAAGGAAAAAATCCTTGATCAGATTCTGTTTGAGTACCGCAAAATTTACGTTTCACCCGCCGAGAAATTA -TTAAAGCTGATTATCGTATACCCTTGGCGTTTTGCCTTCAGTTTTTCCACATTACAGGCAGTGATATGTA -CTATGATCTGGGGAACAGGATATACAAACATGATACTCAGAGTCTTTGGAGGTTAAGAAAATGAATTCCT -TTTTTGAGATATTAAATCATCCAATGGAAGCATTTCGGAATAAAAATAAGGCTGCAACATGGCTCCTTGT -TGTTTTTACCATAATAATCGACACAGTCTTTATTCCGCTTATGGACTGGTTTGCCGATGCTCAGCACCCA -ACTCCTAGCATTTACATGATACTGCGCACTACCTTATGGGGGTGTGTCAGCTATCTTGCGATATGTGTTG -TGTTTTGGGCCATTTGCAAATACTTAGGCAGCAAAACACGGCTTAAAACTTACATTCAGACATGGGGTCT -GACCTTTTTCCCCACTCTGCTTTGTTCCTTTGCTGTTGCTTTCAGCGAGACCTTTTTTACTGTTTTCTGG -AACAACAGTATCTGGGGTATTCTGTTGAGTATAGTATTTATCGGTATACTCATATGGAAAACGATTCTGT -ACGTGATTTTTTTGAGAGAAGTGGCGGGTCTGAAGGGTAATAGAATTATCGGAGCATTTGTCGTGATTGG -AATCATGATTATTGCACTGGCACTGTTCAACGGATATGTCGGGCTGAAAACACCCATCCTGTAAAAATGT -ATATACTATATTAATCCACCGATTATGGGATGCTATGGAATTGCATATCTGTTGTTTGTGCGTTGATGAT -AAGCAAGTACTAAAGAAAAAGTTAATAATTTGTTAATTGCTTTTTATTATTTTAACGTTAAAAACCTTCC -GTGATTAGTGGCCCTAGGTGTACATTACAATTACTCCTTCTTACAAAAGGCTTACCTCTAATTAATGTTT -ACTTAATATTTTATTTGTAAACTATAAATAAATATTAACAGTTGGAGGTACGACATGATTAAAAAAGCAT -TGTCTAGTAAGAGATTATTCACAGGTTTACTATGTTTAACAATGGCAATGGTATTGGCGTTGGGGACAGC -TTTTTCATCCGCTAATGAGTCAAATTCAGGCATGCAAAATCGAGCGGTGGCATCAAGTACAGCAGAAGCT -GCACTAAAAGCAACAGCAACTACAACAAAGACTCCAAAGTACATATTTATGTTTATCGGGGACGGTATGG -CAGCAGCTCAAGTAAACTTAGCTCAAATTTACAAGGGAAACAATAAACATAATCAAATATCCTTAAAAGA -ACTTAGCTTTCAGGATTTTGAGGCAGTGGGATATCAAACAACTCATGATGCAACATCTTTTGCTCCGGAT -TCCGCATCTACTGCAACCTCGTTGTCATCAGGATTTAAAACCTGGAGTGGAACTATTGGATTGAAGCCGG -TAGGAAATAAATCAGGTAATAAACCAGAAAATGTTAATAGCTCTAATATTCCTCAAACTATAGCTGAAAG -ACTAAAAGCAGAGAAGGGTATGAAGGTTGGAATCATATCAACCGTAACAATTAATCATGCTACACCGGCA -GCTTTTTATGCACATGTACCTTCAAGGAATGATTATTATGATATAGCTATGCAAATGGCTAAATCAAACT -TTGATTATTTTGGTGGTGGTACTATAAACCAACCGACAGGACCAAAAAAGGATCAAAAGGATGCTTACGA -AGTGATGAAACAAAACGGATATACAATAGCAAAAACAAAGAAAGACATTTTAGCCCTTAACAGCAAATCA -GGAAAAGTGTATGCCATAACTCCTGTGGTTCAAGATAGTGGTGCTATGCCGTATGCAATTGATAATAAAG -CAGGCGATTTAACTCTCGCTGATTTTGTTAAGAAGGGCATAGATGTTCTTGATAACGAAAAAGGATTTTT -CATGATGACTGAATCGGGAAAGATTGACTGGGCAGGTCACGCTAACGATGCAAAAGCAAATATCGGTGAT -GTTTTAGCATTTGATAATGCTATCCAGGTAGCTATAAATTTTGCTAATAAGCATCCGGATGAAACATTAA -TAATAGTAACAGGCGACCATGAAACAGGTGGTATGACTATAGGTCAGGCAACAACAGGATATGATACAGC -TTTTGAACTTTTAGATCACCAAAAGATGTCTTATGTTGCATTCGATAATTTGATTAATGAGATGAAAGCC -AAAAATCCAAAGTTATCATTTAACAAAGTACTTTCTGTAATTACTGAGAATTTTGGTCTTGTTAATGAAA -CTACAGGTGATATTAGCCGTAAAGGTGAGCCCAGTTATATGACATTAGAATTGTCAGATAGAGAAATGTC -AAAACTCAAAACTGCTTTTGCTGAAACAATGGCAGAAGAACCTACTGATAATGAAGAAACCGATTTATTA -TACGGTGGTTATAATCCACTTTCAGTAACATTAACTCATATTTTAAATAACAAAGCGGGCATAGGCTGGG -CATCATATTCCCACACAGGAGTTCCAGTGCCGGTATATGCAACAGGTGCAGGAGCAGAGCTGTTCAATGG -TGCATATGAGAACACTGATGTATACAACAAGTTGGTAAAAATTACAGATCTTAAATAAAAGTTTAGTGTA -AATAGAACATACAAGAACAAGGCTGGAAGAGATTTCAGCCTTGTTTTGATAAAAGGAGTACGATCTAAAT -TGAATTGATATTGACATTATGTCTAAATGTTACATAGTAGTTATTATACCTCAAAGGATATATTATTTCT -GATAACCTACATTAGAAATACTAATTTACTGGGATTAAATCTCATCCGAATTAGTATTTCTTTTTTAGTT -TTAATAAAAAAACTAATTGGATAATTTTATTATTACACCCATATATGGTATAATGTAGTTAAAATTAAAA -AAAGACTAAATTTAGTTACATTTTCTGATTACTTATTTATTCGATGTATCGGATATTTAATTCAAACTAA -CAAAAACAAACTCTTGCCATTGTGCCATCTTCCATAGCAGTAGAGAATATCCTGAAAATAAAACCTATGT -TTCAAAAATGAGAAGCAAAGATTCGGACACTGCCGGTTAACCGTGTTCTTTTAAAATCTCATATTTTGAA -TATAAATGAAAACTAATAAGAGTGGAGGTGAATGTTTGATAAAGGCAGGTCTAAAATATTAATCTATTAC -CGGCACAGCATTGTTAAACACAAGGATAGCCTTGCAACCAGCGGTGGAAATATTGAGCTCCGTCTTGACA -GCCTGAAGCCACGCAAGCTTGGGATGATAATTAAAATTCGCTGCTGATGTGTAATTAAGTCATATATGGC -GGTGGGACACAGATTATAGAATTGAGAATCGGTTAGCAAGGGCAGATATGTTATCTGCACAAATACTACT -TTAAAAAAGGAGAGTTGATTTATGAGAAAAAACAGTTTTAAATCGTTAGCAGTGGCACTTTCTGTCTTAC -TGACAGCTTTGATGGTTTGTTCATCTATGGTTAGTGCCGCTACTCCCACAGGTAAAAGGTTAAAAGATGT -TCAAAGCAGGGTTCTGGTAGGAACCGAATTCTCTAGTGGTTTTACTAACATGGATTCCACATTTTTCAAC -ACTGCTACTCCAGAATTTAATCTGGTAACAGCAGAAAATTGTATGAAATGGGATGCTTTAGAACCTTCAC -AAAATAGTTTTAACTGGAACGAAGCAGATAAACTCATGAACTGGGCGAAAACTAACAATTATAAGGTTCA -TGGACATACGTTTGTTTGGCACAATCAAGCTCCAGGTTGGATACAAAATCTTAGTGCCAGTGCTATGGAG -TCTGCCATGAACAATCATATTGACAAGGTAATGGGGCGTTATAAAGGCCAGATTCCTATTTGGGACGTAG -CTAATGAAGTTTTTGAGGAAAACGGAAGCTACAGAAATTCCTTCTGGTATAGAACTATGGGTAAGAGCTT -TATTGAGAAAGCATTTATCCGTGCTCGTGCTGCTGACCCTTCTGCCAAACTGGTATACAACGATTACAAT -CTTGAGTATACCGGACCTAAGTCCAACGCCGCCTATGAGATGCTCAAAGACTTTAAAAGCCGTGGTATAC -CTGTAGATGGTATTGGGTTCCAGATGCACCTAGATATACAATACGCAATCGACTATAATGACTTCGCTAA -GAATATGCAACGTTTTGCAGATTTAGGCCTTGAGATATACATAACTGAGATGGATGTACGTGTATCCAGC -AATACTAATTCGACTGAACTTCAAACTCAAGCAAGCTACTACAAGAATATCATCGAGAAATGTATGGCAC -AGCCTGCTGTAAAGGCTATCCAGTTTTGGGGCTTCACAGATAAATATTCTTGGGTACCCGGAACATTCTC -AGGCAGAGACAATGCTTTACTCTTCGATAAAAACTATAATCCGAAACCAGCTTATTATGCAGTGCAAGCA -GCTCTCGCTACATCTCCTACACCAACAGTAATATATGGTGACCTTGATGGCAGTGGCAGTGTTGATGCTT -TAGATTATTCACTTATGAAGCAATATCTGTTGGGTTCAATAACCAAATTCCCATCTGAAAATGGTTTGGT -TGCTGCAGATGTAAATGCCAGCGGAACAGTAGATGCACTGGATTTCGCTGTTATGAAACAATATCTGATT -GGCCTTATAACCAAATTCCCTGCCCAAGTGTAATTAAAGTTATAAAATATTAATTAGATATGCCAGTTTG -CCACAGCAGACTGGCATATCTGTTTTTGCTGTTTATAAAATTATTATACTTAGGTCTTCCATAAATGAAA -ATTCGACGAAATATGACAAAAAAATGCAAATATGCCTTACTGATGCAAAAAATTCATAAATTTGACAATG -AATAATTATTATTGTATAATTCTTTTTATTAGAAGATAAGAAAATCCCACAAATCATGCAAATTCTTGGA -GGAACAGAATGATTTATGGGATCAACACCAGCAAAAACTTTGGGTTGTTTGCTTTCTTCATTCTATCACC -TTTTTCTAATATTTTAAAGTACTAATTGCTGCTAATCGTTGGTGGGGCACGTTAACAGTATTTTAGAAAA -ACATTGTATGGTCTGTCTGTAACATAGTTAATATATCTATGCGTAAGGGCGAAGCTATGCAGAACAGGCT -TTTATGAGGTGAATCAATATTAGCTGGTGTTGTATATTCATAAGTTGGAAGAGAGATAAAACAGTTACCA -GCTTATTTGAGCCATTTACTCCTTTTATTGAATCAAATTTGTCTGATTAGCAGTATTTCAGATACATTCA -ATAAGCTATTAGTAAATCTAATAATTCTATCAGTATAAAATATCCTGGCACTAAGATGGTAAGGAAGAGA -AAGGTTAGTTTTGCTTGGCAATGTTTCATTGACTATTAAAAAAGTAACAATTGATATTTTAAATAAATGA -GGGATGTTAAGTGATAAAAAAAGTACTTGTGGCCAATAGAGGTGAAATTGCAGTAAGAATTTTCAGAACA -CTACGAGAAATGGAGATTTCTACTGTTGCAGTATATTCCGATGATGACAGGGACAGTATATTTGTTCGAT -ATGCAGATTACAGCTATCCTTTAGAGGGAAATTCTGCAAAAGATACATATATGAATATTGAAAAAATAAT -TAAGATAGCTATAGAAGCAAAAGTTGATGCAATACACCCCGGATACGGTTTTTTATCTGAAAAAGAAGAA -TTCGCAAAAGCTGTTGAAGATGCAGGTCTTATCTTTATTGGGCCCAGTGCCCAAGTCATCAAATTGCTTG -GAAATAAATTTGAAGCTCGAACTATAGCAGAAAGATTAAGTATTCCCTTGATTCCAGGATTAAACAGAGC -TATCAATAACATTGCGGAGGCGGAACAAATTGCTTCTTCAATCGGGTATCCTGTAATGATAAAGCCGGCT -GCAGGTGGCGGCGGAAAGGGCATGTATATTGCAAAAAGTAAAGATGAATTAAAGGATGCCTTTTTCAAAT -CCCAGAGCATGGCTGAATCAATCTTTCATAATGACTCTGTTTTTATTGAGAGATATTACACTGATGTTCA -TCACATTGAGGTTCAACTTTTAGCAGATAAATACGGTAATGTTGTGCATTTAGGTGAGCGTGAATGCTCA -ATTCAAAGAAGATTTCAAAAGATAGTTGAAGAAGCACCCTGCTTGACTATTTCTCAAGAATTAAAAAATG -AAATATTTGAATATGCAGTTTCCATTGCAAAGGAAGTCCATTATACTGGTGCAGGAACTGTGGAATTCTT -GTATAGCAATGGTGAAGTATTCTTTTTGGAATTGAATACAAGAATACAAGTTGAACACGCTGTGACAGAA -ATGGTTACGGATATAGATATTGTAAAAATGCAAGTATTGATTGCAGCAGGCAATGAACTGCCTATAAATC -AGAACGATATAAGTTTTAAGGGTCATGCTATAGAGTGTAGAATTTATTCGGAAGATATAAAAAATGGTTT -TATGCCTTCATCAGGAGCCATAACATATTATCAAGCACCGGATGGCATGGGAATAAGAGTAGATTCAGGA -ATAGCACAGAACTCCTTTATTAGTCATTACTATGATTCTATGATTGCAAAGTTAATAGTTAAAGGAAATA -CAAGACAGGAAGCAATATGCAGGATGAGCAGAGCATTAGATGAGTTTATAATTGAAGGTGTTAAAACAGA -TATTGATTACCTTAAAGCAATAATGAAAGATACTTCATTTATAAATTTAGAGGTAAATACTGATTATTTA -AAAGAAAAACATGAAGATTTAATAATTACAACCGAGAAAACAAAACCCGGTAAAAAGATACATAATCAAC -AAAACTATGAGTATTACAATTATATGTGCAAGCAGAATGAAAAAAGAATAAATTATAAAACTGAAACAAT -GAGCTTAGATTCCAAAGAGAATTTGTTACAACAATTTATTGATGAAATTTCTATGCCTAGCGAACTTTCA -ATTGATGGCTAAATAAATTTTTCGAAAACAATAACAAATGTGGGGGATGTTATGAATATAGAGCAGATAA -AAGAATTGGTTAAGATTGTAAACTCTTCTAACGTTAATATCATAGAGATTAATGAAGGTGATAACAGAAT -AAGAATTGAAATGGAACGACAAAAAATTGAGTCCGTTTCAAAAAGTGAATTACAGCTAAATACTGTTATT -GATAGTAATGAAGTTAATGCTGATTCAGTATCTGTAAACACATCAACAAAGGAGATTAAAGCTCCTTTGG -TTGGAATATTCTATACTGCACCTAGTTCAAAAGATAAGGACTTTGTGGCAACAGGAGACAAAGTTATAAA -GGGACAAGTCGTTTGTATAATTGAAGCCATGAAATTGTTCAATGAGATTGTTGCTGAAGAAGACGGTGAA -ATAGTAGAAATTTGTGCTCAAAACGGTGATGTAGTTGAATTTGGACAGCCAATTTTCAGATATATATAAT -ATTCCCGGAGGTAAATATGTTTAATAAAATACTTATTGCAAACCGTGGTGAAGTAGCTGTTCGAATTATA -CGTGCATGCAAAGAAATGGGAATATCGACAGTAGCAATATTTTCTGAAGCAGATAGGCATGCGTTACATG -TAACACTGGCTGATGAAAGCTATTGTATAGGTCCTGCTCAAACGGGCAAGAGCTATTTAAATATGGTTGC -CATTATAACTGTCGCTATCGCTTGCAATGCTCAGGCGATACATCCCGGTTATGGACTATTATCCGAAAAC -GCAAAATTTGTATCTCTATGTGAGAAGTGTAACATTGTTTTTATTGGACCTAGTGCAGATATAATATCAA -AAATGGGAGATAAGGATAATGCCAGACGAATGATGCAAAATGCTTCGGTCCCAGTAATTCCAGGCAGTGA -TATTATTGAAAATCCTAAGGATGCTATTAAAATTGCTAACGATATAGGTTATCCGTTACTAATAAAGGCA -AGAGCTGGCGGTGGAGGAAAAGGTATAAGGCTTGTAAACAAAGAGGATGAGTTTGAAAGTGCATATCTAA -CTGCATCATCAGAGGCAAAAAGTGCTTTTGGAGATGGTGCGTGCTATATAGAAAAATATCTTTCACCGGT -TAAGCATGTAGAAATGCAAATATTATGTGATAACTATGGAAAAGTTATTTGTCTTGGAGAAAGAGAATGC -TCCTTACAGAGAAAACATCAAAAGCTAGTAGAGGAAAGCCCATCTACTGCAATAGACACAGAGTTACGGA -AAAAAATGATGGAAGTATCCGTAAAAGTGGCGAAAGCTACTAACTATACCGGTGTGGGAACAGTAGAATT -TTTACTTGATAAAGATAGTAATTTCTATTTCATGGAAATGAATACCAGACTCCAAGTTGAGCACCCTGTT -ACTGAAATGGTTACAGGAATAGATATTGTAAAATGGCAAATACGTATTGCGGCAGGAATGCCTTTAAATG -TTGAACAAGAAAACATTCAAGTTAAAGGACATTGTATTGAATGCAGAATAAATGCAGAAAATCCGCTAAT -GAATTTCAGGCCAAGTAGTGGAAACATCTCACTTTTACATATCCCTGGCGGGCCATGGGTAAGGTTTGAT -ACGGCTATCTATCAGGATTATTATGTTCCACCATTCTACGACTCCATGTTAGGAAAGTTAATAGTATACG -GTAGGACAAGGGAAGAGTCTATCAGAAAAATGATGGTAGCTTTATCTGAATTAGTTATTGAGGGTATAGA -ACATAATAGTTTACTTCACATGAATATTATATCAAGTCAGATATTTAGAGAAGGCAGCTATTCTACCGAC -CCAATTCATATCGAAAATATTTTAAATGAAATGAAAAATGGGAATGGAGCAACCATATGCTAAAAAAAAT -ATCATTTAAAAAACTCGAACTCAAACCAGAACTTGAAAATAAAAATGAATCAACAATAATTCCTTGTGCA -CCTAAGGAACTGTTATTGATTTGTCCAAAATGCAAAAAGACATTGCTAAAGAGTGAACTGGCTGACAATC -TTGATGTTTGCCGAGAATGTGGATATCACTTCAGAATAAGTGCAAGAAAAAGGATAGGCATAACAGTAGA -TAATGAGACATTTGTAGAGTACGATAGAGAACTTAGATCTAAGAATATATTAAATTTTCCGGGATATGAC -GAAAAGTTAAAGACGGCAATAAAAGAAAACGGCGAAAATGAAGCTGTAATTTGCGGAATTGGTAAAATAG -AAGGTTTTGAGTGTGCTATTTTTGCTATGGAACCATTTTTTATGATGGGGAGTATGGGTTGTGTTGTTGG -AGAAAAGATAGCCAGGCTTTTTGAACTAGCCACTGACAAATCAATTCCTGTTATAGGTTTTACCGTCTCG -GGTGGAGCTAGGATGCAAGAGGGCATTATGTCTTTGATGCAGATGGCAAAAATAAGTGGAGCTGTAAAGA -GGCACAGTAATAATGGAAATTTGTATGTAGCAGTACTGACAGATCCGACCACCGGAGGAGTAACAGCTAG -TTTTGCAATGCAGGGAGATATTATTGTTAGTGAGCCGGATACATTAATAGGCTTTGCCGGACCTAGAGTA -ATTGAACAAACAATCAGAAGATCTCTTCCAGATGGATTTCAAAGGGCAGAATTTCTTATGGAAAGAGGAT -TCTTAGATAGTATTGTAGGCAGGAATGAGCTTAAGAAATACTTAGGAAATATATTAATGTTACATAACGT -GGAGGCGAGATAATGAGTGCTTACGATAAAGTAATGGCGGCAAGGTCAAAAGATCGTCCCACATCAAAAG -ATTATATCAAGAATATTTTTACTAACTTTACGGAGTTTCATGGTGACAGACGATTTGGTGATGATAATGC -CGTAGTTGCTGGGATTGGCTTGCTTGGAAATAGACCAGTTACAGTAATAGCGCTAGAAAAAGGCCAAGAT -ACTAAAGAAAGATTAAGCAGAAACTTCGGGTCCGCTCATCCGGAGGGATATAGGAAAGCTCTTAGGCAGA -TGAAGTTAGCGGAAAAGTTTAACAGGCCGGTGGTATGCTTTATAGACACATCCGGGGCATATTGTGGAAT -TGGTGCCGAGGAAAGAGGACAAGGACAAGCAATAGCTGAAAACCTAATAACAATGATTGATTTGAAGGTA -CCGATTATCTCGATTCTTATAGGTGAAGGTGGCAGTGGCGGTGCTTTGGCCTTGGCAGTAGCTGATGAGG -TTTGGATGCTGGAAAATGCAATATATTCTGTAATTTCGCCAGAAGGCTGTGCCAGCATTTTGTGGAAGGA -TTCAGCAAGAGTAAAAGAAGTAGCGGAATGTCTTAAACTTACTGCAGACGATTTGTATTCTCTTGGAGTT -ACTGATATGGTAATCAAGGAAAATGGTGGAGATTTTATTCGCGTGTATGAGGATTTAAGTAATAAAATCT -TACATAGTATTAATAAATACTACGAGTTCTCTGCAGATAAACTTGTAAAAATGAGATTCGAAAAATATCA -AAGATTGGGAATGATAACTCAATAAACAAACACGTCCCATAATACAGATCTTTCATGTCTTGTAAACAAT -TTAACAACTTACTGGTAGACTCACTTATAAGATTGAAGAAAGATTGGTTTCTCCTTTGAGGTCACACGTA -AACCGTGTAATAGTATTTATAGGAACGACAGGAACTATTGAATTTTCTGCTCTATTGAAAGATAATCCCG -ACATTTAGTTAGTTGAAATGGATACTGTAGAAGGTACATACGGAACTATCCGTTCAGGCCCTACAACCTG -ACGACGTAATGCTAAGACCAGCATTACTAAAACACTAATTTTACAAAAGTACAGACAGATATCCACTGAA -TAAAGCTACAAAAGCAGGTGGAATTTATTCTTGCACACAAAATCCCAGGTGCTTATTTAGCATGCTTTTA -AATAGAATACTATCAGAATATAATCATTATATACATAAATTGGAATTTAATCTTACACGACCTTGGATTA -AGCCATACCGGAATTTACTTTTTCATTTAACCTACTTGAAACTTCAGGACATAGTTAAAACTTATCAGTT -CCTAAAGAGTTTAACGCAGTATGTAAAGAATTTTTAGCAAAGTACAATCAATAAAGACTAACTATTAAAA -GTCAAGTCTTAAAATGATATTTTGTAATTAAGTACAGAAATGAATTTTAGATATTTATGAACTTTGAAAA -CTGCATGACGAATAGAGCATCTTTAAAGGTGCTCAAAAAAGAAGTATTCAGAAAAAGTGCTAGGCAGCTT -TAATGTATACCTGCTTTGTTTTTTCAAGATGGTATATAACCCTTACAAGTTTTTTGGCAGCATGTGAAAT -TGCGACATTGTAATGCTTACCTTCACTACGTTTCTTTTGAAGATATGCTGCAAATGTAGGATCCCAATGA -CAAACGAATTTTGTGGCATTGAATAGTGCATAACGCAAATATCTCAAACCACGCTTCTCCATGTGAGAAT -AAGAGGATTCCAATTGTCCTGACTGATAGGTTGATGGAGATAATCCTGCATATGCAAGTATTTTATCAGG -CGAATTAAACCTGCTAAAATCACCAATTTCGGCAATAATCATTGCTTCCATACGATAATTGATTCCCGGA -ATAGTGAGTATCGGAGAAGATATTTCATCCATAATAGTTTTAATTTCAGCCTCGATATCATCAATTGCAG -AATCTAATTCTCTAATTAAAGAAATGGTGTGCTTCATTTCTAGAGACTTAGCTGGAATTATTGAACCAAT -GGAAGTTCTAGCAGCTTCACGTATAGTAACAGCCATGTCTTTGCTATAGCGACCTCTTGAAGCTTCACTT -AAAAGGTTTGTAAGCTTGGTTAAATGAGCAGCAGCTACTTTAGAAGCACCTGGGAACTCCTGTAACAAGG -CATAGACAGAAGCCATATGTAAGGTTGGAACCAACTTTTCTAGTTCGGGAAAAGGATGTTAACAAGCCTT -GATATAGATGTTTTTAGCTTAGCACGTTCCTGAACTTTATCTAGACGGTAACGAGTTAGTGATTTTAGCT -CTTCATTGTGGTAAGATGTATCTGAGTAAGGCTTGAGGGTTACATCAGACATTAACATCATAGCAATTGT -ACGGGCATCAACTTTATCCGTTTTCGTCTTTCTAAGGCTTAGACTTTTTCTGTAAAGATTGGTATGTAAC -GGGTTGATAACAAAGGTGACCAGACCTTTATCAAGAAGGAATCCCAGAAGATTGTAGCTGTAGTGTCCAG -TAGCCTCAAGACCTACTTTTACTTTTCCAAAATCTGATGCAACGGATTTAATCTTTTGGAAAAGGCAATC -GAAACCTTCAAGATTGTTTTGGATGGTAAAAGGTTTGAAAAGCACTTCTCCATCTGAATTAGTGATAAGG -CAGTCATGCTTATCCTTAGCAACATCGATTCCTACGTATATCATCGAATACTCCTTAAAATAAAATTTGA -TACTGTTTTAGGACCACGGTGCTCTTTGCAGTTGTAACCTCGTTCTAAATAAACCGTCATGCGGTATCTA -ACTGATTAACAAAGTAACAAAGAGACTGTGGTTAGAGCCTTTATTTAACCATCAAGTGGTAGGGGGAGTG -AACTAATCCACAGTATCTTAAAAACAGCATAGCTTAAACCTAAGAAAAGGTAAAGAAAAAGCTATGACTA -TATAATACGAGGGGGAACACTATGAAAAAAGTATTGATAGTAGGTGGAGGAATATCAGGGTTGTCCGCGG -GGGTGTTTTCCCGACTTAATGGATTTGATACCGAGATATTTGAAGCACAAGCAAAACCGGGTGGGGAATG -TACTTCATGGAAGAGAAAAGACTATATCTTTGATGGAGCAATAAGATGGTTAATTGGTACAAAAAAAGGT -ACCGCTGCTTACGATATGTTTAAGACATTAGGTGCTTTTGAAGACGATAAGATTGTAGTGGAAGAAATAT -TCTTAACTGTTGAACATAATGGTAAAAAGTTGTATTTCTATAGAGATGTAGATAAATTAAAAGAACACTT -ACTTGAAGTTGCCCCGGAAGATACAGAAATGATTAAGGAATTGTGTAAGTTTGCTAAGAAAGCAAAATCT -TTTGAAACACCCGTAGATAAGCATATGCCTGAAATGACAATATTCGATAATATTAAGTTCTCAATGAAAA -TGTCCTCTATGGGACCTATTATGATGAAGTATGGAAAAGTTGATGGAATAGACTATTTTAAAAAGTTTAA -GAGTACTCTTATTAGAAATGCACTAAAAACACTTGCTTTAGATACATTTCCGGCATATGCACCAATTGCT -CTACTCGGAACAGTAGTTTCTTATGATGGTGGATGGCCTTTGGGTGGATCAGCTGGTGTATCTGATAATA -TTTGTAATAAGTTCAAGGAATTAGGAGGTACTATTCATTTAAGTTCACCGGTTAAAAGAGTAATACAAGA -AAATGGTAAGGCTGTTGGAATTGAATTAGATAACGGACAAGTTGTTAAGGGTGACTACGTTATATCTTCT -ACCGATATAAGTATAACACTCAACAAACTATTAGAAGGAAAAATTAAAGACGAGGCATATAATGAGATTT -TAAATAGTAACAGTGGAGAATATACATTTGCCAGCTGTGTTTTTGTTAGTTTAGGAATAGCCGCAGATTT -ATCAGAAGATGTATCTCCTCTTGTGGTTTCTCTTAATAAAGAACTTAAAATCGGTAATGACTTAATAGGA -GACATTTATGTCAATACATTTAAACATGAAAAGTCTTTTACACCAGAAGGAAAAACTGCTGCTGTCGTAA -CAATGGATGTATATGACTATAATTATTGGAAAAAATTGTATGATACAGATGTTAATAAATATAAATCTGA -AAAGGAACGAATTGCAAAAGCAATTATAGAACAGATTGAAATTATATATCCAAAGGCAAAAGGAAATATT -GAGGTAGCAGAGGTTGCCACGCCAGTTACATATAATAGAATTTATGGGGCGTATAAAGGTGCCTGGATGG -GATATGGAAGAAAAGTATCTGCAAAATACAGAAACCATAAATGTAAACTTGAGGGTATTGATAATTTTGC -ACTTGCAGGTCAGTGGATTTCAAGTCCGGGAGCTGTTACTATCTCAGCTTCAACAGGAAAATTTGCAGTC -CAAGAAATATGTAAACAAGCAGACATTAAATTTAGGTCTTAGTAGGTGAAAAAATGCTTGATTATATTTG -CCAAAAACAAAGTGGCAAGCATTCGTTAATAATTGCTACATAATTCATAATACGGATAATAATCATGCCC -TAATTGTTGATCCTTCATGGGAGGTAGAATCAGCCGATTCAGAAAAGCGAGGGATAAAATGAAGACGTTT -ATATTCTATTAAATGTCCTGAACGGTACTTGGGTTTACACTCCTCTGGGGACGCTGTAAATAATTTTGTG -TATGAACATGGGAAAATACTCCTTTATGGTTAGGGGTAAACCACAAGTACCTCGATATGCAGTTAAAATG -GGTTGCGACTATTCAGGAGTGTTTATGACATTCTAATACATATCTGGAGAAATCAAGTGCGGCCTGTGCT -TCTCTATCCAGCATTTTCTCATCTGCACCGTTACTAATGTCACGCCAAACCTTAATATTAGATCCGACAG -TTCCGCCCATTCTAACAAAAGGTTCCATAACAACACTACCGTTATAACCTATGTCAGCAAGAGCCTCACC -AATTTCTACCCATGGAATTCTTCCTCTGCCGGGAACTTTACGATTACATTCGCCAGTGTGTAAATGTCCC -AAGTAAGAGCCCGCAGTCCTGATTGCACCTCCGATACTATCTTCCTCAATATTCATATGGAAGGTATCAA -GCATTACCTTTACATTGTTATGGTCAACCTGTTTTACAAAATCTACACCCTCTTGTGCTGTGTTAATTAA -ATAATTCTCAAATCTATTAAGAACCTCTAGGCAGAAATCCACTCCACAGGCTTCGGCCACCTTAGCAACT -TCTCGAACACTTTCAACGCTGCGTTCCCAATCGCCTTTTTTATCAATTGTCTTTGTGTAATCTATCGGCC -AATAAGAATATAAAGCCCCACCTATCAAATGTACATCCAGCTTGTAAAGTCGTTTGAGTAAATCGGTATA -AAAAGCTTTAGCATTTTTGCGAATATCGGGGTCGGGAGAAGACAGGTTTTGTTCTGCACTAGGCCCATGG -CCTACCGTAAGTGTAATTCCATTGCCATGGGCACATGCCTTGAGCTCATTAATCTGAATGTCACTGTAAA -AAGGTAGCGGTGAAGCTGCAATCTCTAGAATATCAAAACCAAGCTTTGCAACCTTCTCAATATAGTATTT -GTAATCAGCTTCCCATTCTTGTTCCCAATATGCGTAGTATATACCATGTTTCATGTTAGTCCTCCTTAAA -GGCAGAAAAACTGATTTTATTCAGCAGGTTCCAGTATTACGTTGGAATTGCGAAGGATTTTACGAACTTC -CTTTACATTCACCTGAGCGGGAAGGATATTGTGCTTAACTGCCAGTGCAGCACCTACACCGGCTCCCTCG -CCTATAGCCATGCAGGTTGGCATAACCCTTGCTGAACTCATAACTACTGCATCCAGAGAAGCACATCTGC -CGCTGAACATGAGATTGCCAATATCCTTGCTTACTGTACATCCGTATGGAATACCGTATGGCTTTATGCG -CTTAACAATTGTACCTGCTCCTTTAGCTTCATGTATATCAATTATGTAGGAACCTAGTGCCACAGTATCT -TCCGGCACGTCGCCCACAATGATTCTGTCCTCTGTTAATTCGCAGATACCCTCGAAGCGACGTGTTTCAC -GAATACCCATTGAAGGATATATCTGAGTTATATAGCAGTTTTCAAACCCGGGAACATGCTTTTTGAGGGT -TTCCACCAGCTTAGGAATCTGTAAATGTCCCTCAATTTCTGAACGAGTCAAATCCAGCACATCACTGCCG -TTGATTCCCAAATGCCTTGTAGAATTAATGTGCACCTCTCCAGGAATCAGACTTTTAATGTAAATAAGGG -TATCTCTATCAACAGGCAATTCGCCCTTTGCTTTAAGTTCAAGGAAAAGCTTACGAAGTCCAACCATTAC -ATGGTATGGGTTAGAACGGAAAAAATCAGCGTTGTACTTGTCAAAGTCACATTCAATTGTATTACACAAA -CGCATCTGTTCAGGATCACTTGCGATAAATTCTATTGTTTTATCGGTATCAACGTTACCTAAAGTAAACA -TAAGAGTAGGCGGCTGTAACGCACCTGTGTCCTTTTGACCCATATTGTAGGTAGCACCAGCCATATAACC -CATGTCACCATCTCCGCTAGCATCAATAAACACAGCAGCCTCAACCTCAATATGATAACCCTTCCCAAAT -AGCGTAACTGTTTTAATTTTACCATTCTCCACATTGGTATCAATAATTTCTGTATGCAAGAGTATTTCTA -CGCCAGCATTGAGACACATTTCGAAAGCAACGACTTTAAAAATCTCATGGTCGTAAAGAGTTACAGAATT -GTGCATAGGGCAGGGGTAATGATCTGTACAGGAATTACGTTTTTTGAGTTCATCAACAAGTTCTTGTGCA -ATACCAGCAGTTACGGGATTGCCGTCTTTGTCCAGATATCCTAACAACGGTAATCCTATTGTCAAATTAC -CACCGAGATATCCATTTTTCTCTACCAGAAGTACTTTTGCACCATTTCTGCTTGCCGCAATTGCTGCAGG -GATGCCACCTGGGCCACCGCCAATGACAACTACATCATATTTTTTTTGGAGGGTTTTCATAGTTTTGGTC -TCCTTCATTTTATAGTTTTTATTTTAAATAATTGAAAATTATGGAAGTTAATCCTTAATAACAGCACCTT -GCTCAATTAGAGTATTACGAAGCTTAACAATGTCCACATTCTCGGGACAAACACCACTTTTAAGTGCTAT -TGCAGCTGCTGTACCTGCCGCCTGACCCATGGCTACGCATGCAGGCATAACTCTAAAGCTTGCTGCGGCC -TCTGAGGAACCGCATATACTGCGTCCTGCAACAAGCATATTGTCACAGTTCTCAGGAATCAGACATCGGT -ATGGTATGGTGTAGTATTTATCTACACAGGTAAAGGTGACACCGCCCCCGGTTGAATTGTGTATATCAAT -TGCATATCCAAAGGTACATATTGCATCATCAAAATGTTTGCGAGAGAGTATATCTTCTGCTGTTAGCTCG -TATTTTCCTACAATGTGTCTGGTTTCACGAACTCCTAGTGCTGTAGCTACTTGGATAAGCTGAACATTCT -CACAGCCAGGAAGGTATTTTTTCATAAATGCAATAACTTCCTGTACTTGACGTCTGCCTTCAATAAGTGC -CTTAGTTATATCTGAAGTTTTGGTAGCATCAATATGTGCAATGCGAGTGGTATTTATTTTCCATCTTCCA -AGTATATTCTGCTCATAGTTACCTAATTCGTTACGGTCAAGTGTCCAGTCACCGTTACGCTTAGCTTCTT -CTACATACTTAGCAAAGCAATTGGCAACGTGGTTGTCTAAATTAGATTTATTAGCTTCAAGTTCCCCTAA -ATATTTCTCACGGTCAATATTACCAACTTCAAAGAAAAGGGAGGTAGGCTGCATAATGCCTGTTTCCTTG -TTGCCAAGCCACGTAGGGACGCCTGCAAAATAGGCCACATCAGCATCACCGGTGCAATCTATGAATAGCT -TTGCACGAATTGCTGCAATACCTTCCTTCATATTGACAATTACGTAATCTATTTTTTTATCCTTAGTGAT -GCAATCGGTAACCTGTACATTAAAGAGTATTTGTGCACCTGATTCTAGAAGCATTTCTTCCATTACAACT -GCAAGTACCTCCGACTGATATGGAGTAACATGTCTATGGCTTGCCATATAGTATGAAGAAAAAGAAGTCA -TACCTTCCACCTTAGATGGATGAATAGCACCACCACGGGCTTCGGTCCGAAGACAAAGTTCGTCGAAAAT -ACCCTTAACTAATTGTTCTTCAGCATCATTATCATAGCAGGTCATAAATGGCCCCACCAGACCTGCTGTA -GCCATACCGCCAATAATACTTAAGCGCTCAATCAGAAGTGTTTTCGCACCGTTACGTGCCGCTGCTATTG -CCGCCCCGAAGCCTGCTGTACCGCCACCGATAACAAGTACATCTGTTTCTATTACGTTTTTAATGATTTT -TGTGTATTGAATTTCACTCATGGTATCCTCCTGGATATATTTTATGTTAACAAATTAAATTTCAATATAT -ACTTTAGCGAAATTATTGTAAGAAAAAACTACTGTATTAGCATGGAGGATTTTAATTTATAAATTTATTT -TCTTTAAATATAACATTAAATACTTTCAAGTCAACAGAACAGCAAAATGAGTAAAGGATAGTGATAGTTT -TCAAATAAATAGAACATAACTTCTATATTTATCCCTGTATAAATTCTACAAAATATACCATTTTACGATT -CAATATTTGATATTTCTACATATAAATATTGTTGGGAGATAATCTTTTGTGGTATACTATGACAAATAGA -TTCCCTAAAGAATTATTATAAATTCACAATTATATTCAGGTGTCTATACTATTTTTTATAAACAAATTAA -GTTTCAAATCATCGCATTTATGTAAGTTAAACATGGTTTCTATGATAGATATCCAATTTCATGGCATAGG -ATTTATTATAATTTGAGCATTAGATATTATCAGACGGGAGAAAATTATGTATAAAGCTATTATTGTTGAT -GATGAAGATTTGGTACGCCAAGGTTTAAAAAAACACTTTGATTGGAGCGACCACAATATTGAGATAGTTG -CCGATCTTTCCGATGGCCAGAAGGCATTTCAGTATGTGAAGGACAATCACGTTGATTTGGTCCTTACTGA -TGTCCTCATGCCTTATATGGATGGAATAACATTGGCAAAGAATTTACGAGAGCTTTATCCAGAGATAAAG -ATAATATTTATTAGTGGTCATGATGATGTAAGCTACCTAAAAAATGCACTTAAAGTCGAGGCTGTGGACT -ATATTCTTAAATCCATCGATTTAGACGAGCTTAAAGATACTGTTAGCCGAGTGGTAAATACTATGAATAC -TGAGAATCAGAGTAAAAAAACCATGGCTGATATGGAAAATCTATTAAATCAGAGTTTTCCACTTTTACAA -GAGCGTTTTTTTATCACAATGATCCGCGATGATTTCGAAAATCCTGATATAATGAAAGAACGTATAGCAT -TTTTGAATATCCCACTCAATGATGAAATGTATTATTGTGTACTAGTAGTGCAAATACAGCGTATTTACAG -CAAGTTTCATGTCTTAACGGAACGTGAGAGACAAATTCTTTCCCTTCAGATACAAAACGAATGTACAGAA -GTTGGTAAACAGTATAGTGATACCATTTGCTTTGAAAATAAACAAGGTGAATATGTTATGATATTGTCCT -TATTAGAAGATGAATATGAAGAAACTCTCCTTGAAGTTTCCGAAAATCTTGACAAGCGTCTCAACGGTTA -TATGAATTTGCCAGTATCTATTGGTATAAGTGACAGATTTAAAGGGCTTGAAAATATAAAAGCATCTTAT -GAGAATGCATCAAATTCCATAAGTAAACGGTATTTACTTGATGACGAACTGACCATTTCCGTTGATAAAT -ACGAAATGGACGAAAGTCTCAAAGAATATAAGGAAAGAGCTAAAAAGAGTCTGCAAGAATGTTTAAGCTC -TGGAAATACCGAACAGGTGTCTGAGGTACTCCGAGAGCTTTTCCATATAATAAGAGAAAAATTTCCAGAT -GATGAAGAGCAGAATCTGATGATTTTTTTACTACTACTCCCAACACGCATAGTAACTGATATTAAAATAA -ATAAAAAAAGTGATTATTCCAACCAGCGAATGATTTTAGAGAAATTTCTGTGCTGTGCGGATTTTGAAGA -ACAATGCCTTCTGATTCAAAAGCTCTATTTTGAGGTGGCAACCCTTATGAGCAGCATGAGCAAAACATAT -TCCCATACAATCATCAATCAGGTGCGAAAGACTATTGAGGAACGCTTTAAGGAACAGATATCAATAAGTA -CATTAGCAAGGGATGTTTACTTAACACCCACATATTTATGCGTTTTGTTTAAACAAGTTACCGGAACTAC -AATAAATGATTATTTAACTCTGACTCGACTTGAGAAAGCAAAGAAGCTTTTATCAGATCCGTACATAAAA -CTGTATGATGTATGTTATGAGGTTGGCTATTTATCACCAAGCTATTTTTCCCGTTTATTTAAGAAATACA -CAGGAATCTCGCCTAGCGAATACAGGAATGTTGCAATAGCATCTTCCGAGCAATAACATTTGCATAATAA -ATCGGTGTGTAGAAAGGGAATATCTATGAATCGAATTAAGTTACGCGAGAAAATTTCCAAACGGATTATA -TATAGTGATAATATGCGTCTATCAAAACGAGCAATAGCTCTTTTTGCTTTTAGTGTAGTTATACCGCTCA -CAATTATTGTATATTTGTATTCCATTCATTCTGCAAATATTATCGAGAATGAGCTTTCAAACAATATGCA -ATTGGCGGTCAGTCAAATAAAAAACAATTTAGATTACCGTTTTGAACAGATTTCTGAGAGTGCACTTTCA -ATTCTTAGCACAGCCTATCCTTACATTAGAAGTGGCAGTACTAGTGTTGAAACTCAGTTAAAAGAATATG -ATGAACTGAAATCTCTGGTTTCAGCATATGAAGGAAAACATATGATAAGTAAAGTGCGTCTATATGTGCC -TTCTGGTAAAATTTATGCAAATCAGCAGGAAACATTTTATTCTTTGCCGGAACTTACAGATCAATCCAGA -GAAACATACCAAAGGGGGGTTATTTGGCTCAAAACCTATGGCTCACGTATTTATGAGGGAAGAGGTTTAA -CTAATATTATATCCTGCCGTATGACTATTTCCAGTAAAACCAATTATGATGAGATCGCAAGTATACTACA -ATTAGATATAGAAGAGACCAAGCTTAGCAGAATATTTTCAGCGGGTATAAGCATTGATGAGGAAATTTAC -CTGGTAGATTCAGACGGAGTTATAATTTCACACCCCGATTCAGCCCTAATTGGTAAAAACGGTCTGTCCA -ATACCGAGCTCAGTACTGTATTGCTGAAGAAAACGGGACATTTGAGCGGAAATATGAGTCAAAACGCAGA -TCTTGTGGCATTTTCAAAATTGAGTGCAACGGACTGGTACCTTGTTATGAGACTGCCTGCAACTGCCGTT -TACGGCTCTGATGTTTTTTCATTTGACGTTATGCGTGCTCTTCTGATTATTGCTGTTGTTGTGGTTTTTG -TTATCTCATTAATTTTGATATATTCCAGTATTATAGAAAACACCATAAAACGGATAAATAATGCTATCAT -GGTACTTAACAATGAAGGTATTGATCAAGTTGATAGCACCCTTTCAAAGAATAATAACAAATCACTTGCA -TTATTAGAGAATAACGCTAACCAATTGGTTGTTACTATCAAGAGGTTAATGGAAGAATCATATGAAGCTA -AATTGAAAGCACGTGATTATCAGTTAAAAGCTTTGCAGGCACAAATAAATCCTCATTTTCTGTACAACAC -TTTAGATTCCATAAAATGGATGATATTAGAGGATCATAAGAAAGACAGTATATGGATGATTAATGCATTT -TCAAAATATTTCCGCCTCAGCTTAAGCAAAGGCAGAGATGTTGTTACTCTTCATGATGAATTGGAGCTGA -TTCAGGCCTATATTGGAATTATGCAAAAAAGGTTTAGTAATATTTCTACTATAGATATTAATATAGAAGA -TAATCTAAAGGAGTGTCTTATTCCTAAATTATCACTGCAACCATTAGTTGAAAATGCACTTAACCATGGT -ATTCTGCACAAACAAGCCAGCGACGGTCAGCTTGTTATTACAGCAAAAGAGGAAAATGGTAAATTGGAAA -TCATTATTAAGGATAATGGTAAGGGAATGAGCCTGGAGCAACTAGAAAGACTCTTAAACGAAGAAAATAG -TAACACAAAGGGTTATGGCCTTGGTAATGTAGATGAAAGACTCAAGCTATTTGGAGGGGATGATTGTGGA -CTCACAGTAAGCTCCGAGTTAAATATAGGTACAACCGTTACCCTTTCGTTGCCCTTGAGGTACATGGACC -AGGAATGAATATAAAGTAAATAACTCTATGAGGATAGTAATATTTATAGCTACTGTGAAACAGAGAAAAG -AGCATAGGGACTGTTAGAATAGTATATATGTGGTTTATTCTACCAATCTCTATGTTCTATATTTTTACCT -TTTTAGTACTATTTCAATAAATTATAATACAAATTAAACAAATTTTTATGCAAATATAACAGTTTTGGAT -AAGAAATCAGAAGATTGAGTCATTCAACTTAGAATGTTTGTGTGCTAATATAAAAACATAGATTGAATAC -AAACTTTAACTGAAAGCTTTCAAAGTCTATATTCTACACATTTTAAAATGTTCTATTATGTAAAGTTTCT -ACTGACAGGCAATTTTCGGAGGAATAATACTATGAAAATGATTGCTTCAAAATCAAAAGCAAAAAACGAA -ATACAAAAGCATTCTAAATTAGGAGCATATTTAAAAGAGCATTATCTCATGTATTTAATGCTGCTCCCCG -GACTATTCTTTTTAATAGTCTATAAGTTCTTGCCACTGTATGGTATTACAATTGCGTTTAAGGATTATAG -TATTTTTGCCGGTAATAATCCGTTGGATGCAATTGCAAAAAGCGAATGGGTAGGATTGCAGCATTTTGAA -CGATTATTCGCAAGTTCAGCGTTTATCAAAGTCCTTTTTAATACTTTGATTATTAACCTTTATAAGATTT -TGTTTCTATTCCCAATTCCTATAGTATGTGCGATTTTACTAAACGAAATCCGTAATAAAGTTTACCGTAA -ACTGGCACAGACCGCAATATATGTTCCATATTTCTTTTCCTGGGTTGTTACGTTTGGTATTTTTTATTCT -TTGCTAGGAACTTATGGAATTGTAAACACCGGGTTAGCTGCGTTTGGGTTTGAAAGGATTAGCTTTTTCG -CGGACACAAACGTGTTCCGTGGACTGTTAGTATTTACCGAGGGCTGGAAAGAAGTCGGTTGGAATACAGT -TATTTATTTGGCAGCTATCACAGGTATTGACATTTCTCTCTATGAAGCGGCTCGAGTAGATGGTGCTTCC -AAGATACGTCAAATCTGGCATATAACATTGCCGGGAATGGCATCTACCATCGTATTGATGCTGATTCTAA -AGGTAGGGTATATCCTGGATACTGGATTTGAGCAGATTCTTGTATTCTACAATGCGACAGTGTACGATGT -TGCGGATGTAATCCAAACTTATGTTTACCGTATGGGCTTAGGTCAATCAGATTTTGCCTTAGGAACTGCA -CTTGGTTTATTTAATTCGGTTGTAGCATTTATCTTAATTGTTGGTGCAAATTCTGTTTGCAAGAGGTTAC -TTCATAGGAGTATTTGGTAATGAACTGAAAGTATATCTTGTTAGAGGTGAAAACTATGTTATTGAAGAAA -AAGAAAACGGGCATCCCGCTGGAAGCAAGTGAGAAGGTAATGGTAGTAATTTCCTATATTGTTATGAGTA -TACTTGCACTGTGTGCGATACTTCCCATTTTACACGTGCTATCTAAGTCATTCAGTAGTGCGTCTGCTGT -TACATCGGGTTCTGTATTATTTTGGCCTGTTGATATACAGTTCGAAACAATGGAATATGTTCTCAAGGAA -ACGACATTTTTACATTCTCTTAAAAATACCGTAATTGTTACGGTAGTGGGTACAATCATTAGTATGGCAG -TAACAATTACAACTGCTTATCCACTATCCAAGCCCTCATTTAAGGGTCGTAAAGTCTTTATTATGTTATA -CATTATCAGCATGGTGTTCTTTGGTGGAATAATTCCTGCATATATGGTGGTTCGTACCCTAGGTATTATT -GACACATTTGCAGCACTGATACTTCCGTTTTTTATAGTACATTTCAATATGTTCATTGTTAAAAATTATT -TTGAAGGCTTACCTGAAAGTGTTGAAGAATCGGCAAAAATTGACGGTGCCAGTGATGTAAGAATATTGAT -ATCAATTGTGTGTCCAATGTCTAAACCTGTATTGGCGACAGTAGCTATGTTATACGCTGTTAATTATTGG -AACAACTACTTCCATGCTGTTATGTATACCAATAGTACTGAAATGCAGACATTGCAGCTGTTTACCTACA -ACACTATAAGCAATACACAGACAATTGTTGAGCGTCTTGTAGCAGGTAATTTCTCTAATGTTTCAATCGA -TGGAATTGTTTCAGCAGTAGTTGTTCTTTCACTAATACCTATTGTTGCATTATACCCATTTGTTCAGAGA -TATATGGTTCAAGGTATTACGATTGGCTCAGTCAAAGGTTAGCCAAACTTTAATTTATTTCACATGTAGT -TTATCGGGAAACCGATAAAAATAAAAAGGAGGAAGGGAAAATATGAAGAAGATTTTTGTATTATTTCTTG -CGGTTTTGATGATTGTATCTAGCTTAGCAGCTTGTGGACAGAGCAGTAATTCCACTCCAAGTAACACCTC -AACAGCAGGTACAGCAACTGGGGCGAAAGCTTTGGATGGCGAAAAGCCGGAACTCAAGTATCTTGGCTAT -AACGTCAGCTTTGATCCTAACACTGACGGCATGGCAAAAATCTATGAAGAAAAAACAGGTTACAAAGTAA -AGTACAACGTACTTCCCGCTGAAAATGCAGATGAAAAGCTCCTTATGGAAGTTGCATCCGGTGCTGATTA -TGATGTAATTCAGGTGAGTGTATCTCAGTTCCAAACGCTTCTCTCACAAGGTGCTTTAAAGCCTCTTTCA -GATTTGCTTGATAAGTATGGTCAGGATGTCCTAAAAGGTGTAAATGAAGATTCCTGGAAGGCTTGTTCAG -GTTCGGATGGCAAAATCTATGGTATTCCTTATAAATATCCATACCCGACTGAAATAACAACGTTCATGGT -GGCAAGAATGGACTTGATGAAAGCAGCTGGTATTAATGAACTACCAAAAACAATAGACGAATTCTACAAC -ACCCTTGTTACTCTTAAAAAGTTTTATGGAGATAAATACATAATCTTCACTGGCCCGTTCCGTGCTGCCT -CAGAAGCTTCAGTTAACTGGGATATCCCGCAAAGTATAACTTCTGCATTTGGTATCTACAATGACTGGAT -GGTTGATGAAAACGGTAAAGTCTACTACATGACTGAACATAAGAATTTCTCAAAAATGATTGAATTCATG -CAAAAACTATCAAAAGAGGGACTTATAGATCGTGATTGGGCGGTTAACAACACAACCACGGTTAATGAGA -AATTATCTGCAGGAAAAGCAATAATAGCAGCTTCAAATCGTGTCGGTGTTGCTGTTACTACTCCAATCAT -GACAGGTAAAGATGGTTTGGGCCTTAAAAACGAAGATCTTGGCTACATAGGTGCACTGGCAGGTTCTGAC -GGCACTTGCAAATATATGAAGACTGAAGCAATTAATCAGGTAACCTGTATACTGAAAAGCTCCAAGAATG -CTGAGCATGTTATCAACTGGGTTAACGTTAAACAGCAAAATCAGCTTTACTTGAATATCGGTGTTGAAGG -TACACACTTCACCTATGATGCTGATGGATCCATAAAACCGATTAATCCTATCTTTTCAGAGGAACGTGGT -AATTCATACTGGTATCTTAACAGTACTAATGAGGAAGAGTTTGCAAAACAGTGGCCTTCCCGTGTTAGAA -AGAGTGATGCTATGTGGGCTGCATTCGATGCAGTTACCAACAAAGCAAACAAAGATACACCAGATATTTT -TGTAGATAATACTTTTGCATTCATGCCTTCATTGGAGAATTACTCCAAATATAATCAGTCATTATTTAAA -GCTACCAGCGACTTCATTCTCCAGTTGATTGGTGGAACTAAGAAAATTGATGACCTCAAAACCTTCCAGT -CAGACTGGACAAATAGTGGAGGCGAGAAGATAAAAACAGAAATGCAGAATTGGTATGACGACTTCTATGG -TAAAAAGTAAATATATCAGCTAGTGTATTTTTTGTAGCAGTCCCAGTGGGGCTGCTACAAAACTAAATAA -ACGAATTATAGAATAAGGAGAAAGAGCATGAGCAAAGTAAACTATACAAAAGAACTTCCTGTTTATCGTG -ATATAGATATCCTTGTTGTTGGTGCAGGCCCAGCGGGTATCGGAGCTGCTATATGTGCAGCAAGAAACGG -TGCAAAGACACTAGTGATTGATGACACCGGCTGTGTGGGAGGACAGGCTACCAACGGTCTGGTAGGCCCT -TTTATGACTGTATATGATGCAAAGAGTGAAAAACAGATTATAAAAGGTATCTTTGAAGAAATAGTAAATC -GCATGGTTGAAATGGGTGGTGCCATTCAGCCCAGTGAAGTGAGATCCAGAACGTCTCGTGCAGGTTTCTA -TAAAATTGGTCATGACCATGTAGGACCCTTTGATCACGAGGCTTTAAAATTGGTTGCTTCAGACATGATT -ATTGAAGCTGGTGCAGAACTACTCTTACACACCCAGTTTATAGATGTACTAAAAGAGGATGATAAGATTG -TTGGTGTGGTGATTGCGAACAAGTCGGGAATTTCCGTCATACGTGCAAAAATTATAATCGACTGTTCAGG -TGATGCAGATGTGGCAGCGAGGTCCGGCGTAAAATATGAACTAGGTAACGTAAATGATGGCAACATACAG -CCGGCGACTATGTTTTTCCGAGTTTGCAATGTTGATTCAGAAAGATTGAAGGCACATATTAAGGAGCATG -AGGAGGAAATCCGTCCTTTCTATGGACCATTCAGCTGGCTGATTAAGGAAAAACAAGAGGAATGGGGAGA -TGTTCCTCGTGCAGAGGTGTGTCTTTTTGAAAGTCCCGAACCCGGCGAATATCGTTTAAACGTAACCCGT -ATTTTAGATATTGACGGGACGAATGCCGAGGATCTGACCAAGGCTGAATTAATCGGTATGAAGCAGGTAC -ATAAAGTATTCAATTTTATGAAGAAATACGCAGTTGGTTTTGAGAATGCAAAGTTTATGGGTACAGCTGC -CAGAATAGGAATTCGTGAAACCCGTCATATTGAAGGTCTGTACAAGCTGACGGCAGACGATGTTTTAAAT -TGCCGAGTACCTGAAAACTCCATAGCCGTTCTGGCAACCAATATGGATACTCACAATAAGAGCGACCCGG -GTGGAACATATTATACCTTAGAAAAAGGCCCTTACTTTGGTGTACCGTACACTTGCCTGGTACCAAAGGG -TGTAAGTAATCTCTTTGTAGCAGGGCGTTCACTCTCAGCTGATGCGATAGCCGGTTCGGCTACCCGTATG -ATACCTTGCTGTATTGTATTCGGGCAGGCAGCCGGAACTGCAGCAGCAATAGCTGTTAAGGAAGGTAGGC -TCCCGGCTGATATTGATGTAGACGAGCTCCGTGCAACATTGAAAGAGCAAGGTGCATTTTTAGGTGACTA -ATGATTATTAACTTTGGAGGATACAGGCATGAGTTTTGAATCAGTATCATATCAGAAATCTTTGGAGGTA -GCAGCCCATTATGATGTTGTTGTCATAGGCTCCGGCCCTGCCGGCATTTGTGCAGCTGTTTCAGCGGCTC -GAATGGGGGCTAAAACTGCATTAATTGAGCGTTATGGTACCCTTGGTGGTAATTTGACAAATGGTGCTGT -TGCACCAATTCTCGGAAGTGTATCGAGAGGAACATTACGAGATGAGCTTATTGTACGTCTTGGTGTTCCG -GACAGCGACGAAACAGGTGTAACTCAACAAACTCACGACTTTGAAAAAGCAAAGCGCGTGCTTGTAGATT -TTGCACATGAAGCAGGTGTTAAGATTTATTTACAAACCCCCGTTGTTGATACGATAACAGATGGAAAAAG -GCTTACAGGTATTGTCATTTCTCAAAAAACGGGTATGAAGGTAATCAGGGCAAAATCCTTTATTGATGCT -TCCGGTGACGGTGATGTTGCATACTTTGCAGGTGCAGAATATGAAATGGGACGCGAAGGAGATTCCTTGC -TACAACCTGTTACTTTGATGTTCCGCTTGCAGGGCGTTGAGGATGATGCACTAACTTGTATAGGTGAGCT -TGACCACGTTACTTACAAAGGTGAAAGATTCCTTGATTATACAACCAGACTTTGCAACGAAGGCCATTTA -CCGCCTAATGCGGCATCGGTACGTTCATTCCGCACTTCTGTTCCCGGTGAACGTGTTATCAACACTACGC -AGACAAATGGTATTTCTGCATTGTTAAGTGATGATTTGGAAAAGGCTGAGGTTGACCTACGTGCCCAGAT -TGATGCTGTAACTGATTTTCTGCGAAAGTATGTTGATGGTTATCAGAATTGTTTTGTAAAGAGTACGGCA -AATACTCTGGGAGTTCGTGAGACTCGCCGTTTTATTGGACAATATATGCTTCAGGACTTAGATCTTCGTA -CAGGAAGAAGATTTGAAGATGTTGTTGTTCACAAGGCAAGCTTTATAGTGGACATTCATAATCCAGCAGG -TAGTGCACAGGCTGAAGGAGTACCTGAGGAGGTAATTCCTTATGATATTCCTTTGCGCAGTTTGATTCCA -AAGAGCTTGGATGGTTTAGTTCTTGCTGGAAGATGTATTTCGGGTACGCACCGAGCACATGCTTCTTATC -GAGTTATGTCAATCTGTATGGCGATAGGTGAAGCGGCGGGTATAACTGCTGTACTAGCAGCACAAAAGGA -TATATCACCTCGTGAAGTTGATTTCAAAGATGTACAGAAAGTTTTGAGTGAACGGGGAGTTGAGCTTTTC -GATTGACTTATCTCTTTAGCTAAAAGTTTAGCCATATAGTTATTGGCACTGTAAGGAGGATTTATGTTTA -TTATAGAAAGAGAAAAAAGAGTACCAGTAATAGATAGCTACGACGTAATTGTATGTGGAGGAGGACCTTC -CGGTATTATTGCAGCAATTGCTGCAGCCAGGAACGGTGCAAACACACTATTGATTGAGCGTTATGGATTT -GTAGGAGGAATGGCGTCTAGTGCCCTCGTAACCCCTATCAGTATATTCAAGAAAAAGAAAAAGCTAATTA -TTGATGGAATCCCTTTCGAGCTTATGAAGCGGATAAGTGCTCTTAATGGGGCTGATATTTCCCTTGATAG -CGGAAATGTTCCTGTAGACGATGAGGTATTCAAACTGGCTGCTCAGCAATTACTTCTTGAAAGCGGTGTT -ACGCTGCTATATCATACATATTTTTCAGATTGTGTTATGACAGATGGAAAGGTTAGTCATATAATTGTAC -AGAACAAAGCTGGACAGGTAGCATATGAATGCAAGGCAGCCATTGACTGTACAGGTGATGCAGACCTGGT -TCGGGCAGCCGGATTTGAGACTACCAAGGAAACCACGCTTCAGCCTGCATCTCTGTGGTTTCAACTCGGC -GGTGTAGATACTGATGCACTCAAAGATTTATTCGTTGATGCTGTTGATGAAAAAATGCCTATCAGTTCTG -AAATACGGGGAAGATTGAGTGAGCTTAACCAAAAAGGTGAGATGCCAATTTTCGGCGGGCCTTGGATAAG -CAAGCATTTTCGGGATGGTATTGTTACCATTAATTTGTTGCGTGAAAGCACTGATGCAAGCTCTCCCGAA -CAATTTACAAGGACTGAATGCAGTTTGCGGGAAAATCTGTTCAAAGTGATAAATATTATGCGGGAGAATT -TTCCCGCCTTCAAAAATTGTTGGCTTTTAAAATCGGGAACACAGACTGGCGTACGAGAAACCTACCGTAT -TGTCGGAATGTATAAGATGACAGCAGACGATGTACTCAATCCCAAGCAGTTTAAGGACACTATTGCAAAG -GGAACTCACGTAATAGATATTCATAAGCCAGATAGTATTGAACAGGACTGCATTAGTTTAAAACAAGAAT -ACAATATACCTTATGGTGTCCTCGTCCCTGTAAACAGTAAGAACCTGATTACTGCCGGACGCTGCGTATG -TGCTGATAACTCTGCTTTTGGTTCAATCCGGGTTATGGCAACCTGTATGGCAATGGGGCAGGCAGCAGGT -ACGGCTGCATCTATTTATTTGCAAAAGAATTGTTCTATGGATACAATGGATACTGAGCTGTTGGTGAAAA -AGCTGATAGAGCAGGGTGCTATTATTTGTTAACATAAAACAGTTTATTAATTGTTCTGTAATGGAAAGGA -GATGCACAATGAGTATTATACCAAAAACAATGAAAGCTTTAGTAGCCTACGGAAAAGGGGATTACCGTTT -TGAAACAAATTATCCTACACCGCAATGTGGGGCAGATGATATTATCATCAAAACAGAAGGCTGCGGTGTT -TGTGCAAGTGATTTGAAGTGCCAACAAGGAGCAGCTATGTATTGGGGTGGTGATAATCAACCAGCATGGG -TAGAGCCACCATTTATTCCGGGACATGAATTTTTAGGTCGTATAGTTGAAGTAGGTGAAAACGTAAGGGA -TTTTCATGTAGGGGAAAGAGTAATAGCAGATCAGATTGTTCCATGCGGACAGTGCAAATTCTGCAAGACA -GGTAGATATTGGATGTGCCAACCTCATGCAATATTCGGTTTCCAAAAAGGTAACAATGGTGGTATGGCTG -AATATGTAAGATTCCCTAAAGCCTGTGTTATTTCTAAAGTACCAGAAGATATTCCTCTGAGTGCTGCTCT -TTTGATTGAGCCTTATGGATGTTCCAAACATGCAGTAGACAGAGCACAAATTCGTAATGATGATATTGTA -GTTATTTCCGGTGCAGGAACTCTTGGTCTCGGTATGATAACATATGCAAGAATGCAAAATCCTAAAAAAC -TAATAGTACTTGATATGATTGATGTTCGTCTGGAAAAAGCAAAAGAATTTGGTGCAGATATAGTTTGGAA -CCCATCAAAGGTTAATGTAGTGGAAGAAATTATGAAACTGACAGATGGTTATGGTTGTGATATTTATATC -GAAGCTACAGGACATCCATCAAGCGTTATTCAAGGGCTTAACATGATAAGAAAATTAGGACGCTTTGTAG -AATTCAGTGTATTTGCAGAACCAACTACGGTAGACTGGTCAATTATCGGTGACAGAAAGGAATTGGATAT -TCTCGGTTCCCATTTAAGCCCGTATTGCTACCCATTTGTAATTGAAAATATAAGAAACGGTAATTTAAAA -ACAAATGGACTTGTTTCAAAAACCTTTTCAATTGAAGATTGGGAAACAGCCTTTGAATATGCTTCTGGAA -AATATGGTGATTTTAAAGTTGCAATTACCTTTGGATAAAAAAGGAGGATTATATTGTGAAAGCTTTCTTT -ATTGAAAAACCCAATTCGGGTATAGTACGAGATTCTGAAATACCTGTTCCTGCTGATGACGAGATATTGC -TTGAGGTTAAGGCAGCAGGTGTTTGTGGTACTGACGTTCATATATATAAGGGTGAATATTTTGGGAGCTA -TCCAAGAATTCCGGGTCATGAATTCTCCGGTATTATAACAGATATTGGGAAAAAAGTTACTAAGTTCAAG -ATTGGGCAACGTGTTGCAGCAGATCCGAACATTTTCTGTGAGACATGTGATGCCTGTAAGGAAAATCGGC -AGAACTTCTGCTCAGATATGGAAGTCGTGGGTGTTACAAGACATGGTGCCTTTGCTCAGTATCTAACTGT -ACCGGAGCGTTGTGTATTTGATGTTTCAGGACTAACCTTTACTGAGGCCTCAATGGTAGAACCGTTAGCA -TGTGTGGTTTATGGACAAGAAAAGGCTGGTATACCATTAGGAGCTTCGGTGCTTATATTTGGTGCAGGAC -CAATAGGACTTATGCATTCTCAGCTCGCTGCTATAAATGGTGCGGCAAGTGTTACCGTTGTTGATCTCTT -TGAGGATAAGCTTGCTTTAGCAAAAAAACTCGGAGCAGACCATACCTACACATCAGCAGAGTTTGAAAAG -CTTGGATTGGTTAATTCCTTTGAAGTTGTTATTGATTGTACTGGTGTACCAAAAGTTATAGAGGGCGAAA -TAAAATATGTAAAGGACTCGGGCACAATACTTTTCTTCGGTGTATGTCCTGATAATAGTCAAATTACAAT -AAATCCTTATGAAGTGTTTAAGCGTGAACTAAAGATTTGTGGGAGCTTTGCACTCAAAAAAACCTTTGGC -AAAGCAGTTGCGTTTGCCAAAAGTGGTAAAATTAATTTGATAGACCTTGTAGATAAGAAGCTTTTATTGG -ATGATGCACCAAAACTTTTTGAGGACATTGTAGCTGGCAATTCAGGACTTAAAACTATTTTTTACCCTAA -CGGAATTGAAATATAATCTAGTGGAACATATTATATATTACATGCAATAATGACAAAGCCCTGTGAAATT -TCATCGGTATATTCTAATAAATTATAATAATTAGTGAAAGTTGGGTGAATTATGATTGACGTTGTAGCTC -TTGGGGAGCTTCTTATAGATTTTACACAGATTCGTTCCAACGATGATTCAGTCAGACGCTTTGAACAGAA -TCCGGGTGGGGCTCCGGCTAATGTATTAGCAGTATTATCCAAGTTTGGAGTAAAATGTGCTTTTATTGGT -AAGGTAGGAAACGATGTGTTTGGAGAGTTTTTAAGGAAACAGCTTTTAGACCTTTCAATTGATTGTAGAA -ATCTTGTTTCAGATCCAAACCATAATACAACCTTGGCGTTTGTTACCTTAGACGATAAGGGGGATAGAAG -CTTTAGCTTTTATAGAAATCATGGTGCTGATACCTGTCTTTCAGAAGAGGAAATTAATTTAGAACTTATT -AAGAATAGTAAGGTATTCCATTTTGGAACATTGTCAATGACTCATGAGCCTTCGCTTTCCGCAACATTAA -AAGCAGTTGAATATGCTAAGTCATGTGGGAAAGTAATTTCCTTTGACCCAAATTACAGAGCACTCTTATG -GGATAATGTGGACAATGCAATATCAGCAATGAAATCCGGGCTAGAGTATGCTAATATTGCCAAGCTTTCT -CTTGAGGAAGCACAAATGGTTACAGGAAAAACATTGCCTGAAGACTGCTTGAGAGAACTCCTGAAATATG -ATCTTGGCATTGTAGCTATAACAATGGGCCCTCAAGGCTGTGTTTACGCTACGGATAAGTACATGGGTTC -TTTCCCGGAGTATCCGGCTAATGTTGTGGATACAACGGGGGCTGGAGATACTTTTTGGGGAACCCTTATA -TTTGGATTTTTAAATAACGGTGCGGATTTTGATGGGATTTCAGAAGAAAGGCTTTCTGAAATTGTACTAA -TGGCAAATATAGCTGCTGCAATGAGTACCGAGAAAAAAGGTGCAATACCTTCAATCCCGGATTTTGCAAG -AGTCAGGGCAGCTTTTGAAGAAATTAATGGCAAGTAAGCAATAGCGGGGAGAGAAATCACCCTGCCTAAT -TGACGAAATAGGATATTAATTAAATCTAAATGATGAAAAAACCATGTATATAGGGGAATTGCCTTATGCA -TGGTTTTTACTTTATAGCTCAGAAGTGACATACCTATTATGGATTATATAGAAAAAATGGTATATAATGT -ATTGTGTGGGGGTGTTTCTATTGAGACTTATAAATAAATGGTCATATTCTTGTGCAAAGGGTTTGGCAAA -TGTACTTGACGAAAATCATCAAAAAAAAGCGGAATATTATTTCGGCTTTCAGGTAGCCATCGGCAGTATT -GTAAAAACTGCCTTATTAGTAGCTGTCTCAATGATTTTTGGCGTACTGATTCCTGCCTTGATAATATCCA -TATCATTTGCATTACTGCGAAAGGTAGCGGGAGGCTATCATATGGATACATATGGTAAATGCTTGCTGGT -TTCAATAGCACTATTTGTTTTCGCAGCGTTGATTGCAAAGCATACTTACAGGTATTGGAGTATTGCATGG -GTGATAATCTTGATAACCTTAACATTTACAATAGGGCTTTATGTATTGATCAGGTATGCTCCAAGGGATA -CTCCCAATAGATTAATTACAGACCCCCAAGAAATAAGGAAATTCAAGGCTTTATCCATTGCCTATATTTG -TGTGTGGCTAGTGTTGGTTACAGTACTAACTATACTAGGAATGAAAATGTATACCATTTTATTATGCTTT -GGTGTATTGCAGGAATTATTCGCAATAACTCCAATAGGACATAAATTTTTTGACCGAATAAAATACGGTT -TGGCCCCAAAACAAAAGCCTTGCTAAACAGCAAGGTTTTATTTTAACTTTTTTAGGTGAGGGAGAATACT -TTTCAGATATTTGTGATATGAGATTATTTATATTATTTTCCGGTATGCCCTTTATTAAATAATCAAGAGA -TACATGTAAACAGCAGAATAACACCAATTTAGTTGGTCTTGTGTCGAAAAGTGTAACTATTTCATGGTTT -ATAGGTCTTTCTCTGATTGTATTTACTTTGGAGATTTTATGTCATAAAATGGTTATAGTAAAAAAATGTA -GGAGATGCATATATATGGTAATGAATTTGTATATTTTATTTTTAGTATCATTGCCCGAATCGTTTTTAAA -TTTAATAATAGCCTTACTTATTACTACCAGAAAAGAAGATTTAAAAGTAAATAAGCGGAATGTTATTAAA -TTTTCTACAACCATACTTTTAATGCTCCTTTCAACATGGATCATACGACCTATATCTCCTAATATCATAA -CAAGTGTTACATTACATACTATTGCATACTCACTGATATTTATGCTGGTATATAAGATGAAGCTTATATA -TGCTTTATTCGGTATTTCATTTTTTTTACTGATAATAACTACAACTGAAATTTTATATGCACCTTATGTG -ATTACATATATATTTAAAGGAATGGCCAATTTTCAGAATATTTATCATTGGTACGTGTTGCTTGCAATTC -CGCAGCGAATTTTTCAGGTAATAGTGATAGTATTTTTATGGAGACATGAAATCCTGTTAGCGACTAGGAT -AAACCGCCGGGTTCACAGATTATTTCTGGCATCATTTCTACTGTTATTGTTTGGAGAACAATTGCTCTAT -TTCGTATTTCTTACCGTTTTTGAAAAGATGCAGTTAGTTTGTCAAATAACATTTTCTGTTTCCGTTTTTG -TAATAGTATCGGTACTTAATATACTGATGTTTAAATTAATCTATACAGTAATTAATGGTTTAATAGTAAA -GTCGTATAATAAATATTGCGAATTTGAGGATGACGTAAAATTTGCTTTGGATGAAATACGTTCTTTGTTG -GCAAATAACCAAGTGGATGAGGCAGTTAAGCTTATAGATTATATTACCGAGTAAGTATCTAAACAGAGGG -GAGGGAAGGATTATGAAGTCAAAAATCAAATTTTTGCTTGCACCTTTGTCACTTATAATTACACAGCTTG -CGTTATCAGGCGTTTGCACTGCGTGTAGCTCAACCTTTTATCAGCCAAAAGCACCAAAGCATTTGACGGC -AAATAGAACGCATAGCTGAGTTTAATCGGAACAACCATGGAGTCAAGACAAAAACACCTTAATTAATTTT -TAAGTGTGTTTTTGTTTTTTTTCCTGCTTGATTAGCTTATTTAGAAGTTTTTCAAATTGGTTTATTTCGA -TATTTGAATCCTTTATCCTTACTGCAAGCTCAAGATAGGGTATAAAATCCTGATTCTTCAAATACTTCTC -AAAAGCATATAATTCCGAACTGTATGGCTTTCTTTCGCTAGAAGGTATGTTTTCTATATGATCAGTAATT -CCAAGCATATAGTCGGAGGATACATTAAAATGCTTTGAAAATTGTACAATAACATCTGGGTCTGGCTCTC -TTTCACCAAGCTCATATTTTGAAATAGCTTCTCTGCTTTTACCTAAAGCTTTTGCCACTTCTTTTTGGGA -TTGTCTCTTAACATTACGTAAACTTTTAATTCTCTCTGGCAATATATGCATCTTAATCACCTCAAGATAC -TATTATAAGTACTCATACCATTTTATGCAATATTTTTTATTAATCGACAAATCTATTTTTATGCGACAAT -TGTAATTTATTATAAAAAATAACAAAATAAGGTTGACTGTTTCGCAAAATGGTATTATAATAAAATCGGT -ACGAGGCGTACCAACTTAAAATGAATATAAACGACAAACTATCTTAAAAAGCACTTTAATTTTATTTAAA -TTCGGGTTGGTACACTTCTTTTCTATTTATAATACAAAAGGTATTGGTATAATACTAGAGGAACAGCCAA -TACAAGTAGCAGGGGGAGGGGACTGACGGCACCCCTCAACCCTGTTTTCATCCTATGGAATGTCCTCTAA -CATTGAACCAAACTTTTAATTCTCTCTGGCAGAATATGCATCTGCCACCTCAGTGAAAATTATATGATAC -CAATCATACGTTAGGCAATATCTTTTTTAGTTCACGCAGTTTTATAAGCAGAATTGGAGTTTACAGATAC -AATACTGCATCTGTAAGTTAATTATAATATTGGAAAATATTGTTGACTATTATTATATTTAATATTATAA -TTAGGACGGTACAATAAGTACCATGATTTAAATTTAAACATGAATGCATAAAACCTTAAAACCCACACCA -GAACAATATTAAAGCAAATTAACCCGGTAAACATTGTAGAAATATGTATATTGGTTAGGGTAAAAACCGG -AATGGAGAGGAGGTACTTAAAATTTTACGAACAGTACCCAAAAATGTGTGTGTTAGATACAAAAAGAAAG -TACTTGATAATGCCCCTTTTAAAAAAGATTTAATGCTAATGATTTAAAAGTTTTTGTCATTAATTATAGG -AACGACAGATATTAAATATGTTTCAAGTCAATGGCAATTAATAAATATATATCATCCATTCGTTTTATGC -TTTCATAAATACACTCCTGCTAATGGCACTCTATTAGGAGTGTCTTTTTTTATAAGTTATAATTAAGATA -CAAGCCATCTGTATTTCATAATTTGGTATGCCCGTTTGGTACGATTCAGAAATTCTTTGGCAGATTTGCT -AAATTTTCAGAAAAGGTAGATAAAGAAAGCTGTATTGGGTGCAAGCTTTGTGAGAAGGATTGTCCTTCCG -ATGCAATAACAGTTAAAACCACAGATAAAAAGGCTGAAATTGAAACTTCACTATGTTTGCAATGCACTAA -CTGCCAACAAATATGCCCTAAGGATGCCGTTCACTACTAAAAGCAAAGATATCTTTTTTTGTATGGTAGC -TTTACTCAGCATTAGAAACTGCACAACATTTACAACTATAGAAGAGACTGAAAATCATCGTATTTTCCGA -TAGATACAGCGGTTGCTTGTGCCTTCAGAAACCGCTGTAGTCTTAGCCTCTAATCGAGCGGCAGCAAATC -ACAGGAGAGTCTGTTGGTGTTACTTATAGTGATTTATACTTTTAGAGCGAGATCTTAAACCTCTCTAGAT -GATATCACAAGATTAATTTCCTTTGTGTTTACAATCCAGTCGTCCAAACCTGCTTCTTTAAGTAGTTGGA -GAGTCTCATCCTTACTGTATGTAGACCGGAGGTTTTTAAGAAATTCAGATTTCTCGACTTCTTTGTATAA -GAGCAGCAAGTTGATAAAGGCTTGATTAATTTGTCGGTTGAGGTCTTCAATAATAACCAGACCGTCCTTT -TTGCAGATTCTGGCACATTCCTTCAGTACTGCAACAGGATTTTCCCAGAGATGCAATGTGCCGAAGGAAA -AAACAATATCAGCACTGTCATCCGAAAGAGGCAGTTGTGTTAGAGAATTTTTTTTGTATTTAATGTCCGG -CTTGGCTCCTGCCCAACAGCATAGATTCAGGTTAGAACTTGCTACATCATACAAAAAGGGGTTTTCTTCA -AAACCTGTAATTTTTATTTGTGGAAAATTGGCACTGATATAGAGTGAAGTAAGCCCCGTACAAGCTCCAA -CCTCCACAAGCTGAAAGCCTTCCTTACAGTTAGATAAAATGGTATTGGCTGCTACTTTGTGCGGTTTGAC -AGCTGTGCGGCGCAGTGACATATCATATGTAATTGCGGCATAATGACTGTCAAATATATTGTCCAGTGGT -ATACGTTCTTCTAAGTCGAACTTAGGCATAATATAACCTCCTGCCTATATAAATAAAAACATGGTCTTAA -TTTAAGATTAAATATACAAACTGCAATATTTTAAGTCTACACATCATAATATATGCGATTGATAAACTAA -TCTTCCATTAATATGGGTTAATACAATACGAATATGAATTATAGGGAAATTATCCTATATATTACATTAA -AGTGAATATTATGACAATAAGTATAATATTTGTATAAAACATTGTCAACATTTTTTATAGATACCATATA -TTTATACACTGCTTGTATTATAAAAATATGTTGAAATTTAACAATTGCCTAAGTATAATTATGATATAAG -TAAAAATATTAATATTTTGTAATTAAATATATAAATCTTACAAAATATTCAAGCAAAATTAACTCTGGAA -TATATAATAATTGACACTTGTCAAGGCTCCATTATAAATTAAAGAATTAGGAAAGGGAGACGGATATGTT -TATAGATGATGTCATTGCAAAAATTTGGGAGCCCTCTTATATCGAATACAAAAGAATATACGATAAGGCA -ATGAATACTGACACAGATAAACTGTTTCACACCCTTGCCGGACAGAAAATGAGTACTATTTACTACCCTA -ATGGGTTAACAATGAGTGTATTGGCGACAAGCGGATGCCCTCACAGATTCAGAGAAGACAGGATTTCGGG -ATGCAGTATGTGTAATTACCAGTCATATTTTTTTAACACATATGCATCAATGGCTGCGTTGAAAAAAAAA -GATATAAATCTTTATGCCAAGGCTGTTCGTTTGAGCTTTGAAAATGCAAGAGGAGTTATGTCTAAACCCA -ACCTATTCGAGTTGATTTCGGCTAGCGATACCCTGAGCAGAGAGGAATTACCACCTCAAGCATTTGAAGA -ATTATTTGGCAAAAATGATCTATTTAGTAAAAAACCATTCAAATATATTATGGAAACCAGAGCCCCCAGT -GTAACTTCCGAGAGCATGGAAATGCTAAAAAAATATCTTGGAAATAAATCAAGGGTGTTACTGGAATTAG -GGATAGAATCTTCTGACGAGTGGATCAGAAATCACTGGATAAATAAAGATATCACTAATAAAGACATTAT -AACAGCAGTTGAACTAATACATCAGGCCGGATTTAAGTTTTCTATTAATATACTATTTGGAATTCCTATG -CTAACTGAACAACAGTCAATAGAAATATTCAAAAAATCGGTCGAATGGGCTGACGAACTGGGTGCTGATG -AAATTTTATGTTTTCCGCTAAGTAGAAAGGAAGGAACATTACAAGGTTTTCTTTACAAGGAATTAAGGGA -CAGTCAAAGATTAATAGATGCAGGATTGGTAAACGGGGAGCATACTGGGTTGCCATGGCTGTTCTCAGCA -TTGGAAGCAGTTCATCAGGTGGCGGTAGAAAGACCGTCGGTCATTAAAAAGTTAAACTTTGCACAGCAAA -GTTCTGCTCAAAGTCCCGTTGAGAACACTTCTGCCTATAACAGTTCAATAGACTGTTACTGCTCACGGAA -TAACATAGATGTACTTGAACAATTTGGAAGAGATAAAAATATTGCAAAACTAGAAGAAGCACTAGAAAAC -TTACAGAATGACCCCTGTTACAAGGATTATGTAAACTTGATAAAAAAACAAAAAAACGCCGGAAATATCT -CAGACACTATCACTATTCTTGGAGAAGAGATAGCAAAGAAGTTATGGCCTGAAAGCTGTGAGGAGAAACT -GTATGGGCTTAAGAAAGAATTGACTCTTTACGGAACTAAAGAGTAGTTTAGCTGTAAAAATATAAAACAG -GGAGTGTGTATCAATGTATGAATATAGTGCTGGTGTATACAAATAAAAATAAAGTTTTGACACCACCGCC -TATTGGCCCTGCACACCTTATTCCACCATTTTCCAAGATTCTACGTATCAAAAGAAATTGATGTACAATG -GGCCTAAAATTACATTGATGAGCAATCAAAGAAATATGCCTATAGAATGGCAAAGATGATACCAGTATCT -ATACGCAATCTGGCTTCAGGGTTATTTGAAAATTTGATTGCAATGTAATTAGGGAGGTTCTGACACAGCG -TGTCCGGCAGTGCTTCTTGCCACACCTTTCAATTAAAAAGATTATGTTTATTGATTCTTTCGTCTTAGTA -GGAAATTATAATCAAATTTGATTTGTTTATACATAAATGGTATATTTTATAATAATTCAAATTTATTTAT -GAGATAAAATGATAAAACAAATGATTCTGTAATAAAGAGGGTAAGTGCTTATATGGTTAATGAACTATCT -CCAAAATCTGTTAAATCGTGTGATGATGACTTATATCAGCTCCATCTGTGTAAATCAAGAGATAAAGTTA -TATTGCGGGCTTTAAAGGGAAGTACTCCGGTTAAATTATCATTATTAGCCAGTGAAATAATCTTACCTGA -TAAATTAAGGGGTTTACTAAAAAAAGACAAAGAGTACACAGTAGTAAATTTACAGTGGTTGGAAAACTTG -AAGAAATATCTGTGTGCTCTTACAGAAAATTCTCCTGAAGGTATGGTTAAGGTAGTTATTTCTAAAGAAA -TAGAAGCATTAAAACGTCAAAATGTTCCACAGAGTTTTAACGTTATGTATAGTTGGTCGGAGTATAATAA -GGGAATTGGAAGGCAGTTACCGGCAGAGGTTATTTACTGTGGAAAAGGTTGTTTTAAATTTAAAAATTAT -TACTGGATAATCAATGGTGTTGATGAAGAAGATGATCGGTGGCTTAGAAAAGAATATATCCATGGGAGTG -AGATAATAGATTTCATTACTAATATTCTTCCTAAGTGGGAAAAACAATCTTTACCTTATATTAGTAAAAT -TAAGTATGTTGATGAATCAATACTTGATGTCGTAGTAAAGCAGGTTTGCGAGGAGAGCATTGAACTTTTA -ATTAACTGGAGAGTAAACTCGGAAGAGCTAAGCTGTATTCCATCATTACCTGGTTACTTTTTTGCAGATG -GTATTATTATGCCCGGAATACTTCCAAAGGAGTTAGGCATAGAGATACTTAAAAAAAGTGGTAATTACAT -CCTTAAGGGAGATTCGACTGCTGTATTTATGAAGGAAATTTGGCCTAAAATAAGTCAGTATACAAAGGGT -GATGTGGATGCTCTATTAAGAATGCATAAGGTGGTTTCAGAACATTGTGAATTAGTTCTGTCCATAAGAC -GCCTTGAAAAAAACGGTATCGGAAGAATTATTGGGATTCCGAAGTTTGTATTCAATAATTTAATTGTTAA -GGCAAAGGATATATTACCAAAGCTAAATAATAAAAATAGATTTATAAAAATAGATAGCAACTGGATACCG -GTAGAAAATATTAAAAAAGTATGGAAATTAGGAAATAATGATGGCGAATTTATTGAAATTGAATTTTCTG -AGGTTGCTGAAAAAAGAATATCGCCACTAAAAGGAACTTGGAATCGAGTAGAGTATCCAAACATAAATTT -ACCTTACGGTGAAGAAACTCGCAGCGTCATAGCAAGGCATATCGAATTTCTCAGAGAATGGGGTATACCT -GGCGGGGTAGTGTGCAACCTAGAATTATGTAGCAAGGTATTTTTAGAAGCATTTATCCATTTTATAAGAA -AAAACCCAACTGCAAGAATCCTGGTAATAGGGAAAAAAAACGAGTTGGATTTGGTTTATGAGAAGGGGCC -TTATGTTGTTAATGCCATGTATGAAGGAACAAAGAGAGATCCTCAGCTTAGGAATGACATGACAGGTTTG -ATAATGGCCACACCTCGTGCTATTGAAGAGTATGAAGGTTTAGCAGAGGTTGAGTGGGATATAATGTGCA -TATTGGATGCAAATAATATAGTAAAGACCCATCATTCAAAGCTTTATAGAATACTTACAAAATACAGTGT -AGGTATGGTGATTGGCCATTTTTCAAGCTCAGATTTCCTTAGCAGGCAAGTTTTGTATAATACAATATCA -GATATATTCAAGGTTAAAAACGGGAAAACGGCTTGGAAGTATGGATTATATGATAGTGAGAAAATTGAGA -CTAAGAATCAAAAAGTTCCGGTGGTATTAGAAAATAGCCTGCAAGAAGTAAGCGTCAATGGAATACCGGC -GTCTAAGAACCTTCCGGTGACTCCCAAGCCTGAAAAGAGAGAGTTTATTAGAGATATACAGGAGTTAAAC -ATATGTGTAACCTCAAAGCATACTGGATATATACAATCGGATTATTATGAAAAAGCATATAGATTTCTTG -AAAGAGCAAGAAGTTTTGAGCATTACAAAGCGGATAGTGCAAAGTATGTTCCTTTTTCATGTGAATGGCC -TACTTACGATTCTATGTCAATACACCAAAGGGAGTGGTATTTTTGGTGGAGAGAGCAAGTAAGAATGGGT -TTATATCTTGAAACAGATCTTTCATATGTATTAGTTTATATTTATGAATTAGTGAACCTTGTAGGTGTTA -GTGATCCTATTGACGGTTATGAAAAACTATATACTATATGGGAAATTTATCGGAACAAGTATCTAAAACT -TGACTTCCATTTACTGGAATGGATTATGGATTATATTATAATTAATGACTGCCCGATTGATTTCATAGAG -ATACTAAAGGACAACATAAGCAGGTGCCCATATTTTCATTTGCCGGACTTCCTTATACCATATTATACAG -ATGAAGAGCTTTCGAAAATGTCTACTACCCTAATAGCAAGATTTATTGATTATCCATTAAAAAAAAGCAA -GTTTTACACAGGTATACATCAGGAATTGCTGGATAAATATATACCCCGTGCAATTGCAGAGGTGAATTTC -TATTTAAAGGATAGGTTTGGAAAGGGGATATTTGAGCTGTACAAGCCCACAAAATTCCAGAAAATTATTA -GAGTACCTTTTCAGGGGGCTGTTTATGGGAGGCGTGGAGAGAAGGAACTAACAGCAACAGTTATTCCATA -TTCGCAGCATGGGCCTCTTAGGGAATTCCTAACATCAGTTGTAAAGCATACGGAGAATAAAATCAGAGAG -TTAAAGAAATTTTCAGGTAAACTTCAGGGCTACACTCTTGAGCGGGATATACAAAGGATAATTGATAAGT -TGATACAAAAAACTGCGGTGAGTGAAATTATGACTAAAGCCAAGCCTAAGATAAACATTGATACATCAAA -GGTAAAGCAGCTTATAAAGGATTCGGATCAGGTATGTGAAAAGCTTATTTCAGGTTTGGAGGAATATGAG -ACTGTAAGTAATAAACCGGAAGAAGTATCAGATATAGAAGAGTATACTATTGACGGAGTAATTTCTGAGG -ATACTCTCACAGACTCTGGAGATATATACAATATACTTATGCTACTTACTCAAGACGAAAAAAATCTCAT -TAAAATATTGCTGCAGAATGGGTTTGAGGCTGAGGATGAATTAATCGTTAATCAAATGCAGGGAATATTC -ATCGAAACACTAATAGATCACATTAATGAGATTTCACTAGATATAATTGGAGACATGCTAGTATCAAGTA -AAGATAGCTCTAAGGTCATAGAAGAGGACTACAGAGAGGAACTGCTCAGCTTAGAGGATTACTTGAATGT -AATTAATGAAGAAAATGAGGCTGATGGACTGCCGGATGAATGGAAGGAATTTAAAACAAGACTTACTGAT -TATCAAATTCAGACGTTAAAGGCAATTGTAGAAATAGAGGAACCAATGAAGGAGATTAATAAAATTTGTG -AAGAAAATTTGATTATGCCGGCAATGTTAATAGATTCTGTAAATGAGGTTGCTGTCGAGACAATCGGGGA -CATAATTATTGATCCTGATAGGCTTCCACCTTTAATAATCGAAGGAACTGTAGAAATTCTCAGTAGATTG -GTAAAAATATACTTATGAGGTGAGTATTGTGGAGAAAATAAAAATACCTAAGCGAGTGACAACAGCTTTA -CTTAACTCTTTGGGAGCAGGTGTTGTGCCAAGAGTAGGGCTTGAACATGTTGCAGTAGGACGTAAGGAAG -AAATTAACGCCATACTGGTGGATCTTGAAAGCATAGCAGAAGGAGGTGCAGCATTTAGGTTTATTGTAGG -TCGCTATGGGAGTGGTAAAAGCTTCATGCTGCAGATTATACGAAATTATGCAATGGAAAGAGGTTATGTC -GTAGCTGATGCGGATTTATCCCCTGAACGCAGGTTGGTTGGTGTGAAGGGACAGGGAAGGGCAACCTACC -GAGAACTGATGTACCATCTATCAACAAAAACACGTCCTGATGGAGGTGCGTTGGCTGCTATACTAGAGAA -GTGGATTTCAGGTATTCAGGCACAGGTTGTTAAGGAGAGCGGTATGCGTCCTAATGACTCTGGCTTCTAC -AGTACAGTAGAGGCTAAAATTATGGAAGTAATAAGTAATATGGAAGGTATGGTTCATGGGTTTGATTTTG -CAACGGTTCTTACCACCTATTGGAAGGGCCACTGCATAGGCGATGATGCAATGAAGGATGCTGCACTTAG -GTGGCTTAGAGGTGAGTTCAGTACAAAACAAGAAGCACATTCATTCATAGATGTACGTGTAATCATAGAC -GATGATAGCTGGTATGATTATGTTAAACTTATGGCTACATTTGTGTCGAGCATAGGTTATAAGGGTTTAG -TAATTTTTATAGATGAGGCAGTAAATCTATATAAGATTACTCATTCAACGACAAGACAAAACAACTATGA -AAAAATTCTTACTATGTTTAATGATTTAATGCAAGGTAAGGTAGGAAATCTAGGTATATATATAGGAGGT -ACTCCGCAGTTTATGGAAGATCAGCGCAGAGGACTTTACAGCTATGAAGCTCTTAGATCCAGACTCGCGG -AAAGCAGATTTGTAAAGGATGGTTTCAGAGATACCTCCGGTCCTATGATTAGACTTCAAACACTGACACA -TGAAGAGATATTTGTATTACTAAAGCGTCTTGTTGATATACACGCTGCCCATTATGGATACAGCCCTACG -ATCGGCTCTAATGAGTTGACAGAATTTATGCAGGAAGCTGTCAGCAGAATGGGGGCAGAGGAACTGTTAA -CCCCAAGGGACATTGTACGTGATTTTATAAGTATGCTGAATATTTTGCATCAAAATCCGGATACACCATT -TAGTCAAGTAATGGGTAGTTTAGATTTTAAGATTGAACATAATAACAATGATGAAAACTTTGAGGAAGAT -GATGAATTTGCGGAGTTTACATTATGACAAATAATGATGCTTTTTACAGACTTGCTCCATTTATAAGAGA -ATACATCTATACGCATGGTTGGACGGAGTTAAGAGATGTACAACTGGAAGCGTGCAAAGTAATATTCGAT -ACAGACGACCACCTTTTACTTGCAGCGGGTACAGCCTCAGGAAAAACTGAGGCGGCCTTCCTGCCTGTCT -TGACTCAACTACATGAAAAACCTTCTTCTACAATTGGAGTGCTATATATAGGCCCGCTTAAGGCACTCAT -AAATGACCAGTTCCTGCGTTTGGATGATCTTTTAAAGGAAGTTGATATTCCCGTATGGCATTGGCATGGA -GATGTATCGCAGAGCCATAAGAATAGGTTTATGAAAGATCCAAGAGGAATTCTACAAATAACACCTGAAT -CTCTGGAAAGTATGATTATCAACAGAGATAATGAAATTTCACGTATTTTTGGAGATTTGAGGTTTATTAT -TATAGACGAAGTACACGTATTTATGGAGAGTGACCGTGGACGTCAAGTTTTATGTTTGCTGGAACGCTTG -TCTCGCTACTTTGAAAAAGAGCCCAGAAGGATAGGCCTATCAGCTACACTTGGTGACTATTCGCTAGCTG -AAAAATGGCTGGGTTCGGGTACTAAGCGCCGGGTCGCTACACCTAAAACAGAAACTTCTCAACAAAAAAT -ACGACTGGCTGTTGAGCATTTTTACATATCTGACCCTATAGACAGTAAAAGTAAGCTCACCATCAGCTCT -AAAGATGAAGTAAAGGAACAAAACCTTACGACAGACAAGTACTATGAATATATTCATAGTAAATGTAAAG -CTCAAAAATGCCTTATATTTGCAAATAACAGAACTGAAGCGGAGCAAGTAATAACGAATCTTCGGCAGAT -AGCGAAAGCAAAAAGCTTACCCGATATATACCATGTGCATCACGGCAGTATATCGGCGTCATTAAGGGAA -GCTGCAGAACAGGCAATGCGTGCTCAGGATCATCCGGCTGTAACAGCAGCTACTGTTACTCTTGAATTGG -GAATTGACATAGGACATCTTGAAAGGGTAATTCAATTGGGAGCACCGTTTTCTGTATCAAGCTTTCTGCA -AAGGCTGGGGCGTTCAGGAAGGAGAGGTTCTCCTCCAGAGATGTGGTTTGCCTGCTATGAGGAAGCTTCT -ATGGATAAAGGAGCACTGCCTGCTCAAATACCGTGGCAGCTTATTCAGACGATTGCAATAATACAGTTGT -ACTTGGAGGAAAGGTGGATAGAGCCAATTGAGCAAAAAAAGTGTCCCTTCAGTCTTATGTATCATCAGAT -TATGAGTATATTGATTACTAAGGGAGAACTTTCGCCTGCTGCACTGGCACAGAAGGTATTGACTCTCTCT -CCGTTTAAAGAAGTATCTCAGGAAGATTTTAAAGAATTGCTTAGACATTTGATTAAGATAGACCATATAC -AACTGACAGAGCGAAAGGGTTTAATAGTTGGACTGGCAGGAGAGCAGCTGGTACGAAGCTTCCGCTTCTA -TGCTGTATTTGCGGAAAATGTAGAATACACTGTAAAAGATGATACAAGCGAAATAGGAAGTATAATAAAT -CCACCGCCGCCGGGTGAAAGGTTTGCTTTGGCAGGAAATACTTGGGTTGTTGTTGAAATTGATCCCAAAA -ATAAGATAGTCTATTCCAAAAAAGTAAATGGTAGGGTACGCACATATTGGTCTGGCGGTGGAGGCGGAAT -ACATATAAAGCTTCTACAAAGGATGAGGAAGGTACTTTTTGAGGAAAAGGTTTATCCTTATCTCAAAGAG -AAGGCTAAAGAAAGGCTACAAATAGCAAGAGATTTTGCTAGGCGGACAGAATTAGACAAGAAAAGCATAT -TTTATGCGGGTAATAATGAATATTATATTTTCCCATGGATGGGGACTAATGAATTCCGTACACTTGACAG -GTGGTTGCGCGTACAGTGCAGCGATGTAGCAAAAATCAGAAATATAGGAGGCTTGCCGCCTTACTACCTA -ACGATTCAGTCAGATGTGAGCAACAGTGAGGAGCTTCTACAGGTAATCACTAATATGGCAGAAAGAGAAA -TTTCACCATATGATTTAGTTGGGGAAGAGGATGCTCCGCAGCTTCAGAAGTATGATGAATTTATACCACA -TAATTTATTAAGAAAAGCTTTTGTTACAGATTATTTAGACATAAGGGCTATGAAAGGGCTTATAGGTGAT -TGGAAATAATACCTTAAAAAACTAAAAAAGCTTTAATGAGAAAGGGGCTGCATAAAGTGTGCGAAAGAAT -ATACTACTCTTTAACTCATCCTCAAAAAAGGATATGGTATATTGAAAATATATATCCGGAAATACCCATA -CATAATATCGGCGGAGCCGTAACAATTAACAGCCATATAGATTTCGATGCTTTAGAAGAGGCTATAAATA -TATTCATTAGTAAGCATGATGGGTTAAGAATAAGGATAGTCGATAAAAATGGAGATCCCCAGCAGTATGT -AAGTGAATTTAAAAGAACAAAATTAGACTACTATGATTTGAGTTCGTATCATGAAGGAGCCAAAGCAGAG -TATTATAGGATTGCTGATACAGAAATGAAAAAACCCTTTAAGTTATTGGATAATCCTTTGTTTTTCTTTG -CTTTATTTAAGTTGGATAATAATGTAAGTGGGTACTTTATAAAGCTTCACCATATAATTTCAGACGGCTG -GTCAATAGAGTTATTAACCCGTCAGATTATGGAAATATATACTGAGCTTATAGAAGGGAGAGAAATAAAG -CAAGAAAAAGAACAATCATATATTGATTACATAAAACAAGAAAAAGTATATTTGGGCTCAGAGAAATTCA -TAAAAAACAAGAATTTTTGGAATAACAAGTTCGCCGAGCTACCCGAAGAGTTCTCAATTAAAAGTTCCAA -CGATACAGCTGGCGAAAGACAAATATTTTACATAGGTAAGAAAAAAACGGAGCTGTTGAAAGAATTTTGT -GCCCAAAATAAATGCTCTTTGTATACATTCTTCACTTCGCTTTTATTAATATATCTCAGTAAAATCACAT -TACAGGAAGATATAATTATAGGTACACCTGTTCTTAACAGATCCGGGAAAAAAGAAAAAAGCATATTTGG -CATGTTTACAAGTACAATGCCGCTAAGGGCCAATGTAAATCAGGAATCGACAGCTGCTGAGTTTATTCGT -GGAATTAACAGTGAGCTTATGGATTGTTTTTTTAATCAAAAGTACCCCTATGATCTGTTGGTAAAGGATT -TAGAATTAAAGAAAAAAGGGTTGGATAGTCTGTTTCAAGTATCAATAAACTATTATAACACAAAGATGGA -GTCCAGATTATATGATGCCTCAATAGAAAATATGGAGTTTTACAGCGGACATCAGAGCTACCCTCTTCAG -TTAATAATAAAGGATTGGCTTGAGGATTCAAACTTATCCCTGAGCTTTGATTACAAGTTGAGTGAATATA -CAACAGAGCAAATTAAATATATGTACTATAGGCTTGATGCTTTATTAGACCAGATTGTAAGCAATCCTTC -CAAGAAAATTTTTAATTTGCACTTAGTAAATGATTCTGAATGGAATTGGCTTGTTTATGGATTCAACTCA -GTAAAGGGAGAGTACCCTTCACAAAGAACTATATACGAGCTTTTTGAAGAGCAGGCAGAAAGGACTCCCA -ATAAAACTGCTGTCATATTTGATTCTATCGAGCTTACATATAAAGAACTAAACGAAAGATCAAACAGTCT -TGCAAGATATTTGAGAGAACTGGGAGTGGGGCGTGACAGAATAGTGGGATTAATGTCAACTCATTCACAC -TATATGGTTATTGGAATACTTGCAATAATAAAAGCAGGTGGAGCATACTTGCCGATAGATTCAACGTATC -CCGCAGAGAGGATTGAATTTATAGTTAAAGATTCAGGTACCTCAATTCTGCTTACAGATAATACTATCCC -AAAGGAAACAAACTATAATGGACATATTATAAATCTTAAGGATGAAAACCTATATAAAGGACAAGTGTGT -AACCTTGAAAAGATCAACAAAACTACTGATTTGGTATATGTAATATATACATCAGGTTCAACAGGAGCAC -CTAAAGGTGTAATGGTAGAACATAGGGGGCTTGTAAATTATATATGGTGGGCAAAAAAGATGTATGTCCG -CAATGAAAAAGAAGTATTTCCGTTGTATACCTCATTATCCTTTGACTTGACTGTAACCTCAATTTTCACT -CCATTAATATCCGGAAACACAATTGTCGTCTATTACGATGATGGTACGGAGTTTATATTGCTGAGAATAC -TCCGGGAAAACAAGGTGAGTATTATAAAGCTTACGCCAGTTCATCTTTCTATTATTAAGGATATGAATAA -CGATAACTCATCGGTTAAACGCTTTATTGTTGGGGGGGAAGATTTAAAGGTAGCTCTTGCCCACAGCATT -TACAAAAGTTTTGGAGGGGATATTGAGATATTTAATGAATATGGACCTACAGAAACAGTAGTCGGTTGTA -TGATACATAAATATGATGTAAAAAATGATTTAGGAGTATCTGTGCCTATTGGTATACCGGCTGACAACAT -CCAAATATATATTTTAGACAAAAACTTAAATCCTGTTCCTGTAGAAACTATAGGGGAATTATATGTATCG -GGAGCCGGAGTAACCAGAGGGTATTTAAACAGGGAAGAGCTTACAAAGGAAAGATTTGTAGATAACCCAT -TCATTAAAGGCTCTAAAATGTATAAAACCGGGGATCTGGCAAAGCATTTACATGGCGGGGAAATTGTATA -TATGGGAAGGTCTGATTATCAGGTCAAACTAAGGGGCTACCGGATTGAATTAGGTGAAATAGAAAACTAT -TTATTTAGTCACAACTCAATTACTGATGCTATAGTAATAGACAGAAATGATGAGAAGGGAAACAAATATC -TATGTGCATATATAGTTAGTACAACAGATTTAGACATTTCTGAGATACGTATGTTCCTTAGTAGTAAGCT -TCCAGATTATATGCTTCCATCGCACTTTGTGATATTACAGAGTCTGCCTTTGACTTCAAACGGAAAAGTA -GATAGAAAGTTACTTCCGGAGCCGAAACTTGAAGAAGAAAGTAAGGCATATTACTGTGAATTTGAAAATG -ATACTGAAGAAAAAATTATTAAGGTAATCTGTGAGGTTTTAGGCATAGACAAGATAAGTCCTACTGATAA -TTTTTATCAGCTTGGTGGAGACTCGATAAAAGCGATACAAATTGCATCTAGATTAAAATCCGAGGCTATA -AACCTAAAAGTAAAGGATATATTATTAAATACTATAATTGGGGAATTTGTAGAGAGGGCAAAAAAACAAA -TCCTGCCTCATAAAGCTGCACAGGGCCCATGTGAGGGGAGTATTCTTCCTACACCCATCACTCAATGGTT -TTTCAGACAGAAATTTAACAATGAAAATCACTATAATCAGTCTGTACTACTGGATTTAAAACAGAACATA -AGTCTCGAAGTTATTGAAACAGCTTTAGGAGTACTAGTCAAGCAGCATGATTCACTAAGAATAAACTATG -ATAGGAATACCGACGGGCTTTATTACAATAATAAGTATACGGAAAGGAATTTTGAAATAAAAGTTTGTGA -TTTATCCTCTGTTTCGCAGGAAAAAGTACGTCATGAAATTAAAGTATTAGGTGAAGGCTTGAAATCAGGT -ATGGATATTGAAAAAGACATTCTATTTAAGGCATACTTTTATAAAAACGAGGAAAAAGGAAATAAACTAC -TGCTTACAGCACATCATCTGGTTATTGATGCTGTATCATGGAGAATACTACTTGACGATTTTTCAGCTAT -ACTTAAATCTATAAGCATGAGTGAAACTATCAAGCTCCCTCCTAAATCAGACTCAATGCAAAAATGGGCA -GAGACTCTTAAAATATTCGGAGAGAGGGAAGTCAATACAGATGAACTGAAATACTGGGAAAATACTATTG -AAAACGACTTTGTATTCCCTGTTGACTTTCAACTGGGAGAGGATATTCTAGAGAATTGTGATACAATAAC -GGGGAATTTGTCTGAGGAAGATTCAGATAAACTTACACTGGAAGCTAATAGAGCATATAATACTGTTACT -AATGAACTTCTATTTATCGCATTGTCGCAAGTATTGAGCAACCTTACTCAAAGAAATAGAGTATTAATAG -AGCTTGAAGGCCACGGACGTGAGAATATTTCTGACATAGTAGATATATCAAGGACGGTAGGTTGGTTTAC -CAGCATCTATCCCGTAAGCGTAAGAATGGATTCTGATGATCTTGGTACCCAGATAAGACAGGTTAAAGAA -CAGTTAAGAGAAGTACCCCGCAAAGGAATTGGTTTTGGAATCCTTAGCGGTTTATCTCAATCAATAAATG -AAGATGGTAGAAAGCATATACGTTTTAATTTCTTAGGCGAGCTTGATACTACTTTTAATAATGATTATTT -TGAATTGAGTGAAGAAGACTCAGGCTCTGAAGTTTGTAAAAAGAATAGAATGACCTGTCTAATAGATATT -AATGCTATGATCATAAAGAAAAGGTTAAGTGTTGCTGTTACTTACAGTAGAAACAGCTTTAAGAAGGAAA -CCATAGAGCGGCTTCTGGATAATTTCCTTGAACAAATAAGAAAGCTAATTTTACACTGTTGCAATCAGTT -GCAACCAGATTATACACCTTCAGATTTTGAACTAATTAATATCTCACAAGACCAGCTTGATGATTTGTTT -GATTGAGAATAAAGTTAGGTACTTGAAAAACACCTTTTGGGTAAATACCAAAAGGTGTTTTTCAAGTACC -TAATTAAAGGTATATAAGTTAAATATTTCAAGCGGTCTTAAAAGAACTGATTTTCATTAGTAACTCTTCG -ATAGAAGGTTCTAAGAACTTAATTGTTTTAATTTTAAAGTTATGTTCGGATAGGAGATTTACCAGGGTTG -GCAGATAGGAAAAATCTAAACTGTCAGTATAAACCCTTACTCTATTTCCCATTACTTCACTTTTTGTGAT -AAAGTTCAAATTGAGTTCAATAATATATTTTAAAATTTCAAGAGCGTTTTCATCATCTACAGTCAATATA -TCGAGCCCATCCTCTGAAGTATACAGCTCCTTTACTTGCTCCTTAGTCCCGGAAGTTAGCAGATTACCAT -TGTCAATTATAGCAATTTTATTTCCAAGCTGTTCTGCTTCATCAAGGTAGTGGGTAGAAATGATGGCGGA -TATGCCTATTTCCCTTAATCCATAGATGTAGTCCCACATTTCCTTTCTAACAACAGGGTCGAGTCCAACA -GTGGGCTCGTCCATAATTACCAGCTTGGGCTTGTGCATAATTGAAAACATAATGTGCATCTTTCTTAAAT -TTCCACCCGAAAGTGTAGAAAGATATTGATTAGAAAATTTTGATAAACCTGATATTTCTATAAGATCGTT -AAGAAGCTTAGAATCTGCATTTTTTAGCCTTGCCTGAAATTTAATATACTCCTGCACTGTCAAGGTATCT -GGCATACCTTTGTATTGCTGTACAATACCTATTACTTTGTTGACCTTATTGCTTTTTTCTACAGGTATTC -CATCAATAAATACCTTACCTTTGTCATATTTAATCAGTCCGGAAAGAATACGCAGAAGTGTAGTTTTACC -TGCACCGTTCTTTCCTATTAGTGATACAAAATCACCATTTTCAATAGTAAGGTTAATATCTTTGAGGCTA -AATTCATCAGAAACCTTCTTAAATAAATTTTTGATTTCAAGAACATACATATTAATCTACCTCATCAATT -ATTTTTTTATTGCAGATTTAAATACTAGGCTTGGTAGTATTACCATGATTAATGTGAATACTAATGCCAG -TATTATCGGTAACAATATATTATTTGGCAGATCGCCTAGTATCGAATACCTAAACAATTTAACTTGTATA -GAAGATGGAAGGAATTGCAGTACTTTACCTAAACCACCGAAATTCTCTATAGGAAAAAATACACCGGAGA -AGTAGAATAGAGGTACTAAAAGCATATTGCTGAGACCTGAAAATGCAATTTCATCAGTACCCGCAGCAAG -CAATACACCAAATCCGGCAAAGAAGAAAGTTGTACAAGTTATTGCTAAAAGCAGCATACCTGGATATTTA -ACATTAAGATCAAAAAACAAAATTGCTGTAATTACGATAATTAACATCTGTAGAATAGATTTTATAAGCA -TGCTAAAAAATCTACCTGAAACAAAAGCACTATAAGGTATAGATGAAGTAATAACGTCTTCTGCTATTCG -TTTTCTCTTATCTACTAAAATACCATACCCCATTGTAAAAGTTGAACTAAACATAATTCCTACAAACATT -ATGCCCGGTGCAACAAATTGAAAATATGAGCCTGAAGTAACAGGAGATATGCTGGAGCTTGCCGGAACAC -TTGTTCCCAATCCGAATGAAGCAATCATTGTGATTGGTGTTAAAAGGGTAGTTATTAATCCTGCCGGTGA -ACGTAAAAACTGAAGCAAATCCATTATAACAAAATCTAAAACAGCACGAAACCATAGTCGAACCTTATTT -TCCATAATTCAAAAACCTCCTTTATTTTTGGGAAACATATAACAAACATACTATGGTAAATATCACACTA -TATTACCGTTAATTTACCACGTCAAATAGTATAAACTTACCATATATAGAATGTCAATGATTATATGGCA -ATATAAGGGAGTGACAAGTTTAAAAACAGCCTTTAGCATTTTTAAAGTAATTCCCACTAAAGACCTAATT -TTACTTAGATATACTAAATATCATTAAAATGTTGCTTTTGTAAAAAAATAGTAGTAAAATATTATTTATT -ATATTACATTTTATGAAATTAACACATTTTATGGGATCTTATGAGTTATATGGTATAATAAGGGTACTAT -ATAAAAAATAGTAAAAGTATTATACTAAGCCACAAAATGATAGAAAAGGACTTACGGCAAAATAATTAAA -AAAAGTACTCACATCTAAACTAATACGCTTAAAATATTAAACTCCTTTAATGTAAAGCTGCAAGCCTTAC -ACTACTCTGCAAATTCGGAGGATGAAAATATGAAGGAAACTGCTTTAGTATACATGCCATGGGCAACTAC -TACCATGCCATCGCTTGCTCTTGGATTGCTAAAAAGCGTACTTGAAAGAGAAGACATTCCAACAGATGTT -TATTATTTGAATGTTCGTTTTACTAAGTATATGGACAAGGTAATGTATGAAGAAATAAGTGAAATATGTG -ATGCATTTACCTTTGCAGTAGAATGGATGTTTGCACAATATCTTTTTTCAGAAGAAAAAATGCGTGAAGG -GAAAGTAAGCTATAGTAATTTAATATTACCCATTTTAAAAAGTGATCCTATATTGTACATGTATCTGAGG -ACAAGAAAGGAAATAATTGAGCCGCTAATTAATAACATAATTCCCAAGTTTATAGAAGATTGTTTGAATG -ATATAGAATGGGGAAATTATAAGGTGGTAGGATTTAAGTGTATGATTGGGTATCAGGTATCCTCATTACT -TTTATCGAAAAAAATTAAGGAACGCTACCCGGATATTAAAATAGTATTTGGTGGACCCAATGTTAGAGAA -GTTATGGGTGAAGAAATCCTAAAGTGTTTTGAATGGGTTGATTATGTAATAGATGGTGAGGGCGAAGAAT -CTCTTCCCGCACTCGTTAAGAATATTGCAAAAGATATACTGTACGAGGACATACCCGGAATTGTATATAT -GAAGGATGGAGAATGTATTCGCAGTAAGCAGTCGGCTAAAATGGCAGAGCTTGATGAGCTTCCAATACCT -GATTATTCTGATTATTACATTGAGTTTCAAAATAATGATTTAAAAGAATTTTTACCTTCGATAAACAGCA -TTTTTGAAGGTTCTAGAGGATGCTGGTGGGGTGAAAAATGTCAATGTACTTTTTGCGGTCAATGTAACGG -ATATCTTAAATTCCGATCCAAGTCGACCGATAGGGTTCTAAATGAGGTTCTTGATCTTATAGAGAAGTAT -GATAACAAAAATTTCTGGGCAACGGACTGTATATTAAGCTTGGATTATTTTGATACCTTAATTCCTGAGT -TGATAAAAAGAAAACTCGATCTGAATGTATTTTTCGAGGTAAAGCCAACACTAACACGAGAACAAATTAG -TATGTTGTATGCTGCCGGAATAAGAAAATTACAGGCAGGTATAGAAAATATAAATACAAGACTATTGAAA -TTGATGCATAAGGGTGTTAGTGCTATTCAAAATATTCAATTTTTAAAACTATGTACTGAACAAGGCATAT -CGGTTTTCTGGATAATGCTATACAGAATCCCAGGCGAAGAAAAGCAGTGTTATGACGAAGTAATTAATCT -GATACCTTCAATATCCCATTTGGAGCCACCTGCTCCAGGAAGGCTTTTTCCTATAAATTTGGATAGGTTT -AGTCCTTATTTCAATGATCCTGAGAAATATGGAATAAAAGATATTAAGCCAAAAGCTATGTTTAACTTAA -TTTATCCAGATCCTAAAATTAATTTAAATAACATATCTTATGAATTTGATTTTACGTTTAATAAATCCGA -AGAAACAGTGAAGCTCTACATAAACAATTTAAACACAGCTGTTACCAAATGGCAAAAGGCATATGAAAAT -AAAAAATACTACTGTTGGTACAGAGTAGAAAATGATGCGGTAGAAATAGAGGATAACCGTCCGATTGTAG -CAGGTCAAGAATCGGATATCCATAGAAAATATACTTTAAAAGGTTTAGAAATGCAGGTTTTTCTCCTATG -TAATGATATCTGTTCATTAGAAGATATTTATCGTGAGGTTAATAAAAACAGAGAGAAAGAGATAGGAAAA -GATAAGCTGCAGGAGATTATCGGCTGGCTAAAGGATAATAAGCTGTTACTTGAGGAAACAGGAAGATATA -CTAACATGGCTCTCCTCAAAATATCAAAATAGTGTACGTCAAAGCTCAGATAGACATTTCTCAAGGATAA -ATTTTTAAATATATTAAATCTTAGGGGGCGATGGTTTGAAAGTATTGGTTACAGGAGGTTGTGGTTTTTT -AGGTTCAAATGTTTGCGAATATTACATAAACAAAGGTGCAAAGGTTATAAGCTACGATAACATGACTAAG -CATGAGTTATTAAAGACAGGATTTGCAGTTGATAAGGCGAGAAACTACAACTACGAATATCAACAAAAGC -TTGGAGTAAAGACTGTCATCGGCGATGTAAGAAATTTAGAGGAGCTACTTGATAATGCTCAGGGCTGTGA -TTATATAATCCATACAGCTGCACAGCCGGCTATGACAATTAGCTGGGAAGACCCGGCTCTTGATTTCACA -ACAAATGCTTTAGGAACATTTAACGTCCTTGAAGCTGCAAGAAGACTTAAGATACCGGTTGCATGCTGTG -CTACAGTACATGTTTATGGAAATGAGATAAATTTATCCCTGAAAGAGGGCGAAAAAAGGTATTTAAGAGA -GCCAGAGGCTATAGATGAAACTTACCCGACATTAGAAGGGGTTATAACTCCTTTACACGCGTCTAAGGCA -TCAGGGGATATCTATGTTAAGGCCTACATTGACACATATGGATTAGAGGCTGCAAGTTTCAGGCTTACAG -GAATATACGGAGAAAAGCAGTTCGGGGGAGAAGATCATGGCTGGGTTGCCAATTTTGCCATAAGAACTGT -ATTGGGATGGCCTATTACTATATTCGGAGCCGGAAAGCAAGTAAGGGATATTCTCTATGTATCAGATGTA -TGTGCGGCTTTTGATGCCTTCTATAAGACAAGAAGCTCAGGTATATACAACATTGGTGGTGGTACGCAGA -CAGCTATATCGCTTCTTGATTGCATTGATATTCTTGAAGACATTAATGGCAAAAGGCCGGAAGTGAATTT -TGCACCCGATAGGCATGGGGACTTAAGGTACTTTATATGTGATATATCCAAGGCAAATAAGGAACTGGGA -TGGAAACCAGCAGTAATGCCGCACGAGGGTATAAGGAACCTTATGAATTGGATTAAAGAAAATAAAAGTG -TGTTTCAAAGCTAAGATGACAATGACTAATGATTTAGGAGAGTTAAGTGATATGAAGGCGTTGGTTCTTG -CAGGAGGCAGAGGGAAAAGACTTGACCAATTATCTGCGGATAAGAATAAGTGCATGGTAAAAGTTGGTGA -CTATCCGGTTATTGAATATAGTCTTAACTGTGCTGCTTCAATAGATATTAACGAGATTATTATTGTAGTA -GGCTATAGAGCTGAAGACATAATCAATAGGTATGGAAATAGTTTCAAAGGCAAAAAGGTATCCTATGTTA -TTCAGTGGGAACAAAAAGGGCTTGTTAATGCTATTGAATGTGCCAGAACAGCCATAGGTAAAGATGATTT -TATACTATTTTTAGGTGACGAGGTCCTATTAAATCCCAGACATTCAAAAATGATTGAAGAATTTGAAAAG -GGAAATGCATTTGTCATTTGTGGCATTGTTGAAGTGGATGATCCCAGCTTGATTCAAAAGACATATGCAG -TTTTACAAAATGAAAATAATGAGGTATTCAGGCTAATAGAAAAACCACGCAAGGCATTAAACAATTTTAT -GGGGACTGGTGATTGTATATTCAAAAATGACATCTTCAAATATATAGATGTAACACCAATACATTACCAG -AGAAATGAAAAAGAACTGCCGGATCTTATTCAATGTGCGATAGATGATGGTAAAAAAGTTAACTCCTTCA -TTATTTGCAGTGGTTATGCCAATATAAATCTTCAAGAAGACATAGCTGTAGCTGAAAACTTTTATGTAAA -AGAATATCAAACTTAACAAACGTTTCCTTAAGTGGATAAAGGAGAAAATAATATGAGATTTCTAATTACT -GGTGGAGCGGGTTTTGTTGGTTGTCATATAGCCAAACAGCTTTTAGATGAAAACAAAGGTGAGGTTATTA -TCTATGATAATTTAAGCAGCGGAAAGCTGCAAAATATACCTACTGGATGCCGTTTCATAGAGGGAGATAT -AAGAGACAGCAAAAAAATAGAAGAAGTATTGGAAGGCGTTGACGTGGTGTTTCATAATGCTGCATTTGTC -AGTATAAGGAACAGCTATACCATGCTCAAGGAAGAGATGGATATAAATTGCTATGGAACTCAGAATATAC -TTGAGGGCATGGTTAAGCAGAGAGTAAGGAAGATTGTTTTTGCATCCTCTATGGCTGCTTATGGATGGCC -AAGACAGATTCCTATCACAGAAGACTGTGATTTGGCTCCAATTTCTCCATATGGTTTTAGTAAAGCAAGG -TGTGAGCTCTACTGCAAGATATTTGCCAAGAGATTTGGTATATCGTATGTGATACTAAGATATTGCAATA -TATATGGGATAAAACAAACTCTATCCCCGTATGTAGGAGTACTGACTACGTTTATAAACCAAGCTTTGAG -CAGTCAACCTATTACTGTAAATGGTGATGGAGAGCAAATTAAGGATTTTGTTAATGTTGAGGATATTGCA -CATGCTAATTTATTAGCGATGGAATATGAAAAAAACGACATCTTTAATATAGGAAGTGGGATTAAAACCT -CTGTAAATCAATTGGCTGATATGGTATTAAGCAATTTTAAGGATGGAAAGAAGATATATATGCCATTGCC -GGAGGGAGAAGTGGATAGCATTTGTGCGGATATATCCAAGGCACAAAACCTCCTTGGCTATAAAGCGGAG -GGTGATCTTGAGAAGTTGCTTCCTCAAATAATAGAATGGTGGAAAAACAACTGTTATGAAAAAATTTCTT -AACGGTTTTACTTAATTAACAAATCTTATTAGACACTATTATGAAAGTTTTGGTATATGGGTTATAAATA -ATAGTCCAATTATATAAAACAAAACTATGAAGGGAGGAGCCAATGTCTAAGGTTATTTTTCTAGGATATT -TGTTTCAGGGACACATTAATCCTACCCTTGGATTAGTAAATGAATTAGTAAATAGAGGAGAAGAAGTCAT -ATACTATTCTGGAAAGGAATTCTGTAAAAAAATAGAAGCAACAGGTGCCAAATTCCGTGACTATGGGTTT -ATACAGGACCCTAGCGAATCCAACAAGACTCAAAAGGTACAGGGCAATTTAGATGCTTTTGCCCAAGTGG -TTACCTGGGTGCTGAATGTAGGAAAACAGATTATAAGCAATATCTCCAGTGAGATAGAAGCTGATAGGCC -GGATTATATTATCCATGATTCGCAAGCTTTTTGGGGGAAAAGAATAGCAGGTAGCTTGGGTATACCTGCG -GTGTCTTCAATAGCAAGCTTCGCCCTAACTGGTAAAATGCTGGATATAGATCCTGACTTTTTTATTGAAA -ACATGCTGAGAATGCCAAATGCCAGCTTGTTTGCAAAAAAGAAATCAAATATAGTGAGACTGCTTGATTT -GCTTTCGAGAAGAATATCTGCGGCATATGATGAGCCAGATTTTAATATATATGATTTTGCAAATAATACA -GGAAAACTTAATATTGTGTATACCTCCGAGTATTTTCAACCATATGGAGAAGTCTTTGATGACAGCTTTA -AGTTTGTAGGACATTCAATCTTTAAAAGGACTGAGAATGTAGATTTTCCATTTGATAAGCTGGGTAGCCT -TCCATTAATATATATTGCACTTGGAACTGTCCGTACAAATCGTTTAGATTTTTATAGGGAATGTTTTTCG -GCATTTGGTGACATGGAAATACAGGTAGTTCTGTCTGTAGGAACAAATGTTGATGTATATCAACTGGGGA -AAATCCCTGATAATTTTATTGTTAGAAATTATGTTCCTCAACTTGAAATACTTAAATATGCCAGTGTATT -TATAACTCATGGAGGCACAAACAGTGTAAATGAAGGACTTTACAACAATGTTCCTTTAATAGTATATCCT -CAGGGAGATGATAACCATATTGTTGCAGGTAGAGTTGAAAACCTTGGAGCAGGTATATATCTCAAAAATG -ATGATATTAATGCTGAGGAGCTTAAGAATGCTATAAGTCGGGTACTTTCTGATGAAAACTTTAAAATTAA -TAGTAAAGCAATTGGAGATACACTAAAAACAGCAGGTGGGTATTTAAGGGCAGTTGATGAGATATTCAAA -TTCAAAGGGGAACTAGACTATGAAAATATGGTGTAAATCCGCAGGCTTGTGTTTAATTATCACTTTCATA -TTATGTATGTTTTTACAGTCATTCTCAGTTGTAAAGGCAGATAATACGGGTTTTAAACTTTCTAACGACA -AAATCGGCAAAATAGACGAGCTTATTCAAAAGCAAATGGACAAAAGCAAGATTCAAGGATTATCTCTAGT -TATAGTGAGTGGGGATAAGGCTGTTTATAAAAAATGTTACGGGTATGCCGAAATAGAAACGAAAAAACCT -GTTACCGAGGACACTCTTTTTGAGCTTGGCTCTACAAGTAAAGCTTTTACCGCTTTAGGGATTTACAAGC -TGGAGGACAAGGGATTGATAAATCTGGATGATTCAGTGAGTAAGTATATCCCTTGGCTTAAGCTGAATTA -TAAGGGTAAATCGGCAGACTTAACATTAAATCACTTTTTACATCACACTAGTGGAGTATCTTTCTTGACT -TTAGAGGATATCAAACCTTCAACAGCCGAGAATGCACTTGAGCAGACTGTCAGAACGTTGCAGGAAATTG -AACTTGATACTCCCCCAGGGAAGCAATTTCAATATGCAACAATAAATTATGATGTACTTGGACTTGTTAT -TGAAAAGGTAACTGGAAAATCTTTTGAGGATTATATGCAGGATGAAGTTCTTTTGCCCTGCGGTCTAAAC -AATACCTTTACAACCAGAAACCAGGCTGTTGAGAGCAGAATGGCTGCTGGATACAAGGTTAGCCTAATGA -GACCGGTAAAGTATAATGCTCCGGTGTTTCTCGGAAATATTCCGGCAGGTTATTTTATTACAAATATTAA -TGACGTTCAGCGGTGGCTTTCGCTTCACCTTGGTTCGATTAAGCTACCCTCGATAGACTATAAACTTATG -GAAAAATCCCACGAAATTGACACTAGCGTAGAACCGCATGATATTGGAGTACTTTATGATAAGGGGGAAC -GTTATGGGGCCGGTTGGGAGAGGGCTGAAGGACGTAATGGTTTTTTTCATGGAGGAGCTAATCCAAACTA -CTCTTCATATATGTTTATAAGGCCGGACCAAGGTATGGGCATTGGAATGCTATGTAATTTCGGATCAGAC -ACTATTCAAATTCTCGGTAAGAACCTTGTTGACATAATTGATGGCAATGGAGAACCTTCTTTATATATGG -ATGTTGCCGTTATTGGCGATAAGAATGGTACAATTCTGACAATTATATTGGCTATTGTTGATATTCTAAT -CATTATATCAATGATAACCAAAATAAGAAGATATCGTCTAAAAATATCCAAATCTCCTGTTAAAAAGCCA -ATAGGCTTAATAATAGCATCACTTCTATTGATAATTCTAGGATATATGTTGTATATACTTCCCAGAGTAA -TATGTGGAGGATTCTCTTGGAATTTTGTTTTGGTATGTGGTGGACTGGGTTTACCGCTTGGGACTTTATC -AATATTTCTAACTGGATTGTTGACATATATAAACTACTGCATCAAGCTCTTTTACCCAGGTAAAAGAATA -CATACATCGTATATACAGAAATAGGATGTTGAAGGGGGAATAATCCATATGGGAAACTCAAATAAAATAA -GCAGACAAAATGTTGAAGATATGCTTCCATTGACTCCAATACAGGAGGGTATGCTCTTTTACTACCTGAC -TGAGCAAAATAATGGTTTGTATTTTGAACAAATAAGCTTAAGGCTCACAGGCGACATAGATATTCAAAAG -GTATATGAAGCATGGAGGTTCGTAATCAGCTCAAATGAAATGTTGAGAACAGTATACAGATGGAAAAACT -TGGATAAGCCTATGCAGATAGTTCAGAAGAATTGCGAAATTCCTATAAGAGAATATGACTTTTCTATAAA -TAATGATGAAGATAAGGAAAAGCTTGTTGAGGATTTAAAACAAAAAGATTTGAAGGAAAAAATAGATATA -AGCAGTGAACCTTTCCGTATATCTCTATATAAGCTTTCCAAAAATGAGTATGAAATGATTATCAGCAGTT -ACCATATCGTTTATGATGGTTGGAGTAATGGTATTATACTCAAGGAATTTATGGAGGCATATAAGGCTTA -TTATTCGGGTAGTCAGCCTGTTAAGACTGTAAAGAACAAATATAAGGAATTTATAAAGTGGAGTTTGAAG -CAAGATACAAATAAGCAGGAGGAGTATTGGAAGGAATATTTAAGAGATTTTGTCACCAAAACACCTCTTC -CGGCGGATAACAAAAAATCTGGCAACCCTGATATGGCGAAGAACTTCATTACTATTTTGCCCGATGAATT -GGGAGAAAGAATAAGGAGTTATGCAAGAGAACGAAATATTACGCTTGCTACTCTGCTTTATTGTGCATGG -GGGATTCTATTACAGAAATATGCAGATACTAGGGATGTAGTCTTCGGAACTACTGTTTCAGGAAGGACTC -CAGAGATAGAAGGAGTCGATGAGATAGTAGGGTTATTTATAAATACGCTTCCGCTAAGGGTAAAGGTAAA -TGAGGGGGAACGTGTATCCGACCTCTTAAATAGGCTTGATAATGATTTAAAACATAGAGCCGAGTTTGAA -CATACTCCGCTTACCACAGTTAATAGCTGTAGTGCTGTTGAAAGTAAAGAGGGTTTATTTGACTCCATTG -TGGTTATAGAAAATTATCCTCTGGAAAAGGGACTTACAGATAACGGGGACGGTCTAGAAATTAAATTATC -TTCTATATTTGAGATGACCAACTATGATATTACAGTAGTAATATCTACCTTTGAAGAAATAGGCTTAAGA -TTCATATATGATGATAGGCTATTTAAGGAAGATAAAATAGAAAGTATAACAAACCATTTCAAAAATATAC -TAAGTAATATTGTTGAAAATGAAGATATAACAGTTTTGGCAATTAACATGCTGTCCGAGGAAGAGCTGAA -ACATATATTATTTGACTTCAACAATAAAGGCTTAGAGTATCCTATAAATAAAACAATCCATCAATTATTC -GAAGAACAGGCAGAAAAAACGCCGGACCGTATCGCAGCTGTACTTGAAGATAAAAGTATTACCTATAGAA -ACCTAAATGAGAGGGCAAACCAGCTTGGAGCGTCATTATCTAAGAAAGGCTTGGGAGTCGGTGACGTCGT -GGGAGTAATGCTGGAGCGTTCTATTGATATGTTGATAAGTCTGCTGGCTATTTTGAAGACAGGCAGTGCA -TACCTTCCAATTGACACAGGTACTCCTGCTGAGCGTGTACTTTATATGCTCCGGGATTCTGGAGCTAAAA -TGGTAATAACAAGTAGTACCGCTATGAAGGATATAACATTCACTTCAATGCAGGGATTTGAAGCTAACGA -GGATATACAGATTGTTCTAACAGGTGCAAGGGGACATATAAAAGAGTTTGATGCATTGCCAATTCCAGAT -AGATCACTAATAGATTTAACAAAATATAAAGGCAAGATAGGAATGGCAAGTATTAACAATTGTATTTCTG -TGCAGACCACAAGGGGATGCCCATATATGTGCTTATACTGCCATAAAATATGGTCCAAGCACCATGTCCG -CAGATCTGCACAAAATATATACGATGAAATAGAGTACTACTATAAGAACGGTATTACAAATTTTGCCGTA -ATTGATGATTGCTTTAACCTTGATATGCAAAATAGCAGTGAAGTATTTAAACTTATTATTAAAAATAAAA -TAAAGATTCAGATCTTTTTCCCAAATGGTCTGAGGGGGGATATACTTACTCCGGATTATATAGACCTAAT -GGTTGAAGCCGGTACCAGAGGGATAAATCTATCCTTGGAGACTGCCTCACCAAGGCTTCAGAAGCTTTTG -ATGAAAAATCTGGATCTGAACAAATTTAAGCAGGTTGTAAACTATATTGCACAAAAGCATCCGGAAGTAA -TATTAGAAATGGCTACAATGCACGGTTTCCCAACTGAAACCGAAGAGGAAGCCATGATGACTCTCAATTT -TATAAAAGATATAAAATGGCTGCATTTTCCGTACATACACATTCTTAAAATATTTCCTAATACCGAGATG -GAGGAATTCGCACTTGCAAATGGTATTTCTAAGGAAGATATAGTCAAATCTAAGGATAGAGCGTTTCATG -AGCTTCCTGAAACACTGCCGTTCCCAAAGAGCTTTACCCGTAAATACCAGGCAAGTTTTATGAATGATTA -CTTTCTTTCAAAAGAAAGACTTAAAAAGGTACTTCCAGTACAGCTGATGGTACTTGACGAGGAGGCACTT -GTACAGAAATACAATGCTTACCTGCCAGCCGAGATAAAAAACGTAAGTGATATAGTAAAGTTTGCAAAGC -TTGATGATTTTGAAATACCTGAAAGAGGTGTTGAGAAAAATCAGGAGGGCTGTACTCTGTTTGACATACC -ACCTGCTGTAAGACAAAGAAAGCCAAAGGCTATGAAAATCTTATTCCTTGACTTGTCCCAGCATTTCTCA -TCCCACAGCATGCTCTACAAGGTAGCAGAACAACCAATTGGACATATTTATTTGCTGACCTATTTAAAGC -AGCAATTCGGAGAAAAAATAGACGGGAGAATTTATAAGTCAGGTAATGATTTTGACAGTTATAAAGAGCT -AAAGGAACTTGTAGAGGATTTTCAACCTGATTTAATAGGAATAAGGACTCTTACCTATTTTAGGGAATTT -TTCCACGAAACTGTATCTCTGCTAAGACAGTGGGGTATAGATGCACCTGTAATAGCAGGTGGACCTTATG -CATCAAGTGATTACGATACTATTTTGAAGGATGAGAATATAAGTTTGACAATACAGGGAGAGGGAGAATA -TACCCTTGAAGAGATTGTAAGTAAAATGCTAGTCAATAACTTTAAACTGCCTTCTGCTGAAGAGCTCCGA -AGTATAAAGGGTATAGCATTTGCTGAACATCAGCAGAATTATCAGAATAAATCCCGAGAGGTTATACTTC -TTGATGAGATGGGGGATAGTCTTGACTCTGAGAATACCTGTAATTTAAATATAGGTAGAAATAGCATTGT -AAGCAGTACATATGAGAATAGCTTGGCTTATGTAATGTACACATCAGGCTCTACAGGTAAGCCTAAAGGG -GTTATGATTGGTCACCGTCAGGTTAATAACTGCATTTTCTGGATGCAGGATGAATTTAAGCTATCACAGG -ATGCGGTTATTGTTCAAAGGACAAATCTTACCTTTGATCCTTCAGTTTGGGAAATATTCTGGCCTCTATA -TATAGGTGCGAAGGTTAAGCTTATTACAGCAGAGCAGGCTAAAGATGCCGGGTATTTACTTGATTTAATG -GCAAAGGATAACGAAATTACGATGATGTACTGTCCTGCATCTCTTGTAACTGGTATGACGTATATGCTTA -ATGCCAGAGATAATAAACCAAGGCTAAGACTTCCTTGGCTGCTTATAGGAGCTGAGCCGATAGGTGTGGA -AACTGTGAAAGATTTCTATAGATGCTTTGAAGGCAATATAGTTAATACATATGGTCCCACAGAATGTACT -ATTAACAATACATATTATCATATTCACAGGGATGATGAATTGAAAATAGTACCGATAGGAAGGCCTGTTG -CAAATAACAAAATTTATATTCTTTCAAAGGACTTGCAGGCTGTTCCTATAAATGTGACAGGAGAGATTTT -TATTGCCGGAGATAGTGTTGGAATAGGATATATCAACAACCCGGAAAAGACTATGCAATACTTTATTGAG -AACCCGTTTGAAGTCGGAAAGCTCTATAAAACGGGCGATGTTGGAAGATGGCTCGAAAATGGCTGTATAG -AAATCTTAGGTAGGGTTGACGAGCAGGTAAAGATAAGAGGTTATCGTATCGAACCGGGCGATATTCAGGC -TGCAATGCTGGAATACAACGATGTAAAAGAAAGTGTCGTAATAGTAAGAGACAGTAAAAAGAAAAAAACT -GAAACAAAGGTTTGTAAACTTTGCGGCTTAACCGACGAATATCCCGGGGTTAACATAAGTGATGACGGCG -TTTGTGATATATGTCAGAACATAAGTGTATACAAGGGATATGCAGATAAGTACTTTAAAGGCCTTGAGCA -ATTGGACAAGCTTATAAAGGAAAAAAATAAGGATAAGCAGAGCAAATATGACTGTTTATTGCTCTATTCA -GGGGGAAGAGGAGCAGCAAATGCACTGTATCATTTAGTAGATATGGGATATAACGTATTGACAATTACAT -ATGACAATGGATATTTTACAAAATCGGATATTGAAAATATAAAGAGGATAACCACAAAGTTGGGTATAGA -TAATATTGTTCTTACCCATAAAAATACAGATAAAATTTTAAAAGAAAGCTGCAAGCATGCCAGTACGGTG -TGCAGGGGCTGCTTCCATATATCTTCATCTCTTGCAGCAGAATATGCTTATAAGAACAATATTAAGGTAG -TTGTGGGTGCAACATTATCACGTGGACAGATACTTGATAATAAACTATATATGTTCTACAGACAGGGGAT -TTCAGATGTGGAGCAACTAGAAAAAGAACTGTTGAATGTTCAAAAAAGCGCCCGAGATATGGATAAAGAT -ATTTTCGATCATATGGAAATAGATGTGATAGAAGAAGGTACTGTTTATGATACTGTTAAGTTCGTTGACT -TTTACCGTTTCTGTGATATGACAAATCAAGAGATTATAGATTACCTAAGCAACAGGGATGAGTATTGGAA -GACACGTAAGGATTATGCCATTTACTCTACCAATTGTCCTATTAAGCAAGTTGGAGACCGTCTGCACTTG -ATAGAAAAAGGCTATCATTATTATGGTGCGGCTACAAGTTGGGAAAAACGAATCGGACACATTAGTCTGG -ATAACCTGAAACAAGATTTAAATTGTAATGTAAGTGAGAAGGGCTGTAAAAACTTTTTAGATAAGATTCA -ATATGAAATTAAAAATTCTAATGACAAACTGGATAGTAAGTACATTTGTGCTTATTATACAGCAGACAAA -GATATAGAAATGGGAAAGCTTAAGGAACATCTTGAAAAGTTCCTTCCGTCATACATGCTCCCGTCCTACT -TTGTTCAGGTGGACAGCATACCTTTAACCTCAAACGGTAAGCTTGATAAAGATGCGTTGCCTGTTCCTAA -CGTTACTATAAGTTCAGGTGTTGACTATGTTGCACCTGAAAACGAGGTTGAGGAGAAGCTTGCTGAAGTG -TGGCAAAAAGTGTTGGGTATGGATAAAATCGGTACAAATGACAATTTCTTTGAAATAGGTGGAAATTCCA -TATTGCTTATTCAGCTCCAGACTCAAATTGAAAGGATTTACCCGGGTAAGGTGTCTATAACGGATTTATT -TGCATACACAACCGTTTCAAAATTAGCTGAATTAATAGAAACCTGTAAGGGGTCAAATGTTAAGAACATA -CAGCTTGAGCAGATTTTCTTACCCGATGACTTCTTCATAGAAGCAGGCGGCAAAGAAGGTGCTGTCTTTA -AATTCAACATAATGGGCGAAATACTTGAAAAGTTGAAGCAACTCTCTAAGGACAATAATATTGGACTCTA -TGAGGTTATGTTATCAGTGTATATTTACGTTCTTTCTGAGATATCAGGGTTAAAAAAGGTGACAATACAA -ACGGATTTTGGCAGCGGTTCAGGCCTTTATCAGCTTGAAGCTGATTTAAGTCAAATAACCGGCTTTGAAG -ATTTGTTTAAGCTAATAAATACTAAGAAGAAAACTTTGCATAAAGATGAGGCATATCAGCCTGATGAAAT -AAAAGCCCAAAGTATACCCAGAGAAAAAAATTCAGTTATTCCTCTTATCTACTCTGAAAAATCATTAATA -GAAGGTATAAAATCATCAGAGCTTTTTGATATTGCTTTCGGTATTGATGAAAGTGATAATGATGTGACAA -TAGCTTGTGAGTATAGGAGAGGAAAGTTTAGAAAAGATAAGATAAAAGAACTTGTCAACCGCTATGCACA -ACTGCTTGATGTAATTGCAGATAGTTGCAAGGTTTAGAAAATTAATCAAAGATGGGGTGTCAAAATGGAA -AGAGTAGCACTTTTGTTTCCTGGACAAGGGTCTCAATATGCAGGCATGGGTAAAAGCTTGTATGACGAGT -TTAAGGCAGCAAGACTAACATTTGAAGAGGCAAATGACGTACTTAAGTTTGATATAAAAAGACTTTGTTT -TGATGGGCTGTTGAGCGATTTATCTAAACCAGAGAATATACAGCTTACTTTACTTACAGTTTCTGTTGCT -ACCTTTAGAGCATATATGGAGCAAGTTGGTATGAATCCTGTAATTGCAGCGGGGCACAGCTTGGGCGAAT -ATTCTGCACTAACCTGCTCTGGAGCGGTTAGTTTCCCTGATATGCTTAAAATAGTTAATGTAAGAAGCAA -ACTATCACAGGAATTAGCTGATAGCGGATTAGGGGGTATGACGATTATTGATGGACTTGATCCTGATGTT -GTTGAGGAATGTTGCAGCTTAGTTTCTCGTCAAGGACATATCGTTACTGTTTCCTGCTACAACTCAGCTA -CTCAGACAGCTATCTCAGGACATCAGAATGCAGTTATGGAGGCTGAAGATAAGCTAATTGAGCTGGGAGC -ACAGATAACGCCTATAATAGGTAGTGCACCATTTCACAGTGCAGTTATGGAGACAGCAGGTGAAAGATTA -AAAGAGGAGCTTGGAAAGTATACTTTTAGAAGCTTTAATTTCCCTGTTATTTCAAATTTTACAGCACTTC -CTTATGAGAAGCCGAACAGATTACCTGAACTGCTTCAGCATCAGATGTCCCACCCTGTTCAATGGCAGCG -CATAATGAACTATTTAAAGTATAAAGGTATAAAAATAACCATAGAAATAGGACCGCAGAATGTACTGCGG -AATTTAGTGAAATCCAGCATAAATGGAATTGAGGCATTTTCTTTTGGGCAGCAGGAGGATAGGGACAGAA -TTATAAAGGATGAGAGATTTTCAAAGAGGAAGGAAAGCATCGGAGAACAGGGCTCTGAGTTTATATCAAT -GTGTCTTGCTATGGCTGTAAGTACAAAAAACCGAAACGATAATGTTACAGAATACAATAAGGGTGTAATA -GAGCCCTACGAACGAATTGCAGGACTACAGCAAAGATTTAAAAAAGATGGGACTCAGCCTAAAATAGAGC -AAATGTATCAGGCAGTTGAAATGCTCCAAACAGTATTACTTACTAAGAAGATTGATTTATCAATGCAGAA -AATGATTTTCAATAATATTTTTGACCAAACAGGTACGCACAATCTATTCAGGGATTTAATATGTTTTCAG -CCTAACGAAAGTCAGGAGGGATAAAGTTGCTGGATTTTAATTCTGTTAAAAAGACCAAAAGTAACAAAAA -AAGAATTATTGAGATTGAAGAAATTTCTGGTGAGGATATTGCTGTAATAGGAATGTATGCTAGACTTCCT -CAGGCAGATGATATAGAAGGTTTTTGGGATAACCTTAAAAACGGCAGAGACTGTATAACTAAATTTCCTG -CTTCAAGGCGGAGGGATACAGAGAGTTATCTGCATTACAAGGGGAGTACCAAAAGAAATAGATATAGTAC -CGGTGCGTATCTTGAGGATATAGATAAGTTTGATAACAGTTTCTTTAATATAACTCCCAAAGAAGCAAGT -CTTATGAGTCCGAACCAGAGGATATTTCTGGAGGCTACCTGGAAAGCAATAGAGGATGCCGGGTATGGAG -GAAAGAAATTGGTTGGAAGTAAGACAGGAGTGTACATTGGCTTTGAAGCAGATGCTCCGTTTGATTATAC -ACGGTATATTGAGGCATTTGATCCGAAATCAGTATCAGTTGCCGTAACAGGTAATCTTACCTCGGTAATA -CCCAGCCGTATTTCATATCTTCTGGATTTAAAGGGGCCCAGTATATCGATAGATACTGCATGCTCATCTG -CACTTGTTGCCGTTCATATGGCATGTAAGGGGATAAAGAACAAAGATTGCGAGATGGCGATTGTAGGCAG -CATACGATTGAATTTTATGCCGATGGAGGGACAGCTAAACTTTGGAATAAACGCCTCCGATGGCAGAGCA -AAGACCTTTGATGACAGTTCAGACGGTACAGGAAGTGGTGAGGGGGTTATTACTTATCTCCTAAAACCTT -TAAGCAGGGCTTTAAAAGATAAGGATAATATACATGCAGTTATTAAAGGAAGTGCAATTAATCAGGATGG -AAGATCAATAGGCTTATCGGCACCTAATGTCCTTGCACAGGAGGATGTAATAGTTTCTGCCTGGAAAGAT -GCGGGCATAGACCCCGAAACAGTGTCATATATAGAAGCACATGGTACAGGTACTAAACTTGGAGATCCCA -TTGAAGTAGATGGTATCAGCAGGGCATTTAGAAGATATACAAGTAAAAAACAGTTTTGTTCCATCGGATC -GGTGAAAACCAATATAGGGCATTTGGATAATGCGGCGGGAGTGGCAGGTATGCTGAAAGCAGTTCTATCA -CTTAAAAATAAACAGCTTCCGGCATCACTGCATTATAAAGTTCCAAACAGGAGAATTAATTTTAAGGATT -CACCTGTATATGTTAATGATAAGCTTACTCCTTGGGAAACACACGGATTTCCAAGAAGATGTGGAGTAAG -CTCATTTGGATTTAGCGGGACAAACTGCCATATAATTCTTGAGGAAGCCCCGTCAGTAGTTAATAAAAGT -ATTGATAGACCCTGCTTAGAGGTTTTAACTCTATCAGCTAAAACAAACGATGCTTTAAAAGAACTCGTGA -AAAGGTATAGATTATATATACAAAAAAACGAGGATGTAGATATAGGAAATATGTGCTATACACAAAATAC -CGGAAGGTGGCATTTCGACTATCGTATTGCTGTAATTGCAAGGAATACCATAGAACTTAAAAACAAGCTG -GATAAACTTGTAAGTATAGATTTTGAGGATATCAACGAAAAAGAAATATACTTTGGAATTCAATTGGATA -ATATCAAACAGAAAGGACAAAACGGACTTTTTGAAAGCAAGATAAAAGAGCTAAGCTGCGAGGCTGATAA -AAAGCTTGAAGAGTTTATTTTATCGGAAAAAACAGAAGAAGATGTATTATATGATATCTGCAAGAGGTAT -GTAGAGGGTGCGAACATTGACTGGGATATACTTTATAAGGGAGAAGACAGGACTAGAATCAGCCTACCAA -CATACCCTTTCAGAAGAACAAGGTGCTGGATTAATGCGGAGGAGGGTTTAGAGAATGACCTCTTCTATGT -AACTGCATGGGAAAGTAAAATATTGAAAAAGTCTTCAACTATAAAAGGCAGTGTATTGCTTTTTAGAGAT -AGTATCGGTAAAGCTGAAAAGCTGGTTGCAATACTAAGGGGGATGCAGGTCAATGTTATAGAGGTTGATA -TAGGCAGCAAATATAAAAAGATAAATAATAGCAGGTATCAAATATCCGCCTCTGCAAAAGCAATTCAAAG -CCTGTTAAATGACATAGACATAAAGGATTTAAGGTATGTTATACACATGGCCTCTATTTCAGAAAGTAGT -ACCGAAGATATCAGTATTTTAAAACAGAAGCTGCAAAATGGCATATATAGCTTGTATCATCTTCTTCAAG -GTACAGCCAAGTTAGGTTTAAAGGATAGGCTGAATATTGTGGTAGTTTCAGAGTATGTAAATAAAATATG -CGGTGAGGAAAATACTTTGAAGCCTGAAAATGCTGCAATGTTTGGTATGGGTAAGTCGGCATTCTGGGAA -TATCCCAATATAAGCATAAGATGTATTGATATTGACAGAGACACAGATATATCGGTAATTGTTCCTGAGA -TATCTGCGGAAGGGGTTGAATTCTGCACTGGATATCGAAATGGTAACAGATATGTGGAGATAATAAAACA -AGCAAGTATTGAGAATAAGCTTTTAGATATAAAAGAAGAAGGAGTTTATGTTATAACAGGCGGTGCAGGC -GGACTGGGTATTGAATTTGCCAAAAGACTTGTTTTAAGGAACAGAAGGGCTAAGCTTGCATTTATTAACC -GTTCAAAGCTGCCGGAACGCAACGATTGGGATGCAATATTGGCTTCCGGTTCAGATGAAAAAATGTGCAG -ACTTCTCAACAATATAAAAGACATGGAAGCTAGAGGAGCTGAGATTACTCTCCTAAGTGCTGATGTTTCA -GAGTTTGAAGGTATGAAGGTGGTAATATCAGAGCTAAAAAGAAGATATGGAAATATTAATGGAATAATTC -ACAGTGCCGGTATATCCAAAAGGGATGAGACTGAGGAAGATCTAAGAGCTGTATTATCTCCCAAAATTGA -AGGGGCTTGGATACTGGACAGACTCACTCAAGAAGAAAACCTTGACTTTTTCGTAATGTGTTCTTCAGCT -ATTACCCTTATAGGGGGGCTTGGAGGCGGAGGATACACTGCTGCTAACGCATATCTTGATTCATTCTCGG -CACAAAGAAGTAGTCAGGGAAAGCGTACCCTTGCAATAAATTGGGCGGCATGGGAAAACACTGGGCTGGC -TGAAGGAATGACAATAAACGAAGATAAGGAGCTATTCAGAGTACTTTTGCCTGAAAATGCATTAGATGCA -TTTGAAAATGCTTTGAATTCAAATCTGGATAGAGTAATTATAGGAGAACTTAATCTAAGCAGCACAATAT -TAAACCTTGGGGAATACTTGCCTTTCAGACTTTCTGACAACTTAAAGAAAAATACTATAGAGAAAACCGT -ACAAGAAGAAGAGCAGTTAAAAGATATAAAGTTAAAAGGTAAAGAAGAGCAGGATTATACAAAAACTGAG -GTGTTAATAGCAAAGATATGGGGAGAGGTACTCGGATTTGAAGAATTTAATGTTAATGATAATTTCTTCA -CACTGGGAGGCGACTCTATAATGATTACACGAGTTGAAACTCTTCTTGAGAAACATTACCCGGGAAGAAT -TACAATATCTGAGCTTTTTGCCTATCCGACAATTTCAAAGCTGTCTCAATATCTGAGTTCGTCACAAATA -AGCGGTAAGGAAGCAGATACTGGCGAAACCGAGCTAAGAGATAGTATTTTTAAGCTATTTGAGGACATTA -GAGCAGGTAGCCGGAATATAAGTAGTGCAATAAAATATTATGATTCATTAGAGGTGAGACGATGAGCGAG -GTTACCCGTCTGGTTTTTGAAAATGTTATATCAGGGAAAATTGAAGAGGGCGTAGGGGTTGAGCTGCTAG -AATCGTTAAAGATTAATGGGAACAAAAAATATAAAGATGTAGCTATTATAGGAATTTCTGCAAAACTACC -TAACGCAAATGATATAGATGAATACTGGTCAAATCTGGAAAAAGGGGTTGACTGTATAAGACCTTTCCCT -CCATCAAGGAGAAAGGACGTAGAAGGTTTTATACTTCATTATACTAGTGCTAAAAAGGGAGAAATAAAAT -ATAGCCATGGAGGTTTTCTGGACGAAGTAGATAAGTTTGATTACAAATTCTTCAGACTATTACCAAAAGA -AGCAAATACAATGGACCCAAACCAGAGATTATTTTTGCAGACTGCCTGGGAAGCTATAGAAGATGGTGGC -TATGGAGGGGGAAAGCTTACGGGCAGCAAGACCGGAGTATATTTAGGTTATGATAACTGGCCCATATACG -GTCAATACATATCAAAAACTTCTCCCTCTCAGGTTATGACATCAGTAGCCGGTAATGTTACTTCTGTTAT -AGCCAGCAGAATATCTTACCTCTTGGATTTAAAAGGTCCTGCGGTAATTATGGATACAGCCTGCTCCTCC -TCACTTGTAGCACTTCATATAGCCTGTCAGGCATTAAGGCAGAATGAATGCGAACAGGCAATTGTAGGAG -GAGTAAAGCTAAACCTTCTCCCTGCCGAGGGAATATTAGAAATAGGGCAGGAATCAAAGAACCACAGAAT -AAAAACCTTTGATGAGGATTCTGATGGATTTGTCTGGGGAGAGGGTGTGGCTGCCATACTTCTTAAGCCT -TTGGACAAAGCACTAAGAGATAGGGATAATATCTATGCTGTTATTAAGGGAAGTGCGATTAATCAGGATG -GGAATTCAGTCGGAATAGCTGCACCTAACGTACTTGCACAGGAAGAGGTTATCTTAAATGCGTGGAAGGA -TGCGAATATAGACCCAGAGACAATTTCTTGCATTGAAGCTCATGGTACAGGAACACGGATAGGAGATCCA -ATAGAAATTGATGCAATTCAGCGTGCATTTAAAAGATATACGGAGAAGAAGCAGTTCTGTGCTGTCGGTT -CAGTCAAAACCGCAATAGGGCATTTGGATAATGTTTCAGGAATGGCTGCATTGATAAAGATGATTTTAGC -TATGAAAAATAAAAAAATACCTGCCCACTTAAACTTTAAGAGTCCAAACCATAATATTCATTTTCACAAG -TCCTCTGTTTATGTAAACAGCCAATTGAGTAATTGGGAAACAGATGGACCTATGAGGTGTGGTATAAATT -CGTTCGGTATAAGCGGAACGAACTGTCATGTTATTTTAGAGGAGGCGCCTTCTTATGAGAGACAGGAGCC -AATAGATAAGAAGCTTAAGGTTCTGGCAATATCAGCGAAAAGTTCGGAAGCATTACAAGAGCTTGTAGTA -AGGTATGAGGATTTTCTTAATAAAGGATACGACATTAATTTTGACGACCTTTGCTACACTGCCAATACTG -GGAGAGGACACTATAATTATAGGCTGGCCTTAATATTCTACGACGAGGCTGATTTAAAGAAAAAACTGAG -AAGTATAAATGTAAATTCTTTAAAAAAGTTAAATCAAAAGGGAATCCACTTTAATATCCATAAGGTAATT -AATGAAAGTACCGAGCCGAAAAAAGGAGAATTGACTACCAAGGAATTACGAGAGATTACAAAGGAAGCGG -ATTTGGTACTTAGAAATTTCATTGAAAAAGAAGAGCAAAGTGAAGATATTTTAAATGAATTATGTACTTT -GTATGTACGTGGTGCTGAAATTAAATGGGAAGATCTTTATAAAGATGAAAACCTAAGAAGGATGAGACTC -CCGGTTTACCCCTTTGAAAAGAAACGGTGCTGGATAGATACTACTTTAAAGACTGATGAAGCAAATATCT -CTGTAAATAACCAAAAGTCTGAAACTATTAGTGTTGCACAAGAACAAATAATCGATAAAACTGAAGTACA -TATGCAATTTAATCGTAAAGATGGAATTATTAAAAAGCTTAAGAATATAATTAAGAATTCTTCAGGTATG -GAACTTTCTGAAATAGATATAACTGCTAATTTTTTTGAAATGGGTTTCGACTCGGTACTTCTTATTCAAG -TAAGACAAGGCATCAAGGATAATTTTTTAATAGATGTGACAATGAGGCAATTTTTAGGAGAACTATCCTC -ATTAGATAGTCTTGCAAACTATATAGAACAAAATTTGCCTAATGAAGTTATCATTGAGCCTATTAATAAT -TCTGATATATGTAATCCTCAGGAGAAGGTTACTAAGCCGGAGCCGGAGATAGCACAGAATATTGCACCTG -ACAATGAAATCAAGCAAATTGTAGACCAGCAACTAAAGATTATGCTTCAACAGTTGGAGCTGCTTAAGGG -AGGAAATAGCCCTGCCACGACACAAAGTAAAGTTGGCGTAGCTGAAGTGGTGCAGAGAACAGAGAATCTT -ACTGCAGAGAAGACCCCAAATTTAAGCCAGAATACAAACAGAGAGGTTTTTGTTCCCTATAAAAAGCTTG -AAATAAATACAAGAGACTTTTTTAGCCAAAAGCAGAGTGAGCATATTAAGACTCTGATGGACAACTACTG -TAAACGTACTGCACAATCCAAGAAACTTACTCAAGAAAGTAGGTATAGGCTGGCCAACAATAGAAATGTA -GCCGGTTTCCGTCCTGATATTAAGGAAATGGTGTACCAGATTATCGCAGAGAGGGCATCAGGTTCCAAAA -TATGGGATGTAGATGGCAGAGAATATATTGATATATCAATGGGCTTTGGTGTTTATCTTTTCGGACATAA -TTCAAAATTCATAACAGATTCTGTGGAAGAGGAATTAAAAAAGGGTACACCATTGGGGCCAATGTCAAGG -CTTGCAGGAGAGGTTGCTGCTTTGGTATGTGAAATAACAGGAATGGACAGAGCAGCTTTCTATAACTCTG -GAACCGAAGCAGTTATGGTAGCTCTTAGAATTGCAAGGGCAGTTACGGGAAAAAAGAAAATTGTTATATT -TGCAGGATCTTATCATGGAACCTTTGATGGTGTGCTTGCAAGAGCACATACGGCATCACAGGAACCAAAG -GCTGTGCCTATTGCCCCCGGTATACCTCAGAATATGGTCGAAGATGTAATGATACTTGACTATAATGACA -AACAATCATTGGAAATAATAAGAAGACATTCTCATGAACTGGCAGCTGTACTTGTAGAGCCTGTACAAAG -CCGCAGACCGGACATTCAGCCTAAAGAATTTCTGCAACAGCTTAGAAAGCTTACCTGTGAAATGGGTGTA -GCTCTGATATTTGATGAAATTATCTCAGGCTTCCGCATTCAACCTGGAGGAGCACAAGCGTGGTTTGGAA -TTGAGGCGGATCTTGCTACCTATGGAAAGGTTGCAGGTGGAGGGATGCCTATAGGTATTGTTGCGGGAAG -ATCTGAGTATATGGATGCTATTGATGGTGGAATGTGGAGATATGGAGATGACTCATACCCAGGGTATGAC -GATAAAAGAACTTTTGTTGCCGGAACATTTTGTCATCATCCGCTTGCAATGTCAGCGGCAAAGGCTTCAC -TAAACTATATTAAAGAGCAGGGAGAAGAATTACAGAATAAGCTGAATGAGCGAACCGCTTATCTGGTAAA -AAAGCTTAATAAGTATTTCGAAGATAATGAATTGCCTATTTATATGGTAAATTATGGTTCGCTATTCAGA -TTTGTACTTAAGGGAGATATAGAGCTGTTATTCTATCACCTTATAAAAAGAGGGATATACGTATGGGAAG -GAAGAAATTGCTTCCTCTCAACTGCACATACTGATCAGGATATAGAGTATATAATCAGTGCAACTATAGA -TAGTATAGAAGAAATGAAAGCCGATGAGTTTCTTACGAATTCTCCTGCGAAAAATGGAAGCGGAACATCT -CTGAATAATATTAGTATGCCCCTTGCAATCAGTAATGAATTCAAAAACAACATACCCTGTAAAGAAGAAA -ATATAGAAAAAATACCTTTAACACAGGAACAAACGCAGCTATGGTTTCTGGTACAAAGTGATATAGATGG -ACAAGTGGCATACAATGAAAACTCAATAATAAAACTTCGTGGGGATTTGAATTTTGACATTATGTATGAC -GCGTTTAAGCAAGTAATCAAGCGGCATGAGGCTTTGCGTACCACTATAGAAGTTGAAGGGAATAATCAGA -TTATTCATCCTGATATTAGTTTAGATATGCCGCTGATTGATTTTAGTAACTTGAATAGTATAGACCGCTA -TGAAAAAATAGGGGAATGGCTTATTGAAGAGGGAAAAAAGCCATTCGATCTGACAAAGGGACCACTATTC -CGAATCAATATCCTAAAAGAGGGACAACAGGAACATACTCTGTTTTTTGCAATACATCATATTATTGCAG -ACGGCTGGTCGACAGGAATTTTGGTGAATGAGCTGGGCGAGTTGTATACTTCGGGAGTCAGAAGGAGAGA -TAGCAAGCTTCCAAAACCAGTTCAGTTTAAGGAATATATTTCTTGGCAGGAGTCCCAAAAAACTAGTGCT -TCATGGGCTTCAGCACGAGCTTTTTGGAGAGAACAGTTTGCGAAAGCAATTCCAATGACAGAACTGCCAT -GTGATTACCCTCGCCCGTCTGGCAGGACATACAGGGGTGCAAGATACCATTTTTCTCTGGAAAATTCATT -ATATACAGCTTTGAAGACAATAAGTGCAAAAGAGCATGGCACTCTTTACATGACAATGCTTGCAGGATTC -AATTTGCTTCTTCACAGGCTGTCCGGGACAGAACAGGTAGTAGTAGGGATACCATCAGCAGGTCAGTCGA -TGATGGGATCGGGGAGACTGATAGGCCAGTGTGTAAAAATGCTTCCTGTTAATAGCTGTATAAATAATAG -CATTACTTTTTCAGAATACCTTGGAAATATAAAAGAACTACTTATGCAAAGCTTTGAGTACCAAAATTAC -TCGTTTTCAGACTTGGATGACGACCACGAAGCGGTGCATATTCCTCAAATAACTGTGATGTTTAATATGG -ATCGTCCTTTGGATGCCCCCGGCTTCTATGGTCTTGAGGCGGAGATACTTCCGTATCCAATCAGCTTTGT -ACAGTATGATTTAGGAATAAATGTGGTTGAAATAGAAAAACAGCTCCAAATAGATTTTGATTACAATACA -GACCTATTTGACGCCAAAACTGTAGAACTATGGGCAGAGTACTTTAAAGCCTTGCTTTTGGAGATATCAA -AAAAACCCAACGATTTGATTTGTACCTTTTCGTTAAATAACCAAGAAAGAATAAATAATACCGTTAAGTA -TGAGAAATGTAGTGAATTGATACATATAATGTTTGAGAAAATAGCTGAAAACAATCCCGCAGCTATTGCT -CTCGATTTTGGTACCAAAAAAGTAACTTATAGTGAATTATATCTCAGGGCAACCCAAATAGCATCTTTGA -TTACTAAAGAGGGAATAGGCAGGCTTACAGCAATATATGTTAATGATATCACTAATATGACAGCCAGCAT -ACTTGCATCTATGAAAAGTGGAAATCCATATATTCTGCTGGACAAGAATTTCATAGATTACAAACTTGAT -GATATAGAGCTGATGATTACAGATAGTGAAATAACAACTGGAAAAGCTGTAGAAATACGCATTGGAAAAG -AGCTGTCAAACGTTGAAAGCATACATGAGCTGAATGCTGATATAAAACCGGATGATCTGATGTGTCTGGC -ACATATACAGCACGAAAAAGGAGAAACGGAAAAACTGGGTATTTCCTATAAACATGCTGCAATTCGTTGC -TCAGAAATGAAGGATAGGCTTGGACTTCAAAGCGGTGAAAGAGTTGCATGCTTTATATCTCCTATACATA -ATGCTGGACTTGAGGCTCTGCTGCCTGCACTAACAGCGGGATGCTGTGTTTCAATATATGATACTACGGA -AATTAGGAATATGGATTTCAATGTTGCCATAATGTCTTTTGTTCAATGGAAACACTTAACGATGGAATCT -GGCTGGGAACATGTGGAGAGCTTAAGAATTATTTCAGTTAGCGGGAGCCAGATGTTGAATGGACATGTTG -AAGCGTGGAGAAAAACTGCTTTAGCTTCCACTGGAGTTATATATGCATATAAACCTGAAAGGTTACCTTT -TACCATATCAACTTTAGATATAAGTACAATCGAACTTGAAGCTCCAATCAAAAAGCTGCCGTTAGGTTGT -ATAGTGGGTGGATATGCGTACATTATGGACTCTTTTATGCAGCTAACACCTGAATGTATACCCGGATGTA -TTTATGTTAGTGGGTTTATACCTTTTGAAGGAAACGACAGATGTATACCTGATATTTTTAGCAATATACG -CGGAGATAACCTATATAATACGTGTGAAAATGCTCGTAGACTACGAAACGGAGAAATCGAGCTACTTGGC -AATAAGGAGAACACTACTAAGATAAGAAATTATTTTGTAGATTTAAAATATATAGAAGCGGTGCTTTACA -TGCATCCCGCAGTAAGCCAAGCTTATTTAATCAGTAAGGAAGACGGACGAATCACTGCTTATATTGCTGC -AAAAGGAACAGGAATATCTTCTAGAGAACTTACAAGGTATCTGAAACATCTGCTTCCGGATTATGTTACA -GGAATCACTTTCATAACAATGGAAGAGTTACCAGTAAATCCTGATGGATGCCTGAATATTTCTGCTCTCC -CTACCCTCAATGAGCAACACAGAGAAGGGTCAGATACTCCGCGTACCCCCTTGGAAAAAGAGGTATATGC -TATATGGAGCGAAGTACTTGGGTTCTCTGATATAGGTATAAATGATGATTTCTTTGAAATAGGGGGCTAC -TCTCTACTTGCTATACGACTAGTATCACGGATGAATGAAGTGTTTAAAGTTAATCTTGGTCTTAAAACCA -TCATAGATTTACCTACCATAGCAGGGATAGCAAATGAGGTTGAGAAGAAAAGAGTACTACAAGATGGAAA -GGAATACACTGGAAGTACCCAGCCACAGTTAATCCCTGATGTAGAACACTGGAATGAGCCTTTCCCTCTA -ACGGATGTTCAGCAAGCTTACTGGGTAGGGCGAAGTGATGCCTTTGAGCTCGGTAATATAGCTACACATA -CATACTTTGAAGTCGAGAGTATGGAACTTGATATAAAAAGATTTAATGAGGCATGGCAAATGCTTATCCA -AAGGCATGGGATGTTAAGAACTATCATATTACCATCAGGCGAGCAGTTGACACTTAAAGAGGTACCTCCC -TATGAGATAAAAGTTTTAGACCTTTGTGGCAAAGAAACTGAAGAGGCTGAAAAAGAGTTGTTGAATATAC -GGGAGCGTATGTCACATCAGGTTATGCAAACAGATAAATGGCCATTATTTGAGATATCTATTGCTCGTAT -TGACGAAAACAGAATACGTATTTTCTTCAGTATAGATGCTCTTATTATGGACACATGGAGCTTCCAGATA -CTTTTAGATGAATTCTCAATGCTATATCAGGATAATACCAAATGCTTTACTCCTCTTGAAATAACATTCC -GTGATTATGTTATGACAGAGCGTAAGCTTGAGGATTCACCATTGTTTAAGCAATCTTTGGACTACTGGAT -GGAGCGGCTGGTAAGTCTGGCACCCGCACCAGATTTAACTTTAGCCAGAGCACCCAGCTCGCTTGTTAAT -CCTAAGTTTATCCGCTTAAGTGAAAAGTTAAAACCTAATACATGGGACAAGCTTAAGGCAAGAGCAACTA -CAGCAGGGCTGACGCCTTCAGGTATTTTACTGGCAGCGTATGCAGAAATACTGAGTATCTGGAGCAAGAA -TCCAAGATTCACTATTAATCTGACATTGTTTAATCCACTATTTTCACATCCTCAGGTTGAAAACATCATC -GGAGATTTTACATCGCTTACGCTGCTTGAGGTGGATAATGGGTCAGCAGACATTTTTAGTGATCGTGCTG -TTCGTTTGCAGAGACAGCTGTGGGAGGATCTCGATCACCGCTTTGTGAGTGGTGTTAGAGTTATGAGAGA -GCTTGGCCGTCTAAAAGGTGATATGACAGGTATGCTTATGCCTGTAGTATTTACCAGTGCATTGATAAAT -AACAATGCGACAACAAACAAGTCTCCTATGGACTGGATGGGCAAGCTTGTATACAGCATAGGGCAAACAC -CGCAGGTATGGCTTGACCATGAGGTGTTTGAAGAGGAGGGCTCCCTTGTACTGAACTGGGATTCTGTTGA -GGGTCTCTTCCCTGATGGAATGTTAGGGGATATGTTCGATGCATATTGTCTACTGCTGAACTTGCTTGCG -GATAACGAGGACGTATGGGGGAAAAATCGCTCTGCACTGATAAATATACTTTTACCGGCTAAACAGCTCG -AAGAGATAAGCTCTGATAATACTACAGAACAAAAAATAACGGGTACTCTTTTACATAAGATGTTTGAGGA -GAAAGTACTTGAAAACCCTGCTGCACTTGCAGTTGTTTCAAATGGAAAGAGGCTTACCTACGGGGAACTT -TATACTCTGTCCAATAAGATAGGTAACAGATTAAGAAAAGAAGGTGTATGCTGTGGTGAGCTTGTTGCTG -TAATTATGGAAAAGGGCTGGGAGCAGGTTGCTGCTGTAATAGGTATATTGGCTTCTGGAGCGGCATATCT -CCCAATTAGTTCAGAGCTTCCAAAAGAACGTATAGAATATATGCTCCATAATGGAAAGGTTAAGCTGGCA -CTTACTCAACAAAGAATAGAAAATAGGATAACCCTCCCTGAAGGAGTAAAATATATCAGCCTTCAAGGAG -TAGAAATTGAGAGCTCATCAGGGGAACCCCTTGAGGCTGTTCAAACTCAGAATGACCTTGCGTATGTTAT -ATACACCTCTGGATCTACAGGAAATCCAAAGGGGGTAATGATCAACCATATAGGAGCTGTAAATACAATA -ATAGACATTAATAAGCGCTTTGGGGTGACAGATTTTGATAAAGTATTTGCGTTATCATCATTAAGTTTTG -ACCTTTCGGTATATGACGTTTTCGGAATGTTGGCAGCAGGTGGGGCAATTGTTATTCCAGAGGCCTCCAA -AACTAAAGACCCTGCATACTGGATTGAACTTATGATTCAGGAAAAGGTAACAATGTGGAATTCTGTCCCT -GCTCTTATGGAGATGCTTGTGGAATATACGGATGGAAGAAACGAAAACCTGCCAAATACCTTAAGACTTG -TAATGATGAGTGGAGACTGGATTCCTGTAAGCTTGCCTGACAGACTAAGAAAAACTGTACCGGGGGTGCA -GATAATTAGTTTGGGAGGTGCAACAGAAGCTTCAATATGGTCTGTTCTATACCCTGTTGAAAAGGTTGAG -CCGTCATGGAAAAGCATACCTTATGGTAAGGCGATGTTAAACCAAAAAATTTATGTACTTAATAGTATTT -TGGAGATATGCCCTACATGGGTACCGGGTCAATTGTATATAGGTGGAATTGGGTTGGCTATGGGATATTG -GAGAGATGAAGCAAAGACTAAAACAAGTTTTATAATTCATCCCAGAACTGGTGAACGTTTATACAGGACA -GGTGATATGGGACGTTATCTTCCTGATGGAAACATTGAGTTCTTAGGAAGGGAGGATCAGCAGGTGAAAA -TACAGGGATACCGTATTGAGCTTGGGGAAATTGAACACGCAATAATGCAGCACCCAAAGGTAAGCACAGC -TGTGGTGTCTGTATTAGACCGTAGAGAAAACGCTCGTTTGGCAGCTTATGTGGTTCCAAAATCGGAAAGT -GAAGCCGGAGAAACAATGCCCAGCTCTCAAGGAAAAATACTGACAGATCCACTTGACCGCTTACAGTATA -AATTGGCACAGCCGGGTGCTAGACAGTATCGTAATGAAAGCTTTATTCAGCTCAGAAAGCCTGAAATAAA -TGAGGAATATATTAATAAGAATTTTGTTGAGCGCCGAAGTTACCGTAAATTTTTAAAGCAGAATATTGAA -TTTGAACAGCTCAGTAAACTTTTAAGCAATCTAATGCAAGTGAAAATAGCGGATATTGTTTGGCCTAAAT -ATCGTTATGGCTCTGCGGGCGGAGTTTACCCCATACAAACGTATATATATATAAAAGAGGGCAGCGTGGC -TAATATCCCTCAAGGGGCATACTATTACCGGCCAGCGGAACATAGGTTGGAACTAATAACAAATAAGCAA -ATCGAAGCTGAAGATTTGGAAATTGACAAAGTTCTTTTTAACAACTCAGCATTTACAATATTCCTTGTGA -GCAATATTAATGCCATTGAACCTATGTATAGTGAGGACAGCCTCCGATTTTCATCTATTGAGGCAGGCTT -GATGAGTCAGTTGCTAGAAATGAGTGCCCCGGAATGTTATTTGGGATTATGTCAGGCTGGTAATTTTGAT -TTATCGGGAGTTAAAAACATCCTCGGATTAGAAGATGGATATATTCCACTTAACTGCATTTTTGGCGGAT -GTGTGGATGAAAGCAGTCTGAAGGTTGAGGCACTTATTGAGGAATATCGAGAGTATGAACCACTTATTAA -ACTTATAGATGAAGGTAATGTACAGGCACATACAGCTGATATAAGCAATCAGGGGAATTATGATATAACA -AGCGAATTGAAGGAGTTTCTAAAAGAGAAGCTTCCGGAGTATATGGTACCTACACAAATTATTATACTGG -ATGCCTTGCCTCTTACTGCTAACGGAAAGGTAGACCGTAAGTCTCTTCCACAGCCAACAGAGATCCTGAA -AGAAGAGAAAAGTGAGTACATTCCTCCAAATTCGCAACTTGAAAAAGTTCTGGCAGATAGTATTAAAGAA -GTGCTCCAGATTGACAGGATAGGTGTACATGATAATTTTTTTGATCTAGGAGCGAATTCTGTAGACATCA -TACGTCTTCACAATAAACTGACAGGATTTATAAATAAAAAGATTCCTATTGTTGAAATGTTCAAAAGTCC -GAATGTATTTGCCCTTGCACAATATATAGGTAATCAGGACGACGGGCAACTTCCTGAGAATGAAATTGAT -AGCAGAGAGAACAAGGTAAATGAAGGTAAAGCCAGACTGAAAAAACTTCTACAAAAGAAGGAGGTCAAAG -TAGATGAGTAATCCTGAATCAAAGGATAGCTATACAGGGCTAGAAACAGCTATTGTAGGTATAGCCGGAC -GTTTTCCGGGGGCCAAAAATATAGAAGAGTTTTGGGAAAACCTACGGGATGGTAAGGAGAGCATTAGAAC -TTTTACCGACGATGAGTTAATAGAATCGGGAATTGATCCTATATTGCTTAAAAATCCAAATTATATTAGA -TCCGGAACTATACTAGAGGGTGCTGATATGTTTGATGCGGAGTTCTTCGGATATAATCCCAGAGAATTAG -AGATAATGGATCCCCAGCAGAGAGTTTTTCTTGAATGTGCCTGGGAGGCTATGGAGAATTCCGGATATAA -TTCTAAAACTCTTGATGGGTCAATAGGTGTATTTGCAGGTACAAATATGAACACATATATTTTATCAATA -CTATCAGCAAAGGGCAACGCAAGGCGAATGATAGACCCGGTACAGGCTGAAATAGGTAATGATAAGGATT -ATATTGCTACTAGGGTATCATATAAGCTTAATTTAGATGGCCCAAGTGTTGTAGTTCAGTCTGCTTGTTC -TTCTGCACTTGTAGCAGTACATACCGCGTGTAGAGCACTTCTGGGTGGAGAATGTGATATGGCACTGGCA -GGTGGGGTAGGAGTAAGAGTACCCCTAAAGTCAGGATATGTTTATCAAAAAGGAGGTTTATTTTCCCATG -ATGGACATTGCAGAGCATTTGATGCCAAGGCAAGTGGGACTGTATTTGGAAGCGGTGTTGGAATTGTAGT -CTTAAAAAGACTCTCGGATGCAATTAACGACAGGGATAATATATATGCAGTAATTAAGGGTTCTGCGGTA -AATAACGATGGCTCCTCAAAGGTAGGATATACGGCACCTAGTGTAGACGGACAGACTAAGGTTATAAAGA -CTGCACAATTAGTATCGGAGGTTGAAGCACGGAGTATTAGCTATATAGAAGCACATGGTACTGGCACAAA -CTTGGGAGATCCGATTGAATTATCAGCCCTTACAAATGCCTTCAGAACCAGTACTAAGGATAAAGGGTTT -TGTGCAATAGGCTCGGTAAAGAGCAATATAGGACACTTGGCTGCCGCCTCTGGAGCTGCAAGCCTTATTA -AAACAGCACTTGCATTAAAGAACAAAAAGCTGCCTCCCAGTATTAATTTTGAGAAACCGAACCCCAATAT -AGATTTTGAAAGTACGCCATTCTATGTTAATAATAAACTTTCAGAATGGGAAAGTAGTGAAATGCCAAGG -CGGGCAGGCGTAAGCTCATTTGGAGTTGGAGGGACAAATGCACATATAATATTAGAGGAAGCACCGGATA -GCTATCATGGATCAGCCCCAAGAAAACATAATTTACTGGTATTTTCTGCCAAAACTGAAACGGCTCTTCA -AACAATGGTAAAAAATTTCGTTTTATACTTAAAGAAAAATCCAACATTAAATATATCAGATGCTGCGTAT -ACGCTTCAAACCGGAAGAGAAGAGTTCAAATATCGCAGAGCGGTTGTATGCTCGGATATTAATGATGCAT -TGGAAAAATTGGATTCACCGGACCCCAAAAGTGAATCAAATTTAAAAGAAGATGATAAACCGGCTATAGT -CTTTATGTTTACAGGTCAGGGATCACAATATGTAAATATGGCGGCAGAGCTTTATACAAGCGAGCCTATT -TTTAAGGAACAGGTAGATAAGTGCTTAAATATACTAAAGCCGTATTTAGGCTTGGATTTGAAAGATATAT -TATATCCTGACGGCAATACTACGGAAGCGACTGAAAAATTAAAGCAAACATTTATTACCCAGCCGGCATT -GTTTGTAATAGAATATGCGATGGCTAAGTTATGGATGGAATGGGGAGTAAAGCCTAAAGCAATGATTGGA -CACAGTATAGGAGAGTATGTCGCGGCCTGTATTGCCGAAGTTTTGACTCTTGAAGATGCTCTCAAGCTTG -TAGCAGCAAGAGGCAGGCTTATGCAATCTCTACCTGCTGGAGCGATGCTATCGGTTTCTATGTCAGAAGA -AGAGGTTAAACCGTTCCTTAATGAGGGGGTTTCAGTTGCAACAATTAACGCTCCCGGGTTTTGCGTGGTT -TCGGGAAACTTTGAGGCTATAAAACAACTCGAAGAAAAGCTTTCGGAGAATGGGAAGCATTGCAGAAGGC -TTCAGACCTCTCATGCTTTTCACTCAGTTATGATGGAGCCTATATTAGAGCAATATGAGGCATTGGTAAG -AGAAATAAAGCTTAGTGAACCTAAAATACCTTACATATCAAATGTTACGGGTACGTGGATTACAGCTTCA -GATGCTACAAGACCGGATTACTGGTCAAAGCATCTACGCCAGCCTGTAAGATTTTCAGATGGAGTACAGG -AACTTTTGAAGTCTTCTGAATATGCATTTCTTGAGATGGGTCCCGGTAAAACACTATGCACCCTATTAGG -GCAACATAAGGAAGCGGTGGGAAGAACAATACTTTCTTCTATACCTCAACCTCACGAAGATATTAATAGT -TTTGAATTTTTAACGAATACACTAGGTAAGGAATGGCTCGCCGGTGTGGATATAAACTGGAGAAAGATTT -ATTCAAAAGAAAAAAGATACCGTGTGTCGCTTCCGTCATATCCTTTTGAAAAACAGCGTTACTGGATTGA -TGTAGATGTCAGCAAGGAGCAGGAATATTCGCAAGAAGTTCTGCCCGACAAAAAGGATATTTCAAGGTGG -TTCTATATGCCTGTATGGAAGGAAGTTCCTTTTTCAAACACTAAGACGGAAATTAAGGGAGAATGCTGGC -TGCTGATGGACAATGGGCAGCAGATGAGTAAACTTTTAGCAAAGGATTTTGCTAGCAATAATATACATGT -TATAAGTGTGACTGCAGGCGAGGATTTCATAAGGCACGGAAATAATGAGTTTACTATTAAACCTTCCCGT -AAAGAGGATTATAATACCTTATTCGAAGCAATATACGAAGAAGGATACAGTATAAAAAGAGTTGTCCATC -TTTGGGGTCTTTACGAAAAAGAGAAGGAACTTGACCACTACAGCAAATTTATGGACTTGTGCTTTTACAG -CATAATTAACGTGACCAAAGCAATCGGGCGGTACAATAATGCCTCACCTCTTACAATAGATATTGTCACA -AGTAATATGGAGAGGGTAAAACAGGATGAGGAGGTATGTGCTGAAAAAGCTGTGGTACTAGGACCATGCA -GGGTTATACCGCAAGAGTTTCCAAACATAACCTGTAACAGTATTGATATAGATTTAAATGGTAAGGCTGA -GACAACGGCGGCAGAAATTGTACGAGAGCTTTATGCAAACTGTAGTGGAGATACTATAGCCTATCGTGAA -GGTAAACGCTGGCGGCAGGATTTTGAGGAAATTGAAATTGGTGAAAATAATATTCAGCAGATTCCAAGGT -TAAAGGAGAAAGGAGTTTACCTGATAACAGGAGGACTTGGAGGTATAGGACTTGTTCTTGCTCAATATCT -TGCAGAGGAAACACAAGCCAAGCTTATACTTACGGGCCGTTCAGTTTTTCCTGAAAAGAGTGAGTGGGAT -AGGTGGCTTAGTTCTCATGATGAAAATGATGAAATAAATAAGAAAATTTGCTTGCTTAAAACGCTAGAAG -CAGCAGGGGCTGAAGTGGTTGTTGCAAGAGCAGATAGTGCGGACAAAGTACAGATGCAGGAACTTATAGC -AAGTATACGTCAACGCTTTGGAGGCATTAATGGAGTTATTCATACTGCTGGAGTTCCCGGAGGCGGAATA -ATTCAAATGAGAAGTGCAGATAAGATGGAAGCAGTACTTGCACCTAAGGTAAAAGGAACCCTTGTACTTG -AAGAGGTGCTAAAGGGAGAAAACCTGGATTTTCTTGTACTATGCTCATCAACATTAGCAATATTAGGTGG -TATCGGACAGGTAGACTACTGTGCAGCAAATTCCTTTTTGGATGCGTTTGCACACAATTATATGTTAAAG -TATGGCACATATGCAGTTTCAATAAACTGGGATGCATGGGAAGAGGTTGGAATGGCTGTGAATTCTGCGG -CCCAATATGCTCCTTTGAAGTCGAAAAAAGAAGAAGACTTCATTGACATAACTCATCCGTTATTCAAGAG -ATATAAGAAGGAAACACCGGATCGAGTAGTATTTGAAAGTAAATTTGATATAGAGTCATGTTGGCTGCTA -AAGGAACACAGAGTTATGGGCAAGTCAACGATACCTGGAACCGCATACCTAGAAATGGCAAGTGCTACAT -TTAATATTTTAACAGAAAACAGCTATGTAGAGTTGCAAGATATATTTTTCCTTAGCCCCCTTATGGTTGA -CGAAAAGGAAAATAAACAAGTTTATACAGTTTTTGAAAGAGAAGATGATTCTTACATACTACGAGTTAAG -AGTTTTGACGGACAAAAGACAGTGGAGCATGTCAAGGGAAAAGTATTGGCTGCTGTCTCTGAAGAGTTCG -GAACCTTAGATTTAAAGGAGATTATAGGTAAATGTAATACAAGTGTATATATTCCGGATACTTCTGACTC -GGATGTGGATGGGATAGTATATTGGGGCCCCAGATGGAGTAAAAATTTAAAAAAGGTATACATAGGTGAT -AACGAAGCTCTCGCACTCCTTGAATTACCGGAAGAGTTTCGGGATGATTTAAGGGAGTTCAGGCTTCACC -CCGCTCTATTGGATGTAGCAACAGGGTTTGCTGCTCAGTTTAAGAAGGAAGAGGGAGATTTCTTGCCTTT -GGCCTATAAAAGGATACGAGTAAAAGAAGCATTGCCGGCTGAGATATATAGCTATATAAGGTACAGAGAG -GACAATGATGCGAGAAAGCAAACAATTGCATTTGATATAACTTTATTAGATAAAGACGGACGTATATTGG -TTGATATTAAGGTTTTTGAATTAAGAAAAGTAGGAGTTGGGAAGGGAGATGAAAGAGTTGAGTGAGAAAG -GTTTTGGAAAGTTTGAGGATAACGGAATATTGTCTAGTGAAGGAATAGATGTTTTCAAACGTATTCTTTC -GGGAAACAGATTGTCTCAAGTAATAGTATCTACAAAAGATTTACATACAATGATACAGCAAGTGAATACT -TATACAAAATCTGTAACTAAGAATAATGATAAAAGTAATAATGAAATTCTTAATCAAAGACATAAAAGAC -CCAATCTTAAAACTCCCTATATGTCCCCCAACACAAGTATGGAAAGCTCTATTGCCGAAATTTTCCAAAG -TGTATTAGGTCTTGAACAGGTTGGTATAAATGATAACTTTTTTGAGCTTGGAGGAGAATCTCTGCTGGCT -ATACAGGTTATATCAAAGCTTCAGGACACTTTCAAGGTAGAACTTCCTTTGAGTAATTTATTTGAGACAC -CTACTGTAGCCACGTTGACTGCTGCTATATTGAGGTTTAAGGCCGAAAAGGGGGAATATGCAGGTATATC -AAGTCAGTTACCTGTTATTGTTTCTGATGCTGAGCATCGTTACGAGCCATTCCCTCTTACAGAGCTTCAA -CAAGCCTATTGGGTGGGTCGAAACGAGTCTTTTAGCTTGGGAAATGTTGCAACACATGCGTATATTGAAT -TTGATAGTACAGAGCTGGATATAGATCGTTTTAATAAATCATGGCAGAAGATAGTAAAAAGACATGATAT -GCTCCGGGCAATAGTTCAGCCTGATGGAATGCAAAAAATTCTGGAAGAGGTACCTGATTATGAAGTACGG -GTTACTGACATGAGAGGACGCCCGGCTGAAGAGGTGGAAAAATTTCTTGAAACCACAAGGGAATTTATGT -CCCATCAAGTGCTTCCGGCAGATAAATGGCCATTGTTTGATATTTCTGCCACGATTATTAACAATGAGCT -TATTCGTATTCACTTTAGCATAGATGGACTGTTGCTTGACGGATGGAGTTATCAGATTCTCTTCCCTGAG -CTTGTATATGTATATCAACATTCAGATGCTTCACTAGAACCATTAGAAATATCCTTCAGGGATTATGTTG -TCACGGAGTTAAAGCTTAGGGAATCTAAGCTATACAAGCAATCTCTGGAATATTGGAGAAAAAGATTGCC -GATGCTTCCCCCTGCTCCAGATATCCCTCTTTTAAAAACACCAAAGGAGTTAACAAATCCACGTTTTACT -CGTTTAGAATCAAAAATTGAAAAAAATACTTGGGATAAGCTAAAGGCTAGAGCATCCAAAGCCGGGCTTA -CGCCATCTGGTTTACTGCTATCTGCATATGCTGAAGTCATTGCAACCTGGAGTAAAAGCCCAAAATTTAC -TATAAATGTACCCCGTTTTAATCGTTTACCTTTGCATTCCCAAGTAAATGATCTAATAGGAGAGTTTGCA -TCATTTACCTTCCTTTCGGTTGATATGACAAAGAAGGAAAGCTTTGAGACGAGAGCTCGGCGTATACAGG -AGCAAATGTGGAAGGATCTCGAACATATGTATGTAAGCGGAGTAAAGGTTCTAAGAGAGCTTTCACAAGT -CCATGGAAATAGTTCAGCAGGAATAATGCCTATTGTTTTCACTGAGTTTCCAAAAGGAAGAGGAGGTAAA -GATACTTCGTTACTAAATGCACTCGGAGACATAGGAGATTCGGTGTATACCATTACTCAGACATCACAGG -TATGGATTGATAATCAGGTTTATGATTGGGCTGATGGTTTACATTTTAATTGGGATGTAGTTAAAGAGCT -TTTCCCGGATCAAATGGTTGAGGATATGTTTGAGTCATACTGTAACCTTTTAAAATATTTGGCAAAAGAT -GAAGAAATGTGGAGCAAAACTACATCTAATTTACTTCCTTCACGACAGCTTGAAAGTAGAAATATGGCTA -ATTCCGCTACATTGGAGCTACCTCAAATACCACTTCAGAAGCTATTTGCCGATCAGGTGAAAAATGTGCC -GGAGCAAAATGCTGTAGTAACATCTAAGCATAATCTAAGCTATAAAGAACTTTATAGTCTTACAAATAAG -GTGGGAAGATACCTCAGGGAATTGGGAGTACAACCTAATGAACTTGTTGCAGTTGTAATGGATAAGGGGT -GGGAGCAGGTTGTAGCTGTATTAGGAGTGCTTAATTCTGGTGCGGCATACATGCCTGTTGATTCAGAAGT -TCCAAAAGATAGGTTGTGGTACTTGTTTGAAAATAGCGGAGCAAGAATAGTACTAACACAATCATGGTTG -GACAAGGAGTTAGACTGGCCTGAGGGTATACGCAGAATAGTTATTGACTCAGACGAGTTTGATAATATAG -ACGATAAGCCCCTTGAATATGTACAAAAGCCTGAAGATATAGTTTATGTCATATATACTTCCGGCTCTAC -GGGTAACCCTAAAGGAGTAATGGTGACACATGCAGGTGCTCTGAACTCTGTTTTATACACAAATGAATAT -TTCAAAATATCTTCGGGAGACAGTGTGCTTGCTTTAACTGCATTGCACCATGATATGTCTGTTTATGATG -TATTTGGAGTGCTTGGAGCAGGAGGTACAGTAGTAATACCTGATGCGGGAAAAAGGAAAGATCCTCAACA -CTGGATTGAATTAATTATAAATAACCGTATTACAATCTGGAACTCTGTACCGGCTATGATGGAAATGCTT -TTAGAATATATAGAAAGCCATCCGGGGATAACTTTAGAATCTTTAAGATTATCCTTCTTAGGAGGAGATT -GGATTCCTGTAACAATTCCTGACAGATTAAAAGCCTTCAGCAGTAGTGTAAAAACGGTCAGTGTTGGTGG -ACCTACTGAAACAACACTCTGGAATATCTGGTATGTTGTTGAGTCAGTAGATCCCCTATGGAAAAGTATA -CCGTATGGTAAGCCTATCTCAAATACAAAATATTATATTTTAAATGATAACCTTGAAGAATGTCCCGAGT -GGGTTCCCGGTGTATTATATTGTGCAGGAGTCGGTGTGTCAAAGGGCTACTGGCATGATGAGAAAAAAAC -TCAGGAAAAATTTATACATCATCCGATTACAGGGGAGAGATTGTATTGTACAGGAGACCTTGGAAGGTAT -ATGCCTGATGGCAATATTGAATTTATTGGCAGGGCAGATTTCCAGTTTAATGTATTGGGTTATAGAGTTG -AACCAGGTGAGATTGAAGCTGTACTGTTAAAACATTCTCTTATTCGGACAGCCATCGTATCGGCTTCAGG -AGAAAAACAAGGTCATAAACGTCCAATTGCTTATGTTGTGCCAAAGCAGAGTAACTCCCTCACAAAAAGC -CAGTTACAGGAATATCTTAGAGAGAAGCTGCCTGAACATATGCTGCCGGGCGGATATGTATTCTTAGAGG -CTTTGCCGCTTAATGCAAATGGCAAAGTTGATCGGTCTGCACTGCCGGAATATACAGCGGCAAAAGGGGA -AGCCGCGGCTACAGTTATAAAAGCTGATTCTGACATATTCGATAGGGTGTTGAATCTTACTCAGAAGGTT -GTCGACGTGGGTGAGGTCAGCAGAGAAGCAAACCTCATTGATTACGGTATGAATTCTGTGGATATCATAA -GGATATTCAACCTGTTGGAAAAAGAATTCGGTGATCGTCCGGGTATGCAGGAGTTTTTTAGTAATCCTAC -TTTGGATTATTTATGTAATTTTTACGAGAATATCCCTCAAATATCAGAAAATATACAGACAACAGAAACG -GGAAAATTAGCTGTAGAAAGTACAGAAAATATTATATCTTCCTTTAAGCTTATACTAGACCCTGACGAAC -GTTCACAGTTCAGAAAGAAAAGGCCGGGAATACGGCAAAATGTCCAAAGTCAAGATTCTATAGAGCTTAT -TAAGCCAAAGATAGACAAAGCTCTGTTAGACAGCTATATGAAACGGCGCAGTTACAGACTATACAATAAA -AAACCTATATCTTTTAAGAAATTCAGTAGTTTCCTAAGTTCTATTTACGGCATTGAAATGGATGCAAAGT -ACAAATATCTTTACTCTTCTGCAGGGGGATTATATCCTGTACAGATATATGTCCATATTAAAGAGGGTGG -AGTGAAGGGAGTTGAGAAGGGAATATACTATTATAACCCTGCCCAACACAGCCTCCAGCCTGTAACTGTG -GGAGTAGACATTACTGAGGAAATTCATACTCCGTTTTTAAACAGGCCAATTTATGAAAAGGCAGCCTTCT -CAGTATTCTTAATCGCAGAGCTTAGTGCAATTGCACCATTGTATGGAGATATGAGTATGCACTTTGTTAC -GCTAGAAGCTGGTATACTATCACAGCATTTAGAAGCTTCTGCACCTAAAAGCAAAATCGGATTATGTCAG -ATAGGGAATATAGAGTTTGAACAGGTAAAGCATTTATTCAAATTAGGAGAAACACAGGTATTTATTCACT -CTCTGATTGGAGGAATGATAGATGAAAACACTTTGCATAACCAGCCTACATTCCAAGATGATTATTATAA -TACAAGTGGCAGCAAGGGGGAGTGGGTGGAGGTTGAAATATGAGTACAGCTGACTTGCTTTCGAAACTAA -ACAGGCTTGGGATAAGGATAGAGATAAATGGGGAACGTTTAAAGCTTAATGGGCCTAAAGAGGCACTAAC -TGACTCGTTAATTGAGGAGTTAAAAAATAACAAGGAAGAAATTATAAAACTGCTAAGTTGCGAGAATTAT -GGAGACTTTGAAGGTAAATTTCCACTATCCTTTCTACAACAGAGACTGTGGTTCTTAGAACAACTACAGC -CTGATAGCTCTGCATATAATGTGGCAATACCATTAAGGCTTAAAGGAAAACTAAACGAACAGGTACTGGA -ACAAAGCTTAAATAAGATTTTGGAGAGGCAAAAGATTTTTCGGACTGTTTTTTGTGAGATAGATGGTGAA -CCGGTACAGGTAATAAAAAGGGGCCTTACTGTTAAACTTAAAAAAATGGATATCAGTGATATACCTGAGG -CTTCAAGAGAGCATAAAGCGTTTGAACTTGTAAACGAGGAAATTAGCCATCCATTCAGGCTTGCAGAGGG -CCCATTAATTCGAGGATTACTAGTGCGAGTTAATGAAAATGAGTGTATATTTACCGCTGTAACACATCAT -TTTGTAGCCGATGGGTGGTCTCTAAAATTATTTATGGAGGAGCTTGCTATTTTATACAGCAGCTTATCTA -AGGGAGTAATACCGCCATTGCCGGAACTGTCAATGCAGTATACTGATTATTCTGTATGGGAGCGTAATGC -AATGGACAGTGGACTTTTCGAAAAACAGCTGAAATATTGGAAAAACCAGCTTGCAGGAGAGCTTCCTATT -CTAGAAATGCCAACTGACCATACTAGACCACTTAATCAATCTCATAATGGTTCAAGGGCATATATTGTTA -TACCAGAAGGATTGACTCAGAGCTTGAGAAAAATTAGTCATCGTGAAGGTACTACGCTGTTTATGGTATT -GCTTGCTGTTTTTCAAATTCTGTTGTATCACTACTCAGGACAAGACGACATTATTGTAGCTACTGCTATT -TCAAATCGTGGAAAACTAGAGACAGAACGAATAATAGGACCATTTTCAAACAATTTACTTTTAAGGTGTA -AATTGGAGGGAGAGGGGAGCTTTGGTGAATTCCTCAAACATGTCCGGGACACTGTAATAGGTGCTTTCGA -TAATAAGGATATACCTTTTGAGAGGATTGTAGAAGAACTTAAGCCGGATAGGGATATGAGCCGTCAAACA -TTGTTCCAGGTGATGTTCACATTACAAAATTCCATGAAAGGGAGTATGGGTATTGAGGGCTTGACATTAG -AGCCTTTGGACATAGATAGTAAAACCTCGAAGTTTGACTTAACGCTCGAACTGGATGAAGGCGAAGAACT -GACAGGTTGGTTTGAGTACAGTACAGACCTGTTTGAAGAAAGTACTGTAGAGCGTATGACTGAACATTTT -ATAAAGCTGCTTGAGGGAATAGTCCAAAATCCCAAGGAGAAGATTTCTAAGATTTCTCTTATGGGGGAAG -ATGAAAAAGCACTTGTACTAGAGGATTGGAACAGAACCGAGAGAGATTATCCCAATGAATGTATTCATAC -TATGTTTGAAAAGCAGGCCAAGGCTGCTCCAGATGCCTGTGCCATAATGTATCGTGGAGAACACTATACT -TATGGTCAGCTTGACAGTCTATCAAGCCGTATTGCAAATTACCTTGTCAAGCAGGGGCTACATATCGGTG -AACCTGTAGGTGTTTCAATAGAACGCTCACCTGAGGCGGTAGCCTGTATACTGGGAATCCTTAAAGCGGG -TGGAGCGTATGTGCCAATGGATCCCTCTTATCCTAAAGCGCGTATAGCTTTTATGCTGGAGGATTCGGGG -CTAAAGCTTGTACTTACTAAAAAGGACATATTGAAGGGCGTAGAAACTAACGCCGTTATGCTATGTATAG -ATGAATGTATGCAGCAGATCAGTGAAGAAAGTGATGATAGTCCCGAAAACAAAGCTGATAGCGGAAGTGT -TGCATATATAATTTATACTTCAGGCTCAACTGGTAGGCCAAAGGGAGTACAGGGACTACACAAGGGAATA -ATAAACCGTTGTAACTGGATGTGGAGGACATATCCTTATAAAGAGGAAGAAATTTGCTGCCAGAAGACTG -CGTTAAGCTTTGTAGATTCAATCTGTGAAATATTCAGTCCTCTCTTAAAGGGTATCAGGCTTGTAATTAT -TCCGGATGAGACATTGCTGGATGTACAGCATTTTGTAGATGAGCTTTCAGTAAGCAGAATTAGCAGAATT -GTACTTGTTCCTTCGCTGCTTCAGGCGATGCTGGATACGGTACCTGATATAGGAAAAAAGCTTTCTGAGC -TAAAGCTATGGGTTACAAGCGGAGAAACCCTGAGAATTGAGCTTATGAAAAGGTTCAAGCAGAGTATACC -CAATGGCAGACTTATTAATATATACGGTTCTTCAGAGGTATCGGCAGATGTAACCTACTACGATACTGCT -CTAGCAAGTGAAACATTGTCAAGAGTGCCCATAGGAAGACCAATAGATAATACTGAGATATACATACTTG -ACAGTAACAAGCAGCCAGTCCCTATTGGGGTAGCAGGAGAATTGTATGTTGCAGGAGACGGGTTGGCAAA -GGGTTACTTAAATCGTCCAGAGCTTACCGAAGAAAGGTTTGTTCCAAACCCATATGATACCTCTGGCTTG -ATGTATAGAATGGGAGATATGGCAAGGTATTTGCCTGATGGCAATATAGAGTACCTGGGAAGAGGAGACA -ATCAAGTAAAGATAAGGGGTATACGTGTAGAATTAGGTGAAATAGAGAGTGTACTGTTAAAGTTTCCTTC -TGTTAAGGAGGCAGTGGTTGTAAGCTACGGAGAGCTAAAGGGAGATGTAAGGCTAGCAGCATATATAGTT -CCAGATGTAACGGTACCGGAAGTTGATGAACTGAGGAGCTTTATTAGAGGATATCTGCCGGAATACATGA -TACCTGTAAGTATAAACTTTGTTGAACATATTCCTTTATTGCCAAACGGCAAGATTGATAAGAAGAGTTT -GCCTGATCCGGAGTTATTTAATTTTAAAGAAATGAGTTATATAGCTCCTAGAAATTCTTTGGAAGAAATG -GTTGCATGTATAGTTTCCGGTGTTCTTAATATAGAGAAAGTGGGTATTTACGACAACTTTTTTGATCTTG -GAGGACATTCATTACTTGCAACACAAGTAATCTCACGTATAAGAAGGGAATTCAGTATAGATATATCATT -ACAAAGTTTTTTTGAAAAACCAAATATTGTGAACTTAGTAGAATTAATACAAAATTCCCTTGAAATGAGT -AATTATGGAAAAGGTAGAACTATACAAAGGGTATCAAGAGATACAGCTTTACCACTATCTTTTGCACAAC -AGAGGATATGGTTCTTGGAACAGCTTGAACCGGCTAGCTCAACCTATAATATACCAATGGCAGTAGGGCT -GCACGGGAGTCTTAACACAGAAGCACTTGAGCAAAGCTTGAATGAAATTATAAAACGCCACGAGGTGATG -CGTACCACCTTTAGAGAAGTGAATGAACAGCTTGTACAGGTTATTGCTCCTGAGCTTATTATAAAGCTGA -ATATAGAGAGCTTTGAACATATAGATCAAGCAATAAGAGAGGAAAAAGCATTACAGTATATTCGTGAACA -AGCATGTGTACCATTTAAATTATCAGAAGGATATCTGTTCCACTTAAACTTAGTAAAAATAGACAAAGAA -TATTATATTTTACTATTAGTTTTACATCATGCTATTTCTGACGGTTGGTCTAAGGGAGTACTTGTAAGGG -AATTGACAGATTTATACCAGTTCCATTCATCCGGAAAGCCTTCAATGTTAAAGGAGCTAAACATACAGTA -TGCTGACTACGCCGTTTGGCAAAGAGAGTGGCTTCAAGGGGAAGTGCTTAAGAAACAATTGGATTATTGG -AAGGAAAAGCTGGGCGGGCGATTACCTGTTCTGGAGCTTCCCTATGACCATACAAGGCCTGCTGTACAGT -CCTTCAAGGGTAAAACATATGATTTACAGCTATCCAGACAACTTTCTGATTCTTTAAGGGTACTGTCACG -TAAAGAGGGATGTACTCTTTTCATGCTTCTGCTTTCAGCGTTTCAGGTAATGCTTTATCTCTACACAGGA -GAAGAGGACATCCCCATTGGTTCACCTATAGCAGGAAGAAATACCTCCGATACTGAGGACTTAATAGGCT -TTTTTATAAATACATTGGTTTTTAGAGGGGATTTATCAGGAGATCCATCATATAGCCAGCTAATAAGAAG -GATTAAGGAAACTTCACTTGAAGCCTATGCTCATCAGGATATACCATTTGACAGAATTGTAGAAGAATTA -AAACCAAGTCGTGATTTGAGCAGGCAGCCATTGTTCCAGATTATGCTGATACTTCAGAATACACCTATGG -ATGAAGTGAAGCTGGATGATATAAGTATAAATTCTATTCAGGTAGAAAGTGGAACCTCAAAATTCGATTT -GACACTGGAATTATATGATGATGATGAAATATGGGGTTGGTTTGAGTACAGTACAGACCTGTTTGAAGAA -AGTACTGTAGAGCGTATGACTAAGCATTTTATAAAGCTGCTTGAGGGAATAGTCCAAAATCCCAAGGAGA -GGATTTCTAAGATTCCTCTTATGGGGGAAGATGAAAAAACACTTGTACTAGAGGCTTGGAACAGAACCGA -GAGAGATTATCCCAATGAATGTATTCATACTATGTTTGAAAAGCAGGCCAAGGCTGCTCCAGATGCCTGT -GCCATAATGTATCGTGGAGAACACTATACTTATGGTCAGCTTGACAGTCTATCAAGCCGTATTGCAAATT -ACCTTGTCAAGCAGGGGCTACATACCGGTGAACCTGTAGGTGTTTCAATAGAACGCTCACCTGAGGCGGT -AGCCTGTATACTGGGAATCCTTAAAGCGGGTGGAGCGTATGTGCCACTGGATCCCTCTTATCCTAAAGAG -CGTATAGCTTTTATGCTGGAGGATTCGGGGCTAAAGCTTGTACTTACCAAAAAGGACATATTGAAGGGCG -TAGAAACTAACGCCGTTATGCTATGTATAGATGAATGTATGCAGCAGATCAGTGAGGAAAGTGATGATAG -TCCCGAAAACAAAGCTGATAGCGGAAGTGTTGCATATATAATTTATACTTCAGGCTCAACTGGTAAGCCA -AAGGGAGTACAGGGACTACACAAGGGAATAATAAACCGTTGTAACTGGATGTGGAGGACATATCCTTATA -AAGAGGAAGAAATTTGCTGCCAGAAGACTGCGTTAAGCTTTGTAGATTCAATCTGTGAAATATTCAGTCC -TCTCTTAAAGGGTATCAGGCTTGTAATTATTCCGGATGAGACATTGCTGGATGTACAGCATTTTGTAGAT -GAGCTTTCAGTAAGCAGAATTAGCAGAATAGTCCTTGTTCCTTCGCTGCTTCAGGCGATGCTGGATACGG -TACCTGATATAGGAAAAAAGCTTTCTGAGCTAAAGCTATGGGTTACAAGCGGAGAAACCCTGAGAATTGA -GCTTATGAAAAGGTTCAAGCAGAGTATACCCAATGGCAGACTTATTAATATATACGGTTCTTCAGAGGTA -TCGGCAGATGCAACCTACTACGATACTGCTCTAGCAAGTGAAACATTGTCAAGAGTGCCCATAGGAAGAC -CAATAGATAATACTGAGATATACATACTTGACAGTAACAAGCAGCTAGTCCCTATTGGTGTTGCAGGAGA -ATTGTATGTTGCAGGAGACGGGTTGGCAAAGGGCTACTTAAATCGTCCAGAGCTTACCAAAGAAAGGTTT -GTTCCAAACCCATATGATACCTCTGGCTTGATGTATAGAATGGGAGATATGGCAAGGTATTTGCCTGATG -GCAATATAGAGTACCTGGGAAGAGGAGACAATCAAGTAAAGATAAGGGGTATACGTGTAGAATCAGGTGA -AATAGAGAGTGTACTGTTAAAGTTTCCTTCTGTTAAGGAGGCAGTGGTTGTAAGCTACGGAGAGGCAAAG -GGAGATGTAAGGCTAGCAGCATATATAGTTCCAAACGTAACGGTACCGGAAGTTGATGAACTGAGGAGCT -TTATTAGAGGATATCTGTCGGAATACATGATACCTGCAAGTATAAACTTTGTTGAACATATGCCTTTATT -ACCAAACGGCAAGATTGATAAGAAGAGTTTGCCTAATCCGGAGTTGCTAAAAGGTCAATTGGAATTTACT -CCTCCCTGTTCAGAGATAGAAAAAGAAATAGCTCAGATGTGGAATGAAGTATTGGGAGTAAAAGAATCAG -GGATTAATAATAGCTTTTTTGACATGGGTGGACACTCACTTATGGCTACGCAATTAATATCAAGGATACG -CTTAAAATTTGGAGTAGATTTGCAACTTAAAAGTTTTTTTAGTTCGCCTACAATCAAGAGTATTGCAAAA -TCAGTAGAAGACCAAATTTTAATGGATGCAAGCAGTGATCAAATAAATGATGTACTTAATCTGCTTGAGG -AGCTTAGTGAAGAAGATATTTTAAATATGCTTGATTACTAACAGCAAGCAAGATGTTATTAAATCCGGGA -AGGTGATATATATGGAGCTGACATTTAACCCGCAAAATTTTTCTCCAGAGGAAACGCAAAGCGGTGAAAC -AAAAAAAGAAATACTTGATCTGTTTTCCGTAACAGATAGTAGTTTGTTGAAGGCTAGAAATGAAACAGAT -AGAAGGGTTTCAGAAGTAATAAATGAATTTATAGGTGGAAGTGAAGTAAGCACCGATGTCAGGTTAAATG -ATTTGCTGACAAACTTTTGTAAAAGCGAAATACCTGATAAACCGTTAAATGTGGACGAGTACATTGCATT -TTTTAACAAAAATATAATACGTCATTCTACGCGTACTTCTTCACCCAGATATATAGGGCACATGACTTCG -GCACTTCCTTATTTCATTAAGCCACTTGCTGGCTTAATCGTTACACTCAATCAGAACGTTGTAAAAGCAG -AAACAGCAAAGGTGCTAACTCCATACGAACGTCAAGTAATCGCTATGTTGCATAGGGCAATTTATCAATT -TGATTCGGATTTCTATAATCATCACATTCAAAATAGGGAAAGTGTGCTGGGAATACTGACCTCAGGAGGG -ACTATAGCAAACCTTACAGCATTATGGTGTGCCCGTAATAGTGCGTTAGGCCCGTGTGAAGGCTTTAATG -GAGTAGAAAAGGAAGGTATGGATGCAGCTCTGAAATTTTATGGGTACAAGGATGCTGTTATTATAGGCTC -TGCTATGATGCATTATTCCTTTGAGAAAGCTGCAGATCTACTGGGTATAGGGTCTAATAACAGCATCAAG -ATACCTGTAGATAAAAATAATCATATAGATTTATCTGAATTACGTAAAACTGTGGAGGAATGCCATAGGA -AAAGAAGGCTTATCATAGCCATAATAGCTAATGCAGGTACAACGGACTGTGGTGCAATAGATCCAATAGA -GAGAGTTGCTGAAATTGCTTATAAAGAAGGATGCCACTTCCATGTTGACGCTGCATGGGGAGGACCCCTT -TTATTTTCTGACAAGTATAGAAATAGGCTTAAGGGAATTGAACTGGCAGACTCAGTCACAATTGACGGAC -ATAAACAGCTTTATCTTCCCATGGGATTGGGGATGATTTTTATGCGTAATCCACAGGCCGCAAAAAGCAT -TGAAAAAAATTCAAACTATATAATACGACGGGGGTCAATAGATCTTGGAAGGAGATCCCTTGAGGGCTCA -AGGCCTGCTATGTCAATATACTTACATGCGGCCCTCAATATAATAGCAAAGGGCGGGTATGAATTTCTTA -TAAATGAAGGCATAAAAAAGGCTGAATATATGGCGGGTCTAATTAAATCAATGAGGGAATTTGAGCTGCT -TACAGAGCCTGATATGAATATGCTCCTATATCGCTTTATTCCTGAACGATTAAGAGGTAAAGCTGCGGAT -CACATGCTTGATGATGCTGATAACGAAGTAATTAATAAATACAATGAACAACTTCAGAAGTTACAGCGCA -ATGGGGGGTATTCCTTTGTATCCCGTACATCTTTTAGTTCAGAATTGTATCAAAACAAATCCCTTGTAGC -TTTACGAGCAGTACTGGCAAATCCTCTTACTTGTGAAGCTAATATAAATGAGGTTATCAACGATCAGCTA -AATATAGCAAAACGTTTAAATTTATAAAATGGCTACCATAAATCAATTTTACAATCGCGAGGTGTCATCA -TATGTCTGATAATAGATTGGAAATAATTAAACAGCTTTCGCCGGCAAAGAGGGAACTACTTATTAAGAAG -CTTCGGAAAGAGGTTACAGAGAAAAAAGATCAGGGAATACCCAGATATACCGGAGATAAACCTGCTCCGC -TTTCGTTTTCTCAAGAGAGAATGTGGTTTCTGAATGAACTACAGCCTGATAATCCAGCATACAACATATT -TTTTGCTGCAAGGATTAAAGGCATTCTGGAAATACCAGTACTACAAAAAAGCATAGATGAAATTATAAAG -CACCATGAAGCTATGAGGATAGTAATTGGACTATCAGATGGAAAGCCTGTGCTTATAGAGACTCCGGCAT -TTAGTGTACCAATAAATTTTATAGATATAACAGATGTTGAACAGGAACTGCAAGAATCAACGATCAGAAT -ACTTGCAACTGAGGAGGCCCAAAAAACCTTTGACCTTACAAAGAGTCCTCTTTTTAGTTTCACGCTTCTA -AAGCAAAGTGAAAAAGAAAATGTTTTGTTCATAAAAATGCATCATATTATATCAGATGGTTGGTCAATGC -GTCTGTTTGTAAAAGAAATGTCAGAGTTATACGAAGGCTATAAGAACGGAAATCCTGTTATACTACCTGA -ACTACCCATACAATATAGAGACTTTTCTTACTGGCAGCGAAATCGGCTAAAGGATAATTTAATGGAATCC -CAAATGTTATATTGGAAGCAACAACTTGGTAATTGTTCACATATACTGGAACTTCCAACGGATCATCCTC -GTCCTATTTCTCAACGTTTTAAGGGAGCAATAAAAAGGTTTTCACTTTCACCACAATTGGGGGAAACCAT -AAGGGAGCTTTGCAAAAGGGAGGGTGTCACTCTTTTTATGACATTGATATCTGCCTTTTATACACTGCTT -TACCGTTATACTTATCAGGAGGAAATAGTAGTTGGAACACCTATTGCTAATCGTAATTATTTTGAGACTG -AAAGACTTATAGGTTGCTTTGTAAATACATTGGCTCTACGTACAGAACTGAATGGAGAAGATACGTTTAA -GGAACTGTTATTACGTGTCCGTAATGTATGCCTTGGTGCTTACGCCAATCAGGATATGCCTTTTGACAAA -TTGGTAGAGGTACTTCATCCTCAGAGAGACTTAAGCAGACAACCGATATTTCAGGTTATGTTTATTTTAC -AAAACACGCAAATTAACAAAATTGTACAGAGTGATTTTGATATAAGCCCAATACAGGTTGACAGTGGGGT -AGCAAAGTTTGACCTTACTTTGGAGCTTTATGATGAGGATATAATAAATGGTTGGTTTGAGTATAATACA -GACCTTTTTAATGAAGATACCATTGAGCGAATGATAGGACATTTAAAAAACATATTGGAAGGAGTAGTCA -AGAACGTAGAACAACGTATAGCTGACATTGATATATTAGGCGAGAAAGAGCGTAGTATGCTACTGGAAGA -ATGGAACAATACAGAGTATGATTATCCGGAAAAACTCTGCCTGCATCAACAATTCGAGAAGCAAGCAGAA -AAGAACCCTGATGGGATTGCTGTAATATTTGAAGAACAACAGCTTACATATAAGGAATTAAACCTGCGTG -TAAATCAACTGGCACACTATTTACGTAGGTTGGGGGTGGGACCTGACACCATTGTAGGAGTTCTGATGGA -TCGTTCCTTAGAGAGTGCAATAGCATTGGAGGGTATTCTCAAAGCAGGTGGAGCATATTTGCCATTTGAT -ACCGATTGTCCTAAAGAACGTCTCACATTTATGCTTGAAGACGCACAGGTACCTATATTGGTTACTCAGG -AAAGGCATATTGAAGCACTCAAAGATATAAATACAATAAAAATATGCATAGATGCCAATTATAATGAAAT -CTCAAAAGAAAGCATTGAAAACCCCGTTAATATTGCATCAATGAATAATCTCGCTTATGTAATTTATACA -TCGGGTTCTACAGGTAAGCCAAAGGGTGCAAAGCTGCCGCATCTTGCATTGTTCAATAGAATCAAGTGGG -CACAGGGTAATTATAAATTAAATGCTACAGATCGGGTTTTACAAAAAACTCCTATGACCTTTGATGTATC -TGTATGGGAATATTTCTGGCCTCTGGCTGTTGGTGCAGGCTTAGTTATGGCTCGTCCCGGAGGTCATAAG -GACAGTGCATATCTGGTAGATGTGATTTCTGAGAAGAAAGTTACTACTATACAGTTTGTACCATCTATGC -TAAGAGCATTCCTTGAAGAAAATGAAATTAAAAAAGCAAATTGTCTAAGAAGGGTTATCTCAGGGGGAGA -AGCTTTATCAGTTGAGCTTCATGATAGATTTTTTGAAAAGCTTGATGTAGAACTACATAATCAATATGGT -CCGACAGAAGCTGCCATTGATGTAACCTACTGGAAATGTTATAAGGGGTGTAAACGGCATACTATACCTA -TTGGACATCCTCTGGCAAATACAAAGTTATACATACTTGATAAATATTTTAATCCGGTACCGATTGGAGT -GCCGGGAGAATTACATATTTGTGGTGATGGACTTGCATCCGGATATCTAAACAGACCCGAGCTCACAAAT -GAGAAATTTATATCAAACCCTTTTAGTGATAAACATGGGGGTAGACTGTATAAAACAGGTGATTTAGTTC -GGTATGCCAATGATGGAAGCATTGAATTTATAGGTAGAATAGACCATCAGGTAAAAATACGAGGTTTAAG -AATAGAACTGGGAGAGATTGAAGCAATGCTGCTTCAGCATCCTGATGTACATGCATCTGCTGTAATTGTA -TGGGAAGGCTCAGAAGATGTAAAACGCCTTGTGGCTTACATTGTTATGGAAAGTGGAAAAGAGTTTAATA -CTACTGAATTGAGAAGCTATCTAAAGGCTAAACTTCCGGATTACATGGTCCCGGCAGTACTTATGAATAT -TGACGCCCTCCCTCTTACTACCAGTGGCAAGTTAGATAAAAGAGGACTACCGGCAGTTGATTTTTCAAGG -GATATGATGGAACAACCCTTTGCGGCTCCAAGAAATCATGTGGAAGAAACGCTTGCAGGAATATGGGCCG -ATATACTTAAGCTTGAAGAGGTGGGTATACACGATAGATTCTTTGAATTAGGGGGAGACTCTATTCTAAG -CATACAGGTGGTCGCTAGAGCTCGTCAGTCTGGCATATACATAACTCCAAAACAAATTTTTGAACATCAA -ACAATTGAGGAACTAGCACAAGTGGTAAATACAGAAAAACTTGTTCACTCAGAAGAAGGACTAGTCACAG -GAAGAGTGCCGCTCACTCCAGTTCAGCATTACTTTTTTGAGCAGAAGCTGGAACAGGCTCATCATTTTAA -TCAGGCGGTTATACTTGAGGTTGAGGCTGGAGTTAGTTCTTGTATGGTGGAAAATGCGATTCAGCAGCTC -CTTATACATCACGATGCTCTCAGAATGACAGTTGAGAATCCCGATAGCGGTTGGGGAGAAATCGAAAGGG -AGCCTGATTATTCAAGATATTATACAGTGCTTGACCTTTCCACACTAAGTGTGGGAGAACAGAAAAAGGA -ATTACTGAAAGTTTCTTCAGAAATGCAGGCAAGCCTTGATTTAGCAAAAGGCTCCATATTTAAGGCTGTA -TATTTTAATATGGGGGCTGAACAGTTGGCAAGGCTGGTAATTATAATTCATCACCTGGTTGTAGACGGAA -TTTCATGGAGAGTATTGCTTGAAGATTTACAGACCTTATGTAAGTCAAACAGTTTACCCCAAAAAACCAC -ATCCCTTAAATACTGGGCTGAAAAGCTTGCATCATATGCACAATCAACAGATATTGAGAAACACCTAAGC -TATTGGCAGTCCTTGTCTGAAGTTAGTTTGCCTGCTTTACCAAGTGACTTTGAGGCGAATTATGATATGA -ATACCGAAGGAGAAAAGCAAACGATATCGGTATTTCTTGGGAGTGGTGAAACAAAGGCACTTCTGGATGA -AGTACCTGCAGTTTACCATACACAGATAAACGATATCTTGCTCACAGCATTGACTCAGGCATTTGCAGAA -TGGTCTGGTCAGAATCGTTTGTTGGTTGACCTTGAAGGACATGGTAGAGAAGATATCTTTACAGATGTTG -ATATATCAAGGACAGTAGGCTGGTTTACTACTATATTTCCTGTTTTATTGGATTTTGGTAACAGCGGGGA -TATAGGGGAAAAAATAGTTAAAGTAAAGGAAACACTTAGGGAGATACCCTGTGGAGGGTTGACTTATGGT -TTACTCAAGTACTTAGGCAAGTATAAAAAGCAATTAAGTAAGATACCTAAAGGAAGTATACTTTTCAATT -ACTTAGGTCAATTTGATCAGATTACAAATGAAGATTCTCTATTTAAAGTAATTCAAGAGCCAATTGGGAC -GACTAGAGGTGAAAAGAACCTTAGAAGTCACCTTTTAGAAGTAAATGCTCTCATTGGTGGAGGGGTTTTA -CAAGTAGACTGGGAATTCAGCCGAAAAATATTCAATAAAAAAACTGTAGAGAAGCTTGCAAAGGGCTTTA -TAAAGGCATTGGAAGGAATTATTCAATACTGCAAAACAGCTCAAACAAGGTATACGCCATCAGACTTTCC -TATGTCTGGGCTTACTCAGCAAAAGCTCAATGAGATAGTTGGAAATAACATAGAAATTGAGAACATATAT -CCGCTGGCACCAATGCAGCAGGCTGTATTATCATATAACCTGTTTTCAGTTAGCTCGGGTACAAATATAC -AGCAGCTTTCATGGCTGATTGAAGGTGATTTGGATATTGATCTATTTAAAACCGCTTGGCAGAAAGTTGT -TGATAAATATGCCATACTTAGGACTTCTTTTATATGGAAAAAGCTTAAGAAGCCTCTTCAAGTAGTTTTC -CGTTCATTAAGATTGTCATTTGAAGAGGCTGACTGGAGTCAACTGCCTTCTAAACAGAAGGAACAGGCAC -TGGCTGACTATATGGAGGGAAACCGTAAGCGTGGTTTTAAAGTATCGGAAGCTCCCCTTATGTGCTGCTT -TATCGCCTGCTTGGGAAAAGGGGTATACAGATTTGTATGGAGTTACTGGACTTCTCTATTTGATAACTGG -AGTTGGGCGAACATAATAAAAGAAGCATTCCAAAACTATAAGCTTCTATCTGAGGGTAATAATCTACCAG -CTATAAGCAGCTCTCCTTTCTCAAGCTATATTCAATGGATAATGCAACAGGACGAAGCACAGGCAGCTGA -CTTCTGGCGAAATGAGCTCAAAGGTTTTAATTCTTCTATGGATATAGGGATTGAGCGACGTACACAGGAT -TATTTAAATAAAAGTTTTGATGCTGGTGAAGTTGAGGTTGGTTTTACTGAAGAAGAAACGAAGCTGCTTA -CAGCTTTTATCAGGAAGTATAGCATAACTCTTGGCTCGCTTTTACAGGGGGCATGGGTGCTTCTCTTGTC -GCAGTATAGTGGTCAAGAGGACATTCTATACGGAGTATTAACCTATGGACGACCGGCATCACTTAAGGAT -GTAGATTCTATGGTAGGATTGTTTTCAAATAATTTACCTGTACGAGTAAGGGTAGAAAAAGACGTCAATA -TTGTAGATTGGCTAAGAGATATTCAGGACAAGCAGGTAGTACTTCGTCAGTATGACTATGTAACTGTTCA -ACAAATTGCAAAGTGGAGTCTTGTACCACTTAGTGTTTTACAAAGAGCAATATATGATAGAACATTTATA -TTTGTAAAAGCTCCAGAGGAAGACTTTTTTTCACAGCAGAGTGAAGATAGTGTAAGACTAAGTCAATATC -AAAATACATTGCAATTAAATATACCTTTGAGGCTATACGCAGAGCCATCAAACAAGATTTTAATAAGGGC -AAAATATGATAGTGCAACTTTTAGTGGTGAAGACATTCAAAGTATGCTTAGATCCATGAAACAATTATTA -GGAAAAATGAGCTCAAGTCCAGATGTGAAACTTTATGACCTTATAAAGAATAAACATGATACAGAACTAT -AAAGTAGAAAGGAGAATACCTATGCTTATCGATGATATCATGGGCAAGATATGGGAAAAAAATTATACTC -AATACAAAAAAATTTATGATGATGCTATAGAAACAGATACAAATAAACTGTTTAAAATACTTTCCGAACA -GAAAATGGGTATTATTAATTACCCTGGCGTAACTATGAATTTATTGGCTACAAGTGGCTGCCCTCACAGG -TTTAGGGAGGATAGAATGTCAGGTTGTAGTATGTGCAACTACCAGTCTAACTTTTTAAGCTCAAATGCTG -CAATGGCAGCACTAAGGGAAAAAGATATAAACCTATATGCAAAAGCCGTACGTCTAAGTTTTGAAAATGC -GAGAGGTGTTATGTCCAAGGCAAATGCATTTGAATTGATTTCTGCAAATGACACTCTCAATCAGAAAGAG -TTTCCGACCGAAGCTTTCGAAGAATTATTTAGTAAAAATGACCTGTTTGTTAGAAAACCCTATAAATATA -TTATGGAAACGAGGGCTTCGAGTGTAACTAAAGAAAGCATAGAAATTCTAAAAAAGTACATTGGTGAAAA -ATCAAGGGTATTAATAGAGTTTGGAATAGAAGCTGGAGATGAATGGGTTAGAAACCATTGGATAAATAAG -AATATAACCGATGAAGAAATAAAAACGGCAATAGCACTGATACATGAAGCTGGTTTCAAGGTTTCTGTTG -ATATAATTATTGGCATTCCCGGATTAACTGAGCAGCAATCTATTGATATATTCAGACAAACAGTTGATTG -GGCTGATAAATTATTGGCAGATGAAATAATATGTTTACCATTAAATAGAAAGGAGGGAACAATTCAGGGG -TTTCTGTACAGTGAGCTCAAAGACAACCAAAAGCTAAGTGAGGTTGGGTTAGTTAATGGAGAACACACTG -GGCTTCCGTGGTTATTCTCAGTATTGGATGCAGTTTTCTATGTTGCTAAAGAGAGTCCACATGCAATAGA -TAAGCTAAACTTTGCACAATTAAGTACCAGCCAAAACCTTATAGAAAATACCATGTCATACAACAAAGAA -TTGGGTTGCTCATGTTCGCAATTAATAATAGAAGCTCTGGAACGATTCAGAAGGGATAAGAATGTTAACG -CACTGGGAGAAGTCAGAGAAATTATAAAAAATGATTCCTGCTATGGGGAGTATACCGACTTATTAGAAAA -GCAGAAAGGTGCTGGAGATATTCCAGCCACAATTAATCTTATTATTGGAGAAGTTGCAAAAAAACTTTGG -CCTGAAAGCTGGGAGGAAAAAATAAGCAGCTTTGAGAAGGAATTAGCACTTTATAAAGGCAATAACAAAA -AAAATATATGGAGGGATTAGTATGACTACACAAGAAAAGAAGACCAATAACGTATATCGAGAAAAAATTC -TTAATTCGGTTCTGGAGAAATATTATAATCCGGATTCAAAATATGATTACTGTGTACTTTTCAGCGGTGG -AAAGGACAGCACATATTTAGCAAATATAATGAAACAAATGAAGGGAGGAAGGGTATGTACACTTACTGTT -GATAATGGATTTGAGGATGAAGTTTTCCTTGACCATGTAAAAAAGGTAGCAGATAAAATAGGTGTTGATA -GCTATATCATTACTCCACCGAAAGAAGATTTTGAATTACTTTTTAACTATGTCATAAAAGAGCCAAAGTT -AAGAGCGGTTGATTCAAACGCAATATGTTATTTCTGTGGGCAGTACATAATGAAAGCTGGCATACGATTT -GCTGAAGAAAATAATATACCAGTTGTTATTCATGGGATGTCTCCCACTCAATATAACCTCCCAGATAAGC -TTGAGAATGAAGAGGTAAGCGAGCAAGCTTTTATAAGAAATATAGAATTGCTTGAAATGTATCGTAATAA -AAACATACAGGATGTATATAAACTGGCCAAGACGCTATACAGATATAATAACGACCCACAAATAAAAGAA -ATAATGGATAAAACCTTTTATCAATCTAAAAAGGTAAAAATGATAATACCTTTCCAATATCTCGATTATA -ATGTTGAAAATATTAAAAGTATTATTGAGAAGGAGTTGGACTGGGTTAATATGTTCGGATATTCAAATAG -TCTTTATATCTCATCAGGATGTCGAATGTTTGAAATATTTTTGCTTATGGAAAAAAAGATACCAGGCTTC -CGTGTACACGAGCATAGGGAATTTGCACAAGATTTTAATAAAGGTCATGTAACAAAAAAAGCCTATGATT -ATGCTCTTGATGTAGCTAAAACATTACAGGATCAAGAAGAGATATCGCCTACAATGCATAGCCTGATAAA -GAGAATTGGTCTTGAAGAGGAACTTTTATAATAAAAAATTACATATGGAGGTTGACTTATGCAAAATTTG -AATATTGCAAGGATAAGAGAACTGTTGAAGGAAACTATGGAAATGGAAGGGGATATAGATACAGTGTCTC -CAGATGAGGATTTAACCAATATTGGAATGAATTCGGTATCATTTATACAGGTAATAGTTGCTTTTGAAGA -AGAGTTTGAAATACAGTTTGAGGAAGAAGATCTTGATATTGAACACTTCCGCACAATAAACAGCATACTG -GAATTTTTGAAAACTAAAACTAATTAGAGGTAAAAACATGAAAAGAATAGGTGTTGTTGGTGCCGGAGTT -ATGGGTATTGGGGTAGCACAGAATTTTGCCCAAAAAGGATATCCAGTTACTCTGGTAGATATCAATAAGG -ACATATTAAAACATGCAGAAAGTGAAATACGTAACAATATACGTTTTTACAGTTTATTCAATAAAAGTGA -GAAGCTTGAGGATGCTGATACAATTATAGCAAGGATAAATTTTACGGTAGAACTTCAGGAACTAGAAGCT -TCAGACTTCGTAGTAGAAAATATAACTGAAAAATGGGAAGAAAAAAAGGAAGTGTATGAAAAACTTGCTT -TGATATGCTCTGAATTATGTATATTATTGGTAAACACTTCATGTATACCAATAACTAGAATAGCGGCATT -AACCAAAAATCCTGATAGAGTGATAGGTACTCATTTTATGAACCCTGTACCTATGAAAACTGTAATTGAA -ATTATAAGAGGTTACCACACTTGTGAAGAAACAATTGAAGCAACAAAAGATCTGCTGAGGGGAATAGGTA -AGGAGTGTATCATTGTAAATGATTTGCCGGGATTTGTGTCAAATAGGATTTCCCATTTATATATGAATGA -GGCAGCATTTGTTGTACAGGATCAGGTTGCAAGTCCTGAAGCAGTAGATGATATATTTAAAAAATGCTAT -GGACATAAAATGGGGCCTCTTGAAACGGCTGACCTTATAGGACTTGATACGGTGGTAAATTCTCTAAATG -CTCTTTATGAAAGCTTTCAGGACACTAAGTTTCGATGCTGTCCATTGCTAAGTAAAATGGTAGATGCGGG -GCTGTTAGGCAGAAAATCCGGAAGGGGTTTCTATGAATACTAGTGTGATAATTAGAAGGGAGCATTAAAG -ATGGAGGAAATTAAAGTTAAAATAAGAGCATTTTTGAGCCGCTTTTTTAGGAAACATGAACTAAAGGATA -ATGAGGATATATTTGCTCTCGGATTTGTGAATTCACTTTTTGCAATGCAATTAGTTATGTTTTTAGAAAA -GGAATTTGGAATTAGAGTAGATAATAAAGATCTTGACTTAAATAATTTTAGAACTATAGATACTATTACT -GATTTAATCATAAGCAAAAAGGGAGAGTAAATAATCTACAAGGAAGGTAAAAAATGATAATAGAATTAAC -GCCTGAACAGCTTAAGTATCAGGAAGAAGTCAAGACATTCGTAGATACTGTAATAAAACCGATGGCACAA -CAAAATGATAGAGAAGAACAGATGCCCGCAGAACTCATTAAAAAGATTGGGGAGAATGGACACTTAGGCT -CTGTTATCGCTAAAGAATACGGTGGACAGGAACTTGATATGATATCCATTGGACTATTGAATGAAGAGTT -CGGTCGTGGATGCTCTTCTGCTAGGAGCTTACTTACAGTTCATGGGATGGTAGCTCTTGCGATTGATAGG -TGGGGTACTCAAGAACAGAGAAATTACTGGCTGCCTAGAATGTCTAAGGGGCATATAATAGGGGCATTTG -GCTTAACTGAACCAAATGTAGGCTCTGATGCTAAAAGCATAGAGACTACAGCAGTTCTAAACGGAGATTG -CTATGTACTGAATGGGAAAAAAAAGTGGATTACTATGGGGCAAGTTGCAGATGTTTTCCTAATTTTTGCT -CGGTGTGAGGATAAGCCTACAGCATTTCTTGTTAACAGAGATACTTCTGGCTTTTCAACTAAGCCTATAA -AGGGTTTAATGGGTGCAAGGGCCTCTATGGTTGCAGAGTTGATAATGGAAGACTGTCATATTCCTAAAGA -GAATATAGTAGGGAGAGTTGGTACGGGACTATCACATGTTGGACTAAACAGTCTTGATTATGGCAGGTAT -ACTATAGCATGGGGATGCGTCGGATTGGGAGAAGCATGTCTTGAAGAGAGCGTGCGTTATTCAAGAAAAA -GAAAGCAGTTTGGACAGCCATTAAGACAAAACCAGCTAATACAGAAGATGGTAACAGAAATGTCAGTGAA -TATTAAAGCTGCGAGGCTTCTATGCCTCAATGCTGGCTATCTAAAGGATATTGGAGATCCTGACACAATA -ATGGAAACATGGAATGCAAAATACTTTGCAGCAAAAATGGTAGTTAAGGTGGCAAGTGATGCAGTACAGA -TTCATGGAGCTAAAGGGTGTTGCAATGAATATCCCGTAGAAAGATACTATAGGGATTCCAAAATTAATGA -AATAATAGAAGGAACAACTCAGATGCATGAGCTGCTGATTGCTACAAATGTATTTAGAAATATCAGATAA -AGTAACAAGAGTGAAAAAGCATGGAAAACTAGGTTTTATGGGGGTGGTTAATTAAGATGAAAGAACTTGA -TTGTAGGGGAACGAAAGTAAAATGCGTTGTATGGGATCTAGATAATACAGTATGGGACGGAGTTTTACTT -GAAGATGGAAATGTTAATTTATTTAACGAGGTTGCATCAATTATAAAGACCTTGGATAGCAGGGGTATAC -TCCAATCAATAGCGAGCAAAAACGACTACGATTTAGCATTAGCTAAGTTAGAAGAATTTGGCCTAAGGGA -ATACTTTATCTATCCTCAGATTAACTGGAATTCAAAATCATTTTCCATTAAGGAAATTGCAAAAGCTATT -AATATCGGAGTTGATACACTGGCTTTTATAGATGATCAACAGTTTGAACTAGAAGAAGTTAAGTTTGCTG -TGCCAGAGGTGTTTTGTATAGATGCATCTAATTTAGGTAATTTGCTGGATATCCCTGAGATGAATCCAGT -TTTTATAACAGAGGATTCTAAAAATAGGAGGCTTATGTATGTAAGTGATATTGAGCGAAATAAGCTGGAG -GATGAATTTGAAGGACCTAAAGAAGAGTTCCTTGCTTCTCTGAATATGTCATTTACAATTATGCATGTAC -AGGAGGGAGACTTGCAGCGTGCCGAAGAACTTACAGTCAGAACACATCAGTTAAACACAACAGGGTATAC -ATACTCCTACGAGGAGTTAGATAGTTTTCGAAAATCTAATAAACATAAATTATTGATAGCAAGTCTTGAG -GATAAATTCGGTACATATGGGAAAATAGGACTTGCTTTGGTAGAATGTAATGATGATGAATGGATATTGA -AGATGCTTCTAATGTCTTGTAGAGTTATGTCCAGAGGTGTAGGAACTATAATGATAAATTATGTTGCAGA -ACAGGCTAAAAAGGCTGGAGTACGGATGCTGGCTGAATTTATACCAAACGATAGGAATAGGATGATGTAT -ATAACATATAAATTCGCAGGCTTTCAAGAAATTCAGGAAAAAAATGGGCTTTGTATTCTGGAAAAGGACA -CCAATGAAATACCACCATATCCAGACTATATCCGAGTTGTTAAAGAGGATATAGCTTAACAGTGATATTT -ATATAATTGTGAATAAGAATTATTATGAGTTCAAGTAAGGTGAACGTAGGAAAAGCACCACGTCCACCTT -ACAGGCTATTCTTATTTTTTTGGTCTCAAAATATTAGACTAAAATTAATCACGCATTACTTCCTCTGAAC -GTTGTTGCATTTATACCAGTAACTCTTTTGAAAGCTCGGCAAAAGGTGTTTGTAGAAAAATAACCTGTTT -TTACTGCAATTTCACTTATAGGTAAGGCAGTACTTCTCAACAGCTCTTTGGCCTTCTGAATCCTTAAATT -CTCAATATACGATGACAGCTTGATACCACTTTGCTGCTTGAATATATATGACAAATAAGATTCGTTCATG -TTAAATTGGCTTGCTATAGAAGCAAGAGATATATTACAATCATGGTAAAATTCGTTGATGTACTCAATTA -TTTGATTATTGGTATTTAAGTACTGTTTGTCCGATTGTCCATTTATTATTTCACAAAGCATGTAATAAGA -ATCTGTTATTATTTTTATCTGCTTAAGTTCGCTATATTTGTCAATATTGTCGGTATTGCTTATGATGTAA -TTGTAGGTCTTTTCATCAAAGCCAATCTGATTCCACAATTTAATGATAATACCCAAAAGCTCGTAAATAA -ATAGTTTATGCAGTGACGTTGAAAGGTTTGAATCAATAAAATTCTTGTTAAAGAGTAGATTGAGGATGGA -TTTAACAGCTCCTTTATCGCCTGCCTTAACATTATTTATAAGCTTTGTCTGCAAATCGGTAGGGAAATAG -TAATTAACCGTATAATTTCCTGTACCAGCATACCACAGGATATTACTATGCCTATTGGCAGAGTTAATTT -TGAAGGCCAGCTTTGCATTTTCGAAAGAAATGGGTATATCATTCAGCTGATCTACAATATTGCCGCAGGA -GATTAAAAGACTTTCAAATAGATTTTTAGGCATTTCCTGCTTCAACCTGGCCGCCATATCTTCAATATAA -GGATTGAGCTGTCCCTTCTGCGAGGCAGGATAAACAACAAGCATTACCAATTGTTGCTCATCCAGATCAC -AAATAAGGGCGTCAGGTACAACCCTGCCGAGTATTTCCCTCAATAACTGCTTAAATGAATTTACAATTGT -CAATTCCAGAGTATCATAATTATTTACATCGGTATCAAATTTGAATATAACAGTGCAGTATACACTATTT -TTAAAATTCAAACGGATACATCTGGCAATTTTTCCTATCTCCTCCTGTGAATTGAACTCCCCGTTTATAA -GTCTTGTAAGAAAAGTTGTTTTTAAAATAGGGATCTGTTCGTCAATGGTTCTTTTTAAATTTCTGTTGTT -ATTACCTAGTTCACTTAAGGTATACTTGATATTTTTAAAAGCATCTTCGCTGATTTCGCTGATTTGTATA -TTGTTTAATATATCCTGTAAAGGTTTTGCACTTCTTTTTGCCATATAATAAGAAATGAGAGTACCCAGCA -AAATAGAAATAAGCAGCACTACATAAATAATTACTTTAAGATTGTTAGCCTTCTCCAGTACAACTTTTTT -TGATTGGACAGCTACATACTTGAACCCGTCATTATTTGTTTTAATGTAGTTAACCATCATTTTCTTACCG -TTGATAGATATCTCGGAAGAATTTTCGGATCCCGTAAAGCTCTTATTTACTGAGGCTTGTACAGCCTGGA -TATCACATTTTTCACCAGAAAAGTAGGTTATGATTTTACCGTCATTGTTTTCTATGTATGTTACTCCGCC -GTTATCGGTATTTATAGAGGATAAAAGTTCGGATATTTCTTTTTTATTTATTACCAGCATGACGAAACCA -TCATTTTGACCATAAGAAATTAAGGGCTTTGAATAGGTAACTATCGTCATACCAACAGTACCGGAAGGCG -TATAATTATACAGCTCTGCCCCAATTTCTTCCGAAAGGCCGCCTTCGCAAAGGTTTTCAGTTATTGTGCG -GTACCACTTTTCATAGGGTATCCCTTTAAAACTCATATACCTTTTGTAAAATTGCTCATAAGTATAGGAA -ATCTCGTTGTTCATTACCATTTCACTTTTGTTAAAAAAGATGAAATAATTCCACACAAATTTATTGGAAG -TATTGTAATTAGTAAGGCTATTACGTGTTCTTATTATAGAATATGAGTTAGGATATCTTAAGGGATCATG -GATACCCTGAAACGCATTAACATTACTGTTTGTAACAATCTGATTCGCCATGGAATCAGCCTCACCAAAC -CTCTGTTCCAGAATAGAAGAGGCCTGTCTGAGAATTGCATTATTTTCATTTATGGCATCAGAATAAACGA -TTTTGTATGCGTTTACATAATATGCATAACCTATTATTAGAGGTACAATTAAAACTGCAAAATAAGTAAT -AAAATATTTCAGAAGATATTTTTTTGAGGCTCTGACAGATAGTACTTTGAATATTTTTCTTAAATGACTG -ATAATCATACTATTGCTCCAAGTCTATTATTTGCATAATTATTTTTATTATAGCATTAAATTGTCTGATT -AAAATAAAATCTAAAAAATATACAATAGCTAAAAAAATGCATATTGACATCTTATGTATTTTTACTGAGG -CATGAAATATAGCTCTCTGAACCTGTTAGGAGAGTAGCCTTCATATTCCTTAAAGACCGAGCCGAAATAG -CTGCAACTGTTAAAGCCTGTATCTAAGGAAATAGCTTTTATGCTTTTGTCCGGAAAATTTATTAGTTCTT -CCTTCGCTGCATTAACCCTGCACCGAAGAATATATGTAAAAGGGCTGATGCCGTATTCCTTTTTGAATAT -CCTACAAAGATATGATGATGAAATACCAGCATGTGTAGCTAGTTCCTCAAGGGTTATATCCTTTTTGAAA -TTATTTTTTATAAATCCGATAATACTATTTAGCTTTTTTATAAGCTGCGTGTCGCCTTCCGAATTTACCT -CTTCAATCAGTTTATTTATATTTGCAAGAAAGTTGTATAGGACTCCAGAGGCTTCAAGCATACTTGTGGA -CTTTTTTTCAAGAAGTATTTTATGGAGTTTATTACAGCAAAAGGTAACTTCTTCGGGACTGTTGAGCATA -TACACCTCAAAGCGGCCTATACCCGCGGCATTGAGAAGTGTATGGACACTAGATCCGGAGAATATAATCC -ACCTGAGTGACCAGGGCTCTGCGACGGGATAATACTCGTGGGGTACATTTGGATAAAAGAAAAAAGCAGT -TTTCTGTTCAATCAAATATTCCCTGTTACATATTATAAGTTTTCCGACGCCTTGTTCACAAAATGCAAGG -TGGTAATTGGGGAACCCTTCCTTTCTGGTGACGTGGTCCTGATAATGTTCATAACCCACACCTGTTACAA -AAATCGGGAGGGATATATCGCGTTCTGTAAGCACAGAAAAAATTCTTTCCATTTTTTGCTCCATTAAGTT -CAATATAGTTATATATAAACAAAATCTTTAGATTGTATCTATTATTTCCATGCATATATAATATCAATAT -AATTATATTAATGCAAGTATCTCGAATATGATCCACTCGATATTAAGATGAATAAAGCACTGTTGCATAG -GAGGAGTCAAGTATGGACAAAAGGTCTTTCCCGCTGGACGGAGATTGGTATGTAGCTCTGGATGAAAAGG -AGATCGGAATAAAAGAGAAATGGTTTGAAAGTACATTTACAGAAAAGGTTAAATTACCCGGTACCCTTGA -TGAAAATGGCATTGGCAGTCTGGTAACAGGTACTGACACCTTTAGATTGAACCGTATACGCAAATATGTA -GGGGCAGCATGGTATAACAGATTGGTAGTGCTACCTGACGACATAGTAGAAAAGCATGTCACATTGTTTT -TGGAAAGATGCATGTGGAAAACAGAACTTTGGATAAATGGCAATTATGCCGGCTCTCAAAATAGCTTAAG -CACCCCTCACAAGTATAAGCTTGACGGAATGCTTAAAGCGGGTGAAAACCTTATCAGCATCAAGGTGGAT -AATTCACCTATCTATAATCTGGGAGTCATGAGCCACGGATATTCGGAAGAGGTACAAACCGTTTGGAACG -GCATAGTGGGAAGAATAGAACTGGATATTAGGGATAAAGTTTATGTGGAGCGAGCAAATGTGTATTCTGA -TATGGAAAGCAGTAAGCTATCAACGCGCCTGTTGCTGGTTAATACTGCTTCAAAAGCAGTCGAAGGCTTG -ATTAGTCTTTCGGTCCGTCCTCAAGATGGAGAAAATGTAATTATAAGGGATTCATATTATTTTAGTATAG -GAGCAAATTCATCAGTTAACGTTGAGTTGACTCAGGCGTATGAGGACAAGCTAGGCTTGTGGGATGAGTT -TAATCAAAATTTGTATAGAATGGATATAAATTTGGAATGCCAGTGTGAAAAAGAGAATGAAATGTATTCT -GATTCAAGCCAAATACTTTTCGGTATTCGGAGCTTTAAGGCAGAAGGTCCTGTGTTTAGGCTTAACGGCA -AAAAAATATTCCTAAGGGGGACTCATGATGCCGGTAATTTTCCGATTACAGGGTATCCGTCAATGGAGGT -TGAAGACTGGAAACGTATATATGCAATAGCAAAATCCTATGGAATCAACCACTTCAGATTTCACTCATGG -TGTCCCGGCGAAGCTGCATTTGCTGCCGCTGATGAAGAGGGAATGATTTTACAGGCAGAATTGCCCTTAT -TTGGTTTTACTGCTCCGCCGCTGGGACAGGATGAACCTAGAGACAGCTTCCTGAGAGAAGAGCTGCTTAG -AATTCTGGAAGAGTATGGGAACCACCCGTCATTTTGCATGATGTGCATGGGAAACGAACTTCGCGGAGAC -TATGAGATGCTCTCTGAATTTGTTGAAATGGGCAGGAAAACGGACGGAAGGCACCTTTATTCGTCAGCCG -CAAACAATGCGGCAGAACCAGGACTTGGGATCAAACCTAATAAAGGTGATCAGTACTATGTTGCTCATGA -GGCAAGGATAAACGGTGAAAGGGTTAATAGACGCTGTGAGAATGTTTTCAATAATGAAAGGCCTGAAACT -ATATCCGACTACAGTGAGACACTGAAAGGAATAGAGGTTCCGACCATATCTCATGAAGTAGGCCAGTGGG -AGGTTTATCCCGACTTTGAAGAAATAAAAAAGTACACTGGTGTTTTAAAGGCAAAAAATTTTGAGGAGTT -TAAAGGATCGGCAGCGGCAAAACAGGTTTTGAACAAAAATAAGGATTTTGTAATGGCTTCGGGCAAATTG -GCGGTTTTATTGTACAGGGAAGAAATTGAACGCTCGCTGAGAACTGCGGATTATGGAGGTTTTCAGCTTC -TTGACATGCATGATTTCCCTGGGCAGGGTACTGCCCTTGTGGGATGGCTGGATGCCTTCTGGGATTCCAA -AGGTCTGGTGGAGCCCCGGGAATTCAGAAACTGGTGCAACCACTCTGTGCTACTGGCAAGAATGGAAAAA -CGTGTGTGGTTAAATAGTGAGGTATTCAGTGCTGAGATCAATTTTGCCAATTACAGTCAAAATGATTATT -CACAGCTTAATATCAGGTGGGAATTAACCCGAAGTGACGGTACGATGTATTCCTGCGGTAAATTTAATAA -CATCTTCATTCCCCAGGGCAACCTATCTTATATTGGAGTGGCAGCAGCTGAGCTCAATAAGGTAGAAACT -GCTGAAAAACTTATACTTACAATTGTTACGGACGGCATTTGTATAACAAATCAATGGGATATCTGGGTAT -ATCCCGAAAAGCTAGCTGTTGAAATGCCGGAAGACATATATGTTGCCGAAAGCTGGGATGACGGAGTGTC -CGAAACCTTGGGCAATGGGGGGACAGTGCTTATGTTTACTGGAGCAGTAAGAAATTCGGAGGCAATGTGT -TTTACGACTCCATTTTGGAATACCCAGATGTTTGAAAACCAGAGGAAAACCATGGGTATTCTTTGTAACC -CTAATCATCCTGCTCTTCTGGACTTCCCCACGGAGTACCATACAAACTGGCAATGGTGGGAGCTGCTTGC -CGATTCAAAGTGTATAGGCATAAATGAACTCCCGGCAGGGTTTGAGCCAATTGTCTCTGCAATAGATCAC -CCTGTCAGAAATAACAGGCTAGGAGTTATTTTTGAAGCAAGGGTTCTCAGCGGAAAACTTCTTATATGTA -GCCTCGATTTGAACGGCGATTTAGGCGGCCTTCCGGCAGCAAGACAGTTAAAGTACAGTATTCTGAATTA -TATCCAGAGTGAAAGGTTTGAGCCTGAATTTTATGTGGATGAGAGCATTATGGCAAATATGTTGTTAAAA -AACACTGCATCCAATTTAAAATTACTGACAAAAAATATTAAGGCATCAAATACAAAATACTCAAGTAAAG -TGGAATATATTCTTGATACTGATACGTCAAATTTTTGGGTCACAATGGGAGGACAATACCCGTATGTCAT -AGATATTGAACTTACGGAAAGTACAGCCATAAAAGGTTTAACATATTGGCCGAGACAGGATGGTATGACG -ATAGGACTTATATCCAGATATGAAATATATATATCCGGTGATCCGGTGCAATACGGTAAGCCTGTCGCAT -CAGGAAGCTTTAAAAACACACTTGAAAAACAGGAGATAATTCTGGATTGGATTGATGACGGATTTAATGT -TACCAGGAGCAAGACAGGGAAATATATTAGATTTGTTGCTGTTAAAGGGTTTAACAATGACCGGGAAGCT -GCCATTGGAAGTCTGGACATAATAACCGTATAAAACAAGCAAAAACAAAAACAATGTAGAACTCCTGAAA -TTATATGTGCACACTGCGTGTTGTGCAGTATAATTTCAGGAGTTTATTAAATTTCTGGAGCAGTGAAAAT -ACCGAACTGTCCTGATATAGCAGAAATGGTTAGTTATGAAAATTGCTCCAAAATCATTGTAACTCCAGGG -TATTTTTTACTGTAAATAACTCACAAAACCGGGTAATGGCGGCATTATAACCTGGTTTTGAAAATTTATT -TTGCAATAACCCAATTATTTTCCGTATTGCCCAAAAATAATCCCTTAAAAAAAAGTAGCAATAATCTTAT -ACTATGAAACTGTAATATGTAATTTTTATATAATGTAAAACAGCATTAAGTTCTATGCATAAAGTTCACA -TAACATACGTTTCTGGCATCTCGGGCCGCATCTTTGTTCAGACTAAAAGTTCAGAAATCACTGTAAAATA -TCATAATTGCTTATTCTTGTTAATGTTTTTAACCTCAATTTATGATTGAGGTTATTAGAATAAAATACTT -AAAACAGAGAGGAGGCTCTAGGTTAGTATTATTCAGAAACAATTTCTTTACTTGTTGAATTCATCAACTG -ATTGGCACAACGTTTTATGTAGTATTGGATAGGTCAAGAAAATGTGACAAGTTTAATTTAAAGGAGGCAA -AAAATGAAACTAGTAGGTTGGTATCAATATAGGAAATGTTTATCTGTATTTTTAGCTCTTATAATTGCTT -TCGGCAGTTTTTTCTCACTTGCAGCTTCTCCGGTTGCTGCAGAGGGCGAAACAAATGATCCAGTACAGGC -AACCTTCTATGTATCTCCTGCAGGAGACGATAATAATCCGGGAACAATTGATGAGCCTTTCAAAACTCTT -GCTAAGGCGAAAGAACATGTAAGGACTCTTCCTAAGACCGGAGGGGATATCGTCGTTCAAATTGCGGATG -GGTTCTATCCGCTTGATGAAACCCTGGTTTTTGACAAGGATGATTCCGGAAGTGCAAGTTGCACTATTCG -ATATGAGGCGGCACCTGGTGCAAAGCCGGTAATTAGCGGCGGCGAGATGCTGGAAAAAGGTGTATGGACA -GAAGCTACAGACCTTACCCAGACTGGCGGCTTAACGGCTTATAAAACGACCCTTAACCGGGACGAAAAAT -TACGCGCCATTTATGTAAATGACAAGCGTGCTAACATGACTCTGAGCGGAACAATAACTTCGGCAGATAG -AACCACCGAGGGTACTCCCACAGTCAGTTTTGACGGTACCGATAACCCTTGGGCGTGGCAGAACGGCAAC -AACATACGGGCTGCTATAGTGTTCAGCGAGAGCGTAGGTCTGACGCCGGATACGAAAAACCCCCAAAACA -TCGAAGCCGAAAGCATGGGCGGCTCCACTGCCAGATGGGCGAGACCGTTTGTTTGCTTTGCGTCGGCTGA -ATCGGCACCAGAAGCCAGCGGCAAGGTCGGCGGCACTATGCTCCGATTCCAAATGCCGTATGCGGCAATT -TCACAGTCTTTGAGCAATAATACGCAATACAATCCAGGTAATAATCAAGTAATCCGTAATGCTTTCGAGT -TCCTGAACAAACGCGGAGATTTCTATTTTGACCAGGCCGAAAGTACACTTTATTACATCCCGCTTGAAGG -TGAGGATATCAATACCGCCGACGTGGTGATTCCGAAGCTCGAGACGGTTGTCGACTTAAGAGGAATCCCT -GTGGGAGACAGATTGAATCCTGTTGAGGGCTCGGATGAAGGACGTGTCACAAACATAACCTTCGACGGAC -TGAGGTTTGCCCACACTGACTATAAACTGTATGAACTCACAGGTACATATACACTTAGCGACGGATCTGG -CCCGGTAACAACCAGTTCACGCGGCTTCGCGTCCGTTCAAGGCTGTATAGTAAACAAAGTTTACTTCCCA -AGCTACATAAACTGGCATGAGACTTTCTACCGTGGGTATGACATACCGCCGGCGGCAGTAATGGTTAACG -CGGCGAGGAACATCAAAGTTCTGAACGGCGAGATTGCGCTTACCGGATTTAATGGCATCCATCTGGAGAA -TGACGTCAAGGATTGCGAAGTCACAGGCAACTATATAGCAGATACACTCAGCTCCGGCGTTGTAGTCGGA -CATCCGACGCATATCTATGAAAATGATAAGCCGACTACTCATGAATCAGCTGTTAAGGTTGGAGAAACGC -CTATAGGGGACTGGGCCGGCGTTGATAAGGAAAAATATACATCAGGTACTGAGGCAGTACCGCAGGATAT -TTTTATTACCAACAACTTTTTGTATAGGAACTGCTACGGTTTCCCAGGTGCTAACTCACTAACTTCTTTT -TATACAACTAACATGCAGGTACTGCATAACTACTTGTATGACTCCACTTACGGAGCTATGAGCATTGGCT -GGGGCTGGTGTGAGTACGATGGGTACGGCTATACTAACCATGGTACCGACAAGAACGGCAGCCCTTATGC -TGGCACGCATGAAACAAGCCTTGCAAGGTCTCCAGATATTTCTACGACCTCAAGGGATAACAAAATAAAC -TATAACAGGGTAGAGGAAATCTGCACGGTAGTAAACGACTCCGGAGCTATTTACTCACTGGGAAGGCAAG -GCGATCCGGGTAATTTGCCGGACGGAGGGACATGGGACACTGTCGATAGTTTGACAAGCAGCCCCGTCAC -CGACCCAAACAGTAACTGGCATCCTGACAACTGGACGAATTTCACCGAAATGAACTACAACTTCCTTGAC -CCAAATCCTAATAACAAACCTACGACCTCCAACAACTGGACGAACGGGTTCCATCCCGACGAAGGTAGTA -CGTTCATAAAGATGATAGGTAACGTTGTGCAGTCAAAGCTCTCCCACTCCCCTGGACGGAGCCGTCTTTA -TGAGTTTAATAACTGGAAGCGTAAAAGCGATATGATTGCCATCGATGGTTTCGTGGACGGGAATAACGAC -CAGAATGGCGGACCTAGAATTACTTTTAAAAATTACAAAAGCGAAGAACGCATTTGGCCTGTTAGGGGTA -ACGAAATCGTTCTAAATTCGGGCCTTACCGACGAATATACTCATATGATTCCAAGGAGCCTCATTGCCGA -TACCGAATTTGAGCTGGCTTCAAACGTTATCATGGGTAAAGGTGAAACACTGAACCGCAGGGGTCTGCTA -AAACCTGAAGACACTGTTTGGCTCGCACCCGCGGACACAACTGAATTTGTGGAAGGCAGCAATATGACAA -AAGCTGCTGGTGACGAAAAGACAATTGTCGCTCCGTCTGCCGCAGGAGAATACAAACTATATATTGTATA -TGCCGATGGTAGAGAAACGGCCACTTCTAAGTTTACGGCATACGTCGATGCAAGTGCATCAGCGGTCAAC -GTTGAAGACGGGAAAAATTACGAAGTATCAGCAGTACGTCCTCTTAAGCTGACTTTAAGTGAAGACTTCA -CCTATACGCTTAATGGCGAGCCCGTGGTGAACGGTTACGATATCAGCACCGAAGGAAGCTGGACCTTGGT -ACTCAGCACTCCGACGGCACCGGCTACAAAAACCATCAACTTTACAACCACAGTATCGTTGGCAAATAAG -CTACTCCCGGCTGATGTGTCAGTAGCCCCCGGAGGGACAGTCAGATTTGCGTATGATTTGGACGACGCGA -CAAAAAAGATATGGATTTCCTCGTCCAGCGGCGGACATTTTGATGGAGGCGACGATGAATCAGTGGCATC -CGGCGACATGCTAGGGATGGCTGCACCTGTTGTGCCTGGACCATATGTTATTTTTGTACTGGCGGAGGAC -GGCGAAGTACTTAGCCAGTCGCATGCCCGTGTTGTGGTGCGCGACATGACGCCTGTCGACATTCCTAGAG -AGGGTCTTGACTTATGGCTTAAGGCAGATGAAGGTGTGACTACAGATGACACTGGCAATGTAATTGGATG -GAAAAATATGGGCGGAGTTGCTGCGACCCTTGTCCCAGCGGATGTCCCCGGTACCGGCGGCGATAATCTT -GGACCAGCAAACGGTAACCCCACGCTGAAGAAAGATGTATACGACTATGTAAATTTCGACGCAGCGTCAA -GGCCGTTAAAAGCTAAAAACTTTAAAGATTATAACGACAAATCTGAGATGACTATATACACACTGGTTAA -GCCAACAACCACAGCAAACAACTCCAGCGACCAAAGTGGCCTTGTTTATTTCGGATTGAACGAGAATTAC -AATGATTGGGCCGCCAACGACGGTTGGAGCGGTATTAATCTGGGTGTAGGAACAAACAGAATTACCCTAC -GCTTTGGTAACACGGTTCAATGGTCGGGCGGCGGGTCAACTTTTACAACAGATATTGCAGGTCTGACCAG -CGTTCGGGCACAGCTAAACGGAACCAATCGAGAGGTTTATGTTAATAACATCAGTATTGGCAGTGATAGT -AACTCTGCGGCGCTTAAAGGGAACCGATCGGATCTGGGTGTAGGTTACACGATGTCGGCTGTAACTCCCT -ACCGCTTCCTAGGGCAAGTCGCGCAGATTCTTATCTACGACAGGGTGCTGGAAGCTGACGAAATTGTGAA -AGTAGAAGCATATTTTGACGAATACAAAAAAGGAAATGGTGGAATTGCGAACCCAGTTAGCCAAGCGGTC -GACAAAACTCTGCTGACTGCCTTGATTAACGACGTAAATAACCTTGACGACACGATTTATACAGTAGATT -CATGGAACACTTTTGAAAGTGCATTAAGTGATGCCAAAACTGCAGCCTCGAATCAAGAGATTGATCAGGA -AGCAGCGGACAATGCATATTTCGCACTGCGTAGCGCGTTCAAAGCACTTACTCTGTTACCTAGCGGCATT -GGAACCTCAGCATACGGTACGCCTGTTCTCGGCGGTGCTGAACTCGACCCGCTCTGGAACACGACCGTAA -CGCTACCGATCTTTAAGCATCTGACAATGGCGAACGGCCCAGCGAACGGTACCGCTAAAGTACTGTGGGA -CGATACTAACCTATATGTGCTGGTGCGTATAAAAGACCCTGTACTGAACAGCAGCAACTCTGCTGCACAC -GAGCAGGACTCGGTCGAGATCTTTGTGGATGAGACCAATAGTAAAGCAGCCTCCTACGGCGCAGGTATGG -GGCAATACCGTATTAACTATCTTAATGCGAAAAGCTTTAATCCAAGCAGTATCAGTACCGGTTTTGAGTC -TTTTGCCAAAGTTGTGGATGGCGGTTATTACATTGAAACTAAAATCCCCTTTAAGACCGGGGTGCCTGAG -ATTCCAAAGAATGGGCACGTAATTGGATTTGATGTGCAAATCAATGATGCGGGAGCAACCGGCGGCCGTC -AGGACATTGTAATGTGGCACGATGAGACCGGAAATTCCTGGAGTAACGGTTCACAATGGGGTGTGGTTAC -ACTTGTAAAGGCTGATAGCAATGATACAGCCGCACCGACATGGCCGGAGGGAAGTACGATGACAGCACCG -GAAATAGGAATAAATGCTGTTACATTAAACTGGTCTCCTGCACAGGACGATGTTGGTGTTACAAGTTATG -AAATTTACAACGGAACGGATATGATTGGTAAAGTAGCAGGAAACATCAATAGTTTCGAAGCTGCAAATCT -CAATGCCGAAACCGAATATACTTTCACGGTACAGGCAGTTGACCAAGCTGGTAATACTAGTACGGATGGC -CCCTCAGTTACATTTACCACCTTGCCGGATGACGGACAGGGGGACACAGAGGCACCGTACTGGCCTGAAG -GAAGCAGTATTGCTGTATCCGAAGTTACTGAAACCGGATTGACTCTTACCTGGCCGGCAGCCTTGGATAA -TACGGCTGTGACAGGATATGTCATATACGATGGAGCTACGCAGGTGGCTGTGTTGGCTGGGGATGTAACC -AGTTATGCGATATCAGGATTAAAGGCAGGAACCGAATATACATTTACAATAAAGGCCAAGGATGCAAGCT -TGAATTGGAGTGAAACGGGTCTTTCGGTAACAGAAACAACTAAACAGGAAGAACCAAAGGACACGACTGC -ACCGGTTTGGCCAGAAGGAAGCACGCTTTCAGCAGCGGGAGTATCCCAGACTGGTCTTCAGTTGAACTGG -ACGGCTGCACAGGATGATACCGGGGTAAACAGCTACAAGGTATACAGGGGTTCAACCCTCATTGCAACTG -TTCCGGGAACTACAAGCAGCTATAATGTCAGCGGATTGTCTTCTGGAACCTCCTATGTGTTCTCGGTACA -GGCTGGAGATGCCGCAGGCAACTGGAGCAGCAACGGCCCGACTGTTAACGTAACCACTAAATCAGCAAGT -AGCAGTAGCAGCACACCACCACCTGTCGAAACAACAGTTCCCGGCAAGGTAAAAATATCCGCACCTGTAG -TGGATACAGCTAAGGGAATTTCAAAGGTTACGGTTGATGCAAATGAACTTTCAAGAGCATTAACTCAGGC -AAAGGTTGCTACGGTGGAAATTCCAAAGACAGCAGGAATGAATGCCTACGTTACAAGCTTGCCGTCATCG -GCTCTAGTGTCAGGTGACGCATCAAAGGCAATTCAGATTGTATCTGAGGAAGCAGCAGTAACATTGCCTC -TAAACATGCTCTCTGCGACTGATTTGGCAGGGGCTGACAGGATTGAACTTTCCATTGAAAAGTCCGACGC -AGGCGAGCTGGATTCTCCAAAGAAGGCGATAGTCGGAGACAAGCCTGTGTTTGATATAAAACTTATTGTA -AATGGAGAGGAAAAGGCATGGAGTAATGCAGAAGCGGCTTTGACCGTCAAAATACCATATGCTCCAACTT -CCATTGAACTTGCTAACACTGAGTATCTAACGGTATGGTACTTGTCACCGGATGGACAAGCAGTGAAGAT -GAATGATGCAAAATATGTACCTTCTGAAAAGGCCATGGTATTTACTACTACTCACCTGAGCAAGTATGCG -GTGGTTTATACAAAGAAGGACTTCCTTGACATGCAGAAGCATTCCTGGGCTGTAGAGGCGGTAAAAGCCC -TTGCAGAAAACGGAATAATTGAAGGTACGTCAGGTACGGAATTCAGTCCGGCCGAGAAGATTACAAGAGA -AGAATATGTGGCTTGGCTTGTAAGAACTCTGGGAATGACCGCCGATTTCAATAACAACTTCAGTGATGTG -AAGGAAACGGATAAGTATTACAAGGAAATAGGTATAGCAAAAGAACTTGGCATATCGGTAGGCTATAAGG -GCGAATTCAGTCCTGAAAGGGAGATATCGAGACAGGAACTGGTTACAATGACTATAAATGCATTAAAGAT -AGCGGATAAACCATTGGAAATAGGTACTGCTGAGGATATCAAAAAGTATACCGATGCTGGGAAAATTGCA -AAATATGCAACAGAAAACATGGCTACAATGGTTAGGATGGGCTTCATTACGGGTAACAGCAAAACAACTC -TGAATCCGGTAGGAGTCGCTACCAGAGCCGAAGCAGCAGTAATACTCTACAAGATCTACTTAATGGAATG -GTAGTATTATAAAAGGGACCGCTGCAAAACTCAAATGGGTTTTGCAGCGGTTTTTTTGCTTTGTTTCCTT -GACATCCTGGTATAAACCTTGTGCAAATATATATTGAATTAACATAATCCGTTGATATAAATTTGTACAT -TAAAACATTAAAGTATGATATTATATAAAAGAACAATGCAGTTCAACCAAAAAATCACCTATATTGTAGG -AATTATAAGATGAAAAATAATAAATTTATTAGTTTCGCAATATCCACTTTTAATAATATTTCTATAAAAA -GCAAAATATTTATTTTTTATGCAGGTATACTTTTAGCATCCTTGTCTATATTTGCCATATTAACAATCAA -TATTTCCAATCAGGCAATAGTGGAAAAGGTAACCAAAAATGCTGAAAGAGAACTTTCCCTGATTGACAAG -AGTCTTCTTAATTTAGCCAATAATTCCGAAAATTATGCAAGAATACTGTCAATGGATAACAGAATGCAAA -ACCAGTTGGAGCGTATAGAAAACAATGAATTGGATTCAATTGATAATATTGAGGTTGAAAAGACATTATC -TACAGTAATAAGCAATGTTGTACAGCCTAATACTAATATTGCAGCGGCAAGTATCATGTCGTCAAAATAT -ATGTTTTTTGATGTAGGTTATATCGATAATTCAAGTATAAGTAGATATTTCAATAGGGATTTAATTAACT -CCATAACTAAAAATAAGGTTCCGACATGGACCAGGTTGTTCAAGGTCAGATACAAGTTCGGTGGAGATGA -AGATGTATTTGCCATAGCCAAGACCATAATAGGAATGGATACCGGGCATGTTTTGGGAACAGCTGTACTT -TATTTGAAGGAAAAGGATGTAGCAGCAATATACCTGAATAACATTGTAAACGAGAATGATAAATTTTATA -TAGTCGATAATCAAAAAAATATCATATCAACGCAGGATAAAAGCGAATTGTACAGGAAATTTGATGAAGA -GCTATATTTGGGCAAATATAAGCTTGAGGATATTTCCGATACTAAAAGCCTTATAAGAAACATAGGAGAC -AAAAAGGTTTTAATAACCGTTCAGAATTTCGATAAGCTTGATTGGAAAGTTGTCAGTGTAATTCCTCTGG -ATGAAATTACATATGAAAACAAAAAAATGACCCAGCTTATTCTTATATTTGGCGTAACCTGTTTGATATG -TGCATTTGTTGCATCGTATCTGTTATCCTATACCATATCAAAGCCCATATTAAAGCTTGTAAATATAATG -AAAGAAATTAAATCCGGCAATTTGAAACTGAGAGCCGACCTGAATGTCAAAGGCGAAATCGGGATGCTGG -GAGACGGGTTTAACAGCCTGATGGATAAAATTAACGTGCTGGTGGAACATATTTATACTGAACAGAGATT -GAAACGGGAAAACGAATTTAAGCTTCTCCAATCTCAAATAAAGCCTCATTTTTTGTATAATACTATTGAA -ACAATTATTTCGTTTATAAAATTGAATTTAAAGGATAATGCAATGTTGACTGCCAAGTACTTGGCGGGGT -TTTATAGGATTTCCCTGAGTAAGGGCAATGACATTATAACCATTAGAGACGAAATGAATCTGATAGATAA -TTATCTTTCAATACAAAAAATGAGATATGTTGAGTATCTGGATTACCGGTTGGAATTTGAAGAAGAAATA -TTAAAGTATCAGATACCCAAACTAACTTTGCAGCCACTTGTAGAGAATTCGATTTATCACGGGCTAAAGC -AAAAGGAAGACAGGGGCATATTGATAATAAAAGGTGAATTTGAGAATGGTGAAATAAAAATAGAGGTATT -TGATGATGGCGTAGGTATGAGTGAGGAGAATATCAACAGGGTTCTTAACAGGTTGATAAATGGCCAGAAG -AGTAATGACTTTGGTATATACAGTGTTAATTCTCGATTAAAGCTGCTATACGGAGATGAGTATGGATTGA -GCATAGAGAGCAAAGAGTCAGAGTTTACTAGAGTAACATTGAGATTGCCGGCAATCGATACTTGGGGGTG -AAAACATGTTGAAAATAATGATAATCGATGATGAATTTTATTTCAGAGAAGCACTTAAGGTGTCCATACC -GTGGAAAGAATATGGTTTTGAAATTTGCGGGGAAGCAAAAAACGGTAAGGACGCTTTGGAAAGAGTGGCG -GATTTAAATCCTGACATAATGATTGTTGATATAAATATGCCTATAATCGACGGGCTTGAATTTATACAGA -GTGTTAAGGAAAAGGGAATAGAAAGTAAATTTATTATTCTTACCGGGCACAGCGAATTCAATTATGCCAA -ACAAGCAGTTCAGCTAGGGGTTAATAATTATATACTTAAGCCTGTAAATGAGGAAGAACTTAAAAGTTCA -CTATTTGAAATAAAAGAGGTTATTAGCAAAGAGAGAAACGTAAAATTTGAATTTGAAGGTTTGAAGCAAC -AGGTCAGGGACAGTCTTCCCCTTCTGAAGGATAAGTTTTTGAACGAATTGATACAGGGCTCTCTGATACC -AAAAGAAAATGAAACTTTAAAAAAGATGGAATATCTGAAAATAAATATTAATTCGGATTACTACTTAGTT -ATTACCATTGAGTTGGACTGTGATGAAAGTACCGGTTGGGACAATGAAGAAAAACAGCTGTGGAAATTTG -CAGTATCAAATATTTCAAGTGAAATTATGGGTGAAAAATTTATTTTTGATATTTGCTATGACATTGATGA -TAGAATATGCATAATCGTTGGTATTGATGGGGCACAAAATATAGGTGATTTCCTTACTTTACTGGAAAGC -AGGCTAGAGCTTATCAGGTCTGCCATATGCAAGCATTTGGATTTCACTGTAACTATGGGAGTGGGAAGTG -AAAAAACAGAATTATTCGATATTCCCATATCATACAAGGAATCAATAATAGCATTAAAGAATAAGCTAAC -TCTTGGAAAAAACAGAATTATACTCTATAGCCTAGTAGCCGAGTCAGGTATAAAGGGAACCGCATTTTCG -GGGGAATATCGGAACAAGCTGTTAATGAATATTCGGACGGCAGATGAAGAAGAAGTGAATAAGCTGATTA -GCCAGATATTCATGAGGGTACGCGGTGAAAATATACATCATCAAATACTTTTTGTTGTTTGTATTGAAAT -GGTTGCAGCGTGTATGGAGGCAATTGTTGAAATGGGTCTGCACATTGAAGATATCATAACAGGAAACAGT -TTTAATATTATAGAAGAAATTCAGTCAAAAAAATCAATTGATGAAATGGAAAACTGGATTAAAGATATTT -TTAAGCACACCCTTGAAACTATTAAAAGAAATAAGATTTCAAAAGCTTCAAGACTTATAGAAGAAGTAAA -AAATTATATAAGCTCCAACTATCAAAGCAGCGAGCTAAGTATAGATGAAATAGCAAGGAATCTGTTTGTT -AATTATGCACATCTTTGTTTTATTTTTAAAAGAGATACAGGTTTTACCATAAATGAATATCTGACAGAAT -TCAGAATCAAAAAAGCAAAGGAGCTGTTTGATTCAGGTAATACTTTAATACTTGATGTTGCAAGCAAAGT -AGGTTATGCGGATGCCAGCTACTTCGGCAAGTGTTTTAAAAAATATTATGGTCTGGCACCCAGCAAATTT -ATAGAGAACATTAGAAAGACGTAAACGACCGAGCATTTTATAAACTAAATTCGAAGGGAGTTACCATATG -GCTAAGCGTTGTAAAATATATTTATTGATTTTTATGCTGTCTATAACTGCAGCCTGTAGTGACTCTACAG -GCTTGTACAAAAATGCTGGGACATCGGAAGCTTTTACACCGACGAATAAAGTGAAAATCCTCTTTCTCTC -CATAAGTGACAGCGATGTAAGGGAAAATATCAGAGAGCACTATATTAAAGCAAATCTGGAAAAAGAAATG -CCCGATTTGGAAGTGGAATTTGATTTAGGCGGAGGGGGACAGGATTACGCCAACAAGTTGAAGGTGTATA -ACTCATCAGGCAACATGCCAGATGTATGGTTTTCGGAGCAAAACCTGTCTACCGTTGTTATTGATTCCGG -CAATGCACTTGATTTGGCACCATATATATATAAATGGGAATTTGATAAAAAGTTTACCGAAAAGGAATTT -ATAATGCCGGACAAAAACGGCAGGATTTACTCTGTTCAATCAGGCAACGACATGTTTACCACTCCAAGGC -TGTGGTATCACAAAAATATATTCAAAAGATATGGTATACAGGTTCCTAATACTTATGACGAACTGCTGAA -AGTATGTGAACTGTTAAAGGTAAAAGGACTAGTTCCTATTTCAATTTCGGGCAGGGATGGATGGACACTT -AATCTTCATCTACTTCAGACAATGATTATGGCTGAAGAACCGCAGGTTGCACTTGATATGCTTAATGGGA -ATACTGATTTTACCAACCCAGTAATACAGAGGGCTCTGGAACGTATAAGGAAGTTGGTTCAGGTGGGAGC -ATTTCCTTATAATACTGCAAATCTTGACTATGAGCCGGCAATAAACATGTACACCTCAGGAAGGGCTGCA -ATGCTGTCGGCATTTTCATGGGAACTGCCGAGGCTGGAAAAGTTGGCCCCTGATACTGATTTCATGCCAT -GGCCGTCTGTAAGAGGGGGGACTGACAATACTAAGGCTGTACAATACTGGGGTGCTCCCTTAAGCGGCTA -TATGGTATGGGCAAAAACAAAAAATCCTGAGGCAGCCGCACGTTTTGCAATGTACTGTGCTACCCAGGAT -GCATTATATTATAATATTGAGAGTAAAGCTCCAACAATGCTTAACACCGGAGTAAGAATAGAGAATACCT -CTGCCTTGGCAAAAAAGGATCTGAAACAGCTTGATATGGCTGAAATAAAGATACCCTCCATTTGGTCGGC -TGCCTTTAATACCAGAACCTCTGCAGAAATTTCCGTTCAAAACAGAAAGCTTCTGACAGGGAGGTATTCT -CCCGATGAATATATCAAGGCAATAAATCCTCTGTGGATTGAAAACGCGAAGGAAATAAGGGAGAGAAGCT -ATGATATACACTATAAATTTCATCCTCAACCCTGAACAGCGGAATAAATTCTGTGCAGCCATCTTCATTG -TCACATATTTTAAATGAGAGCAGCGGGCTGCCGGCCTTAATCAGCCTTTGATTTACATTATCACAGTCTA -TTGCGTCCAGATACGGTTTTTGCCCCAACTGAGCAAGCAATATTCTGTCATACATGACTGCAGCCTTATT -TTCACTGCCTTTAAGCTGTATCAGGTGCAAGGAGCTGTCGATTTCGATTTCAATTGTATCATTGTTGTTG -AAAATACGTTTTATGTATATATACCCATTATCTGCAATAAAATTAAAACTTTTACCATTAATCTTGACAG -ACTTAACCTGCGATTTTCTAAGCATAAGAGTGAATGAGACAGGGTTAGAAGTGCTGACTGTTAAAACAGA -TACGGTATTGTCAGGATAAGCTGTATTTTGTACAATTTTTACATTTTTTTCATCCCATTGAACTGTGGAA -GCTATAAACATATTCAGAAGAAGAGTGTCTTTGTCCTTAAACCATATATTTTTTTGGATTTCACTCATTG -CTTCTATTCCTGTACCAGTACAGCACCAGAAGGTATCGAATAAACCGCTGAAATTCTTTTTTACACCTGT -TCCCATGGGCTGCTGATACTGAGAAAGGCCAGTCACGGTGCTTGTACTGTTGAGAACCGCATTATATTTC -AAAATTTCCAAGTGCTCAAGAAACCTTTCATCCTCAGTCCAAGCAAATAACTGTTGTACAATCTTCTCAG -TATTGTGAGCACAGCAACTTTCGCTTTCACCGCCAGTCAATGAATTCTCCAGATGGTTATGGGCTCCCCA -GTGTTCTGATTTTTCAGAAACCTCTCCTTTTTTGAAAGAGGTAGCTTTGGAACTGCTGTTTCCGTTTACG -AAAGTTCTGCCCAAGAGATATTTATAAAAGTTTTGGGCTGCATGCTTATATTTGTATTCACCTGTAAGGT -TAAAACGGTGTATGGCGGATATGACCATAGGAAGATGTGTGTTGGCATGCAGATCTTCAAGCACATCCCT -GTCTGCGGCAAGGTTCCCGATAAAATAATCACGATTAAAAATATCCGCCAGATCAAATATTTTCCTATCT -CCGGTAATCTCATACAAACTGTACAGGACATCTCCAATCCCTCCGAATTCATTTACGGGGTTAACTCTTG -TACAACGGAGTATTCCGTCTGTTTTCCAATATGACAGCCTTTCGAACCGCCTGCGAATGTAATGTGCCAG -ATTGACAGCAAGGGAAAGGGCTGTCTTGTTATTCAGAAATAAATAGCAATCTACCAAACCCTGCAATATT -TTATGCAAGGTGTAATAAGGTGCCCATACTCCCCTGTCCTCCTCAGTTTCCAGAATGTCCAGCATTTCTT -CGCCAAAAGCACTCAAATACCCATTTTCACTGGCACATTCGGCCATGATTTTTACAATATTATCTGCTTT -AGTTTTCAAACAGTCATCATTATCAGAAAATGCAAACTTGGAGCATGCAGACAGGAAGTGTCCAACGAAA -TGCCCTCTCAGGTTGCATTCTTCGCTTTCCCAGCCCCCAAGAGGTTCTGCAAGCGATTCAATACCTGCAT -TTTTCCGGAAGGTATGCATAAGTCGGTTGATATCAAAATCATTCACATATTTTTTTGCTGTTTCCCTTCG -AACACTGAAATACTTGTCCGATAGTTTTATTTTGTCCAGATTAAAATTTTCAAACATATATTCCTCCGAA -AATATTTATATTAGTGACTAGTAGCCTGTGACATCTAAAACGTATATTGGCCGAGAGGAAAATTTTTTTC -AGGACAAGGTGGAGGAGGGCGTAATAATCGCTGTATTCAAACTGACGACAACGCAGTTCTGGAGAAATTT -AACCTCCGGCAATGTATGAATTTAGATGTTACAGACTACTGTACTACTGCTTTGAGCACGCATCCTATAT -ATATAATCGGTAAAGCCGATTTTCAAATGCACTCGATTATATTATATATACTATTTTTGTTTTTGTTCAG -TTTATTTGAATAAACCAATATTTTTGCTTGTTAACTAAGAATATTACCTTCAAAAAATGTATACATGAGT -AATATAATTTACTTGTAACAGTTACAGAAACCTTTCGAAAGGCATATTTACTTAGTTTGATTATCAAATA -AGGAGGATGGAAAATGATTAAGTTAACAAAGCTTACATCAGGTGTTGTGGCTATTGCTATGCTATTTTCT -TTAACTGCTTGCGGTGGTGGAAATGAAAAGGGTTCGGATTCAACCGAGGCATCTTCTTCAGGAGCTGCAC -AAACCTCACAAGCGGCATCAAATAACACCGAAAAGGTTAAGATCAAATTCCTTTCATATAGCACTGATGA -AAACAGAAATAATATCCGTGACAAATATATAAAGGTGAACATTGAAAAGGATATGCCCAATGTTGAGGTA -GAATATGATTTGGGCGGAGGCGGACAGGATTACGCAAACAAGCTGAAAGCCTACAACGCATCTGGCGATA -TGCCTGACGTATGGTTCTCAGAGCAAAACCTCTCATCTGTTGTTGTAGAGGCAGGTAATGCTTTAGATTT -GGCCCCATTTGTACAAAAAACTGGTTTTGACAAAAAATTTAAAATGCAGGAAGTAGTTACACCTGACAAG -GACGGAAAGCTTTATTGCGTTCAGCCTGGTGCCGATCAATACTTCACACCAAGATTATGGTATCACAAGG -ATATATTTGCTAAGAATAACATTCAGATTCCTACCACGTTTGATGAACTTGTTAAAGTTTGTGAAACCCT -TAAAGGTAAGGGTGTTGTTCCAATGGCAATAGTAGGTAAGGACGGTTGGACTCCAAACCTTCATATGTTA -CAGACTATGATCATGGCTGAAGATCCGCAGGTTGCATTAGACTTGGTAAATAATAAGACGGATTTCAGCA -ATCCTGTAGTTAAAAATGCATTGGGAAGAATACAGAAGCTAGTACAGGTAGGAGCTTTTGCACCAGGAGT -GACAAACGTAGACTACGGTCCTGCTGTTGAAGCTTATACATCCGGAAAAGCTGCAATGTTGGCAATGTTC -ACATGGGAGACAACAAATCTAGAAAAAGCTGCTCCTGATACTGATTTTATTGTATGGCCTTCAGCAAAGG -AAGGAAATGATGCAAATTCATCAATACAGTTCTGGGGTGCACCACTGAGTGGATATCTCGTATCTGCAAA -TACTAAAAACCCTGAAGTTGCCGCTAATTTTGCAATGTTCTGTGCAACTCAGGACGCACTTTACTACAAC -ACAGAACAAAAGGCACCGACAGCACTTGATACCGGAATTAAAATCGAAGGAATATCTCCTTTACTGCAGA -AGAGCCTTGATCAGTTTGATGCTGCAACATTAAAGATTCCATCTTTGTGGGCGGCTACATATAACACCAA -AATGTCAGCCGAAATTTCAACACTGAACAGCAAGCTTCTTACAGGAAAGTATTCACCAGATGATTATATC -AAGGAAATCAATCCTGTATGGGCTGAGAATTTTAAATAATATTCATAACTAGTAGATTAGCTAAATAATT -AAACCATCCCTGTATGGGTTGATCTCATACAGGGATTGGTTAACAGGTGATAAACATGAACAAAACTTAT -GGCAACAAACTTGCAATATTCATATTTTCTTTTCCGGCATTACTGTTGTTTACTGTTTTTGTAATCTATC -CTCTCTTTCCAGAGATACTGATAAGCTTTCAAAAAAACGATGGGTTTAAAAGTATGGGATATGTCGGATT -TGAAAATTATATAAATGTTCTTAAGGATTCAACTTTTTGGAGATCCAACATAAATACTTTTACGATGGTA -CTTATATCCGCATGCATCGGATTGCCTCTATCCCTGCTTCTTGCTTTGATTATGGATAGACAGGGTGAAC -GGGTAAAAAGGTTTTTTAAGGCCAGCAGCGTATTTCCCGCAATACTTTCGGTAACAGTTATAGCACAGAT -GTGGATAGCAATTTATGAACCGCAGTGGGGCTTGGTTAATAGTATATTAAGGGGAGTTGGTCTGGGTAAT -TTTGCTTTGGAATGGTTGTCTAATGAGCAAACAGTAGTTCTTGCTATAACGGCGGCTTTCCTATGGCAAT -ATATAGGTTTAAATGCTTTGCTTTTTTATACAGGTATAAAGGCAATTCCAAAGACATATTACGAAGCAGC -GGTTATTGATGGTGCGGGGTTCTTTAGAACAAGCGTAAAAATTACGATTCCCCTGTTGCAGGACGTAAGC -AAATATGTGCTTGTTCTCTCACTGCTAGGCTGTATGTCACAATTTGCCCATGTAAGGATAATGACCGCCG -GAGGACCCGGTGATGTTTCAAGAACAGTTATATACCAGCTATATTATAAAGCCTTTTCAGCTTCCGATTT -CGGTCAGGGCTGTGCAATTGCAATAATATTTGTGCTGGAATGTCTGGTGGTAACGTTTTTTATTAACAAA -TTTGTTGCAAGAGAGAAGATTGAATTCTAAACAGGGGGGGTGGACGTTACGAATAAAAATAAACTTTACA -AAATATTAGTAAATACAGCTATGGTATTTATTGGGTTGACTTTTCTCTTCCCCTTGTACTGGATGATAAA -TCTGTCGTTTAAGTCAAGAAGCGAAGTGTATGACAATCCATTTGGGCTTCCTGAACAATGGGTTTTTGAC -AACTATAGCGGAGCACTTGAAAAATTTAATTTTCCGAGGTATCTATCCAACAGTTTGATATATTCTGTAA -GTACAATCGTTATAACAATATTTTTGGGAAGTATGCTCGCATACTGCCTGAGCAGAATGAACTGGAAGTT -TAAAGGATTTGCTTTGAGCTACATTTCAATGGGTCTGATTGTACCCGCCCAGGTGGTAATTATACCATTG -CTTATGATGACACGAAGTATGGGTTTAAAAGGTACACACCTTGGCTTGATACTTCCTTATTCGGCCTTTG -CTCTCTCTTCATGTGTTCTTATGCTTTACGCCTTTTTCAGAGGCCTGCCGAAAGAACTGGAAGAAGCGGC -CTGTATTGATGGATGCAATATCTATCAAACTTACTTCAGAATTATTCTGCCTGTTATAAAACCGGCAATT -GCCACTCAATGTGTTCTGATATTTATTAATATATATAACGAATTCTTTCTAGCTTTTATTTTAGCGGCTG -ATGACAAGATTCGGCCTTTAACGGTTGGTTTGCTTAACTTCTTTGTAAGCATAGGAGTGTCCCATTGGGG -ACAAATCGGGGCTGCCATGATTATTACAAGCCTGCCAATGATAATAGTATATATGTTTGGAAATGAGCAA -ATAGAGAACGCTCTTACAGCAGGTGCAATTTTGAAATAATTTGCGATAAATTCGCAGTTTTTAATAATAA -AATAAGCCGAACTAAATTTTCTAATTGCAGCAAACAAAGAAAAAGGTCTGTTCCCAGGCAAAAAATATTG -CTTTTGGGAATAGGCCTAATTTCATCTAACTAGCAAAACATTAATTTGATATTCTTTTAAGCAGAACCTG -ATTTTTGAAATGGCCGTTTTCATCTGCATACCACTGCCCGCCTCCCGTATCAGCTTTAATATTCTGACCT -TTTAGCTTTCTATATTGCTGTGGGCTCATATTGTAGTGTTTTTCGAAGATATAGCCAAAATGCTGACGGC -TGTTGTACCCTAAATGAAATGCCATATCTGTAATACTCATGTTGCTGTTGTTTAGCAGGAAGGCAGCATG -TTCCATACGTAATTTGTTTACATAAGCAATAATGCCGCAATTAAATTGTTTCGAAAACAGGGTTTGAAGA -TAGCTATGGTTTATCCCTGTATATTCTGCAATCATTTCAACATTCAGATCCTCATACAGGTGCTCATTAA -TATACTTCTGAGCTTTCCTTAAGTGCAGGCTGCCCAGATAATGACTGTCCTGTCCTATGTTTCTTGTAAA -CTCCACAAGCATACGGAAAAATAGAATCCGGAGCAGGAACTGATCACTTGATTTTTTCTTCTCAAGTTCT -GAAATGAGATCTTTAAGAGCATAACCAACCTTACCATTATCATTAAGAACAAGAAAATCCTCTTTTCTGT -CAATAAACCCCCGGTAGGTTTCACTGTTGTTCAGCATCTCATTTAAATCGATTCCTCCTTTATTTGGGCT -GCATAGGAATTCCAGATTTAAAATTGTACATGGAGTACCTGATTTAATATATAAACAATGAGACACATTC -TGATCAAGAAATATAAACTGATTTTTCTTTAGAGTTATCATTTCTTTTTTTGCAGAAACAACACAGTTTC -CGGAGACAACATACATTATTTCGCACCGGTTATGAGTGTGAGGAGGCATATGAAATTCAGTAAGATTTAA -GGCATAAAACGCTTCAGGTCTAGCATAGCGGTTATTAATATTATATATACTCATATTTACCACCTATTAT -ATACCGTTTATGATTATTAATACTTGTGCACGTCCTGACTAAATAATAATTTATAAACAGAATTAATGCA -ACAATTTATTGCATTTAATAAGATGTGTTTTTATTTTTTACACATTTGAGATACAGATAAAGTATATTTA -TTTACAATAGGTATAGACTTTTGCAGGTTGACTGATTATAGTAGCCTGTATACTGTTCAAATACAACAAA -ATATAACAGGAGTGAGAGTATGAGTTTTAAAGTTGCTTTTATAGGAGCGGGAAGTCTTGTGTTTACGAGA -ACACTGTTTACAGACATAATGTCGGTTCCTGAATTCAGGGATATTAAAATTGCATTTACCGACATTAACG -GAGATAATCTTCAAAAGGTGGCGGAATTGTGCCAGAGAGATCTTGAGGCCAATGGTATCACTACTAAAAT -CCAGGCTACCACTGACAGGCGGGAGGCTTTCAAGGATGCAAAATATATTGTGAATTGTGTTCGTATAGGA -GGCCTGGAAGCTTTTGAAACAGATATAGACATACCGTTAAAATACGGTGTTGACCAATGTGTGGGAGATA -CTCTCTGTACAGGTGGGATTATGTATGGACAGCGTGTTATAGCCGCAATGTTGGATTTTTGTAAAGACAT -AAGAGAAGTTTCGGCACCCGGAGCAATTCTGCTGAACTACTCAAATCCTAATGCTATGGCAACCTGGGCC -TGCAACAAGTACGGTGGAGTTCGCACCATAGGGCTTTGCCACGGTGAAATTCATGGCGAGGATCAGATTG -CCCAGGTGCTGGGAATACCAAGAAACGAACTTGACATCATCTGTGCTGGTATAAACCACCAAACGTGGTA -TATTTCAGTAAAACACAAGGGAAAAGAGCTGTTGGACAAAATACTTCCCGGATTTGAGGCACACCCCAAG -TTCAGCGAGGAAGAAAAGGTCAGAATTGATGTACTAAAGCGCTTTGGTTACTATTCCACAGAATCAAACG -GTCATCTTTCGGAATACGTGGCATGGTACCGTAAGAGACCCCAGGAAATAATGAAATGGATAAACCTTGA -TAGCTGGATTAACGGTGAAACAGGCGGCTATTTGAGAATTACAAGGGAAGAACGAAACTGGTTTGAGACT -GATTACCCAAAGATACTTGCTGAACCTCCAAAAAAATATGACGGTTCGTCCAGAGGGAGGGAACATTGTT -CCTACATAATCGAGTCTTTGGAAACAGGAAGAAAATACAGAGGACATTTTAATGTAATGAATGAAGGCTG -TATTACGAACCTTCCGTATGAGTCGGTGGTTGAAGTTCCCTGTTACGTGGACGGCAACGGTATATCTGTC -CCGAAGGTAGGAGATTTGCCACTGGGCTGTGCCGCAGTTTGTTCACAATCCATATGGGTACAGCGGCTTG -CTGTTGAGGCGGCGGTATCAGGGAATGTAACTCTGCTGAAACAGGCAGCTTTGATGGACCCACTCACCGG -AGCCGTTTGCAATCCGCCGGAAATATGGCAAATGATTGACGAAATGCTAATAGCTCAGGAAAAGTGGCTT -CCTCAGTATGTTGAAGGTATCAAAGCTGCAAAAGAGAGATTTGCCAAGGGAAACCTTATTCCTATAAATG -AAGGATATCGTGGTGCAGTAAGACAAAGGGTCAAAACTCCTTCCGAGGTAGCTGCCGAACGTGAATCCAG -AAGTATTACAGCTGATTAAAGGAGCGGTCAACCTCCTTCTGAGGGTTTAATTCGATCCTTGGAAGGGGGA -TGGCCGTAATATTTTTTATAGAGTCTGCAAAAATAGTTGCTATTGCAGAAGCCAACCAGATCGGGAATTT -GGGTTATCGGAATATCTGTGCCGATCAGAATTTTTCTCGCTTTTTCCAGGCGGAACAGTGTAAGGTATTC -AACGAAAGTTTTTCCCGTACAGGCTTTGAAGAGTCTGCTAAAATGCTGAATACTCAAGTGGCAGTATACG -CTCATGTCATTAACCGTAATCCGTTCACTGTAATGAATACGCAAATAATCCAGAGAGTACTTAATCAGGC -GTGTTGAATCCGGCAGCTTGTTCTTTTTAAAAAATTCCGATGGAAGGCTTTCTTGAAGTACCGAAAAAAG -TATTATCATTTGACTTTTTATTCGGGCACCATAACCGTTCCTTTTCTGATCATTTTCCCTTTGAAGCTCA -TGTACCAGTAAAAAACATTTTTTAAAAACCCTGTCTTTTTCTGAAAGGTGGAGCGGCGGGTAAAAGCCTA -TTGACATAAACGGGGTCAATACTTCAGAAATATGAGGATCTGCAACCAACCCTTCAAATAAACTTTCTCC -GGCTACAATAGCACAATAGCTGCAGGAGCCCTGAGGGAAGATGCTGTGAAGGCTTCCGGGTGGAATGATT -ATCAGTTGATTTTCAGAAACCAAAAAGCTTGAGCCGTTAATATATACCATACAGCTGCCCTTTTGTGAAA -ATACCATTTCAAAGTGGTTATGCCAATGTGGAAGAGTATTTGAGTTTTTAATATAAAAGCAATTAAATGG -AAATGTAATATCGTTAAAACTAATATGTTCAAAATTGCTTGCATTTGTTAAGTCCATTGAAATCTCCTGA -GCCATTATAAAATGTTCAAATAAGACAGAAAAATAATTGAATTAGTAGTGTTTTAAATATATTTTTGAAT -TTAAAATGATAATATCATACAAATATTACTACGTCAAACAAGGAGGAAGGCCATATGTTGGAAGCAATCA -AACCCAAACAGGCAAAAGTCACCGAAGTTCAACGAAGCGAGGGTGCTCTGGTTCTCAACACCGAAAATGG -TTTACTAAAGATAGAACCAGTTAATGCCAATATAATCAGGGTAGTGTACACACTGGAAGACAAATTCTCT -GCCGTTCGGGGGCTTGGCATTGAACCGCAAAAAGTATTTGAAGGCTGGGAGTTCAAGGAGAATGAACAAA -CAGTAATGCTTGATACTGGAGAGCTGCAGCTTTACATTAGGAAATCCGACAGCCGTATGACTTATTTTGA -TGGTAAAGGCAGACGCCTGACAGGGGAACCTGAAAAGAACGGCAAGGAGCTGGTTCCCTTTGATTCCTTC -AAAACAGTTCTGGATGATACGGCAGTTGTTGAAAAAATTGAAACTCCGGATGGTATAAAGGAAGTAGTGC -TGGATTCCAAGAAGAAATATGACCGTCAGCTATACCATACAAGACTTAATTTTGAATGGGACAAAGACGA -AGCCCTTTATGGCATGGGACAGAATGAAGAAGGCTATCTGAACCTGAGAGGAACCCGCCAGTATATTCAT -CAGGCCAATATGAAGATAGCCATGCCGTTTCTCATGTCAACTAACGGCTACGGAATACTGTTGGATACGT -ACGCCCCGGTTATATTCAATGATAATGCCTTTGGATCATACCTGTACGGTGAAGCTTCGGCAGAGCTGGA -TTATTATTTTATACGGGGAGAAAGCTTTGACCAAATTATAGGAGGCTACCGCCAATTGACTGGCCGGGCA -TCCATGCTTCCACTCTGGGCCTTTGGATTTATGCAGTCTCAGGAGAGGTATGAAACCCAACAGGAGATTA -TTGACACGGTCAAGCGTTATCGTGAACTTGGTGTTCCACTGGACGGTATTGTCCTTGACTGGCAGTCCTG -GGAAGAAGGTATGTGGGGGCAGAAAACCTTTGATACAGAGCGTTTTCCAGATGCTAAAAACATGATGGAG -CAAGTACATGAGCTGGGAGCTCACCTTATGATATCTATATGGCCCAATATGGTCGAGCATTGTGAAAATT -ACAAGGAAATGAAAGCTAATAACGGTTTGTTCCAGCGTTCTGAAATATATAATGCATTTAGTTCCGAAGC -AAGGAAATTGTATTGGAAACAGGCCAAGGAAGGATTATTTTCAAAGGGAGTGGATGCTTGGTGGTGCGAT -TCCAGTGAACCATTTACTCCTGAATGGAACAATCCTGTAAAACCGGAGCCAGATCAGAACTTGACGGCCT -TTCACAACACTTGCAGAACATATATGGATGAGGTATATACAAATGCGTACCCATATATGCATGCCAAGAC -AATATATGAAGGACAGCGGGAGACCGATGGGCAAAAAAGAGTTGTCAATCTGACAAGAAGCGGTTATACA -GGTATACAAAAGTATGGAACCATTCTGTGGTCGGGTGATACCAGTGCCAAATGGTCAACTCTTAAAAATC -AGATTGCTGCAGGCTTGAATTATTGTGCATCAGGCTTACCGTACTGGACTATGGATATAGGAGCATTCTT -TGTAAAGCAGGGACACATGTGGTTCTGGGACGGAGACTATGAAGGCGGTTGCAGCGATCTGGGCTATAGA -GAGCTTTATACAAGGTGGTATCAGCTGGGTGCATTCCTGCCGGTGTTCAGATCTCATGGTACCGATTGCC -GGAGGGAAATATGGAATTATGGGAAGAAGGGTGAATTTTTTTACGACGCCATAGAGAAGATAACACACTT -GAGATATCAGCTCATGCCGTATATATATTCACTTGCAGGTATGGTTTCACAGAAGCATGGCACAATTTTA -AGATTGCTTGCATTTGATTTTATTAATGATGCAAAAGTGTATGATATCGACGACCAGTTTATGTTTGGTC -CCAGTCTGATGGTATGTCCGGTGACTGCTCCTATGTACTATGAAGCGGATAGCAAGCCTATTGAGGGAGT -AGCAAAGACAAGAAAAGTATATCTGCCTGCCGGCAGTGACTGGTATGATTTCTGGACTGAAAAGCGGTTT -AAGGGAGGTCAGTCCATTGAAGCCGAGGCACCTATTGACAGGATTCCAATATACGTTAAGGCCGGTTCAA -TTCTGCCTATGTCTGAGCAGATACAGCATACCGGGCAAATGAAGGATGATTGTTTCATGCTGGTTGTATA -CCCGGGAGAGGACGGAAGCTTCACACTTTATCAGGATGAACGGAATGGATATGGTTATGAAGAAGGCAAA -TTTACAACAACGGAATTAACCTGGTCCGACAGCGAAAAGAAGCTTACAATCCATCCGCACAAGGGAGAAT -ATCCGAGTATGCCTGAAAAGGTAACCTTTTTAAAAAGAATTGTAGGATAAAAATTGATGGTTATACAGGT -ACGCGAGTTCAACTTAAAGAAATTGATTAAGGCTGACGGTAGTACCTGTATAGCCGTATCAAGTTTGAAC -GACTAAATTTTAACTGCACAGCAAATAAGCCGTTGACTTTTGAAAATTAATTTGATACCATAGAATCAAA -GTTAAACGTTTTGCGATAGAAGGTGATTTTATTTCTGTAACAATAAAGGATGTTGCCAGCAAGTCAGGTC -TCTCAATTGCAACAATATCCAAATATATCAATGGCGGCAATGTCCTTGAGGAAAACCGAAAAATTATAGA -CAAAGTAATCAAGGAACTTGGTTTTGAAGTAAATGAGATAGCCAGGGGACTGAAAACCAGCAAGACAAAA -ACTATAGGTTTATTGATTCCCAGTCTTGAAAATATATTCTTTACAAGCATTGTATCAAATATTGAAAGCG -TTCTAATTAAAAGCGGTTATAGTACAATAATATGTGACTATAAAGAAGACAAAGATCTTGAAAAACAAAA -GCTTGATTTCTTGTTAAAGAAAATGGTAGACGGCATTATAACAATGCCTATGGGAAACGATTCGGAAGCA -ATCAAGTCGGTTATTAAAAGAAACATTCCGGTAGTTTTGATTGACAGGGCTTTAAGGGATATTGATTGTG -ATACCGTGCTTGTTGATAATCTAAATGCAGCCTATAATGCTATTGAACAGTTAATTATTCTGGGGCACAA -AAGAATAGGCATTATTTGCGGTCCTGATGAAATCTATACTGCCCAGGAGCGTTTAAAGGGATATGAAAGA -GTACACGAGGATTATAATATGTCAATTGACAGCAGTCTGGTGAAAAAAGGGGATTATCAGGTTGAAAGCG -GGTACAGGCTGCTGAGCGAATTAATAAAAATGGAGGAGCCTCCCACCGCCATTTTGGTTACGAATTATGA -AATGACTTTAGGAGCTTTGATGGCAGTAAATGAGGGTAACGTTAAGATTCCGGATGATATTTCTTTTATC -GGATTTGACAATCTTCAGCTTTCAAAAGTCGTGAAGCCTCCGTTATCCATAGTAATTCAGCCTGTTCAAC -AAATTGGTGAAGTTGCTGCAAATACCATTTTGAAAAGGCTTAAGGGGGATACATCAAACTTCCCGTCCAT -GATCCGTTTAAAAACCGAATTGATCATGAAGGAATCGGTCCAAAAATTGGAAACTAACTAAAGAAAAGTT -TTACGAGAAGCATAGACTGTTTCTCGAATATTTTTGATCATGAGCTAAACGTTTAGCCATAAATAAATAA -ATTTATCATAACGTAACGCGTAGACGGCCGTTGTAAACGGGATTCTAACAAGTTTCAGAAATGGAGACAG -CCGTGGAAAAATTATTATTAGGTATTGATATTGGCACATCAGCGTGCAAGGTGGCAATTTTTGATTTGCA -AGGAATGGTAATAGCACAGTCAACCAAGGAATACAAGGTTTATTATCCCGCTCCGGGCTATGTTGAGCAA -AATCCCAACGAGTGGTGGGAGAGCATATGTGCAGCTACAAACGAAGTAATATCCAAGGCGAAAATTGATG -CAAAGCAGATAAGCGGGATAGGAATTGACGGCCAGAGCTGGTCTGCTATACCTGTTGATAAATGCGGCAG -GGTGCTACATAATACGCCAATCTGGATGGATACCAGAGCCGCTGATCTGTGCAGGGAAACTGTTCAAAGA -GTGGGTTTTGACAAGATTTTCAAGCTAAGCGGCAATTCTTTTGAGCCATCATATTCCACACCAAAGTTTA -TCTGGTTCAAAAAAAATATGCCTGAAATTTATAATTCAACTTATAAATTCTTGCAGAGTAACAGCTTTGT -TGCATTTAAACTCACCGGGAAAATGACTCAGGATTTGTCACAGGGCTATGGTATACACTCTTTTAACATG -AATGAGGGAAAGTGGGATGACGACTTCTGCGAGGAGCTGGGCTTTGACAGAGAGAAACTTCCTGAGATCT -TCCAGTGTCATGAGGTCATCGGAGAAGTTACTGCGGAGGCAGCAGCTTCAACAGGACTGGCAATAGGAAC -ACCGGTAGTGGCGGGAGGATTGGATGCATCCTGTGGAACCCTTGGTGCGGGAGTTATAAAGGTAGGGCAG -ACCCAGGAACAGGGGGGGCAGGCAGGAGGCATGAGTATATGCCTGGAAACTGCGGTTGCCCATCCAAAAC -TTATTTTGAGCTATCACGTTGTACCGAATCTTTGGCTTCTGCAAGGCGGTACAGTCGGAGGAGGCGGAGC -CATAAAGTGGTTCAGGCAGGAACTGGGTGCTTTTGAGGATTCGGTGGCAAAAGAGGCAGGAACAAGTCCA -TTTAAGGTTATGGATGATGAGGCTGAAAAAATACCCGCAGGTTCAGACGGTCTTATATTTTTACCGTACA -TGGCGGGAGAGCGATCACCTCTATGGGATAAAAATGCAAAAGGTGTATTCTTTGGACTTGGCTATGACAA -AACAAGGGCTCACATGATTAGGTCAGTCATGGAGGGCTGTGCACTTGCACTGCAGCACAATCTGAAAACT -GCAGAGGAAGCGGGTGTAGCCGTACAGGAATTGGTAGCCATGGGTGGTGCGGCAAACAGCCGTCTTTGGA -CGCAAATGAAGGCCGATGTTACAGGACGGGTAATAAAGGTTCCGACTTCCGACACGGCAACCACTCTCGG -AGCTGCAATACTGGCAGGGGTTGGAACAGGCCTTTACAAGAGTTTTGAACAGGCGGTAAATGACACCATC -GTTATCACACGGACCCATGAGCCGAATATGAAAGCCCATGAAGCGTACAAGAGGAATTATGAAATATATA -TTGAGCTGTATGAAAAATTGAAAGATACAATGCAAAAAATTTAGCATTAAAAAAGTCTGGAGGGGTTTAT -ATGAAAGCGGGAGTTTTACACGCACGGGATGATTTAAGATATGAGGAGATTCTGACTCCTGTACCCGTAA -AGGGAGAAGTGCTTGTAAGGGTAAAGGCCACAGGCATATGTGGTTCAGATATTCCAAGGGTACTGGGTGA -CGGAGCACATTTTTTCCCCATAGTTCTGGGGCATGAATTTTCAGGTGAAGTGGCTGAGATAGGAGAAGGA -GTTACTTCTGTGGCAGTAGGGGACAGAGTAGCAGGAGTACCTTTGGTTCCATGTCTCAAGTGTGGAGATT -GCCAGAAGGGCGATTATGCTTTATGTAAACATTATAGTTTTATCGGTTCAAGGGAAAGCGGAAGCTTTGC -AGAGTATGTGAAAATGCCTGAAAGAAATGTTGTGAAATTTAATGACAGTGTGTCCTTTGAACAGGGAGCC -TTTTTTGAGCCGGCAACGGTAGCTTTGCATGGTTTATTGTGTGCCGACTATAGAGGCGGAGAGGATGTTG -CAATCCTTGGCGGTGGTACGGTAGGCATGTTTACGGCTCAATGGGCCAGGATATTCGGTGCCAAAAGGGT -ATTCGTATTTGATATAGACAATGATAGATTGGCACTGGCAAAAAAGCTTGGTGTCGATGTGACAATTAAT -ACTCTGGATAAGGATTTTAAAGAGCAGGTTGATAAGCTGACAAACAAAAAGGGCTTCGGTTTTGTATATG -AAACTGCCGGAGTTGATATTACCATGAAACTTGCTTTTGAACTGGCAGGCAATAAATCCGGCGTTTGTTT -CATAGGAACGCCCACAAAGGATCTAGTATTCACCCCTCGTCTGTTTGAAAACATGAACCGAAAGGAGTTC -AAACTTACCGGCTCATGGATGTCTTACAGTGCACCCTTCCCGGGCAGAGAGTGGGAACTGACAGCCCACT -ATTTTTCAACGGGTGCCTTAAAATTTGATGATAGCTTTATATTCAAAAAAGTTCCGCTTAGTAATATCAA -GGAAGGTTTTGATATGTTCAAGGTTCAGGGAGCCGTCAAAGGAAAAGTACTTATAGTGAATGAATAGGAG -GAAGAATGTGACAATGGCTAGTTTGCATCCATTAAAGGATTTGGTTTTAAAACAAAAGCAAGGAATTCCA -GTAGGAATATATTCGGCTTGCAGTGCAAATGAATACGTAATTGAAGCTGCAATGGAAAGGGCATTAAAAA -CCGGGGAGACTGTACTGATTGAAGCTACAGCAAATCAGGTAAACCAGTTCGGAGGTTATACAGGCATGAA -ACCGGAGGATTTTAAAGAATTTGTCTTTAAAATTGCCCAGAAAGTTCAATTTTCCACTGAAAACCTCATA -CTTGGAGGGGATCACCTAGGACCTCTTACATGGAAAAATGAAAATTCTGACACAGCTATGGAAAAATCCT -GTGAATTGATAAGACAGTATGTTCTGGCAGGTTTTACAAAAATACATATAGATACCAGCATGCATCTGGC -GGATGACAATATTAATGAAAAGCTTGATACGGGTATTATAGCTGAAAGAGGGGCGGCTCTTTGCAAGGTG -GCGGAGGATGCATATGCTGAACTTTTAAAAAGGGATAAAAATGCTTTACAGCCAGTATATGTTGTAGGAA -GTGAAGTGCCTATTCCCGGTGGAAGTCAAGAAGAGGAAGAGGGTATTCAGGTTACAAAGGTAAGCGATTT -TGAAGCCACCGTTGAAACTTTCCGGCAGGCATTCTTCAAGCTTGGGCTGCAAAAAGCCTGGGAAAATGTT -ATCGCAGTTGTGGTACAGCCGGGAGTTGAGTTTGGAGATGAAACAATACATGAGTATAACCGTGAAGCGG -CAAAAGAGCTGTGTCAAGCTTTAAAGAAATATCCTACGCTGGTTTTTGAAGGTCATTCCACAGACTATCA -GACTCCTACAGCTCTTAAGGAAATGGTCGAGGACGGAATAGCCATTCTGAAGGTGGGACCGGCTTTAACT -TTTGCATTGCGAGAAGGCTTGTTTGCACTCAGCATGATTGAAGAAGAACTTTTTAAATATGAGCCTGAAA -TACATTTGTCAAATCTTATTAATGTGTTTGATGAAGCAATGCTTCAAAACCCTGATAACTGGAAAAAGCA -CTATCATGGCAGCGGTTCAAAAATAAGGTTTGCCAGAAGATACAGTTTTTCGGACAGGTGCAGGTATTAC -CTTCCCGATGTTAATGTTCAGAAATCGGTAACAAGATTGCTTCAGAATTTGAAAACTGTAACAATTCCGC -TTTCCCTACTGAGTGAATATATGCCTATCCAGTACAGGAAAGTAAGGAACGGAGAGCTTTCAAACGATCC -TGAAAGCCTTTTGAAGGACCGTGTAGTTAATTGTATTGACGATTATTTATATGCCACCAAAGTAAAATAG -TTTTAATAAACGGTAATATACGGTAAAAACAAAAGCCGGCTGATTTTACCGTATAAAATATATCTAAAAT -AATTATTAAAGGAGACAGTTTTATGAGTAACGATATAATCAATCCAGATTTAGTTCCCCAGAGAATATTA -CGTGGGGGAGACAAGATGCCTGCAATAGGCATGGGAACTTTCGGTTCGGACAGGTTTTCGGCCGAAGATA -TTGCAGCGGCAGTTAAAGGTGCGGCAGAAGTGGGCTTCAGATTGTTTGACTGTGCTGCGGTATACGGAAA -TGAGCATTTAATCGGAGAAGTTTTCGAAGATATTATGAAATCGGGAATCAAAAGAGAGGAATTGTTCATT -ACCTCAAAGGTATGGAATGATATGCACGGCAAAGGTGATGTAATGCTGTCCTGTGCAAAGACCTTGAAGG -ATTTGCGTCTTGACTATATAGATTTATATTTTGTTCACTGGCCATTCAGAAATTTCCACCCGAAGGGAGC -CCCACCGGACTATCACAATAAGGATGCAAGACCATTTTCAATTGAACAGTACATGGAAACCTGGTATCAG -ATGGAAAGACTTCAGAAGGCCGGTTATGTAAAGCATATCGGTGCCTCCAACATGACAATTCCAAAGTTAA -AGGAATTGATCAAATATGCTACCATCATGCCTTCTGCAATAGAAATGGAGCTCCACCCATGCTTCCAGCA -GCCTGAATTATTCAAATTTGTGCTTGACCATGGTATTCAGCCTATCGGCTTCTGTCCTATCGGTTCTCCA -ACAAGACCGGATCGTGACAAGACTTCGGAGGACTATATAGATATAGAGGATCCAGTTATTGTTGAAATAG -CAAAGGCACATAATGTCCATCCGGCTGTTATATGTATTAAATGGGCTGTTCAGAGAGGACAGACTCCTAT -ACCGTTCTCAATCTACAGAAACGAATATGCAAGTAACCTTAGATGTGCGGTTGAAGACCCACTTACAGAG -GAGGAAATGAAGAAAATCGAAGGTGTGGATAAAAACTGCCGTCTGATTAAAGGTCAGGTTTTCCTTTGGG -AAGGAGCTAAAGACTGGACCGATCTGTGGGACGTTAATGGAGAAATAACAAAATAAATTTTAATTTATAT -CCGCTTAGCGGTAAGGAGGGTATATGCTAAAGGGAATTCCTTCAATTTTGACCCCTGAACTTCTGAAGAC -TCTTATGGAGATGGGGCATAGTGATGAAATAGTTATTGCCGACGGAAATTTTCCTTCAGGTACATTTGGA -AAGAAAGTAATACGATTGGATGGGCATGGTGTTCCCGAGGTATTGGATGCAATACTGAAGTTTTTCCCGC -TTGACCCATATGTAGAAAAACCTGTAGCTCTGATGGAGGTGGTCCCCGGAGACACTGTGGAGACTCCCAT -TTGGGATGTTTACAAGGAAATAATAAATAGGCACGAACCACAAAACAATAAAATAGAAAACATAGAAAGA -TTTGCTTTTTATGAAAGAACCAAGAGTGCATATGCAGTTATAGCAACAAGCGAGGCTGCCCTCTACGCCA -ACATTATTATAAAAAAAGGTGTTGTAGTTGAATAGTACTCGGTAATCTTTTATGAATATTATACATCCCC -AATAAAGAATATAGCCTGAACTTGCAGGTGGTGAACCGCAAGTTCAGGCATATTCTTTCTTTTTTAAATA -ATAAAACTTTTATTCCAGTGTAAAAGAAGCAAGGCTTGCACTACCCTGGCCCGTATATGTGAAATACAGT -GCTTGTACTCCGTCGGGAATGACTATGTCGGCAGAATACTCCTTCCATACATTGGTAAAACCTACCGATA -TCTTTCCAAGGGCCGGACCATCCCATGCGGTTTTTACTTCAAAGTCACCTTGACAGTATCCGCGTACCTT -GATTTTAACCTTTTTAATTCCCTTACAGTCAAAATATTTGAAGCCAGCTGTGGCAGAAGCCTTCATGTTG -GCAATGTAACCGATTTCTTCGTCTCCATCTCTTCCGTCTTGAGTTATTTTTGGGAACTGATTGTTCATCC -ATGAGGCTGTCCAATCAGTATATAACGACTCTTCTTCGCAGAACAAGTTGCATGCCAGATAGGCGGCGTA -TTCACCGCGTCCTTCCAACGGCCCTCCGTTGCATCCGCAGGAGGTCATTTCTACCTGTGGAATAGTGCCG -TCCTCCAGAATTTCAATTTGTTCGCAACAGGCTTGCCTGCTGAAATTTGTTCCATTGGTATGCCTGTGGT -AAAAAATATACCATTTACCATTAATTTCAACTATACTTCCATGGTTATTGGCGCCATAAAACATAGGTTT -TTGGGCAGGCTTGTAGGTATCGATATGAAGATCGCTATTACTTACAATAACTCCCTTATATTCAAAACCC -TTTGTGGGGTGTTTGCTTGTAGCATAACAAAGTTCATGAAATACAACCGAAGAATATATAAAGTAATAGG -TATCCCCATTTTTCCTGATGGAAGGGGCTTCAAAAAACTCATGTCCTTCATAGCCGCTGCCCTTACTATA -AGGCTGACTAGGAGCTATGAATACAGGTTCTTCAACAATTGTCAGCATATCCGGTCCCAACACTGTTGCC -ATGGCCCCTTTTCTTGACTTATCTCCTACAGCACAAAAACCTGTGTACAAATAAGTTCTATCACCTTCAG -TTAGTACTCCGGGGTCAAACTGGGGCTGATCATCGGCTCTTTCGCCAAGACGGGTTCCGTCGGAATAGTG -AACATAGCCATAAAATTCATATTTTCCAGCAGGGGTATCACAGACTGCAACCGACACTATAGGAAGCTTG -TCAAGTACATAGTACAAATAATACCTTCCGTCGGGGCCTACAGTAACATCAGGTGCATAAAGGCACATGC -TGCCATCGGGATTGAGAGGGTCATCAGTCTTTTTGTAAATAACTCCCTCATACCTCCAGTTGCCAAGATC -ATCGACTGGTGCGGACCAGCAAACGTAATCGTTCAAACAGTATACATACCCGTTAAAACGGTCATGTGAG -CCATAGACATATACTCTGTTATTAAAAACATACGGTTCACCATCAGGAATATATTCCCATGACGGAAGAT -ATGGATTGAATCCCTGTTTTTTCATTAATACTTTCACTCCTTCTGTTGGACTATGTTTTAGTTAATAATA -CTACATCCGTAGCATACCATTAGACATTTTTTTAGTCAATTTGAGCTAAAGAATTGTATATAAATAAATA -AAAAAGGATATATGCCTACGTAGCTAATATATACATAATTGGCAGAACTACCTTAAACTCCCGGGCGTGC -TTACCTTAATTCATTTTCTTATAACGGCCCGGAGAAATGCCTACCGAATTGGTAAACTGTTTTGTGAAGG -AATAAGCGTCACTGTAGCCAGTAAGCTGTGCTGTTTCCTTTATAGATACGCCTGATAATAACAGCAGCTT -GGCGTGTTTCATTTTTTGTTCTATTCTGTATTGTAAAGGTGAGACGCCGACATATTCACGAAATTTCTTA -CGAAAGTTCTCATAGCTCATATGAAGAGCAGCCGCCACCTCTTCAAGGGAAACTGCCCTATGAATGTCAC -CGGAGAGCAGTCGACAAGCTTCTTCAATTGCCCCCCTCACAGAATCCGCAGGGAAGGTTTTTGCGGGACG -GTTTACAATAGACAGCACTATCTCTTGAGCTTTAAGAGATAAAAAAGGAAGCTCAGTATCTCCTGCCGTT -TTTAATTGATGTAAAAATCGGGAGAATTGCTGGAATATGTTTTCATCATATTGTGAATGAATTACGGGAG -CATCTGCCGATAGGAGGTTTAGACTGCAAAGGTAGTTGTAGGTGGTACGGCCGAAACTGATAAAGAATTC -AACCCAGTTACCGTCGGGAGTTATCTCGGTGGAGTGGCAGACTCCGGGTATACGCTGTACAAAATCACCT -GCCTGGATAGGTATCATTTCCTTGTCCGGGGTATAATAGCGACCGCTCCCGGATAATAGCATAAAGCCGC -TGTAATAATCAATCATAAAATTGTACTGGGATTTTTCTGTTGTTGCTTTAGGCATAAAGCCGCAGGCTAA -TATACCGTTAGTCAGGTCTGATCCTATACAGCGGTAAACAACATCCTTTTCTGTTTCCATAATTAGTCCT -TTCTGGCAGACATTCTTTTGGTCTGAGATTATACCAAAATGGATAAAATAAAGACCAATAGAAATATTTT -GTTCGATTATAAAATACCATATAATATTTACAGATACAATTGTATTTTATTAACGGTAAAGTATTTTTTA -AATACCAAATATGATAAAAGGAGTAGGTTATGAGCAGAGAATGGGAAAATCAGTATATAACACAAATAAA -CAGGTATCCGATGCACTCGCCATATGGAGCTTATGAATCTGTTGAACAGGCCATGAGCTGTAACCGCTGG -ACTTCAAAATATGTAAAAAGCCTGAGCGGGATATGGAAGTTCAAGCTTGCCCAAAATCCACAGCAGGCAC -CGGAAAATTTCTATGCATTAAATTATGATGTTTCCGACTGGGATGATATACCCGTACCTTCAAACTGGGA -GCTGCATGGGTATGGCAAACCGGTTTATACCAATATTATATATCCATTTAAGAGGGAAGGAGTCGGATCG -CACTATGAGATAGAGGTAGCGGAGGGACAGGTAGAGCTTAATGCACCTCTGGTACCTGAAAAAAACTTGA -CAGGCTGTTACCGAACCGATTTTGAAGTGCCGGATTATTTTGAAGGAAAGGATGTATTTATAGAATTCGG -AGGTGTAGAGTCCTGTTTTTACCTTTGGGTAAACGGTACGGAAATAGGCTTTTCCAAGGATAGCAAGCTG -GATGCTTCCTTTGATATCACACATGCCGTACATAGTGGAAAAAATGAACTGGCAGTAAAGGTACTACAAT -ACTGTGACGCCTCGTACCTTGAGGATCAGGACTACTGGCACTTGTCAGGAATATACCGGGATGTGAGAAT -TTATGCAAAGAACAAACAACGGCTGCTTGACTACAAGGTAGAAACTCTGTTTAAGGACAATAATTTTAAA -GAAGCCGAACTGAGAGTAATGCTTCAGCCAAATAATAGAGTCAGGGGTTATGGAGAATCTTATGTGAGAT -TGAGTCTTTATAACGCTGAAAATGAGTTGGTGACTGCTTTTCAGAGTCAACCCTATGCCAAATGCGGAGT -ATATCTGGAGTCTAAATTTACTGCTTTTCCGTCTGCATTTGTGAAAAATCCCCATTTATGGTCTGCTGAG -GAGCCGTATTTATATACTTTGGTTTTGGAGACGGTAGACAAAAACGGATGTGTCACAGATATTGAAAGTA -CAAAAGTAGGCTTCCGTAAAGTAGAAATAGGCAGGGACGGTGTGTTTTACCTGAACGGCAGGAGACTACT -GGTGCGGGGAGTGAATTTACACGAATTCTGTCCCGAAACTGGAAGATATGTTTCGATGGAATATATGAGA -CAGCAGATTTTATCCATGAAACAGATGAATTTCAATGCCGTTCGAACCAGCCATTATCCCCATGCAAGTG -AATGGTATGAGCTTTGTGATCAGCTGGGAATATATGTTGTTGATGAGGCCAATCTTGAAACCCATGGTTT -TGGCGGACAGTTAAGTTCGTCCGCAGAATGGACTGCGGCATACTTGGAACGTGCTACTCGAATGGTACTC -AGAGATAAGAATCATCCTTCTATTATCATCTGGTCGCTGGGGAACGAATCTGGGGCAGGTGCTAACCATG -CGGCTATGTATGGTTGGATAAAAGAATATGACAAAACAAGGTATGTTCAGTATGAATCCTGCAACCCTGA -AAGCAATATTACCGATATTATCTGTGCAATGTATCCAGCAAAAGACTGGGTGGAGCAAAAGATGGCAGAG -CATGATGACCTGAGACCCTTCATAATGTGTGAATATGCCTATGCCAAAAGCAACAGCAATGGCAATTTTA -AACTATATTGGGACTTGGTGGAGAAGTATCCACGTTTCCAGGGCGGGTTCATATGGGACTTTCAAGATAA -GGCACTTGTAAAGCAGCAGGAAAACGGGACCTCAAGATATGTATATGCAGGAGCTTTTAATGAGGAGGTA -GTTGACCCCATAGAGGATATGTGTTTGAATGGAGTGGTGCTGCCGGATTTGGACTGGAAACCAGCTGCAT -TTGAAATTAGGAATTGCCAGGCCCCGGTGACAATCTTCCATGATGGAAGCACATATCCTGAAGCTGGTGA -CTATAAAATAAAGAATAACTATATGTTTAAGGATTTGAGTCATTTATACCTTACCTGGGAGCTACTGTGT -GACGGAAAAATCGTGGATAGAGGAGTTATAAAGCAGTATTTTACGGCTCCGGGACAGTCGGATATTCTGG -AATATGCCTTGAAACCTGAGAAAATATCTGGTGAAGCTTTTGTAAATATCACAGTCTCATTAAATGAGGA -TGTACCGTATGCAAAAAAGGGACATGTTATTTATGCATATCAAATCCCATTGCAGGAGTCGGTGTTAAAA -ATGCAGAAGGTATGTATTAACCATAATAAACTGACAATGCATGAAACTGCCGGAGAAATATTGATACTGG -GAGAAAATACTGAGGTTCGTTTTGACAAGGAAAGCTGTATATTCACAAAAGCTGTTTTTAACGGAATTGA -GAGCTTTTGGGGGGGCCGGGATAATTTTTACCGGGCTTCAACGGGAATTGACGAAGGGTGCAGGAATCCC -GGCGGCAATTACTCAACTGACTGGAAGGACTGGGGCTTAAATGATTTGAAAATAAAGGACATAAAAGTAG -ATACTGCTGTTTCTGAATCACAAATATTTATATTTACAAACGTGTCATACAATGATGATAAATTGATTGT -TTCCACACAGTACAGGATTGGCAGTAGAGGTATGGAGGTTGATAAAACCGTCATTAATAATTGTCCCGGT -GAGACAATTCCAAGAATCGGATTCTCATTAATGCTTCCGGAGGATAAACAGCAAATAACTTGGTATGGAA -GAGGACCTTGGGAGAATTACGCCGACAGAAAGGAAGCAGCCCTTATAGGGTGTTACAGCAGTACCGTCCC -GGAACAGTATACACACTATGTGAAGCCCGTGGAATGCGGCGGAAAAGAAGATGTGAGATACATCATTGTA -CAGGATAAGGGGGGACATGGCCTACGCGTTTCAGGCACCGTACCTTTCCATTTTGATATTCATGATTACT -CTGTGGAGGCCTGCGATAATGCAATGTATGAGCATGAACTAATAAAGGATAAATACGTACACCTAAATAT -AGATCATTTACATGCCGGCTTGGGCGGAGACAACGGCTGGTCAAAAAATATTCATACGGAGTACCGTATT -GGAAAAGGTTGTTATCATTATCAGATATTAATAGAAGTGGTTGACAATTAATTAACCGACAGTATGTAAC -ATCTCAAATATTTGTTTACATAAAATATTCCATTTGAGCCTAAAACATAAGTACAGGATTAGTTAAATCT -AAATAAAAGCGGAGACCTAAAGAAATGCAAATGCAATTCTTTAGGTCTCCTTTTTTGTTAAAACATCGCT -TTTGTATAGGACTTAGGTAAAAAAATTTCTATCAAAAATATTTGAATAAAGAATAAAGTTTTGAATATTT -ACATTAAAGATTTTTGGTGCTTAAATTAGACACAGATAGTCAATGAACACTTTCATTATACAATTTCATT -ATTAGCAGATTTATACTGCTGGAATAGGAGCTAGTTTGATGCAAACAACGAGAGGCATGGATGCACCCGC -AACTAAAAAGGCAACCTTCAGAAAAAGCGGTAGTTTTCTAAAACATTTTAAAAAGACTTGGCAGTTATAC -ACTTTATTACTGTTACCAATAATATTTTTAGCTGTATTTAATTATTATCCTATGTATGGGGCTATAATAG -CATTTAAAGATTATAATATAAGAGATGGAATATTGGGAAGTCCCTGGGCGGATAATTACGGGTTTGCAAA -CTTTATAAGATTTTTCGGAAACTACAATTTTATTGAGTGCCTGCGCAATACCTTATGGATATCTATATAT -TCTATAATTGTCAGTTTTCCGTGTGCAATTATTTTGGCTATAAGCCTTAACTATATTTTGAATGTCAGAT -ATAAAAAAGCTGTACAGCTTATATCGTATTTTCCTTACTTTATATCAACTATAATACTTGTTGGTATGAT -CAATATTCTTTTTAATACAAAGACAGGAGCCATTGGTAGCATTATTTACAGCTTAACGGGTACAAATGTT -CTGGCTAGTGCCTCGGCTTTTCCGTCACTGTATGTATGGTCGGGAATATGGCAATCGGTAGGTTTTAACG -CAATTATATATATGGCGGCATTATCTGGAGTAGATATGCAGCTTCATGAAGCTGCTACTGTTGACGGAGC -AACTATTTTGCAGCGGATAAGGCATATCGATCTTCCCGCAATAATTCCAACAGCTGTGATTTTGCTCATT -CTTAATGTTGGAGGTATTTTAAACATTGGGTACGAAAAAGTACTGGCAATGCAGAACCCTAATAATTTGG -GTGCATCCGAGATAATATCAACCTATGCCTATAAAATTGCACTGGTTGCATCAATACCGGATTTTGCCTA -TTCAACGGCGATAGGTTTGTTCCAGTCGGGGGTAGGTCTTATATTGCTGCTGCTTGTGAATAAAATAAGC -AGAAAGCTTACCACTGAAAGCTTATGGTAACAAATACAGGTGTTGATTGAGTTAATACAAATTTTTTATA -AAAGGTGGATTTGGAATGAAAACCAAATATTGTTTACAGGACAGAATATTTAATAAGGTAAATCATACTC -TTCTGGCTATATTTTTGCTGGCTGTGCTATACCCGTTTATTTATCTGATAAGCTGCTCCTTTAGCTCAGG -TGATGCATTGATGACCGGAAAAGTTAAGTTGTTGCCTGTTGAACCTACATTATTGGGGTATAAGACGGTA -TTTGCCTACCGTCCCATATGGAGCGGGTATTTGAACTCTCTTATTTATATGGTATCAGGAACTATAGTCA -GCGTAGTTTTAACTATTATGGCATCTTATCCGCTTTCAAGGGATGATTTAAAAGGAAAAAAGTTTTTCAT -GGGATATTTTTTATTTACCATGATGTTTAACGGAGGACTGGTTCCAACATATATGCTGGTCAAACAATTG -CATATGATTGACACCATTTGGGCTATTATATTGCCCACGGCTTTAAGTGCATATAATGTCATTGTTGCCA -GAACCTTTTACAGACAGAATATACCTTTAGAATTGTTGGAAGCTTCCAGATTGGACGGCTGTGACGATTT -CAGGTTCTTACTTAAAATAGTAATTCCATTGTCAAAGCCCATAATAGCAGTAATCAGTCTTTGGGTGGCA -GTAGCCTTGTGGAATTCATATTTCTCAGCATTGATATATTTGAATTCCGAAGAGAAATATCCTTTGCAGC -TTGTTTTAAGAGGAATTCTTATCATGGGAAGTGCAGATCTGTCACAATCGGGAGTTGATCCTGAAATAAG -GCTCAGAAACCAGTATCTTGGTGAAATGCTGAAATACGGTACTATAGTAGTAAGCAGTCTTCCGTTAATG -ATACTCTATCCCTTTGTTCAGAAATATTTTGTAAAGGGAGTTATGATAGGATCAGTAAAAGGCTAAAAAG -TGAATAATTAGAATATTTTCTTAAGAGCTCAAAGAAAATATTCTATTATTATAAAAACAAAATTAGGAGG -AAAGTCATGAAGAAGTTTATATCCAAAGCTATTATTTGTGCCACGGTTACAGCCCTGTTATTAACTGGCT -GCGGATCGGGGACTAATACTGAAAGCACTGCAAGTTCTTCTGCCGGAAACTCAAGTGTTCAGGCTCAAAA -GTCTGATATTTCATTTCCATTAAAGGAGAAAGCTACATTAACAGCATTCGTAATGACTCCTTACTCTGGT -GAAAACGGTGACTATACCAACAACTACGTTACCAACTACCTAGAGGAAAAGCAGAATATTAAAATTGATT -TCAAGTACTCCGTAACCGGCGATGACGGTAAAACCAAGCTGAACTTGCTTATGGCCAGCGGAGAAAAATT -GCCTGACATATTTTTATCAACGAAATGGTCCAAAGCCGAAACTATGCTTTATGGTAAGCAAGGACTGATT -ATACCGTTGAATGATTACTTAAAAGATGCACCTAACTGGAATGAATTAAATAGGGTTAGTCCGTTAAGAT -TGGGAGATATCACAATGCCTGACGGAAACATATATTGCTATGGAGACGATAATGAGTGCTTCCATTGTAT -GTTCCAGTCAAGAATGTGGATTTACAAACCTTGGGTTGATAAACTAATGGGCGGAAAAATGCCTTCCACT -ACAGATGAACTGTATACGTTTTTGAAGGCTGTCAAAGAAAAAGATCCTAACGGCAACGGAAAGGCTGACG -AGATTCCCTTCACCGGTAATATTGCTGCCGGAGGTTGGGCAACTGATCCGACAACCTTTATAACAAATGC -GTTTATTCAGAATAATAACATATTGTCAAATACAAACCCTGTAGTAGGGGCAGGATTTGTTGTAAATAAC -GGTAAAGTTGAATATCAGTTTACAAAAGACGAATACAAGGATGCCTTAGTATACTTAAACAAGCTTTATA -AGGAAGGCTTACTGGATTCACAGACCTTTACACAGAATGCGGATCAGCAGAAAGCTACTGTACAAGGAAC -TCCTCAACTGGCTGCCATGGCACCGGGAGGTTGGTGGCCGTGTAACACAGATGAACTTTTGAAGGAGCAG -GAAGGTTCATATCAAGATTGGGTGGTTTTAGAGCCTATAAAAGGACCAAACGGAGTACAGCTATCTGCCT -ACTATCCAACAAACTATTTCCAGAGCAACTATGGTCTAGTATCTGCTGACTGTAAAAATCCTGAACTAGC -CGTTAAATTCTTTGATTTGCTTGCATCACAAGAAATGACTCTTATTACACAAAATGGACCACAGGGTATA -GCATGGGATTATGTAACAGAAGGTACTTCAATTGCAGGCGGAGAAGCTAAATGGAAGAAAATACCTGCCA -AGAAGTTAAGAAGCAGCCAGATTCCGGATTATTCCGATGAAGGCTTGGATTTTGTAAAATATGTTTGGGA -TCCAGATGCAGTTATGACTCATAATACAAATGAGTTCAGACTTAGCCAGTACTGTGCTAATCCTGAGACC -AGCGTTGAGGCATTGTTGTATCAATGCGGTAAAGCATATTCAAAATACAAACCTGACGACGCTACAATGC -TTCCAAACCTCGCCTACTCGGAAGAGGATGCTAAGAAAATTGCCGACTACACAGTTTCAATAGGTAAATT -TGTAAATCAGGCTACTGTTCAGTTTATTACAGGTGACCTGGATATTAATACATGGCAAAATTATGTAGAC -AAGATTAATAGTATGGATTTGAAGGGATACCTAGCTATTCAACAAAATGCATACGACCAATATGCAAAAA -GTTTAAACAAATAGAAAAATATATTTATTTTCCGATAAAGCCCTTACGGATTTTGTAAGGGCTTTATTTA -AATAATTGTTCAAACGTATTTCAGTTTCAGATTAAATATGATTAAATATAAGTACCAATACCATAAACTA -GGCAGGTAGCCGATGAATAAAAAAAATATATATATCTTGCTTTGCTTTTTGTCCATTTTAATATTATTCG -GGTGCTCTGTAAAAAGTGAACCGGTAAAACTGTACTATTATTACTTCAATGCCTGCGGGGCATGTAATGA -AAGCGAAGAGTTTTATAATATGGCAGACTCTGTTTTAGAGGGTATAGACAAATCCGAATATGAGATTATT -ACAGTTAACACTTTTAAGGAATCAATGCCGGAAAGCCTTAAGCTTTTTCTGGAAGCCAATAGCATCAAAA -CTGAAGACGTCAGCTACCCTATGCTTACCTCCGGAAACAATTATATAACGGGTCTGGAAGATATAGAAAA -AAATATGAGAGAGCTTTTGCTAAGCAGCATCAATAAAAAGAGTTTTAATCAGGGCCAGGGAGGCCGGGAA -TCCACAGGGAACTCTTACAAACAGGAGGGTGCCTATAAAAGTGGACCGAGTAAGGCTGACAAAAACAGCT -CATATTTTGTATATTTCTATACTTCATCATGCAGAGATTGCAAAAATACTGAGAATTTTTTAAAGACCCT -TTCCAGTGGGTACAAGTTGAACGTTGGAGAAAAGGATGTAAATTCCCGGCTGGTAATAGATCATAAAAAT -ATTACGCAGGAAAATAATCTGGCACTGTTACAAAGTCTTTTTGAATATTATGATGTTCCAAAAGACAAAC -GTGAAGTTCCTGTTATGTTTTATTCAAAGGGATATATTAACGGATATGACAATATAAAAAAGAATATTGA -AAAAATAATAATTAAGGGAGAGGCTTTAAATTTTGACTATGACAGGCTAAGCAGGGAAAATAATATAAAA -AACCTGACACCCGAAAATATTCCGGGTATTTTCCTTACCGGCCTTATAAATGGCTTTAATCCTTGTTCTA -TATCTATGCTTTTTTTGCTTTTATCCCTTGTAATTTCTAAAAAGTCAAATATTTTAAAAATTGGCTTCAG -CTACGTAGCTGGTAAGATGGCAGCATATTTTTCATTTGGAATAGCTGCTTACAACATTATCACCATTGTA -GATTCAACGGCATTCAGAAATGTGCAATACGGTATAAGTATTTTCATGATTATAGTGTCATTGATATTGG -CATTATTGAATTTTAGAGATGCCTATTGGGCTAGAAAAGAAATGTATAAAAACGTAAAAATGCAACTACC -GGGCTCATTGAGGAAATATAACCACAGGATTATAACTTTTTTTGCCGAAAAAGCTGATTCAGGCTGGACT -GTTTTTTTTATTTTCATTTTAGGAGTTATAATTTCCCTCGGTGAATTTTTATGTACAGGTCAGATATATG -TTGCTACTATCGTATATCTTGCACAGAATACGTCAGGATTGGCAGGGATTACCGTCTTTTCATTCGTTTC -ATATGTATTAGCGGCTTCCTTACCATTAATTATACTGGTTGTCCTTATTAACAGGACAAAAAAATTATTG -CTTATATCAGAGTTCGTAAGAAAGTATCTGCCTGTAATAAAGGTTATATTTGGAGTTACATTTCTTATAT -TCGGCCTCATCTTTGTTACATATATTATTTAGCGCCTAAGTACACAAATCATGTTAAAACTTAATCAATG -GAGAGAGACAGCTATGTTTAAAAAAAGAAAAAACAAGGACCCCAAAATTATAGTATCTATTTTCAATAGT -GATAATGAGTTGCTGTTCAATGGGGAATTGAATTCAGTACCTATAAAAGAGACTGTAATCATCAAAAAGA -GCATTGAATTTTTTGATGATCACAACCCCTGTTATATACATCGGGGAGCTGTAACTGTAAGGTTATTGAG -CGAAATAGAAGCTTATCTGAAAATGCATAGAGAGGAAGATTTCACCGTTGGCCGACATAACGGAAGTGTA -GTTGATTATATTGATATAGACGGCATACACCGCATGGAAATTTCCTGATTATAATGAAAGACTCAAAGGA -GCATTCCTGTAAGTAAGAAAAATGGTCTTTGAAAAAATTAATACCCTCACGTAAAATATGAAATGTGCTG -AACACCACAAATGAAGGCACAAATCAAATAAACGGAGGGTAACTAATATGAATTGTACACAAAACAATAA -GTTAATGCAAATCACACCTGAAACAATGGTGGTTGGAGTAGATATCGGTAGCGAGGTCCACTTCGCCAGG -GCTTTTGATTTCAGAGGATTTGAATTTTCTAAAAGAGCATTTAGGTTTGAGAATACAAGAGAGGGTTTCA -ATGCCTTTGATATTTGGGTTACAGACCTGATGAAGAGAAATCAAAAGACAAAAACATTCGTAGGAATGGA -GCCCACCGGGCATTACTGGTATGGGTTTGGAAGTCACTTGCAGAACATGGGTGTAGAGTTTGGTATGGTT -AATCCTTACCATGTAAAACGCTCAAAGGAACTAGATGATAACACCCCAAGCAAGCATGACCGTAAAGATC -CAAAAACGATTGCAATGCTAGTCAAGGACGGAAGATATCTAATACCGTACATGCCTGAAGGTGTATATCG -AGAAATAAGAAATCTGATGGAATTACGCAGGCAAAATGTTGTGCAGTTGATTAGCATACAAAATAGAGTA -AAACGATGGTTAGCAATATACTTTCCTGAGTTTAGTACTGTTTTCAAGAAATGGACTGGAAAGGCGGCGT -TGCTTACACTGAAGCATTTTCCTACTCCACAGGCAGTAATTAAAACAGGTGAGGAAAAAATAGTAGCAAC -ATGGAAAGAGGAAGTCAAAAGAGCGGTTGGACATAAACATGCCCAGAAGCTCATAAAAGCAGCAGAAGAA -TCCATTGGACTAAAGCATGGTCTGGAATCAGCAGTTCTGGAGATTGAAACTCTTCTAGACGAATATATGA -TTCATGGTCACAGGCTTGAGCTGATAATGCAAAAAGTAGAAGCACAAGTAAAAGAAATTCCGAGTGCAAG -TATGCTTTTAGGTATAAAAGGAATAGGAATTGTAGCTGTGGCAGGGTTCTTAGGTGCTGTAGGAGATATT -AGTAGATTTGATGCTCCAGAGCAAATAGTAAAACTATTTGGGTTAAACCTAAGAGAAAACAGCTCTGGCA -AGCATCAAGGCAAAACAACAATAACCAGAAGGGGACGCTCTGACGGCAGATATGCCATATTTCAAGCAGT -ATTGCCATTAGTAGCTAGAAACCCTGAATTTAGGCAGTTGCACCTATACTACATTAATAGAGATAACAAG -CCACTTAAGAAAATGCAGTCAATAGTAGCCTTATGCGGCAAGTTGATAAGAGTATTTTATGCAATACTAA -AAACAGGTAGCCACTATGATGCTGAAAAGATGATGAACGATATTAAAAGACCAATGATGAAGGCAGCATA -GCCTACTGATTTGAGGACTATGCCATAAAGAATCTGAAACCAATGACTGCGAGTAACGGATATATGGTAA -GAAAAAGTGATGTTTAAAGTGTATCGATTAGTTTTAGAAGAGCATTGACAATTGAGAGCCGGGATAGTCA -GGTTGAATATTTTCCATTAGGGCACGACCCAGTTTAGGAGCATGACTGACATTCCACCTCTGGACAAGAC -AGGACGAAGGAATTTAGGGCATGACCCAGTGAGACATAGGAGGTTTGTCGCCAGAGACATGTGGAAGCCA -TTGGCGTGATAGCAAAAAACAAGCGCAGTCTAGCCGAAGGCTAACCAGTATAATCCAGTATTATACTAAT -ACAGAATATTTGTCCAAATAACGCTCTCGGGTTGATATGAAATTCTAAGATTAAGCGAGATAATACGAGT -AAATGAAAGATATTATAAGGAGGAATTATTAATGAAGCAAAAACTATGGTACAAATCACCGGCAAAGGAA -TGGAATGAAGCACTACCAATAGGTAATGGAAGACTTGGGGCTATGGTATACGGCTGTGTGAAAAATGAAA -ATATACAGCTTAATGAGGACAGCATCTGGTACGGTGATCCCATAGACAGAAACAATCCAGACGCACTGGC -CAATTTAGCTGAAATACGTAACTTCTTGTCAGATGGAAGGATTAAAGAGGCCGAAAAGCTAGCGGTTCTG -TCCCTTTCCGGAGTACCGGAGAGTCAGAGGCCATATCAGACTTTGGGGAACTTAAAACTAAATTTTGAGA -TTGATGAGAGTGACATAAGAGATTACTCTAGAGAGCTGGATATTGAAAATGCATGTGCTTCTGTCAAATT -TGTTTCAAAGGGAGTTATGTATACCAGAGAGTATTTTGCAAGTGCAGTCGATCAGGTCATAGTTGTTCGT -CTGTTTGCCGATGCCCCCGGCAAGATAAGCTTCACAGCCAATATGAGAAGAGGAAGGTTCCTTGATAATT -CTGGGGCTATAGATGGTAAAACCATCGGAATGTTTGCAAGCTGTGGTAGCGACAAGGGTGTAAGATTTTG -TTCAATGGTCAGGGCGGTTTCCGAGGGCGGGAAAGTCAATACCATCGGTGAAAATCTGATTGTTGAGGAA -GCCGATGCCGTAACTTTGCTTATTTCTACTGCTACCAGCTTCTATCACAAGGAATATGAAACACAGTGTC -TTAAATATCTTGACGGAGTAGAAGAAAAAACATATACAGAGCTGATGTCAAACCACATTGAGGATTATTC -TCAATTATACGGAAGAGTTGAGCTTGAAATAGGAAATGCTGAAGAGCATGACAAAATTCAAAGCCTGGAT -ACGGCTGAGAGATTGGAGAGACTTGAGAGCGGAAAACCCGACCACCAGCTAGAATGCCTTTATTTCAGCT -TCGGAAGATATCTGCTTATATCTTGCAGCCGCCCGGGAAGTCTGCCTGCAAATTTGCAGGGTATCTGGAA -CCAGGATATACTTCCTGCTTGGGATAGTAAATATACTATTAATATAAATACCGAAATGAACTACTGGCCT -GCAGAGACATGTAATCTTTCGGAGTGCCACTTTCCGCTATTTGATCACATTGAAAGGATGAGAGCACCAG -GCAGAAGAACCGCTAGGGTAATGTACGGATGCAGCGGTTTTGTAGCACACCATAATACCGACATATGGGG -AGATACGGCTCCACAGGATATCTACATTCCGGCAACTTACTGGCCAATGGGTGCAGCGTGGCTCTCACTT -CACCTGTGGGAACATTATGAATTCGGTTTAGACAAGGAGTTTTTGAAAGATGCCTATCCCGTAATGAAAG -AGGCAGCCCAATTTTTTCTTGACTTCTTAATCGAGGACAGTAAGGGAAGACTTGTAACAAGTCCTTCTGT -TTCACCGGAGAATACATATATACTGGAAAACGGTGAGAAGGGCTGCTTATGTATCGGACCTTCCATGGAC -AGCCAGATATTATATGCACTTTTCAGCGGATGTATAGAAGCTTCAAATATACTTGATACCGACATATCCT -TTGCGGAGAAGCTGATAAAAGTCAGGGACAGCCTCCCAAAGCCCCAGATAGGACGATACGGGCAAATTCA -GGAATGGTCAGAGGACTATGAGGAGGAAGAGCCCGGACACAGGCATATATCACATTTGTTTGGCTTACAT -CCGGGAAAGCAGTTCAGTACGAGGAAAACGCCCGAACTGGCAACAGCAGCCAGAAAAACTCTCGAAAGGC -GGTTGGCCAATGGCGGAGGTCATACAGGGTGGAGCAGAGCTTGGATAATTAATATGTGGGCCAGACTGAA -GGACGGAGAAAAGGCATATGAAAATGTTGTGGACCTTTTGAAAAAATCCACTTTGCCAAATTTGTTTGAC -AACCATCCGCCATTCCAGATAGATGGCAATTTCGGAGGTGCTGCAGGTATAGCGGAAATGCTTTTGCAAA -GTCATGAGGGCGGTATAGAATTTCTCCCTGCTCTTCCGGGTGCCTGGAGTGAAGGAAGGGTAAAAGGCTT -AGTTGCCCGTGGGAATTTCGAGGTGGAAATGGAATGGAAGGACGGCAAGCTCAACCGTGCCACTATCCTT -TCACGCAGCGGCGGAAACTGCAAGATATTCACTTCACTTAAATATCGGGTGACAAGTGACGGAAAACCTG -TGGATACTGTACAAGACGGACAAGTTATGTCTTTTACTACCACTGAGGGTAAGAAATATGTAATTGAGTA -ATTTGAATAGAAGTTGGTTGAATTATATAGTTTTATTCGTACGGCAAGGCTCGTGTAGAGATGATTTTAT -ATCTCCGAGCCCTTGCCGTTTTTTATTTTGTATAATGATATGATTAGTATAATAAAGTAGAGATGCAATT -TACAAGAAGGTATTTATATATGTTAAGTAGAAGAAATAAATGGCTTGATGAATTTGATAAGAAACAGGAG -GAAATGTGTTATGAAAATTATCGAGCTTTGTGACCTGCTAGAGATACAAAATGAAGTTCAGGAAAAGGTA -ATTGAGTATGAGAAATGTATAGATTTTAAAGGTATGGAACAGGAATTAGAACAAATGAAACACCCAGAGC -GTTGGGAGGATGCACTTGGGAGCTTGAAAGGTTTATTGGGACCTGATGAGGATGGAATGAAAATATTAAC -CTGCCAGTTGCGTTGTGTATGTGATTCTTATGCTAAATACGAGGAACTTGGGATATCAAAAGAAATATTT -ATTGCTACAATGAAGTTTTTTACGAGATTTCTGCAAGATCATAAGGATAGACATGGAAGCTATTGTTATA -TCTGGGCATGGTGGACTGTTCGTCAGATTTCTATGGTGCAGTATCGGATTGGAGAGCTTGAATACGAAAT -GAGAATGGAAAATGATAAGCCTTTGATTGATATTCATATTCCGGCGGATGCTGATATGACAACAGGGAAG -CTTAGGAAATCCTATGTAGAAGCATTAAATTTTTTTAAAAAGTATTATCCCAATTATACAGGTGCTGATA -TGGTTTGCAGTTCATGGTTACTCGTTCCAACATTAAGGAATGTTTTGTCAAGGGACTCCAGAATTTTGAA -ATTCCAGAAATCGTTTAAAATTAAACATATTGAAGAGGATAGATTAGATTTTATGGATTGGATATATGGA -AGCAGAGAGATTCCCTTAGAGGAATTGCCAGAAAATACTTCCTTGCAAAGAAATCTTAAACCTTATCTGC -TAAATAAAGGTAAGATAGGGTGGGCTTGTGGAAAGTTGATTTCCAATCCCTTTATTGAGGTTTAAATACA -TCTAGTTTAGGGAAAGGGAACCATAGATTTGATAGTATCTATATAAGAGGCAAGGCTCGTGCTGAGATGA -TTTTATCTCTCCGAGTCCTTGCCGTTTTTTATTTTATATAACTGTTAACTACATGTATCTATGATTTATA -CAATAAAGAAATCCAGGTACAAATTTGAATATTGCTAAAGTGTAAAAACAATATTGAATAGTAATGTCGA -GATAATGCATCCATAAGACGAGATAAAAATTCAAAGAATAATTAGGTTAGACTTAGTCCAAAATATATGG -GGATAATCAAGAGATTAAAAAAGGAGCTCTTTATGACTACGCAGGAATATCAAGGTAATGATAGATTACT -GCTGGGTATGGTTTTAGGCGTTATTACTTTCTGGCTTTTTGCACAGACAACTTTAAATATCGCCCCAACC -ATGCGTACGGATTTGGGTATTGATGTCAATAATAGCAATATAGCTGTCAGTATAACAGCTCTATTCTCGG -GTATATTTATCGTGGTCTTTGGTGATTTGGGTGATAGATTTGGCCGTCTGAAAATGACAAAGATAGGTAT -CATTCTGAGCATACTCGGCTCACTTTTGATTGCTGCATCTCCTAGAGGAACCATAATTTTTTTAATGACA -GGACGTATTATACAGGGTCTTTCGGCGGCGTGTATTATGCCGAGTACCTTGGCTTTGATTAAAGCTTATT -ATCAGGGTGCCTCAAGGCAGCGAGCTATCAGTTTCTGGTCAATTGGTTCTTGGGGCGGATCGGGTTTTTG -CTCACTTTTCGGAGGAATTGTTGCATCTACTATTGGGTGGCGTTGGATATTTTGGTTTTCGATTCTTATA -GCAATAGTTAGTTATTTATTGATCAGAGAAACACCTGAAAGTAAGAAATCAGTCACCGATAAAGTCCAGG -GTTTTGACTTTTCTGGGGTTCTTACTTTTATGATCGGTATGGTTGCCATAAATATTGTGATTGGGCTAGG -GGCCAGAATAGGTTGGTCAAGCTCTGTCATATTAGGCCTCGCCGTACTGGCTGTAGCTGCACTATATGCA -TTTTTCAGGATTGAAAGAAGCAAAGAAAACAGATTTATTGACTTTAATTTATTTAGCAATAAAACCTATA -CCGGGGCCACAATTTCAAATTTTTTGCTCAATGGAGCTGCCGGTACGATAATAGTTGCTTTGACAGTAGT -TCAGCTAGGAGCAGGGCTAACTTCTTTTCAGGCGGGATTGCTAACGATTGGATATTTAGTTGCCATTTTA -CTGACCATCAGAGTGGGTGAGAAACTGCTGCAAAGGTGGGGGGCTCGCAAACCCATGGTTTTAGGCTGTA -TTATTACAGGTGCCGGAATTTTATTGACTTCATTTACCTTTGTGTTAGCTCAACAATACATGATAATCGC -TACAATAGGCTTTACTCTCTTTGGGATTGGCTTAGGTTTCTATGCAACCCCGTCTACCGATGCTGCTTTA -TCTACAATTCCGACTGAAAAAGCCGGTTCAGCTTCTGGAATTTATAAAATGGCATCTTCCCTAGGTGCTG -CACTTGGTGTAGCTATTTCAGCAGCATTATTTACGGGACTCAGCGATAGAGATGTTCATTTTACTCAAGG -GATTTTCTGGGGACGCACTAGCAATATTTCAATCCGTTATGCCGCTGCGATTGCACTGTTGTTCAATCTG -GGTATGCTATTGGTAGCAATTATTTCAATTATGATGACTGTCCCGGCCGGAAAGTCAGAGACAATAGAAT -AATAAAGTAAACGAGAAAATTTATAAAAAATAGAAAGGTAGTAAAAAAATGTTAAGCATATTAGATAAAG -CTAAATCCATTGAGGAATATATTGTGAACTTCAGAAGAAGTTTACATAAGGAACCTGAATTGAGCGGTCA -GGAATTTAAAACTCAAGAAAAAATCATGGTGGAATTAGATAAACTGGGAATAGATTATCGTAAAGCAGGT -AATTCTTCCTTGATAGCTGAATTAAAAGGAGGCAAAAGCGGAAAAACAATAGCTCTGAGAGGAGATATAG -ATGCTCTTCCTATACAAGAGGAAACAGATATTGAATTTAAATCCGTAATTCCGGGGGTAATGCATGCTTG -TGGACATGATGCCCATGCTGCTATGCTTCTTGGGGCTGCGAAAATCCTATCTGAAATGAAAGATGAACTA -TCTGGTGAAGTGAGATTTTTCTTTCAGGAAGAGGAGGAGACATTTTCAGGTGCGAAAAGAATAATCGAAG -CTGGCGGAATGGACGGCGTTGATGCTTGTTTTGGTATGCATGTATTACCGGTTATTGAAACAGGAAATGT -AAATGTTGTTTCAGGGTATAGGTTATCAGGTTGTGACACTATTTATGTTAAGTTTCAAGGAATATCGGGC -CACGGGTCAGCTCCGCACCTTGCAAAGGATACAATCCATCCAGCTTGTATTTTTGTCACGGATCTTCAGG -GAATTATAACTAAGAATGTTAATCCCCAGGAACCCGTAATACTTTCTGTTGGAAAATTCAACGGCGGAAC -CAAGGCAAATATCATTTCTAAATACACTGATATTGATATTTCGATGAGATATTTTAACACCAATGTTCGG -AAAATTGTTCATGAAGCCATAAAAAGACATGCAAAAGCTATTGCCGATGCCTACGAAATTAAAGTTGAGG -TAATCATCGAGGAAAGCACTCTTAGCCTTTATAATGATGAAGATTTATCAGTGTTGGCTGAGAAGTCTGC -AACAAAAGTTTTTGGTGAAGGACATATTTTACCTGTGAGTAAGCAAATGGCTTCTGAGGATATGTCTTAC -TATTTTGAAAAGGCGAAAGGCGTTTATGCTATTTTGGGATATAAAAATGAAGATAAGGGTTGTATTTATC -CTCCGCATCATGAAAAATTCAAGCTTGATGAAGACTGTTTAAAATATGGTACAGCTCTGCATGTACAATT -TGCTCTTGATTTTTTGAATAATTAACTCCATATAGAGAGTGTATTAATGGAGGAAAAATGTTTTTACTGA -ATTATTTTGAAATAATCGGTACCGTTGCTTTTGCTATTTCAGGTGCCGTAATAGGAATTGAAAAAAAGCT -TGATATATTTGGAATAACTTTTTTAGCAATTGTAACATCCGTAGGCGGCGGTATCTTTAGAGATATAATA -ATAGGCAATACTCCTCCGACTGCTTTTGTTAATCCTACGTCTTCCATAATAAGTATTTTCACAGCACTTG -TAGTCTTTTTTTTCTATGAGAAAAAAAGTAAGTTTGAAAAAATAATAATAATATCAGATGCATTAGGACT -TGGGGTGTTCACTGCTATCGGTTGCAGGACTGCAATTATCCGTGGTGCGGATAATGCCATATTTGTAATC -GCTATGGGACTAAGTACAGGAGTTGGTGGAGGCATGATCAGGGATATTCTTGTAGAAAATGTTCCATTTG -TTTTAAAAAGAGAAATTTATGCACTGGCATCAATAATAGGTGCTCTGTGTTTTTTCTTTTTCTATAGTTA -CTTTCCGGAAATAATATCATTATATCTTTGTTGTGCAATTATCTTTATCATTAGAATCACGTCGGTAAAA -TATAACATAAATCTCCCTGCATTTAAAAATTGGAAATAGTAACAACAATTAATGGCGTCTGAAAAACACG -TCGAGTAAATTAATTCATTTTACATTGATACAAAATAAACAAAGTAATTTTGGTTATATATCAATCAACA -TAAGCTAGCTATAGCTTGTTTATTAAATCACAAACTAAATATTTAGTAAAAGTAACTAAATTAAAAAAAT -AATTAGCAACAAATTTATATATATTGTTGACTTATTATTGTTTAGTTAGTATAATTTAATTAAATTAATT -AATACTAGCTAGTAACTTAATTTACAAATTCGTTTCAATTATTTAAAAAAATATGGAGGAACTATTTTAT -GAAGATGCACAAGATTTTAGTATCTACCATACTATCTGTAGCGATGTTGTTATCTATAACTGCATGTGGA -TCTAATGATGCGGGATCTGGTGATAAGGCACAGAGTACGGGTACTACATCTGCTGATACAAATAAAGAAA -ATAAAGGTACTACTAAATTAACAATGTGGCATATCCAGACACAAGAAAATGTTGCTGATATTATTGATGC -TTCAATGGATAGATTTGCAAAAGACAATCCAGGTTTTGAAATGGAAGCTGTCCCAATGCAAAATGACCCA -TATAAGACCAAACTTATCACTGCAATGAGTGCAAATGAACTCCCTGACGTCTTTATTCACTGGACAGGAG -GTCCGATGATCTCCTACATTGATTCAGGTGCAGTATATGATATAACTGAATATATGAATAAAGATAATTA -CAAGGATAAATTCCTGGATGCTTCTATACAGCAAGCTACTTATAAAGATTCCATTTGGGCTGTTCCTGTA -GAAAATGTATCTCCTGCCCTGATGTTCTACAACAAAAAGCTGTTTGCTGATAATGGCATTGAAGTTCCAA -AAACTCTTGACGAATTTGAAAAAGTAAGTGACACTTTTGTACAAAAGGGTATCATACCTGTTTCACTTGC -TAACAAGACAAAATGGCCTGGATCAATTGTATATGGATATGTTCTGGATAGAATAGCTGGTCCAAATGCA -TTTGCAGATGCAAATAACGGCGTAACTCAATTTGATACACCAGACTTTTTGGCTGCCGCTACAAAAATAC -AAACTTGGGCTAAAAAAGGTTATTTCGGGAAAGACTTCAACGGAATGGACTATGATGCCGGTCAAGACAG -ACAATTGTTCTACAATGGTAAAGCAGCCATGTACATAATGGGAGGCTGGTTCCTGTTTACTGCAAAGGGA -GAAAATCCAGAATTTGTTGAAAATGTAGGAGTAATGCAGTTCCCAGCAAACCCTGACAGCAAGGGTAAGG -CATCCGAATATATCGGTACAATGGGTGACAACTTCTATTCTGTATCCAAGAATTCCAAGAACCCAGAGAT -GGCATTCAAAGCTATTACATATATGCTTGATGATCAGGCTGTTAAGGAAAGGATTGAATCAGGAAAAATT -CCTCCTCTTAAAGGCATAACATTGACTGATGAAATCAGTAAAATTGTTTCTGATAGTGCATCTTCAGCTA -CAAGCATGCAGCTCTGGCTTGATCAGTATCTTGCACCGAACGATGCAGAATTACATAAAGATCAATTACA -AAAATTATTGGCTGGTTCGATCACACCTGAACAATATAATAAAAGTATGACGGATGGCGTAAAGAACAAA -TAAACCACTTTCGATTGAATGTAGTCTATGATAATACAGGTGTTCGGAAGGACATCTGTATTATCAAAAT -ATTTTAGAAAATGAGAGGATAACATATGGGAGTGAAAAGACGAACCCTGGAAAATGAGAGAAAACGGTCA -ACAGCTATCGTTGCAACTCTTTTCCTTTTACCGGTTGCATTTTTCTTAATAGTTTATATTTTTCGCTCAG -TAATATATACATTTAAACTAAGCACTCTTGATTGGAATGGGGTAAGCCAGTCAACTGATTATATCGGAAT -TGGAAACTGGTTAACACTTATAAAAGATGAGACCTTTTTTACAACGATAAAAAATAACTTAATTATGGTT -GTAGCCTGTCTGATAATTCAGATGCCAATAGCTTTAGTTTTGGCTTATTTACTAGATTGGACCAATTCAA -AAGCGAAATTCCTTAAGTCTTTATACTTCCTTCCTTTATTAATGAGTTCAGTTGCGTTAGGATTTCTTTT -CAAGCAATTACTAGATTCTAATTATGGGCTCGCAGGGGCTGTTATGAGTTTCTTTATGGATAGTCCGTTT -AACTTGCTTGGCAATGAAAAGACTGCAATTTGGGCAGTCATAGGTGTTATCTGCTGGCAATACATACCTT -TTTACATGGTTTACTATTTTGCCGGACTGACTTCAATATCACCGGAATTATATGAGGCAGCTGTAATAGA -TGGTGCAAAACGTCATCAATATATATTTAGAATTTCTCTACCAATGTTAAGTGATACAATCAAGGCTGCT -ACAATCATGTGTCTGGTAGGTTCATTAAAATACTTTGATTTAATATATGTAATGACTGAGGGTGGTCCGT -CTGGAAGCACCGAGCTGATGGCTACATATATGTATAAAAATGCCTTTACCCAGATGAAAATGGGGTACGG -CTCTACTATAGCGGCAGCAATGTTTATCATAATAACAACTATATCACTTTTGACATTTAAAATGATGAAT -ATTAAGGAGGAAAAATAAATATGATAAAGATAAAAAGGTTTTCCTTCGCAGCGGTAGTAGCGATTATTTT -TGCCGGTGTATGGGCATTAGTAACGACATTCCCGTTTTTATTCATGGCTTTTACATCATTTAAGCAAACA -AATGAACTTTTTCAAGGCCCTACAATTTTTGCTTTACCTAAATCATTGTATTTAGATAACTATACAGAAA -TTTTAACAGGAAATTTCTTTATATATTTTAAAAACAGTATACTTGTATGTGCGATTGGTCTGATACTTTT -GCTGGCTTCGTCAGCAATGGCATCCTACGTATTTTCAAGACTGAAATTCAAAATCAATAAGGTATTATTT -GCAATTGTAATTGCATGTATGGCTATACCAATTCATGCGACCTTGATACCTGTATTCCTTTTGACTAAAG -ACGTTAAGCTTTATGATAACATTATTGGTCTGATTGGTCCCTATGTCGCATTTAATATTCCTGTTTCGGT -ATTTATTTTGACAGGATTTATGAAGGGTATTCCGGTTGAACTTGAACAAGCAGCAGATGTTGATGGTGCC -GGTAAAGTCAGGACTTTTTTAGAGATTATATTGCCTCTATCCATGCCGGGATTAGCAACACTGGCCATAT -ATAATGGTATAAATATGTGGAATGAGTTCGTTTATGCATTTGTATTAACCTCATCTGTAAAAAGCCGTAC -ACTTCCACTTGCGATTTGGGAATACCAGGGGCAATATGGAGTGGATATACCAATGGTAATGACAATCCTC -ACTTTATCAGCTTTACCTATGATTATTGTATTTATTTTCTGCCAGGAGAAACTTATAAAAGGTATGATGG -CTGGAGCTGTAAAGGGATAAGTATATAATAAATAAATTACACAGGGAGGCAAAAATGGTTAACGATAAAA -AGGTATTTGCTAAATATTTTGATCATACAATTTTAAAAGCAGATGCTACCGAAGAACAGGTAATAAATCT -ATGTAATGAGGCATTAGAGTACGAATTTGCATCAATATGTGTAAATTCATGTCATACAAAACTAGTTTCA -GATAAATTAAAAGGTTCTAATGTAAAAACCTGTGTTGTAGTGGGATTTCCACTAGGAGCAATGTCTCCGC -GTTCTAAAGCATTCGAAACCAAAGACGCGGTTGAAAGTGGTGCACAGGAAATTGACATGGTAATAAATGT -AGGTGCTTTAAAAGCAAAGAATTATGATTATGTTGAGAATGATATAAAAGGTGTTGTAGAAGCTGCGGGG -AAAAAGGCAATAGTAAAAGTAATTATTGAAACATGCCTTCTTACAGATGATGAGAAAGTAAAAGCATGTG -AACTTTCAAAGAAAGCCGGTGCTGATTTTGTTAAAACTTCTACAGGTTTCAGTACAGGTGGTGCCACAGA -AGAAGATGTAGCTTTAATGAGAAAAACCGTGGGAGAAAGTGTGGAAGTGAAAGCTTCCGGTGGAATCAGA -GATTATGAAACAGCGGTAAAAATGATTAAGGCCGGTGCATCTAGAATTGGAGCAAGTGCATCTGTAGGAA -TTGTTAAGAATAGTCAAAAATTATAAACGAGGTATAATTATGTCAAATAAAATGAGGGCAGTTCAATTAT -TTGCACCGGGTGATGTTCGTTGTGAGTTAATAGATATACCTGTAATATCGGCTGACAATCAAGTGATTAT -AAAAGTAGAAGCATGCGGTGTTTGTGGTTCGGATATTCCAAGAGTAATGAGTAAGGGAGCTTATAGATAT -CCTATTGTAATCGGGCATGAATTTTCAGGTGAAGTTGTAGAGGTTGGTACAAAAGTAAAAAATGCAAAAG -TAGGCGATAGGGTCACTGCTATGCCATTAGTTAATTGCAAAGAGTGTGATTACTGTAAAATCGGACAAGC -TATCACATGTGATAATTATGATTATTACGGCTCACGCATAGATGGAGCCATGGCGGAGTACATTGTAGTC -AGTGAAGAAAATATTATACATATCCCTGATAATGTCAGCTACTATGAAGCAGCAATGACAGATCCTGTTT -CAGTTGCTCTTCACGCTGTTAGAAAGGCTGAAATTGAGGCTGGTCAGACAGCAGTCGTATTCGGATTGGG -TGCTATTGGGTTTATTACCATACAATGGTTAAAACACATGGGTTGTCATAAAGTAATCGCCGTAGATATA -ATAGATGAGAAATTGGATATGGCGAAAAAACTTGGAGCAGATTTATGTATTAACGGTATGAAATGCGATG -TAGTCAAAACAATTATGGAGTATACAAACAATAAAGGGGCAGATTCTGCTATAGAACTGGCAGGAAGTAC -TATTACCCAAGTACAGGCGATTGATTCTGTCAGAAAATTAGGGACAGTTGTATTCTGCGGGATAGCATAT -AATGATTTGGTTATACCAAATAAATCACTTGGAAAAATTTTGAGAGGTGAACTGAAGATAAAGGGCTCGT -GGAATTCTTCAATTGCCCCATTACCGATAAATGAGTGGAAAAGTGCACTTATGTTTATAGAAGAAGGAAA -GATAAAGCTCAATGAATTGATCACTCACGTAGTTTGTTTGGAAGATTGTCAATCAGCTTTTGAAATGATG -TACAACAAGAAGGAAATGTTTACAAAGGTCATTTTTGATCCTAACAAAAAGCAAATTTAAGGAGGTGATT -TGATGCTATCTTATGTTTACCATACGGATAAAACATTGGAGCTAAAAGATGTACCTAAACCTATGTTGAA -TGGAGAAGGCGCCTTAATTAAAACTATAGCATGTTCAATATGCGGAACTGATGTCAGAACCCATAGATTT -GGAAGTACAAAAATAGATGAGGGCAGGATTATAGGACATGAAGTAGTTGGTGAAATAATCGAATTGTCTG -AGTCCGTAAAAGATTTCGAAATTGGTGAACATGTGGCTGTTGCTCCTGCTATTGGATGCGGTATTTGCTA -CAGCTGTAAGAATGGAAAGACCAATATGTGTGAGGATTTGAAAACTATAGGTTTTCAGTATGATGGTGGG -TTTGCTGACTATATGGTTATTCCCTTACAGGCATTTAAAATGGGAAATGTATATAAGCTGCCCGAGGTTA -AAGATGATTCAGTATTTACTTTAAGTGAACCGCTGGCTTGTGCTATAAATGCACAATCGTATTTGAATAT -TAAACAAGGGGAAGACGTAGTTATATTTGGCTCAGGTATAATCGGATGCATGCATGCGGAGTTAGCATTG -TATTCTGGTGCAAAAAATGTAATTATTATTGAAACCTCATTTGAAAGGATTAAGCAAGCGAGTAAATTAC -TTAAAGATGTAATATTTATTAATTCGGCTGAAACTGACATTTTTGCTGAAGTAAGCAGACTGACAGATGG -GAAAGGTGCAGATGTGGCTATAATAGCTTGTTCAGTCGGAAGTGCTCAGGCTGATGGTATGAAAATACTG -GCTAAGTGCGGAAGAATATCTTTGTTTGGCGGGCTTTCAGGAAATTCTACCGGGTTTATCGACAGCAATT -TAATTCATTACAGAGAAATAAGCGTTTTCGGTGTACACGCATCAACTCCGGAACAAAATAAACAAGCAAT -GGAAATGATTCATAGTGGAAAAATAAATGTAGAGAAATATATTACCGAAAGATATCCGCTTAAAGACATA -GAGAAAGCTTTTAAGGATATAGAAGATGGAAGAGTCATGAAGGCTGTAATAGTTAACAAATAGATTAAAA -AATAGTTTCGAAAGAGGCTCTTATTATGAGTAAAAAATATATTCTGGCTATTGATCAGGGAACAACATCT -ACTAAAGTATTAGTAGTAAATCACGACAGTAAAATTATTGACCGGGCTTCCAAGGATATAACACAGTTTT -ATCCACAGTCTGGTTGGGTTGAGCATGATGCAGATGAAATTTGGGAAACAGTAATGGACTGCTGTAATGA -AATTTTCGCTAGAAATATTGTAAAACCTGAGGAAATTGCTGCAATCGGGATTACCGACCAACGGGAGTCC -ACAATATTGTGGGATCGTGATTCCGGTAGACCTGTATATAATGCAATATGTTGGCAAAGCAGGCAGACAG -CATCCATTTGCGAAAGAATGAAGAAGCAGGAAGGACTTGAAGAATTAATTAATGAAAAAACGGGACTTCG -TATTGACCCTTACTTTTCAGCAAGTAAAATAAAGTTTATTCTGGAGAATGTCCCCGGTGTTCAGGAACGA -GTAAATGAAGGAAAGATATTGATGGGAACCATTGATTCCTGGATTATGTGGAACCTAAGTGGTAAAAAAT -CCCATGTAATTGATTATACAAATGCTTCTCGTACATTACTTCTTAATATTCATACTTTGCAATGGGATGA -TGAACTTATTGAAAAAATAGGAGTGCCAAAACAGATTCTCCCTGAATTAAAACCATCATCATGCGATGCT -CTTGCATTCACAGCCCCGGATGTATTTTTTGGTCAACAAATCCCAATATCCGGAGATGCAGGGGATCAAC -ATGCTGCAACTATAGGACAGGCCTGCTTTGAGCCGGGGATGGCTAAAAATACGTATGGAACATCAATGGC -TTTATTTATGAACATCGGTGACAAGCCATTAAAATCAAACTACGGTCTTACTACAGATTTGGGATGGGTA -ATTGACGGTAAGGTTCAGTATGCTTTTGAAGGAGTCGTATTTGTAGGCGGTGCAGTTGTTCAGTGGCTTC -GAGATGGTTTGGGTATTATAAAAAATGCAAGGGAATGTGATATTCTGGCTGAAAAAGTACAGGATACCGG -AGGCGTATATATTGTTCCGGCATTTGCAGGAATGTGTGCACCATACTGGGATGCTTATGCGAGGGGTACT -ATCATTGGACTTACCAGAGGTACTACCAAAGAACATATTTGCCGTGCAGCACTTGAATCAATGGGATACC -AGACCAGAGATGTAATTGATGCAATGGTTGCTGATACTGGTAAAGAACTAAAATCCTTGAGAGTTGATGG -GGGAGCAACAAAAAGCGAATTTTTGCTTCAGTTTCAGGCTGATATACTGGGAATTCCGGTTGAATTACCT -GAAATTACAGATATGGCGGCATTAGGTGCAGCTTATCTTGCCGGACTTGGTATAGGATTCTGGAAGGATG -TTTCTGAATTAAGGCAGCATTGGAAGATTAAAAAGGTTTACTATCCAAGAATGAGTAAGGAAGAACGTGA -TAGTTTGTATGAAGGATGGAAGAAGGCTGTTGGACGCTCTTTGGATTGGGCTGAAAAATAAATTCTCATT -GTTGATATAGAGGAGAGGCTTTATATGAAAAAAGTTCTGATTACAGGAGTGTCGGGTGGGCTTGGTACAT -GCTTGGCAAACGACTTTATTAAGAAAAATTATTACGTTTATGGGTATGATAAAACCTATAATGAAAAAAT -AAGTGTTTTGGAAACTGATTATCCAAATCAATTTAAATTTTTCAATACAGATGTAAGTTTAGACAGTGCA -GTTGAGGAAACCGCCAAAAAAATTAAACAGAACAGTGACACGTTGGATATATTAATTAATGCTGCTGCAA -TACTCCCGACTAATAGTGCGAATATCTTAGAAGACTTTGAAATATCACAGTCATTGGAGGTTTTCTCTAC -TAATTCACTTGGGCCTTTGAGGGTTGTAAAGAGTCTTTTACCGTTGATAAGGAAGGGTGAGGATAAATTA -ATAATAAATATATCATCCGAAGCAGGCAGCCTGGCTACACACTGTAATTATGTAAATAGATATGATTATT -GCATGTCAAAAGCAGCATTAAATATGCAAAGTGTTATTCTGCAGCGTTATCTGAAACCCGATGGAATTAA -AGTTCTGGCAGTTCATCCGGGTTGGGTAAGAACTGAGATGGGCGGTCTGGACGCCCCGATTCTACCATCG -GAATCGGCGGCAGGCATAGTAACACTTGCAGAAAAGTATATACACAAAACAGGTGAAGGTATATTTTTTG -ACTACGATGGAAATACAAGGGAATGGTGACACATTAATTAAATAAAATATATAGATTTTGGAGGGAATTA -GCTATGATAACCAAACAAAAACCAAGAATCGGATTTTTGGGCCTAATGCAGGGATTGTATGACGAATCAC -AGCCGGAACTGCCGAAAATGCAGGAGGCATTTGCCAGAGAAGTGGTTGAACAATTAAAAGATGTGGCAGA -TATTGATTTTCCCGGTCCAGCAAAAGAAAGAGAAGATATAGAAAGATATGTAAAATATTTCAATGATAAA -GAGTACGATGGAATAATGATAGTAAATCTGTTGTACAGTCCGGGAAATCGTTTAATACAGGCTATGAAGA -ATAATAATCTGCCAATATTGCTGGCTAATATTCAACCACTTCCCGATGTTACATCAAACTGGGATTGGAT -TTTGTGCACAACTAATCAGGGAATTCATGGAATACAGGATACAAGTAATGTTCTCATGCGTTGTGGTATT -AAACCGGCTATTATAACAGATGATTGGAAGGCTGAATCCTTTAAAGCCTACTTTGAAGATTGGGCATTGG -CTGCCAACACGCATAACAGACTAAAAAAGACAAAGGTTGCGATTTTCGGCCGTATGCACAATATGGGTGA -CATACTTGGTGATGATGCGGCATTGTGCAGAAAATTTGGTGTAGAGGCAAACCATGTAACAATCGGTCCG -GTTTATTACAACATGGAAGGATTGTCAGATAAAGAAGTAGATGCCCAGATTGAGGAAGATAAAAAGAATT -TTAAAATTGATCCTAATCTTCCTGAAGAAAGTCATCGGTATGCTGCACGTATGCAATTAGCCTTTGAAAA -ATTCCTTAATGATAACGGTTATGAAGGTTTTTCACAGTTCTTCAACATATACAAGGAAGACGGCAGGTTC -AAACAAATACCGATATTGGCAGGCTCCAGTCTCCTTGCAAAAGGTTATGGTTATTCGGCGGAAGGTGATA -CAAATGTACTTCTCATGACTGTGATCGGTCACATGATGATAGGGGATCCTCATTTTACTGAGATGTACTC -CCTGGACTTTGGTAAGGATTCAGCAATGCTAAGCCATATGGGAGAAGGCAACTGGAAGGTTGCAAGGAAG -GATCGCGGAGTGACACTGATTGACAGGCCTCTTGATATTGGTGGTCTTGGTAATCCTCCGACACCAAAGT -TCAACGTAGAACCAGGAACAGCTACCCTTGTTTCCCTCGTTGCAGTAGAAGGAGAAAAATACCAACTAAT -TGTATCAAAGGGTACTATCCTTGATACTGAGGACTTGCCAGATGTTCCTATGAACCATGCTTTTTTCAGA -CCGGATTCCGGCATCAAAAAGGCTATGGACGAATGGTTAGCTAATGGTGGTACACATCACGAAGTACTAT -TCCTGGGTGATTTTAGAAGACGTTTTGAATTATTATGTAAAATTCTTGACATAAAATATATTGAAGTGTA -ATATCTGTATGTATATTGCATAGATACTAATAAATGTAACCAAAAGGATGTACTGTCGTGAATGATAAAT -ATAAGTTGATGGTTGATGTTTCTAAAATGTACTATTATTTTGGCATGAACCAAAAGGAGATAGCTGAAGA -ACTAGGAGTTTCACGCGGTTATGTGTGCCAACTCATGGAACAGGCACGAAAGTCAGGAATAATTGAGTTT -AAAATAAAGGATGTAGCTAAAGAAGAAAAAGAGATTGAGTATCATTTACGATCTAAATTTAATCTGCAAA -AGGCAATAGTTGTTCCAACATTGCCCAATGCAGATCCAAACCAGTTAAATCCTGAGGTGGCTGATACGGC -ATGTAAATATTTGGACACTATAATAGAAAGTGATATGGTCATAGCTTTTTCCTGGGGATGGACGATATTC -CAGGTTTCATCGAATATGGTTAAGCATACCGATATTAAGAATGTTACCAGTATTCCTCTTAGCGGAGGGA -TGACTAACCTGCAAAAGAAGATCTACGTTTCAGAGATATCCACTAACATAGCAGAAGCATATAATGGGAC -GCCACTTTTTATACCCTTGCCAGCTGTTCTGCAAAATGCTCAAATAAAAGAAGCTTTGTATAGTGATACC -AATGTAAGCGATGTTCTCAATAAAAGTAAGGAAGCTGACATTGCACTATTTACTGTAGGTAGCTTTGGAG -AACAGAATGTATTATACCGTGGTGGATATATCGATAACAAATCAATGAAAACACTTGTAAAAAAGGATGC -TGTTGGTGATTTGTGTGCTCATTTTATTAATGAATACGGCGAAATATGTGACAAGGATTTGGATGAAAGA -ACCGTAACAATTAATCTTAATGACTTTAGAAAAATTAAAAACAAGGTATGTATTGTAACCGGTTCACAAA -AAGTCAAGGCACTCCTTGGGGCACTTAGAAAGCAATATGTAGACGTCCTGATCACTGATGAAAGTACTGT -TAATGAAATGCTAAAAATGATTTAAAAGGAGTATGCTTTATGAAATTAATCGGAATAGATCATATTACTA -TTAACTGCACAGATATAAATGCTTCTTTCAGCTTTTACGAGGAAATATTATCCTTAAAACGCTTAAACGA -TGTAGATTTAGGTGATCATGTTTTGCATTACTATCAGTTACCAAATACAAAACTTGAGCTAATAGAGTAC -AAAGAGCCTCAAAGAACTATAATAGCAGGGAATACTGATACGGGGATATATCGTCATTTTGCGGTAGGAA -CCGATGACCTTATGGAAATCAAAAGAAGATGTGATGAAAAAGGATATAAAATAAATCTTCAGCCTACTTA -CATCCCTCAAATTGATAAAAAAGTAATGCTTATAGTAGATCCAAATGGTGTTGAGATTGAAATTATACAA -TTATAAAAATTATTTCTAGCAGAGAACTATCTATTATTAAAATAAAACAATTGTATCGGTTGGTTACTGA -TATTCAATCAAGTAGCCTTACGATAGAAATGGAGTTAATATGAACAAGGCGAAAATCGTATTAGACAAAG -ATTTTATAATTTCAAAAATAGACGAAAAAGTATTTGGTTCATTTGTTGAACCTTTAGGTAGATGCATATA -TGGCGGTATTTATGAGCCTGGACATCCTGCTGCCGATGAAAAAGGCTTTAGAAGAGATGTTCTGGAATTA -ACCAAGCCATTGAATGTTACATTAAATCGTTTTCCGGGTGGGAATTACGTATCAACCTTTCGTTGGGAAG -ACGGAATCGGCCCTAAAGAAAAGAGGCCACGTCGTGCTGAGGTTGCTTGGCAAAGTATAGAAACAAATCA -ATTCGGGATTAATGAATTCGCTGATTGGTCAAAATTAAACGGATCTGATGTAATGATGACAGTCAATCTT -GCAACAAGAGGCGTTTTAGAAGCAATGGATTGCGTGGAGTATTGTAACTTTAAGGAAGGAACTTATTGGT -CTGATCTGCGTATTTCTCATGGTTACAAAGAGCCTCATGGATATCGTTACTGGTGCTTGACCAATGAAAT -CGATGGTGTTTGGCAGGTTGGCCAGAAAACCGGAACAGATTACGGTAGAATAGCAAGAGAAGCGTCAAAG -GGAATGAAACTTCTTGATGAGAATATTAAAACGGTATTAGCCGGTTCTTCTTCACCGTCGCAGGATAGTT -TCCCAAGCTTTGATGCAGCCGCTCTTGAAGAATCTTACGAGTTTATAGATTACTTATCAATACATCAGTA -TATAGGAAATGCTAAGAATGATACACCAAACTACCTTGCAAAGCCTTTGATTACTGACAAATATCTTAAG -ACTGCAATCGCTACCATTGACTATATTAAGGCTAAGACCAAGAGCAAAAATAAAGTAAATATTTCATTTG -ATGAATTTAACACATGGCATTCAATTGCTGAGGAAGCACGTTTTAATAATAAGTGGCGGATTGCTCCTCC -TCTATTAGAAGATGAATATACATTAGAAGATGCATTAGCTCTTGGCGGTATGCTGCTTGCAGTACTAAAA -AATGCTGACCGTGTTGAAATTGCTTGTATCTCAGAATTAGTGAATTGTATTTCTCATATACGTACCAGAA -ATGGCGGGGGTGCGTGGGTACTGCCACCTTATTACACCTTCCTGTTATTCTCAAAATACGGTAGGGGAAC -ATCATTAGTTACTTCAATAAGTTCTCCGAAATATGACTCTACTGATTTTACTGATGTCCCTTATCTTGAT -GCAGCAGCAACAATGGATGACAATGGTGACGTTACTATATTTGCAATTAATAGGAGCACAGAGGAAACTC -TGCCCCTTGAAACCGAGTTGAGAGGATTTGAAAACTATAGGGTGGAAACTCATATTGTTCTTACGAGTGC -GAACCCAAAAGATACTAATACAGAAGAGTGTCCAAACTATGTTACTCCAAAGAATAATGGTGATGCACAA -ATAGACGGAAATAAAGTTTTAGCGAATTTGCCGAGACTTTCCTGGAATGTTATTCGACTCCAAAAAGTTA -AATAAAGTTTGATAAACTATCTTAGACAGTGATTCAAATGCATTAAAGGAGATGAAATAATGTCTGATTA -CATACATTTGCCAAGAAAAGATTTTAATGATAACATGCTAACTCGTATAGGCGATGACTGGATGCTGGTT -ACGGCCGGCAATGAAAAGGAAGGTTGCAATACTTTGACCGCATGTTGGGGTGGGGTGGGCAATCTCTGGC -ACAGGGATGCAGCATTCATATTTATTAGGCCAACGCGTTACACTTATGAATTTATTGAGAAAAACGATAT -GTTTTCACTTACATTTTTTCCATCAGGTTACAGAAAAGAATTGTCTTTATTAGGCTCGAAGTCCGGCCGT -GATGGTGACAAAATATCAGAAGCAAATTTATCAGTACAATATCTTGATGGAGTTCCCACATTTGAACAGG -GCAACTTATGCATTATATGTAAAAAAATGTATTACTTGGATTTTGAACCGGATCGTATTCCTCAAGATGT -AATTAAAAGATTCTACCCTGATGGAGATTTTCACCGATTCTATGCAGGGGAAATAATAAAAATATATACG -AAGTAAAAGCGTTAAGCTTTGATGTTAGAAACTATGCTGCAGAGGTTTACTCTGCAGCATTCTTTTAATA -TCAAATTTTTCTCCGGCTATCCGGGTCTGCCGTACGATAAACACAGTAAATCTGTAATTTTTTGCTAAAA -ATATGTTGACAGATAAATTTACAGAGCATATAATACAAAGTAATCTCTTTGCACTGCATTACATTCTGTA -AAAGGAATGCGAGTTCAACAGTACAAACTGAGCAGGCGATGGACCTTTCATAGAGGTACATGGGGCCGGG -CCACCCAGTGAGTGGCAGCAGATTGCAATCATGCACATCTGTGGGACAGTAGTATGTTCCACGGGTGTGC -TTTTTTAATACCTGACGGAACGACCTTGAATGAAGTGCCATAAGGGAAATTTACGCCGGTGATAAGGCGA -AAATGGAGGATTCTTTTATGACAAACAAAAGGCAAGTTATGGCGGGGTTAACTTCCGTCGAAGCAAAACG -ATTGCAGCAGCAATACGGCAAGAACGAATTTACCCCCCAGAAAAAGGATAGTTTTATTAGAAAGGTCTTA -CATATCATATGTGAGCCGATGTTTCTTTTGCTGATTGTTGCTGCTATTATTTATTTTATACTAGGTGAAC -CAAGAGACGGTGCAATAATGCTGATTTTCGTTATCGGTATTATCAGTATTGACGTTATTCAGGAGTGGAA -AACAGACAAAACCTTGAATGCACTTAAGGATTTGTCTGCACCTCACATAACGGTTATAAGAGATGATAAA -GAAACGGTGATTGCCAGTACAGATCTTGTGCCCGGTGACTTGATGATGATATATGAAGGTGTAAAAATTC -CCGCCGATGGTATCGTGGTCAAGTGTAATGATCTTTGTGTGGAGGAATCCTCACTTACGGGTGAAGCCGA -AGGCGTCTGGAAAATCACAAGCGGGAATGCCGATTCATCTAATGATTACTGGCGCAAGGATTATTGCTAT -GCAGGCACGCTTGTTATTCAGGGTACAGGAACTATATTGGTTGATAAAATTGGTGCGGAAACCGAGTATG -GTAAAATCGGTATGAATGTGGCAGCCGCTCCCAATGAGCCATCTCCTTTGCAGAAGCAGACAGGTAAGTT -GGTTAAAACTTGTGCCGGAATTGCAGGTATATTGTTTGCACTGGTGGGTGTATTCACCTATTTTAATATC -CCTGATCACACTTTCGCAGACAGAGTGGTTGAAAGTATCCTTTCCGGCATCACACTGGCAATGGCGATGA -TTCCCGAAGAATTCCCTGTTATTCTGACAGTATTTCTTTCTATGGGTGCATGGCGGCTGGCAAAGAAGCA -GTCCCTTGTCAGGAAGCTGCCGGCTGTTGAAACTCTTGGATCAGTATCGGTACTGTGTGTGGATAAAACA -GGCACAATTACTATGAACCAGATGGCGGTTCAGGAGGTTTGGTCACCGGACGGAAATGAAAACACTCTTA -TTGAGACAATGGGACTTGCCTGTGAATCAGATGCTTACGATCCGATGGAAAAGGCAATGCTTGCTTACTG -CGATAACCATGGAATTTCAAAGGAGGACCTCTTTAGCAGTGAGTTGATCAGTGAATATGCCTTTACAAAC -GAACTAAAAATGATGGGACACGTTTGGCACAGGAAGAACGGGATTGTGATTGCAGCAAAGGGCTCTCCTG -AACGGATATTGTCTATCTGCAATCTGAGTGATAAAGACAGAGAAATTACAGAGCAAAAAGTTGCAGAGAT -GTCCAAAGAAGGTCTGCGTGTGATTGCTGTAGCAATGGCATTACCAGAGTCAGAGGAGAATATTCCCTCG -AGTATTACAGAATGCCGCCTTAATCTATGCGGCTTAATCGGTCTTTCTGATCCTCCCCGTGAGAGTGTTA -AATCCGATATTGCGGTGTGCAGCAAAGCCGGTATTCGTGTTGTGATGATTACCGGGGACAATGGAATTAC -CGCCTCTTCAATTGCAAGAAAAATAGGAATGGAACACAGCGATAACATAATTACAGGTGATATGCTTAAT -GAAATGTCCGACAATGAACTGCGTGAGGCGGTCAAGTCAGTGTCTATTTTTTCTCGCGTTGTGCCGGAGC -ATAAGATGCGGATTGTTAAAGCATTTAAGGAAAACGGTGAAATCGTCGCTATGACGGGCGACGGCGTTAA -TGACGCACCAGCTCTGAAATATGCGGACATTGGTATAGCCATGGGCAAGCGCGGTAGTGAGGTTTCAAGG -GAGGCTGCCGATCTCATTTTGATGGATGATAACTTTACAACTATTATTGAAACAGTAAAAGATGGCCGGA -GAATTTATGACAATATCCGTAAGGCGGTTGGGTATGTATTTACTATTCATATCCCCATTGCATTTACATC -ACTGCTAGGCCCTATTCTGGGAATTGCACCTGCGGCGTTAATGCTTCTGCCTTTGCACGTTGTTTTGCTG -GAGCTTCTGATCGACCCAACCTGTTCTATTGTACTGGAACGACAGCCTGCTGAAACGGATATTATGGAGC -GAAGGCCGCGAAATCCGAAAGATAAGCTTTTGAACACGCGAACTTTACTGAAAAGTGTTATTCAGGGACT -TGTGGTTTTTGCCGCATCTTTCGGCACTTATTATACTGTACTTTGCGACGATCCTGCTAGTGCAACTATT -GCCCGTGCAATGGGACTTGCCATAATAATGTTCTCCAACCTGTTTCTTGTTCAGGTAAACAGCTCTGATT -ATGATTTTGCGGTTCAATCGATTATCCGTCTATCAAAAGATCGGGTTATGTGGGCGGTCAATATAGGTAC -ACTGCTAATGCTTGCAATTATTCTTTATACACCGCTTTCAGGTTTTCTGAAACTTGCACCGCTTACGGCA -GGACAGTTCTTTGGGTCAGCAGGTATAGCTGCTGTAGCAGTGTTTTGGTATGAAATCGTTAAGTTGATTA -AGAGGTTCCGTAAAAAATAGGCATACTGAAAAACAATTTTATTAAATAGAATACATAGTATTATATAAAC -TGGTAATTTCGTTGAGAACACTGTTCCTTACGAATTACCAGTTTTTTTATAAGGTAAATGAAGATAAAAA -GTAATGTATATATTATTTTGTAGATGATAAATATGGTGTTCTGCCTTACAACTTTCCACATAATCTTTCT -TAGCCATAATATCTATTATTTTTACAATAAATGGAATAACTTACAAATTACACTTGACGAATTCTACTGT -ATATTATAATATCGTATTGGAAAAAAATGAAATTATGTATATAAATGGTAAAAGTAATATTTCTGTAACA -AATAAATTCGTATAGATGGGTTATCTGCTTAAAGCATATGATTATCACCTGATTTAATTATTTCGGCTTC -AACATTTTATTCTGCTAATAATTTTTATATATTAATACACTTATTATGGCTAAGAAAAAAGCAGATGTTA -ATTTATTTTTATCTAATTGTTAAAATAACTGTAAAATATTGACGGTAGTGTATATTTATGGTAATATTTT -GAAAATGTAAGAAATACAAATTTGACAATGTTATTACAATAAATACATAAGAAATAAAGTTATATTTAAG -GTGGTGAAAGGAAACAAAATGGAAGATCAGAGATGGAATTTTCCCAGAAATGGGTTGAGCATGGACCAAA -TTAAGGAATATATGAACCCTGGCAGAAATTATGATTGCTTAGACAATGGCAAGGTGTTTCTCGGATATCC -GCAGACTACTCCCCACCCTATTGCTATTAAGACGTACAAGAATTATCTGCAATATAACGATAACCATGTG -GGGACATTTAGTAACAATAACACTGACTTGAATATATCCAGAAAAATGGAGAAACAGTTTATCGAAATGT -TAGGTGATTTGTATGGAGATATTGAAGCAGATGGTTATGTTACATCAGGGGGTACAGAGGGTAATATTAT -GGGAATATGGGTAGGAAAATATTACCTTGGCGGAGGGGAGACAGATAACCTTTGCCTGATAAAAACATAC -CTTACACATCAATCAATTGATAAGGCTTGCAGCTTAAACAATATTACAAACATAATTGAAATTCCATATA -ACCAAAATTTTGAGATGGATACCAATTTACTTAGAAATGAAATTGATTTTCAGATTGAATCCGGTAAAAA -CAGAATTATAATTGTTGCTACAGTAGGCTATACAATGACGGGGACAAGTGATCCCATTGATGAGATTGAT -AAAATAATACAGGATTATTCCAGAAATAAAGATGTCAGTTTTTATCTTCACGTTGATGCAGCTATTGGAG -GGCTTGTATATCCGTTTTGCAAAAAGGAAGATTTTGCATTCCAATATCCTAGTGTTAAGTCTTTAACTGT -TGATCCTCATAAAATGGGATATGTACCTTTTTCAGCCGGTGTTTTCCTTTGCAGACGCAATTTGCAGGAT -TGTGTTGCAATCCCTATAAAGTATGCAAAAACCGTTATGGATAAAACATTGGTCAGTTCAAGAAGTGCGG -CAGCAGCAGCAGCATGCTGGACAACCTTCAACTATTTGGGCATAGCGGGATTTGAAAAAAAAATAAAAAA -GCTTATTTCTATCAAGGAGTATTTAGTTGAAAAAGTCTTGGCTGATAAATTGGCTGTATTAATTTCCGAT -CCGGGGACTAATATGGTATGCCTGTACTTTGATTCTCTTGCTCAGGGATTACTGCCTGAATGGATTGAAA -AAAAGTATACCTTGGACGGATTTTTGTTGAAATGTAAAGACGAAATGATTATATGCTACAAGGTATATAT -CATGCCTCATGTTACTAAAAGAGCTATTCTTCAGTTTGTTGATGACATTCGAGCGTTAGCCTGCTAAAGA -GTAAAAATCGATTATTTTGTATATTGAATATTTTATTTGAATTTATAAAAAGGGGGAACTTATAATGCCA -GAAAAAACAGGACTGTCAATCCCGTGTCAATGGGATAAAGACAGCCTCATTGAGATTCTCAACTACGGGG -TAAGTAAAGAAATTGACATTAAGGAAGTGTACGGGACAGCGTCCTTTGAAAATCTGCCGCATGGAAGAGC -TTTTGAGGTTACCAAGCGAATCGATAAAAATGATGCACTGGAAATTAAGAAAATAATTTCAGAAAAAGGC -ATTACATTTGCCTATCTTATTAATGCACCGCTTGAATTGGATTCATACGAATTTTTAGAAAATGAACTGG -ATTGGATAGTAAACGATTTTAAGGCAGATTCGATTACAATAAGCTCTTTAAAGCTTATGAAGTTTGTTCG -TGCCAAATATCCCGATTTGAAAATTAATGTATCAACTATTGCCGGGGTTAAGACTGTTGAAGATATGAAA -CAGTATCTTCCAATCAATCCCAGCAAGTTTATAACGCATCATGATATAAACAGAAACTATAAGGATTTGG -AAGAAATTATAGAGTTTTTAAGGGAAAAGAATATAGACTTTGAGGTTATGCTCAACGAAAGCTGTCTGAG -GAGATGTGCCAGACGTGATGAGCATTATAGCACGCTTGGGAAAGGATGCGGTGATAGTGAATTCCATTTA -TGGTGTAACAGCTTAAAGGTATCGCATCCATATCAGCTTATCATGTGTAATTTTATTCGTCCGGAAGACT -TAAAAGTATATGAAGATAAAGGGATTAAACTATTTAAGGTAACAGGAAGGTCAAAACCATTGGGCTGGCT -CCAGGAAGTGGTAAGAGCTTATTTAAACAGAGAATACAATGGAAATCTGATTCGTCTTTTAGGGGCTGAT -CCCAAACTGGAAGCGGAACGGTGGATATATATATCCAATAAAGCGTTAGATAATTTTCTGGAAAATTATC -CTAAAAATGGAGACGTCGGAGAGGAAATAAGATATTGCAAAAATATAATTTTTGACTTATACAGTAAAAA -TGAATTTGCAATAAAAAATGATTTTATAAAGCCAGAGATAAAGGACAGGCAATTATCTTTCAAAATAGAA -AAAGATATTTATGCATGGAATTACTAATAAAGACAGGGGATATTTGAAAAATGGAAATTAATAATTTTGA -TTTTTTTAAAGTGGGAACGGTATTCAATCCTGTAAAGTGCTACAAAACACCGGAAGCAAAGGGAAGAAGA -ATAAGTATTCAGTACCCTTCCCGTCTAAATGCAATGGCAATAGATCCGAGCAAAATAGTAGAAAACAAAA -ATATGAAATACACTCCGGGTGAAATAGTATTTTCTACCCAGATTTTTTTAGAAATAGAAGTCAAGCTATT -GGAAAACGAAGAAATTATCGTATGTAACTCAGTTTCGGATAGAAAAACGGTTGTTGAGCATTCCTGCAAA -ATAATGAAGAAGGCATTGGGCTACACTGGGGGATTTGAAGTTAATGTGCAAAGTTACCATAATCTAAAGC -ATTGTGGTTTGGGGTCAACCGGTTGTTTACAAGCAGGTGTCGCAGCCGCAATAAATCATTTATTTGGCTC -GCCCATTGATGCCAATGACCTTATTCGATACTTGGCTCAGAATTATGGAGAGGAAATAGACGGCGACCCT -GTTCATTTAAATCCTGTTCAATGTATTGGTGGTTCGGCAGCCTCGGGATTACGTCAAGGTGGAGTATTGG -TGATTGCCGGCGAAAATACAGTTATAGCTGCTGCCGATATTTCGGAAAGCTATGAGGTTATAATCGGTAT -ACCGGAGGATTTTGATTTCGTAGATTCAAAAGCTCAATTTGAAGAAGAAAAAGAGAACCTGGACAAATTT -CTAGAGTGCGGTAAATGCCATAAGGACGAAATAGCTTACAATATACTACATTATTTTTTACCTGCTATGG -AGAGAGAAAACTTAAAAACAATGGGGGATGTCATCTACGATTATCGGTATAAAAAAGGAAGTATACAAAA -TTGTGCATATACATATCCGGGCTTGGTTGAACTGATGGAGCGATTGTCGTTTCTTAAAACAGAGGGCTAT -GTAGATGTTTTATCTATATCATCCGTCGGCCCTGCTGTCTTTGCCATTGCTAAAGACGTAAGCCGTTGTA -CCGAAGCCTTTAAAGAAAACTCTATGAGAATTATAAAAACTAAAATAAATAACTGTACTTACAAGGTACA -ATGCTTGGAGTGATAAGCATGAATTATATGAACGCTTATGAAGATTTGAGAAATGTTCCGGCCTATTATG -ACTATTCTTTAAGTTTTAATAGGGACGAGTCAATTTTAGAAATTCTCAAGAATATCCAAATGCATGAAGT -AGTTGAGATGCTTAACAGGTATCCTCAGCAAAGCTATTTTGAGTTCAAGGAGCTTTTGGGTTTAAGCCAT -CCGAAGATGACAGTTGTCCTTGGCAGCGGCTCTGAAGATTTAATATGGAGGATTAATAATTTTATTTTAA -GAAACAAAAAGGTAGGAGTAATTTTACCGACTTTTTATAGAATATATCAGACCTTACAAGAGCCATGCTT -TATAAATATACCCTACGATATCGATAATGAGGTATTGGATATTTGCAGTTTGAGAAAAGCAATAGATGAA -GGAAAATATGAGGCCGTGTGGATAACTAACCCTAATCCAATTACGGGAAAGGGATTTTACGCAAGTGAAT -TACTAAATGTAATAGAAGCTAATAAGGACACATTGTTTATTGTTGATGAGGCTTCAGTTGATTCGGTTAT -GGATATTGATAGGTTTTCGATGCTAAACAGCGGTTATTATTTAAAAAACTTAGTTGTAATAAAAACTTTT -TCAAAGTTTTATGGTTTGCCGGGGATGCGTCTTGGCTATGTTGCAATAAGTGATGAGCTTGCCGATTGCC -TGGAGAATTGGGGACAGGTATTTCCTGTAAGTAGTTTTAGCATCTATATGGCAAAAAAAATACTTGAACA -TAAAAAAATCTTCATGGATATCCGAAAAAAAATAAATCAAAATAGAGACTTGATGACTTCACTGTTAAAT -AGTTCTTCCACGGTTGTACCATATAAATCATTGACCAATACATTGGTTATCGGAGGTCGCAGCACTCAAT -ATAATCTATGGCAAATACTAAAAGGGAAGGGAATATTAAGCTTTTCATTAGATGAGGAAAAGGGAATGCT -CTTCTCAAACTGTGTAAGAATAACAATTCACAGCGGTAAGGAGAGTTTTGACTATCTGTACAATGGCATT -AAGGAGTTGCTGTGTGAACTAGAGGGCAATAATAGAGTTTATTCGGTAAATATGTAAACAACTCATTTTA -GGGGGTAGGGCTATTAATAAGTATCTTTACATAAGCGATTTGGATGGAACATTGTTAAGTAGCAATGCGT -GCATGCTGGATGAATCTATTTATAGATTGAATCGTATGATATGTGACGGTCTTATGTTTACGTTTGTTAC -AGCAAGAGATTGGTTAAGTTCAAGAGAAATTATGTCTGAAGTCAATTTGACATTACCTGTTTCAGTGTGT -AACGGAAGAGCGGTTGTAGATTTTCAAACAGGAAAAATGCAAAAGGGCTATTACATAAAGAGTGATAAGG -TGATGAAAATCATACAGACAGCTTATCAATATTCTCTATTTCCCAATATAAGTGTATATCATCAGGGGCG -TATTCAGACTTGCTATGTTGCTGTACATCAACGTAGTAATAGGGATTATTATCTGAACAGGCTAAAAATG -AAAGAAAGTATGACATTTCAAGTTCCATCTATTAATGAAGCAATAACTGAAAATGTTATTTCAATTGCTT -TTGTGGATTCAAGGGACAAAATAAGAAAATTTTGTGCTGCTTTTGATTATAAAAATCAAGAATCTCTAAG -TATTCATGTATACAATGATCCATTTGATAAAACCATAGAAATTGTAGATATATTATCCGATACAGCATCA -AAAGGTGTTGCTGCAAGTGATATAGCGAATTTATGCGGTATTTTTGCAAAGGAGCAGATTGTTTCTTTTG -GAAATGACGAGAATGACATAGAACTCCTTAAAGCTTCCGGCACAGGAGTTGCTGTGGGTGACAATTTGGG -TTTATTGGCTGAGTATACGGCTATTTGCTTGAATTACCAAGAAGGTTTGTCTGTTTTAGATTTTTTGGAA -CAGCATTTTTACAATAAAAACTATGAAAGAAAGGTTGTGATACAAAAATGAGTAAAAATACAGAAAGGGC -ACTGAATTATTGGAATAATTGTGACATAATTCATGAGTTTGCAAATGCTCAGGTGCCCCAATACTGGAAA -GAATTCTTTTTAGAAATTCTGCTTCCTCAAGAATGTAGTGTACTGGATTTGGGCTGCGGAGGAGGACGAA -ATACCCAAATGCTCGTATCAATGGGATTTAATGTCCGGGCATGTGATTTGCATCAAGGTATGGTAGATGC -CACCCGCCAAAGGATAAAGCCCTTTACTGACGGCCAAGATGCAGAAATGATTGTGCGACAAGGCAGTATG -CTGCGATTACCATACGAAGATAATTATTTTAATATTGTATTATCCAATGGTATTTATCATAATGCTTCTA -ATGTCGAAGAATTTGAGACGGCAATAAAGGAAACAGGACGGGTTCTGAAGGAAGATGGACAGTTATGTCT -GAATGTATTTACTGAGGAATATGTAGAAGCGAATTTACAAAAACAGCAGAAGCCATTTTTATATATTACT -CCGGATAATCTGGATATGGTTCTTCTTCCCATAGACAACATACTTGAAATTTTAGAAAGGTATTCTTTTA -GACCGGAGGGAGAATTGGTGCAGTACCGTTCTAAAGTAGCTACTGGAGAGCGGAGCGTGTTAAGGGGTGT -TTTTAGGAAAAACAAAAGTACTCGTAGCATTTGAATAATTTGAAAGGAGTGTTTTAATGAGTAAAAAAGT -ACGGCTAATATGTAATTTGAACTGTAGCAGAAGACAGATGGACATGGTAAAGCTGGAATCCTATCTTTCT -GCAAACGGCTATGAGGTGGTTGAAGATGAAAAACAGGCGGATCAAATTGTTTATACAACATGTGGTTTTA -TAAATGAAACGGCCCAAGTGGCATTTAATGAAATAGAAAGGCTGAAATCACTGCCTGCTGAGCTTATTGT -TACAGGCTGCCTGCCTGATACAGATTCTGAAACGTTCAATAAGATACATAGCGGTAAAGTAGTCCGCAAT -ACAGAATTATATAAATTTGACGATGTTTTCGGAGGAGATACTAAATTTCAGGATATCCCTGACGCACATG -ATATGCCATGGGGAAAGGGTGAATACTTTTGTGTCGAGGTTAGCCGAGGGTGTCCTGAAAATTGTTCATA -TTGTGCAACAAAATGGGCTGTTGGAAAAATGAAGAGTAAGCCTATACAAAAGTGTATAGAGGAAATTGAA -GAATTCAAAAAAAGTACGTTTAGTAAGGTCGTAATTAATGGTGACAATGTGGGGGCTTACGGGCTTGATA -TAAAAGAAACCTTTGGTACATTAGTTTCAGCTCTGCCAATAGAGGATGAAAAATACAAGGCATATATTGA -TTCATTGCATCCAAGATGGCTATTGCTATATTATGATGCAGTACTGGCGGCAATAAGCAAAAACCGCTTT -GGTATGCTTGTATCTGCTATACAGGCAGGTAATGAGAGGGTCTTGGAGCTAATGCGGCGTAAAGCAGATA -TGAAAAAATTAAAGGAGGCTTTTATTGAAATAAAGCAAAAAAGCCCGGAAATAGTTTTAGGAACTGAAGT -TATTGTAGGATTTCCAACAGAAAGCGAAAGTGACTTTATCGAAAGTGTAGATTTTATTTTAAGTACAAAA -TTAGATTGGGGTAATATTTTCGCCTTCTCACCGAAAAAAGGAACCGAGGCTGCGGCAATCAAAGGTCAGG -TTGAAGAAGCCGAAAAAATAAGAAGAATCAATTATCTGGTAGAAAAGCTCAAGGAAAATGGATATTTTAT -TTTTAAGGAAGAGAAATCACAAGCTGTTATTTTTAGCAATGCCGATATTTGCATTAATGCAGACAAGAGC -CCGAACCCATATTGGCAGACCTGTTTTGACACTGTTTGTCTTGACAGAAAGAAACAGAATCAAATTCGTA -GCGATTTAAGGGAAGGAAAAATAAAAGTCAGTGAAGTAAGTTTCTAATCCATACAAATATGTTTAACCTG -CCGGAATTCCATACTGCTATGCAATGCAGTTTGTATTCCGGCAGAAATTATTAAGCTTATAATTTCCTAT -TTTTTATGATGGGTAAGGAGGAATAGTATTGAGTGAAAATAAATACGTTTGCCTGATACAACCGCATACA -TCTTATAAGTTGGCAACTATTCAGCCGGCACTCTTTGACCAGTTTGACAGCATTGGCTTGCTTGCCTTAG -CAGGATATCTGAGGGAGCAGGGTTATACAGTAGATATCTTGCATTTAGCTAAGGCATACAGAAATGGTTA -TACAAAGAAGCAGGTGGAAGAAAAAATTAAAACACGTAAACCGATTCTATTTGGTATAGGAAATATGTGG -CTTCATCAAAGTGTAGGTATGCTGGAAACAGCACAAATGATCCGAGAAATCTATGGTGACATACCGATTG -TAGTTGGCGGTCAGCATGCCAGTTTTTTTGCAAGGGATATTGTACAGGATTATTCTAATCAGATAAATGG -TGTTATTGTAGGGGAAGGGGAAGAAACACTTTATCAGTTGGTAAAGTCAGTTGAGGAAGGAGGTACCATA -GACCCAACTGTTCCGGGCTTTATGTCTAAACAAAAGGACGGAGAAATATTGTATACACCAAGGATTGTGA -CATTGGAGATGGATAGTTTGCCATTTATGTCCCACAAGGGGGTCTGGCCTGAGGTTCGCGCAAAAAACGG -AGACATTATCCCCTCCGTAGCCGCGATAGATACTGTCAGGGGAGGGTGTCCAACAAACTGCGGGCATTGT -CTTGAAGCAAATAACTTAGGAAAGCATGGAAGAGAAAAAAGGGCTTTTCATTCTCCTGAGTATTTGGCTG -AGCAGCTAAAAAGGTATCTTGACGAAGGAAAAACATACATTGTTATACAGGATTCATTTTATGCAAATGG -GGATGGACCTATTGCAGAATTTATTGAAAGAGCAAGCAAGGATAATCTTAGAACAGAGGCTATGCACTTT -TTTATAGAGCCGGGTTATGTAAGCAGCGACATATTTAAGGTGCTTGAGAGATTTCCCGCTGATAAGGTTG -CTATTGACTATGGTATAGAGACCGGGTCAGAAAAAGTTGCAAAAAACATGAATAGATTCTTCAAAATGGA -CAGCATATATAGAGATATCGAAGCCTTGGGTAAGACAAATACACTGGCTACTGCATGGTGGCTTATTAGC -CTTCCCGGGGAAACAGAGGAAGATGTAAGGCTAACGGAGGAGGCAATAAAGAATACAATTGATCTGGGAG -TGTTTACCGAAAGAGTTTCTCAAATGCTGCTTTTTCCTCAAAGTGAATTGTATAAAAACCGACATTTGTA -TGATATTAATGCATACTTTCATAATTATAACGATTTCAAGGTTTTTTCTACGGTTGAACGCAGGGAAAAT -GGCATTTATCCGGAGCTAGTGACACATGATATGCCCTATCAGACTAAAGAGGATACACTTATGCTGCTCA -GAGATTTGAAAAAGACAGTACGCGTGGCTACCGAAAGCTCAAGGCATTTGGAGAAAATGCAAAAACTCGG -ATACCAGCTGAATGATTACGACTTTTTTTAAACATAAATAAAGGGATGAAAAGAAATGGTTGGAGAGTTT -AAAAATATATCTTTATACTACGATGTTATGCATATGAGTGATAATGAATATAAAAATGAAACAGACCAGA -TTAGGGAATTTATTAAAAAATATAAAAAGAGTGCGGGCAATTCGTTATTCGATGTTGCTTGCGGTACCGG -AAGACATATGGAAATACTTAAAGACAGCTATGAGGTATGCGGGGTTGATTTATCGGAGAATATGCTGGAA -CATGCAAAACAGAGGCTGCCGCATACTGAGTTTATTAAATGTAATATGATTGATTTTAGTCTTTCTAAAA -GTAGCTGCTATAGCGGTTATAAAGAGAAAATCCTTTGATATGGCAGAGGTTGAATACCATCATCTGATCT -ATAGTGATAATAAGGTTGTTCATAACGATGGAGTAATTGAGCTTGGTCTTTTTTCAGATAAGGAGTATAA -AGATGCAATTGAGTCAGCGGGATTGACAGTATTAGTAAGATATTCGGGAAAGAGAATTGAAATGGGAGCA -TATGTTTGTCGTTTATAGAAACGGATACTCACATAGTTTTGATGATAAATGATTCTAGTGGGAGGATTAA -GTGTGAAGTATATAGAAATGGAAAAGAGTCCCAGGAAAAATATATACAACCTATTTAGACAAATGGATTA -TCCCCATTTGAATTTGTGTGCAAATGTAGATGTCACAAGATTGCATAATTATACAAAGCAGTATAGGTTA -TCATTCTTTAAAACAATGATGTTCTTTGTGTCAAAAACAGCAAATGAAATTAAAGAATTTCGTTATCGTA -TTCAAGGAGAAAATGTAGTTGAGTACGATACGATACACCCATCATACATTTTACTGACTAAGGAAGATGC -CTTCAATTTTTGTACGGTTGAATTTAAGGATGATTTTATTGAGTTTTATTCAGAAGCCGTACGTACGGCA -AAAGAATTGCAGGGTAATATTGACTTGGAACATGAACCTGAGCGTGATGACCTTATATTAATTACGTGTA -CTCCGTGGGTTTCTTTTACAAGTATTATGCATCCTGCACATATGCATCCGGTAGATTGCATTCCTAGAAT -TGCATGGGGAAAATATTTTGATGAGGGAGAAAGAAAAAAGATGCCATTGGGGGTGCAAGCACATCATTCA -CTGATGGACGGATTGCATGTGGGTAAATACTATACTCTGCTTCAAGAGTATTTAGATGATCCGGAGCCTC -ATTTAAAATAATTATGGCAAAAAACAGATAAGTCCAAGTGACTTATCTGTTTTTTCATAGGTTTACTTAT -TTATTTTCTATTAATTCGGTTAAACTTCCGGTATATAGAAGTGATAACTTGTGCATGGCACGAGTACAGG -CAATATACAAAAGTTTACGGTCATAATCAGTACAATAGGTTTCGCTGTTTGCGGAAGGGATGATTACCTC -ATCAAATTCAAGTCCTTTTGACATTTGGATAGAGGTAACTGTAATTCCATTAACAAACTGAAGGCTGTCA -GGTGTAATTAACTGGATATCGTAATCCTTGGATAAAGTATCGTATAGCGAAGCTGCCATGCTATTTGTTT -TCAGGATAATTCCCAGTGTTACATTGCCGCTTTGCTGAAAAGCTTCAATTTTATCTTTTATTTTTATAAG -CTCATCCTGTGTGTCATTGCACAATATAAGTTCGGGTACATCTCCGTGACGTTCTATCGGTTCCAACTTT -GCAACATTTTGTATCAGCTTTGCAAAATTAATAATTTCGTATGTTGAACGGTAGCTCTTATTCAGTTCCA -CGTAATTGACACCTTCGTAAACTTTTTTGAGATCATCGAGGGAATGAAGGTGATTGGGATTAAGAGACTG -CCCAAAATCCCCAAGTATTGTTTTTTTGCATTTAAAGAGCTTATTTATAACAATATATTGAGCAGGTGTG -TAATCCTGCATTTCATCAATGATAACATGCTTTATTAGTTGGTTTTCCTTTAAACCCTCAAAGGCAGAAT -GAAAGTACATAAAAGGATAAACATCGGCCCACTCCAGTAATTTCTTATCAGGCATTACGAATTTCTCAGG -TAATTTTATTGTCTTATAAAAGTCTTTATAAAGAGCTAAGGTGTTTTTAATCTTAAACATATCACCTAAT -TTCTTTAGAACTGCTTTTGGCTTTGGCAATTCATCTCCCATAAGATTTTCAGTTTGGAATTTATCGTAAA -TATCTGACGATACCTCAAACAACCGTTTCTTGACAGGATAGTTTTTATATGCATTGTACCGTGACAGAAT -CCATTCCCTGTCAGCTTTAAAATGAGCAAATTCATAATCAGTGGGTTCGAAATATTCAGCTGCTGCATAT -TCCAGATATTGATCCATCATTTTTACAAAGTCAAATCCAGATTTAAATTTTACTCTTTCTGCCCAAGCAG -GATCATTTGTTTCGAGAGGGTCTTTGTCAGGCTCAAATTTAATTATTCCATCCAATTGTATTTCGGCAAC -ATCAGCAAAACTCATTTCGAAGATTGGTTCTTCACCTAGTTCAGGCAATACATTGGAAATGTAGTCTGCG -AAAACCTTATTTGGGGATAGTATAACTACATTTTGAGCAGACAAGGTTTCCTTGAACCGATACAGTAAAT -ACGCTATTCGGTGTAGTGCGATGGACGTTTTACCAGAACCGGCAACTCCCTGGATAATAAGAGTTTCTGC -TTGCTCATTTCTGATAATCTGATTCTGTTCTCTTTGTATGGTAGAGATTATTGTCTTCATTTTTTCATCT -GATGTATGGCTTAGCTCCCTTTGCAGTACATCATCCTGAATGTTTATTGAGCTTTCTAAAACATATTTCA -TTTGCCCCTGGGCTATTTTTAATTGACGTTTACGGGTCAGATTCCCATTAACTCTTCCAATTGGAGCATC -ATATCCTGCTTGACCCAATTCACAATCATAAAACATGCTTGAGACAGGAGTCCGCCAGTCAAAAATCAGA -ATATTTGACTGATCTGCATCAGAAAAGGAAAATCTGCCGATGTAGAAAACAGAGGGGAGCTCGCTTTCAT -CTTCACTAAAGTCGATCCTTGCAAAGTATGGAGATTCTATCAGCTTGTTAATTCTTTCCCTCATTTTTAC -AGCAAGAGTTCCTGCTCTTTCAATCTGTTTCATAGAGATCTCATTTTGGAATATTTCCTTTGGGTCTATT -TCACTGCGATAATCTGCAAGATATCGTTTAGAATTCATATACTGCTCATCATACTGTTTGACTGATTTAC -TATAGTTTTTTAAAGCATCATTCAATTTTTCTTTAATTTCCTCAAGATGTTCGATTTCCTCAGGAAAATT -GTTAAATATGCTTGAATCATCCGCATTGTCTTCTATGCGGTTTAAAGGTTTTTCTTGTATTTGTTTACCA -TTCATAAGTGAGTCTGTTTATTCCTTCCTTTCTACCAAATTAATTAGATATAATCATTTTCTGTGTAGGA -TAACCAAATTCGGTTAACAGTTCTGCCTCAGCAAAGCCAAGCTCTTTAAGAGCCTTCCGATAACCTGTAT -CTGCTTTATCCCCTTCGCGGAAAGTAGTAATAGTAATATTTTTATGTTCAAGGAGCTCTGAAATTGCTCT -ATCAAGCAAAGCCTTTGTTATTCCCTGTTTCCTGAAGAGCGGGTGGACTCCAAGAAAATCTATGCTTCCT -GTTGAATAAGAAATCATCATAATTCCAATTGCAAAGCTGCCCTCAGTCATAATTAATGCACTGCGTTCCA -GAATACATTGGTTAAGTGCCTTAATGTGTAATTCCTCTACTAGGTTTGGAAATCCGTCAATCACTAGCCT -CACCAGTTCCATCCAGCGAGGAATATCTAATTCTGTTGCAAAACGCAAATCTCTTTTTAGTTTCCTCTTT -TTTAAATTTGGGTCAGGATGGCTGTCGAATTTGTATTCCAACTGCAATGGATAAAACACCTCGTTTCTTC -TGAATTGTAAGGGGGATTGCTTATACATTGCCTTAAAAATGTTGGTAAATGCCTGCTGACTTGTATAGCC -TGCAAGAAGTGCAATCTCCATAATATTTTTTCCAGAAAAAACTAATAGCTTTGCAGCTTCAGTCAGTTGG -CGCCGCTGTATGTAGTCATGTATTGTCATACCGACTATCTCAGTAAATATACGGTGTAGATGATATTTTG -AATAATGTACTGCACTTGCGACTGTATCTAAATCTATTTTTTCTGTGAGATGGTTCTCAATGTAACCAAT -TGCCGCTACAACATTATCAAGGCTGTTCACAGTAAACCTCCTTTCGACAGCTATTATAGCAGGCTAAAAA -GAAATAGTTTTAATAATTCTTGCTGTTTTTTATAGTGCAAATACCGCACAAAACAGACCTAAGCTCGACG -TAATTAGCCTCGATTGTTAAGTTTAACATTTAGTATAAATATTTAATCAAACAAAATTTACAAATATTTT -ATTATTATACTATAAAATGTAAAACATGTAAACGATATAAACTTAAAAGATACAATATATTTACAATAAT -AGTAATAAATTGTATAATAAGGATAATGTGGATTCAAATCAATTATGTTCAGAAGGCCATTTGACGTAGC -CTCAAGATACTCAAAAACATGAACAGATGAATTATTTTAGAGCTTAATACTTCTAATTAAGCGTACAGGA -CTAAAAGCCTTTCCCAAAGGAAGCAGACAATGGAGAAGACAGTGATACTAAGCCCGTAATGTATAAAATA -CAGGATTATGTGAGTAACGAAAAGTATTAATAGGAGGAAAAAAACGAATGTTTAAATGTGAGAAGCTTAC -AGATCAAATTATTCAGAAACTATATCGAAACAATTCTCTCGAAGGCGAGAATGAAATGGAGTATTGGAAT -AGACTTTGGCAGAAGAGTATTGATTATTACAAGGAAAAAGGTATACCCGAAGAAATCGAAAGTCTTTGGT -GGAAATACTTATACGATGAAATGTTGGAGCATTACATAGAGCTTTTAGGAACAATAAATAATAAAACCAT -ATGTGAATTAGGATGTGGTTCAGGCTATTCAAGTATAATGATGGCAACAAAAGGGGCTAAGGTAACACTA -GTTGATTATGCACCACTTTCCTCGGTTTATTCAAAGCATATTTGTCAATATATGAATATCGATACTGATA -AGATTAATTTTATAACAGATGATGCTTTTTCAAAAGATCTGGATATAGGACAATTTGATGTTGTATGGAA -CTGTGGTGTTATAGAGCATTATAAGTGGGACGAAGCCGTTGAGTTGATAAAAATTATGGCGAAGCATGCA -ACTAAAGGAGGCAAAGTTATGGTAACTTTACCAAACCTTTTATCACCGGAATTTATTTACTTAACGGTTA -CAGTCGGAAAAGGGAGCGAAAAATATTATTCTTATCGAATGCTAAAAAAAATTATGCAGGAGGCAGGATT -ATCAAATGTGAAAGTACAGGCAATTAATTACTGGTTGCCATCAAATATGTCTGCAAGTTTTTCCAATAAA -TTGAGGGAGGTTAAATTTTTCAGACATTTCAAAGGATTGTGCTGGCTTTTTACCGGCATAGGGGAAAAAC -AATAAATATAACAACGAAAATGAAGGACTGAGTTTTTTGGTTGTATAGCAAACCTTGAGACACAGTCTTT -TTTTATAGCACAAAGCATCTAACCCCTTTGCAAATGCAGTAATTTTCATAATCCGGCCCCTGACTATACC -TTGCTAAATTGTCAAATTCCAGACATACTGGTATCATATAATAAAAGCTTGAGCAAACAGTCTCAAACGG -GGCGTGGATTATATACAGACAGAATAAAGGATTTGAAATCAATCATGAAAAAACTAATCATTGGAATATT -GGCACATGTTGATGCAGGCAAGACGACACTATCAGAGAGTATCCTTTATCTTAGCGGTAAAATCGGGAAA -TTGGGAAGAGTGGATAACAAGGACGCTTATTTGGATACCTATGAACTGGAAAGAGCGAGAGGCATCACCA -TTTTTTCCAAGCAGGCCGTATTTGAAACAGGCGGGATAAATATTACATTATTGGATACGCCGGGGCATAT -AGATTTTTCGGCTGAAATGGAGAGGACACTACAAGTGCTGGATTATGCCGTTTTGGTTATAAGCGGTGCG -GATGGAGTACAGGGACATACAAAAACACTATGGCGGCTGCTTGATATGTACAATGTACCTGCCTTTATAT -TTGTTAATAAGATGGATCAGAATGGAACGGAAAAAAGCAAATTAATAAAAGACATGAAAAAGCAGTTAAG -CGATGGGTGTATTGATTTTGGGCAGGTTGAGACTACTGAGTTTTACGAACAGCTGTCCATGTGCGATGAA -ACAATTCTTGAAACCTATTTGGAAAAAGGACATATTGAAACTAAGCAGATTAGTAAAGCTGTAAGAGAGC -ACAAAGTATTTCCATGTTTTTTTGGCTCGGCTTTAAAATTGGAAGGTATTGAGCAATTAATGCAGGGGAT -AGCAAAGTATACAACGATACCTTGCTATCCCGAAGAATTTGGGGCTAAGATATTTAAAATAACAAGGGAC -GAACAAGGAAACCGCCTTACCCATTTGAAGCTTACGGGGGGGAAACTCAAGGTAAAAGACCTCCTGACGA -ATGGGAAATGGGAAGAAAAAATAAATCAAATCCGTATCTACTCAGGAAAAAAGTATGAGGCAGTGAGTGA -AATAGAGGCAGGCTCGGTATGCGCAGTAACAGGACTCAGCCAGACCAGACCCGGAGAGGGCCTGGGAATA -GAGTCAACTTCAGGTTCACCGCTGTTGGAACCTGTATTGTTTTACCGGATTATCCTCTGTGACCCAAGAA -TGATGCTCCCAAAGCTGCGACAGATTGAAGAAGAGGAGCCGGAGCTAAATATTGTCTGGGATGAGCAGCT -GCAGGAGATTCATGCACAGATTATGGGAGAGGTGCAGATAGAGATACTTCAAAGCTTGATACAGAGCCGT -TTTGGAGTAGTAGTGTCCTTTGATGCAGGGAGGATTGTATATAAAGAAACTATTGCCAATACTGTTGAAG -GAGTAGGTCATTTCGAACCACTAAGACATTATGCGGAAGTTCATCTTTTATTGGAGCCGGGAGAGCCGGG -AAGCGGTTTGAAATTTGGAACGGAATGTAGTGAGGATATTCTGAGCAGAAGTTGGCAAAGGTTGATTTTA -ACCCATTTGGAAGAGAAAGTGCATAAAGGAGTGCTTACAGGGTCAGCCCTTACCGATGTTAAAATTACTC -TTGTTTCAGGCAGGGCACACAATAAGCATACAGAAGGCGGCGATTTCAGACAGGCTACTTACCGTGCTGT -GCGCCAAGGATTAATGGAAGCAGAATCCGTACTCCTCGAGCCTTATTATACGTTTCAGCTGGAACTGCCT -GAGAAAATGGTAGGAAGGGCTATGACTGATATTGAGAAAATGAATGGCACAAGCAAAATATCACAGACAA -ACGGTGAAACAGCAGTACTTGTGGGAAGTGCCCCTGTTATCACAATGAGGAATTACCAACAAGAGGTAAC -TGCCTATACAAAGGGTGCCGGCAGACTTTTTTGCAGTGTGAAAGGTTATGAACCTTGCCATAATACCCAG -GAGGTCATAGATAGTATAGGATATGATTCTGAAAGGGACATGGCAAATCCCACAGGTTCTGTATTTTGTG -CCCATGGAGCGGGATTTTCGGTACCATGGGATGAAGTAAAGAACTACATGCACGTTGAAAGCTATCTTAA -GAAAAAAGAAAATTCATTTAAAGAACCTGAAAAAAGACATGGGATATCTCAAGAACTGTCTATTAGTTTA -GAGGAGATTGACCAGATTATTAATAGAACCTACTATGTAAATCAGGGAAAAAAGTCTGCCTGGAAAAGAC -GCAAAACAGCCGAGGAAAGTTATTATGAACAGGCCTCTTATGTGAGAGCCCAGAAGGAACACAAGGAAGA -GTATCTGCTTGTGGATGGCTATAATATTTTATTTGCATGGCCTGAACTAAAAGAGCTTGCGGATAAGAAT -GCAGAGGCGGCAAGAATGAAACTCCTTGATTCTTTAAGTAACTATCAGGGTATCCGGCAATCACGGATTA -TTGTTGTATTTGACGCTTATCGTGTTCAAGGGCATCGTGAGGAAATAATAGATTATCATAACATCCATGT -AGTATACACCAAAGAGGCACAAACCGCCGATCAATATATAGAAAAGTTTGCACATGATAATCAAAAAAAA -TATAATATAACAGTTGCTACATCGGACGGTTTGCAGCAGATAATTGTAAGGGGAGCAGGGTGTGCCCTGT -TATCTGCCAGAGAACTGAAAATTGAGGTGGAAGATGCCAATAAAAGAATAAAGCAGGAGTTTAAGGAAAT -ACAGCGAAAAGACCGCAACTACCTGATAGATGCATTGCCGGAGGAAGCGAAACAGCAGATGGAGGAAATA -ATTAAAGAAGATAAGGATGACAAATAACTGAATCAAAGGAGCAGTTTAACTTATGAAATTTTATTTTGCA -CCAATGGAGGGATTGACGGGTTATATTTATAGAAATGCACATAATGCTTTCTTTAATAGCATAGACAAAT -ACTTTTCTCCTTTTATTATTGCAAATCAAATAGATGGTTTCAAGACCAGAGACCTGAAAGATATTTCGCC -TGAAAATAATCAGGAGCTGGTTTTGATTCCACAAGTGCTTACAAATAATGCAAAAGACTTTATTTATACT -TCAAAGAAAATTAAGAGTATGGGTTATACTGAGATAAATCTTAATCTGGGATGTCCTTCCGGGACTGTAG -TCTCCAAAAACAGGGGCTCCGGATTTCTTGCAAAAAAAGAGGAGCTTGATGTTTTTTTGGAGGAAATTTT -TTCTCAAGCTATAACTAAAATATCAATTAAAACCAGAATAGGCAAAGATCAGCCTGAAGAATTTTATGAT -TTAATACGGATATTTAACAAATACCCTATAAATGAGCTTATTATACACCCTAGAATTCAAAAGGATTTTT -ATAAAAATAAGCCCAATATGAAAATTTTCAGGGATGCCTTGGCTGAAAGTAAAAATCCTGTCTGTTACAA -TGGTGACATTTTTACAGCAAAGGACTATAAAGAGTTTTGTAATGATTTTCCCGGTGTAGATACTCTGATG -TTAGGCAGAGGATTATTAATGAACCCTGCATTAGCAGGGTATGTTAAAAATGGTAGAAAATTGGAAAAAA -GTTTATTAAAGAAGTTCCACGACAAAGTATATAATGATTATAAAGACATTCTTTCCGGGGAACGCAATGT -CCTGTTTAAAATGAAAGAGCTGTGGTTTTATATGATAAATGTTTTTACCGACAATGAAAAATACGCCAAG -AAAATTAAGAAGTCACAAAGATTATCTGATTATGATGAAGCTATATCCAGACTGTTTGAGGAACAGGAGA -TTGTTTAAAGGACAATAATTCCAATTACAACAACTTTATGGTAAAATTTTACTATCATTATTTTGGAGGT -TGATAGTGAATAAAATAGTAGAAAATATGTTAACAAGAAGAAGCGTAAGAAACTTTAAAAAGGACCAGAT -ATCTGTAGAGGATTTAAGCACAATTCTCTTGGCAGGAAGCTATGCCCCAAGCGGTATGGGAATGCAAAGC -TGGAAATTTACTGCCATACAAAATACGGATACAATGAAAAAGGTCAATGAGTCTATCCGTCAAACTCTTT -TAACTATTCCGATTGTGGCGGAAACTCACCCTTATATTGTGAGCCTGATTAAAAATGCCGAAGACGAGAA -CTCAAACTTCTTGTATAATGCACCAACCTATATTATTGTCTCAAATTTGATAGACAACAAAAACGCAATG -CCGGATTCAGCATTGGCCATTGGTAATATGATGCTGGCGGCACACTCGCTTGGCATTGGCTCATGCTGGC -TAAATCAATTGCCGGGATTTACTAATATGTCGCTGATCCGTGAAATAATGACAGTTTTAGAAATTCCCAA -AAATCATATTATATATGGCTCTGTTGTTATGGGTTATGCGGCGGAGGAACCTGCACCAGCTGCACCTCGT -AAAAATGTAATACACATTATTTAGCAGGCGAAATCCTTTTTTCATTATGAAAACAGTTTAGTCTATGATA -AGGCATCTATTTCAGCTGGATATATTAAAAGAACAATATGGGGACGGGAATGGTTTTATGACGGAGAACA -TGGGTAGTACAAATTCCATGGCAAAACTAATCCTGCTTTTAAAGGAACGGCCATTCCCTGTTTACTTTAC -TTCCCTTAATAGTACCGACTAAAACTTTTCTGTCCCAAAGAAAACTTCATTGAAGAATTTCTTTGTAGAT -TCAGCTCCCATGCAATTCTTAAACACATTTGTAGATACGCCTCCAATATCAACCAGTTTGTTTACGTAAT -CCCTGGTAATCTGTAACTTAGCCTTCTTTTCACTTTTTGAAAGAATATCAGTTTCCCGTTCTGCTTCGAT -AAATGTATGTAAATTTTCATTGAAAATAGAGAGCATAATATCATCGTGTGCAATTAAGGTTTTTTTTGCT -ATGCATACAGTTTTTAATGAGTCATACCAGCATTCTTTAAGTTTCATATCAGGTAAATCTTCATATTTAT -CCTTTATGGCTTGAAGCTTGTTAAGATATGCATTATACAGCGAATCCTTTTCCCTTACCAAATCATAATA -CTCAACTAAAAAATTGCGTTTTTCTCCGATAAATAAACAGTCACTTGAGAAAAGAGGTAAATTCTTATAG -TAAGGTGTAATGACAAAGGAAAGCATCTGTAGCACAGGTGAATCTTTTGATTCCATCAACAACAGATTAC -CGACACCGACAATTTCATATTGCTTGATATTATAAGCTATATTTTGTATCTGGAGGTTTGAAAACTGTCC -ACAGTTTATTTCATTAAGTTTATAACTGTTATTAAGAATATTCAGACCATTTTCGATTTCTTTTTCAATC -ATTATTTTGTTAGATACAAAAATGAAATTACCTTCCATATAATCATTCCTTTAATATTATATTTTAGATA -GGTAGCTTACCTAATTAACCCATACCTTTTAATAATATCAGAATATTTTAACTTTGATAAGTTAAATTAT -TTAACAAATTTGGTAAATCAAAACCACAATAGATAATTGCAATTATAAATCTATGTATTTTAAACTATTC -CTGTAATTATCAAGCTTTTCCTATATTTGTTAATTAAATTTTAAGGTGATATAATACCCCTTACACATTT -ACTAACCAAATAATACTAACATTTTGTTTATGAAGGGAAGTTTAAATTTATGAGTAAAATAGTAGATTTA -ATTATTGTGGGTGCCGGTCCGGCAGGACTTATGGCTGCAAAAACTGCAGCCGAGATAGGGCTTAGGGTCG -TAATAGTTGAAAAAAATGTGAGCTTTGATCACCTGAAACGTGCATGTTCGGCCCAGATAATTCTGGATGA -TGGATATGAAAATGAATTTGTTCGTGTAAATGACGGGAAAATAATCTTTGAAAGGAATAATTTTGAGGTT -AAATATTCTGGGAATTTGAAGAATATCACTGATAAATACTATTACTCTCCCCATGGACATAGAATTCATT -TTGCCCATTCGGCCAGGAAGCCATTTGCAGTTAAGTTTGATAAGAACAGGCTTCTTCAGGAATTATGCAA -AGAATGTGAAAACCTTGGAGTAGATATTAGAATGTCAACTCTAGCGTACAAAGGTTCGGATATGGGTGAC -TATGTGAAAATAGATCTAAAATCCGACGATAAGTATTATACACTTGAAGGAAAGAAAGCAATTATTGCTG -AAGGCGTTAATGCAAATCTAACCGGGAAATTAGGACTAAATCAAAACAGACAGCAATTTGCAACAGCTCA -CGTTGTAAAATATATCCTTGAAGGGGTATCGGGGTATATACCTAACAGTTGGAACTTATACTACGGAAAA -GTGTATCATTCCAATGCAGCAGTAATAGTGGGACCAAGCTTATATGGCGATGATACTGTTGAATTAACAC -TTTCAGGCAGTGCAAATATGAGGCCTCTATCAATTTTTGAAAACGTTATTACAAACAGTCCTCTTAAAAA -GCAGTTTGCCAATGCAACTGTATTAGATACTCATGGATGTGCAGTTAAAGCGTTTATGTCTTTGAAGAAG -CCGTATACGGGAAATGTCCTCTCTATAGGCGACAGTGCTGCTTTTGTTGAAGTCGAGGTACAGGGTGCTT -TAATGTGCGGATATCATGCTGCAAAGGCTATAAATAGTGAGCTTGATGGTAATAATGGCTTTGAAAAATA -TACTGATTGGTGGAATGAGTCTTTTGAATTTAATCATAATGAATATCTTAAAGTTTCTCAGGGTTATGCA -CTAGTTCCTACATATACAGATGATGAGCTGGACTACTTGTTTTCTTTAGTGGAAGGGAAAACACTGGAGG -GTACATATAGCCAATATAAAACCCCAAAGCTTATTTGGGATTCTATTTTACAAAGTAAGGATAAAATTCA -AAATGAAAGACCTGGAATATTTAATAAAATATTAAATATGAATCAATTGACACTGGCGGCTACATTTTAA -CCTACATTTTTCAATTTATAAACGAAAGGGTAAAATATGAAAAACTTATTTGATTTGGTAATAGTAGGTG -CAGGTCCGGCAGGACTTATGACTGCAAAAACAGCAGCCGAAATGGGACTAAAAGTAGTAATTATTGAGAA -AAAGCGAGACATAAATAAAATACGAAGAGCTTGCTGTGCTCAATTTGTTATGGACAATGGATATGAAAAT -GAATCCTTACAAATACAAGATAATAAGGTAATTTTTACAAGAAACAACTTTAGTATACCATATACCGGAC -GTCTAAAGAAGGTTGTAAACAATTATCATTATTCTCCTAATGGTCATAGAATACATTTTGCTCATTCGGA -TGGAAGACCATTTGCATTCAAGTTTGACAAGGAACAGTTGCTTCAGGACTTATGGGAGGACTGTGAGAGG -CTGGGAGTAGAGTTAAGGTTGGAAACCTTGGCATATGGCGGTAAAGATACGGGGAATTCTGTTAAGTTAG -ATCTTAAATCTAAAGGAAAAACTTCTACAATTGAGGCCAAAAAGCTGGTAATAGCTGAAGGTGCCAACGC -AAAACTAACTGACACATTTGGTCTCAATAATGGTAGAGGCTTATTTGGAACACCTTTTGTTTTAATATAC -ACAATTGGAAATACTTACGGCTTTGAACCCGGTAGTTGGAACCAGTATTACGGAAGAGCATATCATCCTT -ACGGAGAAATAATTGTTGCCCCAAGTCTGGAAGAGAATGATACTATAGAATTGACTATTATAGGAAACAA -ACAGTTATTGCCGGAAACATTTTATGAGGGAATTACAAAAAATAGCCCATTGAGAGAGAATTTTGCAAAC -TCACAGATTGTTGATAAACAAGGATGTTCACTCAGGTCTTACGCACCACTTAAAAAACCTTACTTAGGTA -ATGTGATTACTATAGGTGACAGTGCTGCTCATGTTGAGGTTATTGTTCAGGGTGCACTGATGTGCGGATA -TCATGCCGCCAGAGCTATAAAGGATGAGCTTCAAGGTAAAAATGGTTTTGAGGAGTATACCGTCTGGTGG -AATGATGCTTTTGATTTTAACCGTGGTGAGTTCAATGATTTTATCAGTCTTTACGGCAGTTTGACTATGA -TGCCCAAATATACGGATGATGAGCTTGATTACTTGTTTTCATTACTTGTAGGCAAAGTGCTTAACGGCAA -TTTTAGTCAGTTTGAAGTACCAAAGAAAGTTTGGAATTCTATATTAGAATATAAGGGGCAGATTGAGACT -GAAAGACCACTTTTATTTGAAAAAATAAAGAAAATCGATAATTTGAAACTATAATTTAATTTTAAACACC -GTTAAAAAGCCTTCTGTTTAAGAGGGCTTTTTCTTTATGGGCTTTAAAAACGGACAAATAACAGCCCAAG -GAGATTCGAAAAGAGTAATTCAACAAAACAAATAGATTTCTTCACTATTTAAAGTTAAAATCTAGTTGAT -AGAATTTACTCAATTGTTTAGAATTGAAAATACATTATTTATAAACTCAAACACGGAAAGGATATGATAT -AGGTTGAATAATAAAATGACGACAAGAACCAAGCAGGCAATTGCAACAAAAAACAAAATATATAAATGCG -GAGAAAATCTAATTCGGAAAAATGGCTTTGATGCTGTAACAGTAGAACAGATTGCAAAAAAAGCCGGTGT -ATCGGTAGGTACATACTATTATTATTATGAATCCAAAATGGATCTTTTAAGAGAAGCATTCAATAAGGCT -GATAAGTATTTCCTGGAACAAGTAGAAGGTAAATTAACCGAAACAGGATGCAAAAAGCGAATAGTAGAGT -TTTTTGACATGTATGCAGAATATACTTTGAAAGATGGGATTGATGTGATAAAAAAGTTTTATACATCAGA -AAACAAAATGTTCATTGTTGATGGCAGGGGTATGCAGAACGTTTTAATAAATATTATTAAAGTCGGGCAA -AAAAATAATGAAATAAGTAATGATTCAGCCCCGGAAGCTTTGACGAAGATGCTATTTGTTGTTGCAAGAG -GTATTATATTTGATTGGTGTTTGCACGATGGAAAAACTGATTTGAAAGCCGAAATGAAAAGCATTATCGA -AATAATGGTAAAACAACTCTAGATAAATATCCAATTACTAATACTTATAACTTCAAACCCCAATTCATAC -TTTATTTTCCATAAATGTTATGATATTATTTATCTAATGGATTCACCGAATGTATTCAGTGAAGCTTCAG -TAAAACATGTTCTGAATACCTTTGGGGGATTCAAAATTTACTATCGTACAAAACGATAGACATATTAAGG -AGGAGATTAATATGAAAAAATCCAATTTTATCACTTTCCTGTTGCTGGCAGCATTTATTACTTTTTGTTT -ACCAACAACTTCATTTGCCGCCGGCCAAATTACAGGAAGTGAAGTCCTAGTAATAGGAGATTCATTTTTG -GCAATGTCTCATGACATTACAAAGAGACTGGAACAAAACGCAAAGAACGATGGAGTCCTGGCTTCAACCG -ACAAATTCAGAGATCTCTCTGTAAGCGGAACTATGTTAAGTGGAGGAATATCACCAAACATTCCTCAGCA -GTATCAGAATGGTGTAAATGCAGGTCCTGTAAAATACGTAATAATGGATGGCGGCGGAAATGACTGCATA -GGCGGAAGCGTTAGTAATGCGGTTACAGCAGCAAGAAATTTATTTCAGCAAATGGGGAAAAGTGGAACTG -TAAAAGTATTTTATCTGTTTTACCCAGATGCTGTAGGAGGAATGGCTGGTATGTTAAATCCAAACCTTAA -CACCCTCAGACCACAGATTCAGAGTATTGTAACCAGTTCAACAACGCCAAAAGGATACTTCCTTGATTTA -AGGCCAACCTTTGAAGGAAAATATTCCTCATACATTTTGTCTGACGGAATTCATCCTACAATGGAAGGAA -GTTATGCAGCAGCAGATGCTATATGGGCAGAAATGAAAAAAGTTGGTTTCTTTGGAAGTACTACACCAAC -ACCAAAAGTCGGAGATTGTAACAATGACGGAAATATCGATGCTATAGATTTTTCACTGCTAAAGCAGTAT -TTAATGAATCCGGGAAGTACATATAATAGTCTAATGGATCTTAATGCTGATAATACAATAAATGCATTGG -ATTTTGCTATTATGAAAAAGTATTTACTTGGAATGGTAAATACATTACCAAATAACTAAGAGCTTTTAAA -TTTGGACGTGAGAGGACGCTTTCACGTCTTTTTTATATAGAAAAGACAATTATTCTTTAGCATAATAATA -TAGGCTCGATTATTCCGGCTGCCCATAACTCATTGTCTGTGCAGTTCTTTCCTCTTATATTTATGAGTTT -TTTTATCATTCATTTAACACTAATATAACAATAAACATAGTATACATACAGATGTAACTTTAATAATTGA -GGTCTATAATATGAAAACAGGGTGTACTAACGGATTTTTTTCACTAAGTCCCAGTGAACTTACATTACTT -GCAGCAGTGATTGGACTGGCAGTTGCTCAAGAATTGGAGAATTGTCAGCGAGATGTATTTGGTAATTTCC -TGACATCTGTAGCACAGAATATTCTGACCTATGATTCACAGGCGACTTGTCTTAATGAACAGAAAAACCA -AAATATATAAGTAAAAAAGATGAATATGGAATTGTTTTAAACTCAGGATGGTGGAAAAATAAAAAGAAGC -AAGCTCTGAAGTTATATGATCAATCCGAGTCAGTTACAGAAGTAATTCATTATTTAGGCTATCCTACAAG -GCGAGCTCCTATAAATGGATTGCCGAGCGAGAGGCAACTCCTAGACCAAAGACTATCCGAAAGAGAGTGA -ACAATACACCTAATGATCCCATGCATCCATCTGCTAAATCAAGATGGATGCAATCAGTACCCTTAATACC -AATGGCATCCTATAGTTCATTCAGATTGTGGCTGCCATTATCCTTGGCCATGTTGGGTTTTTGGCAATAT -GAGCCCACTGGAGTACCGACGGAGGCCTTGGGGCTACAGTCTAACACGTCCAAGATATCGTCCGCACCCC -CGCGTCTAAAATTCAGTTTTACTAAAAGGGTGGTATTTGTATATTATGTCTACCAACATCATAAGCGGGC -CCTTACTAAGATTGTTAGGCATAGTATTATTCTACCTTAATATCTTTTATTTGGTCATAAACATTCTGAG -TAGCTTCTACATCAGACTGATTAAATACAAGCGTCTTATCGCCATAATGTATTATTACAAAAGCATTTAC -CTTTGAATAAGAATATAACTTGAAACTTCCAAATTTGTCATTTTTATACGTTCCCGCAGCCATCTTATAA -GTTCCCATTCCTACTTGCCTTGAACCAATATCTAAACTATCAACATATTCTATAGAAGTAATTTCATTTA -CCGAAATTGTTGTACTGCCAACAAAAGTACCTTTGACAGTAACTGAATTGTTTGTAATTGTGACCTTGAC -ACTTCCTATAGATACGAAAAAGATGCCTACAAGTACTAAGACTGCAATTGCAATAAGAATTTTTACTTGG -ATTGACTTCATAGAAAACCTCCAACACAATTATTTATTTATTCATCGAACTGTGACTCCTCCATAGTTTC -CTATCAATAAAGGAAATAGTCATCTGTTGAAAGGTACGCTGTTGTAACTGTCTGCACAAATGACTATGTA -ATCGGCTGTACAGACTCCTATATTTCCATCGCTTTCTAAGTCTGTAAATAATAGTACTTAAATCATATTG -CTACTCTTACTTCAATTACCTATATACCATTATCTAGTTAACTATATATCCAATGAAGTATTATTTTGTA -TGCAACGAACTTTTTATATAGATTATCTGTATATTGGTATTTTATTTGAATTCCAAAATTAAACGGCAGC -TTCTTTCGCGTTTATTATTAGAGATGGCAATTGCAACACCATTCGACAAATTACATAAAAATAGTATTAA -AACTATAAAAACACTAGTTGTTCTTATGAGTTTTATTTGCAAAATATGTAATAAGCAACATAAAATATAT -CATAATTGATATAGTATGTCAAGATTTGTAATATGCGATCAATTCAATTCAATTCAATTTACTGTAAACT -TTCAAAAATAGATTATCAAAATGAAAAATACAGATGATTATTATGTTGGCTAATATGTTATGTTTAAGGA -ATATGTGTAAATTCAGTTTTGTCCCATATATAACATAAATAACTAAATACCATTTTACTAAAAAAATATA -CAAAAAACAATATAAACTGAATAGTATAGTTTCATTTTTAGTGAATTTAATTAATATTTAGGAATTTACA -TTTTTTAGTAAACGTAGTAGTATTATAGTTATAGTCTGCTAATAAGATATAAGATAGAAAATGTATTTTA -AATCAAGGAGGCTTAATGGAAAAAAGAAAAGTACTTGGGATAGCATCATTTTTTATGATTATTGTAATGG -CAATACTTTTTGCTGATAATAAGCATGGTTTTGTGTTGGGTGACTTTATTTTAACAAAAATGGGCGTAAG -TGTTTGGTCGGACGGAAACTCCGGTTTGCACTATACAGGTGTTCTAGCTGCAACCCTAATATTAGTTGGA -ATCGCCGGGGTAATTCGTTTTAAAAAAGATGTTCACATAAACTTCGGCAAATTTGCCGTGATATTCTTTA -TTATTGGGGTAATAATATACCAGCCAGTTTATGACTCTGTATACGGATTTGTAAAATCTAATTTGAATGG -TTTACATTCTATAGAATACATAAGGGATGGAAGTGAGATCAATTTTACAAGTGATAGCAAGATTATCTCA -ATTGATGGAAAAATCAAATTAAAGAATTTTAGCAATGATAAGAAAGAATTTTATATTAAATTACCGATAG -GTAAAAATCCGATGGCTCAAAATCCAGAATTTATAACAGTTTGTAATACATCCAACGAACCCGCCAAATT -TGTAATGTGGCCCAAGAGTCAAGTTAATTTGCATATTAAATTCTCCATACAGCAAGACGAGAAGTCGGTG -TTGCAGAGTGGAAACTTAATTTCTCCAGATATAAAAATATATAACGAGAGTGAAGAAATACGGCAAGGGA -AAAGGTGAGAACAATATAATGGTAAAGTATATATACGTTGACATACTTCAATTTTATGAATATAATTATT -CATATCGAATAATATAGATATGAGGGGATAAAGTGTTAATTAGTAAACACAAAAAAAATGCAAAAATATT -TAAAGCATTTTGTGATGAAAACCGTCTTATGATTCTGGAATTACTTCAAACGGGTGAAAAATGTGCTTGC -ATGCTGTTGGAGGATTTAAATATTGGTCAGTCCACTTTGTCGCATCACATGAAAGTATTATGTGACTCAG -GCGTTGTAAAATCAAGAAAAGAAGGAAAATGGACTCATTATTCTATCAGTGAGGAAGGCAGTGCCTGTGC -AAGAGAACTTCTTAGTAAAGTAACAGAAGTATATGCAACTGCAAATAATTGTACTTGTTAATAAGGCCAT -CGGTTGATGGCTTTATAAAATTTTTATATATCGATAAAATTAGATATATTGATAAAGGGGAGATATTTAT -GGAGATTTTTAAAGGCATTGGACTGTTTTTTCAGAATGAGGTTCTTGGCATGAAGTGGCTTAATGCACTT -ATTGGTAATATGCTCTCATCCATGGGACTTGATGTATCTGGACGTGTGGGGGGAAGTGTACAGTTTTTTA -TTTATGATGTAATAAAAATAACAATATTACTTTGCCTCTTGATTTTTATTATTACATATATTCAGAGCTA -TTTTCCTCCTGAACGAAGCAGGAGGATACTTACACGTTTTAGAGGGATTGGAGCAAATACTATAGCGGCA -CTTCTCGGTACTGTCACACCTTTTTGCTCCTGTTCATCAATTCCCCTGTTTATTGGGTTTACAGGTGCGG -GGCTGCCTCTTGGAGTAACATTCTCATTTCTTATATCATCGCCAATGGTAGACCTTGGTTCGCTTGTAAT -ACTCATGAGTATTTTTGGTGCAAAGGTGGCAGTTACATATGTAATAGTTGGTCTTATTATAGCAGTTATC -GGAGGAACGTTAATCGAAAAAATGCATATGGAAAAGTACGTTGAGGACTTTATACTAGCTGCCGGCAGTA -TTGATATTGAGTCACCGGATTTGTCGAAAAAAGAGCGTGTTATCTATGCAAAAGATCAAGTGGTGTCAAC -CTTTAAAAAAGTGTTTCCATATATATTAGTTGGGGTGGGAATCGGAGCTGTTATTCACAATTGGATTCCG -GAAAAATGGATTGAAACCGTTCTTGGAAGCAATAATCCATTTGGTGTTGTACTCGCTACCTTAATTGGTA -TTCCTATGTATGCAGACATTTTTGGCACTATTCCAGTTGCAGAAGCACTGCTATATAAAGGAGCAAGATT -GGGAACGGTTTTATCATTTATGATGGCAGTTACCACCCTTAGCTTACCATCAATTATTATGCTCCGTAAG -GCTGTAAAACCAAGACTTTTAGGGTTGTTTATTGCTATTTGCACAATAGGAATTATTATTGTTGGGTATC -TGTTTAATGTATTTGATTTTTTACTAATATAAAATATACTAATTATTTTAGGAGGTTTTAAAATGTCACT -ATTTAAAAAGAAGAAAGAAGATTTAAGTGAAACAGTTGGTAAAGGTGAAGCTTATGTGAAGGTCCTTGGT -TCGGGATGTGCAAAATGTAATCAGCTGGAAGCTGCCGTAAAAGAAGCATTGGCAACACTGAGAATGGATA -CTTCCATTGAGCATGTTAAGGATTTTGCACAGATTGCCTCTTATGGTGTCATGACAACCCCTGCATTAGT -CGTAGATGGTAAGGTAGTTTCTTATGGGAAGGTTCTGAAAACAGAAGAAGTAATTAAGATATTGGAAAAA -GTCAAGGAGCAATAAAATGAATAAACCAAAGGTAGCATTTATATGTGTTCATAACTCCTGCCGCAGCCAG -ATAGCGGAAGCTCTTGGAAAACATCTTGCTTCAGAGGTGTTTGAAAGTTATTCCGCGGGAACAGAAACAA -AGCCGCATATTAATCAGGACGCAGTTCGACTTATGAAGCAAATTTATGGAATTGATATGGAAAAGACACA -AAGATCCAAGCTTCTTGAAGATATTCCTCAAGTTGATGTTGTGGTAACAATGGGGTGTAATGTAAAATGT -CCGTTCTTGCTTTGTAAATGCAGTGAAGATTGGGGCCTTGAAGACCCAACCGGCAAAAACGATGAAGATT -TTATAAAGGTGATTCAAACCATCGAAGAAAAAATTATGGCTCTGAAACATTCCTTAGACAAGCAGAACCA -TCGAAGTTGATACACGGATATGACATAGCAAACCGCACTTTAAAGGTGTGGTTTTTTCATGTCAATAATT -ATGCAGACGTTGCAAGAGTAACTTAATCCTAAGATTGTGCATAGTTATGAATATTCAATGAATTTATCAA -ATATATTTATAGGAGAGGTTAATATGGATTGTGAGGATGCCATTTGCCGGAGAATAAAAACAATGGCGGC -TGAAACTGATAACTATATCAATTTAATAAACACAGCACCTTGTATATACACGAGAAATATGCTTTTATAT -CAACTCAGGGAGAAAATAAATGAGATAGACTTTTTAATCGGCTTTATATGCCGGAAGGAAAATCAAATGG -AAATTAGTCCCATTGAATTGCCGCAGCAACATGATAGAAAAGATTTTACACTTGAAGAATTAGCTAAGTT -TAACGGCAAAGACGGTAATCCCTCTTATGTGGCGGTAAATGGAACAGTGTATGATGTTACGGATAATGCA -GCTTGGGCTGCAGCCTCACACTTTGGACTTACGGCAGGAAAAGACTTAACAGCCGAATTTGCCTCATGCC -ATGCAGGACAGTCCATACTAAACAAATTAAAGGTGGTTGGGAAGCTGATTTAATGAATAAAACAAAAACA -TGTCCCGAATATGCCGCACGTCTTAAAACAGCGAGGGAACTATTTGATAGAGTCAAAGACAAAATCAGTG -AAGGAACATTGATGAGGAGGAATCTTGTCTGGCTGGAACTGACAGGTTGTTCAGGAAATATCATTTCACT -ATTGGATGGAGCAAACCCTGATTTTAAATATTTGATTTCACAAATGACTAACTTTCTATATGATAACAGT -CTGGTGGCTGCCGAAGGTGAAAAAGCCATGGAGAAATTGATGGGTAGTATTGGTGATGAATATATTCTTG -CTGTGGAAGGGGCAGTTGCAACTAAAAACAACGGTATGTATAATGTTATCGGCCGCTGGCAGGGAAAACC -TGTTACTGCTCTTAATGCTATTAAACTGCTGGGAGAAAAGGCTTCATATGTTATAGCACTTGGAGCCTGT -GCCTCTCACGGAGGAGTTTCGGCAGCTAAACCAAACCCATCAGACTGTGTAAGTGTGCAAAGTATTCTGA -ATAGAAAGGTAATTAAGCTTCCCGGATGTCCCTGCCATCCTGATTGGTTTATGGGAACATTGGCCCATAT -ACTTTTATATGGAGAACCGGAGCTTGATAACAGGGACAGACCGGTATTGTTTTACAGTACATTAATTCAC -GACCGATGTCCAAGAAGGTCATTTTTTGATAAAGGAATCTTTGCAAAGAAGCTTGGGGAAAGCACCTGTA -TGTTTAAGCTGGGGTGCAGGGGGCCTGTTACTCGTATTGACTGTCCCATACGTAAGTGGAATCAGTATGT -AAACTGGCCTGTAGAAGATGATACACCATGCATTGGATGTGCCCAGTTTGGATTTCCCGATCAAATGGAA -CCATTTATCACGTACAATACTACAAGAGAGGTAAAGGAATGACCAGGAGGATTATTATAAATCCAGTTAC -AAGAATAAGCGGGTTCATGGAAATAGATGCGGTAATTGATAAAAATACCGTAACGGACGTTAAAACGGAG -GGGTTGCTTTTCCGGGGGTTTGAGAAAATGCTTGCCGGAAGAAATCCTTTTGATGCGGTATATTTTACAC -AGCGTATTTGCGGCATATGTTCTACGGCCCACTCTGTGGCATCAACTCTTGCACTGGAGACCGCAATGAA -TGTAATTCCTGCTGAACAAGGAAAATATCTCAGGGATATTCTGCATGGATGCGAGTTTATGCAGAATCAC -ATAAGGCATTTCTATCAGTATACCATACCGGACTTCGTGAGACTGCCGGACAAGTATCCGCTGTATGTGA -CAGAACATAATGATTTCAGGATACCCAAAGGAAAAAATGATGAAATAGTTAAACATTATTTTGAATCACT -GGACATAAGCCGGAGTGCACATGAAATGCTGACAGTACTGGGCGGGAAGGCACCGCATAATCATGGCATT -TTTGTGGGAGGAATAACAACTCAGGCAACGACCGATAAGATAATCAAGATAAAATCAATATTACATACAA -TACGGAAGTTTATAGCAGACATAATGATACCCGACGCTTACACCATAGCTCAATATTACAGTGATTACTA -TAAAAAGGGCAGGGGCTACGGAAATCTTTTAAGTTATGGCTGTTTCAACAAATATAATGAACTGGGCACT -TTGTATGTTGACCCGCTGGTATACACACAAGGTAAGATAAATGTATTCAATCCCGGTGAGATAACCGAGG -AAATTGATTATTCATGGTACAAGGACAAAATGAGTGAGTATAAACCTACCGATACCATAACGGAAGAAGA -TATGAGTAAAAGCAAGGCATACTCTTGGGTCAAGGCTCCCCGATACAGCGGTATACCTTATGAAGTTGGC -CCACTGGCAAGGCAGTGGTTAAGCGGAGAATACAGAAATGGAATATCCACTATGGACAGAACAATTGCAA -GGGTAATGGAAACTAGTAAAATTGCAGAAATCATCAGTATTCTTATAGAGAACCTAATTCCAGGAGTAAC -CGTTCAAAAAGAATATACGATTCCTACATCATCAGAAGGAGCAGGACTTATAGACACCACTAGGGGTGCT -CTTGGCCATTGGCTTAAAATAAAAAATGGAATTATTTCATTTTATCAGATTATAACTCCTTCTGCATGGA -ATCTCTCTGCCAGAGGAAATAATGGCATGAGAGGAACTGCGGAGCAGGCATTAATGAATACAATAATACG -GGATATTGATAGCCCGGTTGAACTGGGAAGAATCATTCGTTCCTTTGACCCATGTGTTTCCTGTGCAACC -CACGTGTATTCTCAGGGGGAGTTTATTAAAACTATACAGGTAATGCCATGAAAGAATTAATTGTTATTGG -AATTGGCAACAGACTAATGATGGATGATGGAATTGGTGTACGTGTAGTAGAAGAGTTGAAAAGTAAAAAT -ACAAAAGCTGATATACTTTATGTGGTTGGTGAAACCGATGTTTATTATTGTTTGAATCAAATAGAAGATG -CATTAATGGTCATTATTATTGATGCTGTTTATTTAAAAAAAGAACCTGGGAGTATAAGTATCATACCCTT -TGACAGAGCCTCTGAAAACTATATCAATCCCATGTCGGTTCACGACTGTAATTTACTAGGAGAAATGAGA -GGAAAAAACATCAAAGGCGTATTAATCGGCATTGAACCCTATGAGATTAATTACAGCACAAGCTTGTCAG -AGGTTTTAGAGTCAAGATATATCAGAATCAGTGAAGATATAGGAGACATAATCGAGGATTTTACAAAGAA -TAAAAGGGCTTCACAGGATTAAATTTATATCCCGTAAGGCCCTTAACTCTCTATAATTTAATGTTAATAG -TATAAGTAGTTGCGGTTTTCTTTAGCAGCTTGTGCATCAGCTTTCGTTTTTTGAACTGTATTGAACGGGT -GTTGCGGTGGTGCATATATCGAATACAGTTTAATCGGTTTATTCCCTGTGTTAATAAGGTTGTGCCATTT -ACCAGCAGGTATGATAAATGCAAAGTCTTCACGCACATTTGCCTGAAAATCCAGATAGTTTTTACTATCT -CCCATTTTAACAAGTCCTTGGCCTTCTTCAATACGTATAAATTGATCAAGGTCTGGGTGTATTTCCAAGC -CTATTTCTTCTCCTGGATTTATACTCATTAGAGTAACCTGTAAATGGTTTCCCGTCCATAAAGCTAAGCG -GAAATTATTATTCTGCTTTGTGGCTTTTTCAATATCAACAACAAACGGATTTGGACCATAATCCTTTAAC -ATAATAGGAGAACAAGGTTTTGTTTGCTCCGTATAAGGAAGGTATTGACTAGGAAACTGACTCCAAAAAT -CCGGGTTATTTAAGTATGGGCATTGATACATTTTATCATCCTTACCCATTGGGTTATTATTATATGGACA -TGGATTCTGTTTTGATGTATTATACAACTTGCACCATCCCTTTCAAAGTTTATATGTTTACAGTATTATC -CTATGTTTTATGTTAATAGGATGTGCGGTAAAAAACATCTATTTTATAGCAAATCGTAAAAGTCAATAGT -GAAAATGTACATAAAAATAATGTCGAATCGTGTTGACTTTTGGTTATAAACAATATATTATGTAAGTGGA -CATAACAACATATCAATATAATATTATATTAACAACTCAATAGGGGGATAATTGTGAGCGGAATGGTACC -TAAATACTATTTGGTAAAACAAAAAATAGTAGAAATTATTGATAATGAGGAAATCGGCCCGGGGGGGCTT -ATTCCGAGTGAAAGAGAACTCATGGGTATCTTTGGACTGAGCAGGATAACAGTTAAAAAGGCAATAGATG -ATCTTGTTAATGAGGGATATCTTTATCGTATACAAGGTAAGGGAACTTTTGTTAAAAAAGATACTCTGGA -TCAGGATTTGATTTCAATAACCAGTTGTACTCAAGATATAATAAAATTGGGAATGACCCCTTCTAAGAGA -CTTCTCAAGTCGGAGGTTATTGAAGCTGACAAAGTTATGCTCAGGAAATTGCAGCTTAGTCAGGGGGACA -AGGTGTATAAAGTTAAGCGTGTATATTATGCAAACAACGAACCTGTTAACCTGACCACTGTGCACTTACC -ATGCAAGTTATTTCCCTTAATAGACACCTATGATTTCGGAGTTGATTCTATTTACAAAGTACTTGAAACA -AAATATGGTACAAAAATTACAAAAGCAATAAGAACCATTGAGGCAGTATTGGCGGTTGATGAGGTTGCCA -GAGAACTTGAAATAAAAGAAGGTGATCCCGTCCTTTTGTTTAAAGCTGTTACACATGGAATGGTGAATGG -GAGAGAAATACCTATAGAAACTTTCAAAAGCTTCTATAGATCTGACAAGTTTAAATTTTACATTAACCAG -GTTCATGAATAACCCGTAAATACTGAACTAGACAAAATGAAAGTAAAATGCCAGGTAAGGTAATATGCTA -TGGCTTAGTTTTTTGCACCCCAAAATCCATTAAGCTATGGCTTTACAAATAGAAGCTCTAAGATCGCGAC -TTAGGCTTCTAAATAAATATATTTAATCTTTGAAACAATATTATCGGAGGAGAGGTCCACATGAAAAAAA -ACACAAAAAATTTATCTTTTTTACTAGTAGTAATTATGTTGGTATCCATCATTTTTACAGGCTGTTCTAC -TTCCAAAACCGGTAATTCCTCAGCAAGCAGTTCGAACTCCGACACTGATAATACCGGACTTGGAATAGCA -TTGATAACTTCTGCTGCGGGTCCTAACGACAAGGGATATAACCAGTCGGCTATTGCAGGACTTGAAAAGG -CAAAGAAAGATCTGGGTATAAAGTATAAGGTTGTTGAAACTACAGACGTTCCAGGAAGCTTGTCACAGCT -GGCAGGTGCGGGCTACAAGCTCATTTTCAGCCTTGAATACAACTTTGATGCATTGATTAAAGGAGTTGGA -GGAAGCAAGCCTATTGCTGAACAATATCCTGACACAACGTTTGTAATATTTAATGACAATCCAAACGTAA -ATGATGACGGAAGTGTAAAGCATAAAAACGTTGTATCTGTTCTCTTTGATGTCCATGAAGCCTCCTTTAT -GGCTGGTGCATTGGCTACACTAGTAAATGAAAATGCTTCAAAGCTGTTTAATAGTTCAGAGTATTCCTTT -ACTTCAGGTGATGCAGGAAGAAAAGTAGGCTTCCTTGGAGGATCAAAATCAAATGGTATCACAGTATTCG -GATACGGTTTTGCTGAAGGAATCAACTATGTAGCTAAAGAGCTCGGTGTAAATTATACCTTCTACAGCGA -CTATAACGCAGGCTTCAGTGATTCAGCATCAGGAGCAACTAAAGCAAACACTTATTATTCTGATGGTGCA -AACATCGTATATGCAGTTGCAGGTGCTGTAGGTGACGGGGTAGATGCGAAAGCTAAAGAGGTTAAAAAGC -TTTCTATAGAAGTTGATGCGAACAAGGATTCAAATCAACCGGGATATATATTGACAAGTGTTTTAAAGAA -CACAGAAGTACCTGTATATGAAATAGCAAAGAACTATAAAGAAAATGCTATGGATAAGGTAAACGGAAAA -GTATTGAGTTACAATCTGGCTACCGGTGCAACAGGAATTACTGATTTGAGCGTTATCGAGTCAAAAATAA -CAGCAGACGGAAAAGCAAAGTGGGATGAAATAAAGGGTCAGCTAAAGACTATTTCTGACAAGATAGCAAG -TGGTGAAATCAAGGTTACAAATGCACAGGCTGGAGACAAATTTGATAAAACCAAGCTTGCAAATTTAAAA -ATGCCAAACGACTAAAAATAAAAATAAACCAGAATGAGGGCGGCAAATATGTATGCAATAGAAGCTGTTA -ATTTAACAAAAAAATATGGCGATTTTGTTGCTAACGACAATATAAACCTTTCTATCGGCAAAGGTGAAAT -TACCGCAATAGTCGGAGAAAATGGGGCAGGAAAAACAACTCTTATGAACATGTTTTTCGGACTACAGCGT -CCCACAAGCGGCGAATTGCTTGTTAATGGAAAAAAGGTTTCATTTGGTTCTTCATTAGACGCCATTAATT -GCGGCCTGGGTATGGTGCATCAGCATTTTAAGCTGGTGCCCAGCCTGACTGTTTTTGAAAACATACTACT -TGGAGTCGAAATAAGCAGAAAAATAAATTTTTCTCAAAAACTTAAATTGGGGACTCCAATAATAGATAAG -AAATGTGAAAAGAAATATGTACAGAAAATTATTGAGGATTACAAGTTTGAGCTAAATGCAGACGATGTAG -TGGAAAACATTTCCATAGGAGCGAAGCAGCGTGTTGAGATTTTAAAAATGCTTTATCGTAATGTAGATAT -TCTTATATTCGACGAGCCTACTGCGGTTTTGACTCCTCAGGAGGTGGATGAGCTTTTATTAAGCTTCAAG -GAGCTTAAGAAGCAGGGAAAGACAATTATACTGATTACTCACAAGCTGCGTGAGGTAATGGAAGTCAGCG -ACAAGGTTATTGTCATAAAACGTGGTAAGGTAGTGGGAAGTAAGGCAACCAAAGACACAAATTCGGCTGA -AATAGCTAAAATGATGGTTGGCCGTGAAGTAATACTGAATGTAAGCAAGGAAGATAAGGATGTCAGGGAA -AATAAGGTTGCCTATTCCGTAAGCAAATTATCTACCCAGGATAACTTCGGAAAGAAAGTTATTGAGGATA -TAAGCTTCGAAATAAAAGAAGGAGAAATTCTGGGCGTTGCAGGGGTAGAAGGTAACGGACAAAGTGAGCT -TGTAAGAGTTCTTTCAGGACTAATGGAATCAACGGAAGGCTCGGTACACTTGTACGGTAAGGATATAACC -AATAAATGGCCAAGTAGCCTGCGTGCAGCTGGCATTGGAATAGTTCCCGAAGACAGGTATGCTCAGGGTT -TGTGCAAGGACATGACAATCCTAGAGAATATTATAGCCGGTTATCACAGGAACAAGAAAGTTTGCAAAAA -TGGAATCATGCTGAAAAATGAAATTGAAGATACAGGTAACAAGCTTATAGAAAAATATGATATCAGAATT -GCTGAAAAGAACGGTAATGTATCACAGCTGTCCGGGGGAAATGCCCAGAAGATAATTGTGGCCAGAGAGT -TCGATTCTGACCCAAAGGTACTCATAGTAAGCCAGCCTACCCGTGGTGTGGATATAGGCTCAATAGAATT -TATTCATAATAAGATTCTGGACCTGAGAAGTGAAAACAAAGCGATTTTACTTGTTTCCAGTGAACTAAGC -GAGATAATGAACTTGAGTGACAGGATAATAGTTATGTACAAAGGGCGTATTGTAGGGGAAGTTGAAGGTA -AAAAGGCAGACAGCACTAAAATAGGGCTGCTAATGGCGGGACTATCCTTAGAATAAAGAGGGAATTTATG -AAGAAAAATAATACACTTTTAAAAAATATATCTAATGTTTTATTTCCGGTAATCAGTGCCCTTATATTAG -GTGGGATTCTAATTGCTGCAATAGGTGAAAATCCTTTTTTGACCTATTCTGTAATGATTAAAAAATCTCT -CTTCAGTCTGGACGGGCTCTTAAAAACCTTACACTTTGCATCACCATTAATTCTTACAGGGCTTGCAATT -GCAATAACCTTTAAGGCAAATATCTTTAATATGGGTGTTGAGGGTCAGGCAGTGCTTGGTGCATTTTTTG -CCGGAGTAGTAGGTTTTACTGTAAAGGGATTACCTCCGGTACTCCACATAACCTTATGTGTATTAACCGG -TATTGTTGTAGGTATGCTTTTTGCACTTGTTCCGGCTTTACTAAAGGCATACTTTAATGTAAATGAGATG -GTTGTAACACTTATGCTCAACTACGTTGTTGTTGAGATTGTAAAGTTTCTTTCCCAGGGAGTATTCAAAG -ACCCATCTTCCGGATATGTTTCAACCTATCCGATAGCGGAAAGTGCCATGTTTAAAAAAATATTCGATTC -TAATCTGACTGCATTTTTCTTTATAGCACTTATAGTTTTTGCAATAATGTATGTGGTTTTCAATAAATCA -AAGCTTGGATATGAAATAAAAGCTATCGGTAAAAACCCTGAGTTTTCGGAAGCCACGGGTATGAACGTCA -GTAAAAAAATTATTATTATTATGCTTATAAGCGGTGCAGTAAGCGGATTGGCAGGAGCAGGGTTCCTTAT -GAGTGAGAAATACAGATTTACCCTTGATTTTTCAGGAAGCCCGGGATTGGGCTGGGACGGTATGCTCATT -GCACTTCTTGGTAGTCATAACCCCATCGGAATACTGGTGGCAGCTGTATTCTATGCGGCACTGAAAACCG -GAAGTGACTATATCGGCGTATTTACCAATGTTCCCAAAGACATTGTAGGTGTTATTCAGGGTATTTTGAT -ACTGCTACTTTCTGTAAAGTTTTTTAATGAAAAGTTTCACTTGTTTGAGAAGTTTAAATTTTTGTGGAAG -AAGTCTTCAAGTACAGACTTAAATAAATAGAGGTAGATGATTATGAGCTTATTGAATAACATTTTGTATG -ACATGGTCTATCATAGTGCACCGCTGATTCTTGCCGTACTGGGAGGATTGTTTGCACACAGGGCAAACGT -GCTTAACATTGGACTTGAGGGTATGATGCTTATGGGTGCCTTCAGCAGCACACTGTTTGTTCTGGTTACG -GGAAGTTTATGGCTGGGAGTTTTATTAAGTGTTTTATGTACACTTATATTGGGAATGATTTTTTCATTCT -TTGGAATCACAATGAAAAGTAACTTTATTATTACCGGATTCGGAATTAATATTTTTGTTGCAGCCTTGAG -TTCCTTTGTTCTTAAATATATGGAAATGGCTAATATCAATGTCAGCTCTATTATTAACACTGCGGGCTTA -AAAATCAATATACCTGTTATCAAAGATATACCTGTATTAAATTCACTTTTAAGCGGACACACAGCTATTA -CCTATTTAAGCATTATACTCATCGCTGTTGTCAGTGTTATTGTATATAATACAAAATTCGGTGTTTATGT -AAGGGTTGTTGGTGAAAATGAAGAAGCGGCGAAATCTGTTGGTATCAACAGTGCGGCAATAAAGTACATT -GCGGTGCTCATAGGGGCGACTCTTTGCGCTTTAGCCGGTGCAAATCTGGCAGTTGAAAGAATGGCCCTGT -TTACCAACAATATGACAGCAGGCAGAGGTTTTATCGCAATAGCCGCTATATATTGCGGACAAGCCAAACC -GATAAAGTCAGCACTATATGCAATTCTTTTCGGACTTGCAAAGTCCTTGGCTATAAACCTGGCCTTGTTT -GCAGGACCTATATCAGGGCTGTTTGAAATAGTACCATACCTGATGATTGTTATAGTATTGTTTGCGGTTT -CGACTATTGAGAAACGACGTACAAATATAAGGGGGTTTAAACTTGAATAACACGGCACTTATTATTGTAG -ACATGGTAAAGGATTTTACAGACCCCGAGGGGCTGGTGTTCTATCCTCAAAATCTCGAAATATTGCCTAG -GATAAAACAGGTTCTTGATGAATGTAGGAAACATAATATGCTTGTTATCTTTCTAAGGCACAGCAACAGA -AAGGACAAATTTGATAAAAACCTGGTTAACATGCGTCCAAACTGTATTGAAGGCACCGGGGGAGATGAAA -TAGACCCAATGCTTACGGTTGACCCGGTAAAGGATTATGTAATTAAAAAAAGACGCTACAGCGGTTTTGT -GGGCACTGATCTTGACATGGTATTAAGAGAAAATAAAATTCAAAACGTCATATTAGTAGGTACCAAAACC -AATTGCTGTATACGGGCCACAGTCACAGATGCATATTACCTGGATTATACACCTATAGTGGTATCTGACT -GTGTGGCAACCAATGACGAGACGGTAAATCAGGTCCATTTGACGGACATAAAGAAATATTTGGGCAAGGT -AATTACTTCACAGGAGCTTTTCGATCTCCTGGATAAAGGGGAGATGGTCTGATGAAATATGATGTTGTAA -TAAACGGATATATCAGCTTGGACAGAATTATTAAAACAACAACTCCTTTAAGATACGGATATACTTCACT -GGTTGAGAACAGTGACAATGCCAAGATTCAATATGGAGGATGTTCAACGAATATCGCCTATCTTATGGCA -AAGCTTAATATGAAGTCTCTTCCTATGATAAGAGTAGGGGCAGATGACTACAGGGAGACAGGATTTTATG -ATTATCTAAAAAATGCCGGAGTGTGTATGGATGCGGTTGAGATAGTTCCTGATGAAACAACTTCAAACTG -TTACCTTATAGCTGATTCAGAAAATAACCATGTTACGATTTTTTACCCTGGAGCTATGGACAAAAAGTAT -GCAAAAGGGATGAATCCGGAGTTTTTCGCACAGTCAAAGCTTGGTGTTATGACTGTGGGATCATATGAAG -ATAATCTTGAATTTTACAGACAGTGTATGGCTAAAAAAGTTCCTCTGGTTTTTGGGATGAAATGTGATTT -TGATGCTTTCCCTGAAAAATTCTTTAAAGAGGTTCTCTCTTCCAGCAGTATAATTTTCTGCAATGAAGGA -GAACAAGGGGAGATACAGAGGGTATTTGGCCTTAATGACATAAGGGAGCTGTTTGATAACACAGCAGCAC -AGATTATAGTAACAACACTGGGCAAGAAGGGAAGCGTTTATTACCAAAAGACAGAAAATGGTATTTTATC -CCATAGAATAGCAGCCGCTGAGTTTGGTAGTGTGGTTGATACTACTGGTTCAGGTGATGCATTTATGGCG -GGCTTCCTGTATGGATATTTAAAGGGCAGAAGCATAAAGGACTGCTGTAGCCTTGGAAGTGTACTTTCAT -CCTTTATTATTGAAAAGGTTGGGTGTACGACTAATGCTCCTTCTGAACAGGAATTTCTGGAGCGTTTCGA -AAAATTTATAGAAGAGGAAGTGTGATAATAAGATGGAGACTTTATACGCAAAAACACAGGAAAAGGATAT -AGCAAAATATGTTCTCTTTTCAGGTGACCCTTGGAGAGTTGAGACAGTTGCAGGCCAGTTGGAAGATGTG -AAGCATATAGCCTTTGCAAGAGAATTTAACACCTATACAGGCTATTACAAAGGTGTTCGGATTACAGTGA -CATCAACAGGAATAGGTGCTCCATCGGCTGCAATTGCAATGGAGGAAATGTACCAGTGCGGCATGGAAGT -AGCTGTGCGTATGGGAACAACCATGGGGTTAAAGGATGATTTGCTTGGAAAGCTAATTATTCCCACAGGT -TCAATGAGAGAGGAAGCTACCAGCAAAACTTATGTACCGGTATCTTATCCTGCGGTAGCGGACTTTGATT -TAATCAATTGCATGAATAAAAGTACTTTACAAAACAACAGACAATATGTAAACGGATTATCCTGCACATT -GGATGGTTTCTATAGTCAGATGAGGGATTCACGTCTTTCAGAAAAAATGCAGAGGGATATGAGTGAAACA -TTTACCGCTCTAAAGAAATACAATATATCGGCTGTAGATATGGAATCAAGCTGTATGCTGGTTTTAGCTA -ATCTAATGGGAATAAAGGCATGTATTGTTACAATGACAACTGTTCTTGAAAATCTGAAGGATTTCTTAAA -AGGAGATGCAAGAACACAATCAGAAGTTGATTTGTGCAAAATCGCAATGGATGGACTTGTTATATATCAT -GAGGAGGTGGCTTCTAAATGAAGGGACTAGAATTTAAGGACAAACCTATCGTAATGGGAATGGTTCATTG -TCTTGCACTACCTGGAACACCTGATTTTTGCGGTGATATGAAGAAAATAACCGACCAGGCTGTAAAGGAA -GCAATAACACTTGAAAAGTCAGGAATGGATGCCATTATTATTGAAAATATGGGCGATAATGTGTTCGGAG -TAAACATGGACATTGAACAGTCATGTGCTCTTGCGGCTATAAGTGCTATCGTTGCTCAAAATGTTAATAT -ACCTATCGGTATTGATGCAGCTATGAACGATTACAAAACCGCATTATCCATTGCAAAGGCAATAGGGGCT -GATTTCGTAAGAATTCCGGTTTTTGTGGATACAGTAGAATTTTTTGGAGGAATAATCCAACCTTGTGCAA -GAGAGGCTATGAAGTTCAGAAAGAACATAGAAGCTGAAAACGTAAAGATATTTGCAGATATCCAGGTTAA -GCACACACACATGGTACTACCCCATGTAAGCATTGAGGATTCTGCAAAAGCTGCTGAAGCTTGCGGTGCC -GACGCCATAATCGTAACAGGTACCCACATAGGGGTTGAGACTCCCATAGATATTATTAAGAGAGTCAAAA -AAGTAATCAGTATACCTGTAATAGCCGGAAGTGGTGTAAAAACAAACAATATAAAGGAACAGCTTGGCAT -TGCAGACGGTGCCATAGTAGGGTCCAGCCTGAAAGAGGGCGGAAATATAAAAAACCCTATTTCTCTGGAA -CTTTGTACAGAACTAATAAAAGCATTGAATATATAATGTAAATTTAAAATAAAGGACTGAATGTATATGA -TGAGACCAATGAAACTTGCCGGAAGCCAGCTGATGTTTGGTGCAGGTTCACTTGCACACCTCAAGACCCT -GACGGGGAAGAGGGCAGTAATAGTAACTGGCGGCTCAAGCATGAAAAAGAGCGGAATTCTGCAAAAGACC -ATAGATTATTTAAAGGAAGCTGGAATAGAAAGCAATGTATTTGAAGGGGTTGAGCCTGATCCACTGTTTA -GTACGGTTTACAGAGGCGCAGAGGTAATGAAACAGTTCCAGCCTGATATAATTATCGGACTAGGAGGCGG -TTCTGCAATGGATGCTGCCAAGGCAATGTGGGTATATTATGAACACCCTGGGCTGACAACACTTAATGAC -ATTGTACCACCAAATGTAATACCAAAGCTAAGGAATAAGGCTATTCTGGTATGTATACCTTCAACCAGCG -GTACAGCCAGCGAAGTCAGCCGTTCTGTGGTAATTACCGATGACGAAACCCACATAAAGTATGGGGTAGG -AAATATGGAAATGATGCCGGATATCGCAATATGCGATCCCGAGGTTACTGTTACAATGCCGGCAAAAATT -ACTGCTGAAACAGGTATGGATGCATTAACTCATGCACTGGAAGCACTTGCTTCAAACAGAGCAAATTATA -TTAGCAATATATTCGCAAAAAACGCAGCAAAGGATATTATAGTAAATCTACCAAAAGCGTACAGCCAAGG -TAATGATATTGGAAGCAGGGAAATTATGATAAATGCATCCATGGCTGCGGGAATGGCGTTTACCAATGTT -TCATTGGGAATAGTTCATTCTATGGCACACACTTTGGGAAGCTTTTTTGGAATTTCACACGGACTTGCTG -ATGCTGTGATACTGCCCTATGTGATGGAATTTAATTCACATAATGCTGACGCAAAGAAACTATACGATGA -ATTGGCAAAAGAGCTAGGTGCGGCGGATTTAGTTAATGTGGTATGCGAGCTGAATAAGTCCATCGGTATT -CCAAGCCATTTTGCAGAACTCATACCGGACGAAAAGAAATATATGGATGAGCTGGACGCAATGGCAGAAA -TGGCTCTAAAGGACGGATGTACTAAAACAAATCCTGTTATTCCTTCAATAGAACAACTCAAGGAACTATT -TATTAAAGTATATAAAGCATAAAAAACACTGAAGTTTCCCGGTTGGTATGATATTATTCTGGTGAATTCG -CAGCACCACGAAGCATTTTATGTAAACTAATTAACATACTCTAAACCTCAATAATTAAGTACCACCGGGA -AAACAATATAAAAAATAATTATGCCGCAAGGCTCAGGAGGCTTAACGTGAAACTAATATGTTATTTATCC -AACGGATACCCAACAATAGAGTCAAGCATAGAGATTGCTAAGGACTATATTGACGCAGGCTGTGATATAA -TCGAGGTGGATTTTCCTTCCTCTGACCCATACCTTGAAGGGGAGTATATCGCAAATAGAATGAGAGATGC -CCTTACAGTCTGCAATGATTATGACAAGTATATGGACGGAATTATTGAGATAAAGAATAGTCATCCTAAT -ACCAAATTTATACTATTGTCATATGAAAATACAATTCTTGAAATAGGTGTTGACCGTTTTGTAAAATTCT -GCGTTGACAATGATATAATGGACCTTATCTATGTAGGAAAAGACAATCGGGAAGTAAAAAGCAAGCTGAT -TGACAACGGTATAAAGATATCCTGCTACGTTCAATTTCACATGGATGAAAATGAAATACGGGCAGCAGTT -GAGTCAAACGGATTTGTTTATATGCAGGCTAAGCCTACTACCAATAACATTAATCCAAAATTTCCAACTC -TCAAGCACTGCATAGATCACTTGAAGGGCCTTGGAATAAAAAGGGAGATATACTGCGGTGTAGGTATATA -CGCACCCGAAGATATAAAAATGGCTAAGGAAGCCGGAGCTGACGGTGTTTTTGTGGGAAGTACTGTATTG -AAGCTTCAAACAGACATACCAAAGATGAAAGAAACAATTGCTTTATTAAAAAAGACTTGCAACGAGTAAG -AAAGGTGTAACTAGCTAAAAAAGGGCTGTTACAACATTAATTTTACCTTTTAACATGTACTCAGAGTATA -AATTGTATCAATGGAAGCTTGGTTAAAGATATTTGCAGTTGTTTATCGGCGAACAAGGATGTTTTACCGG -AAAACTTACACAATGTAGGTTTTAGCGAAACAATGAATCATGGATGATGAATGTGAGCGACGGTAAAAAA -TCATAAGCTGAGCCGCTAGAAACTCTTGCAAATATCTTGGAAGCAATCATTGATATAATTTTATACGGGA -GTACCGGTGTTAAAACAGAAAAACTTTCTGTTTTGCAACAGCACCTTTTGTCTGTTATATTATTTCAAGA -ACGACTGTATTTTTGCCTGACTTATTAAGTCTTTTATTTCCCGATCATAAAATTCAGAAAATTTAGAATT -AACTTCATTGGGATCTTCCAACTTAACCTTTTTAAACTTTTGCTTTAATGCATTTTTATAAGCCCCACGT -ATCAAAGCTTTTTTATAAGTAGGTTTAACACTTTCCCAGTATTCATCCTCACTCATTTTCAACCCGCTTA -TGTATTCCTTAAATGCTTTATATTGCTTACTGTCCATACTTATTTCTTCCCGAGCCGATTTTATAGCAGC -TTCAACCTGGTGGTCAGATACGCGAAATCCCTCTTTAACAGCTTGCGTATAAACTACGTGGCTTTCAACT -ATTCTGTCCAATATTTCTTTATCTGACAACTTATTTTCACTATTTATCATTGCTTTGTAAGTGTTAAAGC -CTTTTTTAGTTATATTTTCACCATTAATAGTTGCAACTATGTCCTTCCCGGCTTTAGTTAATGTCTGTGA -TTGCTTTATTCCAAAGAATTTTGCAGCACTCTCACTTTTTGAAAAAGTATACCCAACTATACCGAATATT -AAAATAACGGCTGTAACTGCTATGATAACTACCTTTTTTCTATTATTACCATGTACCATGGAAAATCTCC -TTTCAACGAATGTACTAAGTTGCAAATAAAGATAGTTATTTCTATAGTACCAGTATATTACAAAAATGTA -AATGTTGAGTCTGGTGGACTCTGTTATTTGATAAAATCTACATAAAATTATAAATGGCACATAAAGGAAT -TAAAGTAAAAAGTGAGTTAGCAGAATAATGCTTTTATGTAGACATTTGGATTTACAAAATATGGTATAAT -TCTTACTATAATTACAAACGCAAAAAGGATGTTTAGGAGGATATTTAGCGACAGCGGAGAATATAAGTCA -TAGGATGCTGACCCGCAATTCTAGGAACAGTATAGTAGAAGGTGTTGCCCATGGAATAATTGCAGACTAC -AATATAGTTGATTATCTTATGGATAATGTTTATAATATTTTAGAGGTAAAAATTACATAAAAAACCCTGT -AGTTGGGATGAGGTGGCTGTAATGCAAGATGTGCAGGATATTGTTTTTAAAGTATATGAAAATGTACACT -TGGAAGAAGGAATAGTAGTCCTCAAGAATTTCCTTGTAAATGCGTATATGTACAGGGGTACTTCCGTAAA -GGAAATGTCCCGTATGTTGAATTTACCAGTTCCTGTTGTGTCTGCGATTAAAAATGAATTTAAAAAGAAT -GGGATTGTAGATTTAAGCAACGGCATAGGTTTGACAAAGAATGGAGAAATCTATGTGAAGGATGTACTGG -GGTATAAAAATGCCGATACGGATGTTCTGAAGGATATTTTGGAAAATACTGGTATTGACCTTTCAAGGTT -TGAAAAAGAGATTGAAGAGTTGGGAGCGATTTACCAAAACAGGCCTGAAGTCGATGTTGAGGTGGACCAA -TCCAAGTGTACAGCGGAAACAGGGATGAAAAGGGCTGTACTCATGCTTAAATCAGGCTGCCTGATAGGCA -AAAAAATTGCTTGTATTGGAGACGATGATTTAACAAGTATAGCTATTGTTTTATTGTTAAAGCATATAGC -AGTAAGTGACAACTTAAGCGGTATGGCGGATATTACTGTTTTTGATATAGATAAACGGATATTGTCTTAT -ATAAAAAAAGTTTCCGAAGAATATAAGATAGACATAGAATGTATACAGCATGATTTATGCAATCCCATTG -ATAATCAGTACAAAAATAAGTTTGATTGCATTACTACTGATCCACCGTATACATTAAACGGACTGAACCT -ATTTTTAAGCAGAGGTATTTCGGTTCTAAAAAAAGAATCAAATCTAAGTGTGTTTTTGTCCTTTGCACAT -AAAACTCCTCAGATTAGGTTTTTAATGCAGCAGTTATTTGTGAACGAAGGTTTGATTTTGTCAAATATAT -ATCCCAAATTTAATGTTTACGAAGGAGCACAAATACTTGGCGGTGTGAGCGACCTTATGATTCTTACCAC -TACTGCCCAGTATACAAAAGAATTAATTTCCGGCATATTCAGCGATGAAATATATACCGGGAAGTTTAAA -CAGACAATCAGAACATATGAGTGTAAGCAATGCAGTGAGAAATATTTGGTTGGAATGAATCAGAAAATTA -CAACGATTGAACAGCTTAAATCACAGGGATGTTTAAAATGCCCTGCAAATAAGTTTAATTTAATAAGAAA -AGGATAGGTTATGGAAAACATTAATATAAGGCCAATAAAAGAAACAGATATACCTGTTATTGCGGAATTT -GAAAAGGAGATATGCATTATTTCTTTTGGAGATACTGCGGTAACCGACCTTGATGTTCACCAAAAAAAGC -TCTTAAAGAGTCATAAGAAAAATCCGGAAGGAATGTTTGTTTTAACAGTACATGAAAAAGTAGCAGGATG -GCTGTGGATGGATGAGAAAATTAATTTTCTGACAAACGAAAAATATATTAATTTCCGTAGTTTTTATATA -GAAAAAAATTTTCAGGGTTCAGAACTAAGTGTGAAATTAATGGAGTTTGCAATGGAATTTTGCAAAAGTG -TACAAGCAAATATGGTTGTGGGTAAGGTCTATATTGACAACATATCCATGAGGGCATTGTATAAGAAGTT -CGGATTCAAACCGACTCATTTGACCATGGAGTATAAATTTGACTGAACAAACATGGATACCGGGAGTATT -GCAAATGATTAAGTGCATTGTTTGGGATTTGGATGATACTGTTTGGGATGGTACATTAAAATATAATTAT -GATGTCAAGGTCAAGGATGATATTTTAAGTACAATAAAGATGGCAGACCAACTGGGTATTATACAGACTA -TCGCCAGCAGAAACGATTATTCGGCTGCCATGGATAAAATAAGGGAATTGAATATAGATAAGTATTTTTT -AAATCCTGAAATATCGGATAGCTCAAAAGCCGACAGTATTAAAAGAATATCCGTTCATTTCAATATAAGC -CCGGACAGCATTGCGTTTGTGGATGATAATGACTTTGAGCTCTATGAAGTAAAGAGATTCTTGCCGGAAG -TAATGGTCTATAATATAAAGGATATACATTTTCTGGAAGCACAAATAAAGTCCTTAGCCGATACATTTCC -TTCTTTATCGAACCACAGAGAGCTAATGGAAAAGAGAGAAAAAAGGATACAGGCAGAAAAGGCATTTATC -GGCACAAGGGAAGAATTTTTAAAAGAGTGCGGCATGACCCTTATAATCCGTACATTCAAAGAGAACGATC -TTAACCGCGTTTTTGAATTGGTACACAGGACAAACCAAATGAATAATTTGCAGACACGATTAGATCTGGA -TTCTTTAAAAAAATATGGTATGGATAAGAACAAGGCTATATTGGTTTGCGAGCTTTCTGATATTTTTGGA -GAACATGGTATTGTCGGAGCAAGTCTGTTCAGCTTGAATGGCCGGAAGGCGGTTTTGGACTTATTCTGTA -TTTCCTGCCGTGTTGAAGGAAGGGGTATAGGAACCGCATTTCTCAACGGTGCCATGGTTAGTCTGAAAAA -GTATAAATCTGATATAAGATGCTTTGAATGTAATTATGAGAAAAAAGAAAATAATAAATCCGCATACCTG -CTCTTAAAGCTTCTGGGATTTGAAACAAGGGTAAAAACGGGGAAAAAGTTTTTACTTCAAATAGCTTCCG -AGGAAGTCAAAGAGATGGTAATTGAATGGTTAAAAATAGTATATGGAGAGAACAAATGAAGGAACAAATA -TACAATCAGGTCTGTGAAATACTAGAAGAAGTAATTGAAAAAAAGAAAAATATAATTGATGAAAATACAG -TTCTGCTCGGACAGGGTGGAATTATGGATTCTTTAACAATTACCCGGTTTATTAATAAAGTAGAGAGTAA -ATTTCAAGTAGATATAATCGAAGAGGACTTGGAACTGAAATGCCTGGAAACCGTAGGCAGCTTGACTGAA -TTTTTGTATGATGGCGGGAATAAATGAATTTAGTATTAACCTTACTGGAGGCATCCATGCTCAATTATAA -TTATATATGGAGAAATTAGCATGAAAACTTATTTAATAACAGGTGGAGCAGGATTCATAGGTTCTAATTT -TATCAGGTATATGTTAAAAAATTATAATGACATTTTTATAATTAATGTAGACAAGCTCACTTATGCAGGC -AACCTAGACAATTTAACAGGAGCTCCGATTAATGATACAAACTATAAGTTTTGCTGCTGTGATATTTGCG -ACAAAGATAAAATAGAAGAGATATTTAAACTACATAAAATTGATTATGTAGTTAATTTTGCCGCAGAGAG -CCACGTAGACCGCTCCATGACCAACACAAAGGAATTTATCGAAACCAATATAACGGGAACCGTCAACTTG -ATGAATGCTGCGAAGAAAGCATGGGAAATCAGAGAGGATGAATATATCAATGGGGTCAAGTTTCTTCAAA -TATCAACAGATGAGGTGTATGGTTCTTGTACTGAATGTTGTTCAGAAGAATCTCCTTTGAACCCACATAA -CCCCTATTCTTGCAGCAAGGCGGCTGCTGATTTTTATGTCAAATTCTATTGGGATGCCTACAAGTTCCCT -GTCAGTATTACACGAAGCTCAAACAATTACGGCCCATACCAATATCCGGAGAAGCTTATTCCGCTGATGA -TACATAATACAATAGAGAACCTCATGCTTCCGGTATATGGTGACGGTATGCAAATGAGGGATTGGATATA -TGTTGAAGACAATTGCAGAGCAATAGATCTGGTTTTACATAAGGGCGAACAAGGTGAAATTTACAATATA -GCTACAGAGAAAAAATATCATAACCGTTTTGTTGTAGATAAGATTTTGACTTATATAAAAGGGGAAGTGC -GTGAGGACATGATTCTTCATGTGCGGGATAGAAAGGCATCAGACCTTTGCTACAGTATCAGTACTAAAAA -GATCCGGGAGAAACTGGGGTGGAGTCCATCCGTGAATTTCGATAATGGACTTGACAAAACAATACAGTGG -TACCTGGATAACAAAGATTGGATGGACAGGTCCCTAATGACAAATATCTTGTAAAACAGTATAGCTCAAA -TCTTCCAGCCAATAAAATTGACAAATATTATCACATGCTTAAATACTCCAACCATAGAATTCCGTTTACA -TAAATATTCCGAATCAGTAAGTATTGGAAATATTAACATAAAACAGTTTATTTATTTTAAAAAATTTGCT -AAAATAAGGTTTATAATAATATAATTTCTTCATGAGCAAAAAGTTTACAATAGTATGATGTATTGACTTT -CGGGTCAGGATTATAAGGAGTGTTTAATAGTGAGGCCAAAAAGCAACTGCTTGGTTGAAGCCAAAGAAGA -ACAATATAAATTTATAGGAACACATATATTGGGGGATCTATACGGAATATCCAACGAAAAATTGGAGAAT -ATAGATTTCCTTGAAAAGGTAGTTACGGATGGTATAATGAAAGCCAATGCATCATGTCATGGAATTCAAG -TTAAGAAGTTTAATACAGGGGGAATTACCTTGATAGCACTATTGGCTGAGTCTCATGTTTCGGTTCATAC -GTACCCCGAATACAATTCAACATTTATAGATGCATTTACTTGCGGTGAACACTGCAATCCGCAGTTAATT -ATTGATACAATTGTAGAAGGGCTGAAACCGCAAAAAGTTATTATCAACCAAGTAAGGCGAGGAAAAAATA -AACGGATACGCTATATTAAATCTGATTAAGCATAAATATTATTTTAGGCCGACAACGGTTTTATAATAAT -ATAATTTATAGTACTTAGCTTTAGAATAGGAGGAGAAATATGAAGATTAAGTGGTTTGGACATTCATGTT -TTCTTTTAACATCGGACAATGGTATCAGAATACTAACAGATCCTTTTAATGAGCAGGTGGGATATCCTCT -TCCAGAGACAAGGGCTGATATTGTTACAACAAGCCATGATCATTATGACCATGATAATGTAGAAATTATA -AAGGGTAGCTATAAGCATATAAAAGGAATTGGTGATTTTACTTATGACAATATAACCATAAGAGGTGTAT -CAACCTTTCATGATGAAATGGGCGGTGCAAAAAGAGGTAAAAACACAGTATTCATATATTCGATTGATGA -TATTACTATTTGTCATTTAGGTGATTTGGGACATGCTTTATCTCAAGAGCAGATTAAGGAAATAGGAAAA -GTAGATGTACTCCTTGTTCCAATAGGTGGCGTATATACAATTGACGGAAACACTGCAATAGAGGTTATCA -AATTACTTAAACCCAGGATTTCAATTCCGATGCACTATAAGACAGAACATCTGTCTTTTGAGCTGGATGG -CCTGGATAGCTTTTTATCAAAAATATCCGGTAAAAGGGCAAATTGCAACGAAATTGTATTAAATAAGGAT -AGTTTATCAGAATATTCAGAAATATTGGCTCTGGATTATTTATAACAAAAATCAATTTATTAATAGAAAG -GGTTTTTATGAGTGCTTGTATATGGCCCGGCAATAATCCAATAATGCAACAATATCATGATAACGAATGG -TGCAGGCCAAACTATGATGATTCTCATATCTTTGAAATGCTTACACTGGAAGGTGCTCAAAGCGGATTAT -CCTGGAGTATAGTTCTCTCAAAAAGAGAAGAATACAAAAGAGCTTTTAATAATTTTGATATCATGTATTG -CTCAAAACTGAGGGATGAAGAACTGGAGAATATCAAAAGTGAATATAATGTTATAAAAAATTCCCTAAAA -TTATGGTCTGTCAGAAGCAATGCATTGGCAGTACTTAAAATCCAAGCGGAATTCGGAAGTTTTTCAGAAT -ACCTGTGGCGTTACGTAGATTTTCGCCCTCAGATTAATAATTGGGATTCCGAAGAACACATTCCTGCACA -AACTCCTTTGTCGGAACAAATAAGTAAAGATTTGAAAAAGAGAAACTTTAAATTTGTGGGTCCTATTATA -GTCTATTCATTTATGCAGTCAATCGGTATGGTGGACGACCACATCAGGTCATGTCCATATCATTCATTAA -ACAGATAGAATAAAGAAGTATTTTTTAAAGTGTTAATTTTTTGAAAACGTCAGCATTTAATAGAATGCCG -ACGTTTTCTTTTTTATTAAATACTGTTTTTCTAAGGTAAGTTGAGAATTTCACTGTGCAATTAATTAAAT -CCAAATATGTAAAATATTAGGTTGTTTTTTGACCATTAGAATTACTTAAATAATGTGAGTAAAATCAAAA -AACTTAGGAGGTATTTCAATGACTCAAAAAATTATTATCAGAAAAGGTACAAAAAGCGAACTAATTAACT -ATGGTGCATTAGATCTTGGTGAACTTGGTTTTTGTACAGATACCAAAGAGGTCTATGTAGGTGACGGTAC -CCTGAATTTTTTGGTGGGTGCTGCACTGAAAGGCACACTTGCTAACCGCCCGGAACCATCAACCAGCGGA -AGATTCTATTTTGTAATTTCAGGAGACGACAGAGGAACTCTTTATTATGATGACGGTTCAACATGGTATA -AGATCAATAATAATTCTGTTGGGGAACTAAAAGGTACTCTGGATGATATTAAAGACGGCATCAATTACAA -AAAAGTAAGGGCGGAGGATATTACAGAAGGCCACGTTAACAGGGTTTCTGACGGTAAGAATACAAAAACC -GCAGCAGAAATTAAGGAACACATAGACAACCCGGAAATACACAGGAAAATAAATGATTCAGGGTTAGCTG -CTACTGATCTTTGGTCTGCTCAAAAAATCAAAACTGAGATATTCAGTGCAATAAAGGGTCTCGACTGGCA -GGATAGTGTCAAATCATTAAATGTCAAGACAGTACCTGCGAATCCACAAACTCATGACAGATACATTATT -TCTGCCGATGCAGAAGGTTTATTCAGTGGAAAGGAAGGCCAGATTGCAGACTGGAACGGTTTCTCCTGGG -ATTTCTATGTTCCTTCAACAGGCTGGGCCGCATATGTTGAGGATCAAAACAAGAATTATACATATAACTT -ATCAAACCAATGGGTTGTAACCGGAGGTGCAAACCAGACCATTGAGGCCGGGAAAGGTCTCCAAGGAGGC -GGATCACTTGACACTATTACCATTGACGTAGGTGCCGGAAACGGTGTGGAAGTAAATGATGATTCCGTAT -CTGTAAAGCCTTACCGTGGAATAAACGTAGATAAAAACGGTGTCAGCGTTAACATTGATAATGATTCAAT -AATATTTGACGACGAAAACGGTTACACACTGACAATAGGAAAAATCGACGGTGGTTCTTTCTAAGGCGGT -GTCTTAAATGGAAAATAATAAAACCCTTATATGTATACGCAGGGGAACTAAATCCGAGCTGAAAGAAATT -GTTCTTCAAGAGGGGGAACTCGGATTTACCACTGATACACATGAATTATATATTGGATCAGATTGCGGAA -ATTTATTGCTGTCAAAGGGTAAACGAAAACGTAAAAACTCTGACAAAGAAAAGAAATCTGAGGGTTGCTG -ATTTTAATAAGTTTTAGTAAAGGTAAGTAAATTGACAACCATATATTTACATTTACTTACCTCTACTATG -ATTAAAAAGAGAGGAATACATTATGAGAAGAGTTATAAGTGCTTTTATAGCCGTAGTATTTATACTGGTA -AGCTTGTTTTCAGGGATTACTAATGTAATGGCTCAACAAAATATTGACGATGCCATTAACTCTGCCGGTA -ATTGGCTTATGTCCAGTCAGAATACTGACGGTTCATGGGGTGAAACGACAGAAACAAAAAGCAGAATTAC -GTCCAAAGTTGTTGAAACTTTAAATAAATCTGGTTTAATTCCACAAAATAGTCAAAACGGAATGGGGTGG -CTGACGAGTAACCCTCCCCAAAACAACACCGACCTGGCCAGATACCTATCCGTTGCTGGTCTTGATACTG -CCAATAGAATAGCTGAAATAATAAGCTCTCAGGCTGAGTTTGGCGGTTGGGGGACTGTAAACGGCGGAGC -TACCGATAATCTGACTACATGCCTGATTGCATCTGTTTTGATGAAACGAGACGGATATACAAAAGAAGTA -ACAAAGGCTGCCTATAATTTGCTATCAAATCAGAATCCTGATGGAAGCTGGGGTATGGTAAAAGGTACAA -ACACAGGCAGCACAGAACTGACGGGATTAGTAAGATCTTTTTTGACAGAATATCAAAGCAGGACAAGAAT -AAATATGTCAGTGGAACTGCAAAAGGCCGCCGAATGGCTAATTGCTCACAGATATGCAGACAAAAGCTGG -GGAAGTATAGAAGCCACTTATTTGGCTTTTTTAGGCCTTTGTAAAGATAAGCCGGAACTTGTTAGTAACA -TACCCGATTACTTTATGAGTAAGCAGACTTCAAACGGTAGCTGGAACAATAACCCGTACGATACGGCTCT -TGCAGTTGATCTGCTATATAGAGTAAATCTTCAATCTGCAGCTGGTATTAATGACATAAAACTTTATTCA -AATGGTGTTACAACTGAAAGCTTTTCTCCAAAAGATCAGGTTGAAATAGTACCTGAGTACACAGGTCGCA -GTATTCAGGTTTATGCAACGGTTATATCTCCGGACGGATTAAGAATTAATCTTTCACCAAACGCTATAGG -TGGATTTTCCTGGGACTGCTCAATAAGCACTGAAGGAATCTATCAGGCTGAGGTTGTACTCAAAGATAAC -CAGGGAGAAATAAAGGCAATAAAAACAAAGCAATTCAATATTAAACCTATATTGGAAATAAGAGGCTGCG -AAATAGAAATAACTCCCGGTGCATGTGTAATAAACAAGCCCGTTAAACCCCAGTTGGATTTTTATATAAA -TTGTAATGCCGCCAATATAAGTAAACCTGTCAAGGCAACTGTGAGTGTGCTTGACCCAAATGGATATGAA -ATATATACACAGGAGGCTTCTTCAATTTTAAAAACGGGTGAAAATACTATTTCACTTGGAAGTTTTTTGC -CTGCTGTTACAAATCCTTCAGAATATAAAGTAAAAGCAGTATTGTATTATGATGGAAAGGAACTCTATAC -AAGAAATGATTCTTTTCAAGTACTTGATACGGTTAATTCTACGTATACAACAAATGCTGATTTTGATTTG -GGAACCCTGAAAGGTGTGAACCACACCGAAGTACCCGATCAGCTGCAGCTGAACAAGTATGCAGAGATTT -TCCCATATATCTGGATTGCCAATGCTGGCGAAGGAACGGTATCTAAAATTGATACAAGGACAGGTATGGA -GGTTGCTCGATACCGAACAGGAAGTACAACCGGAACTAGTCCTTCACGTACCGCTGTTGATAAGGACGGT -AACTGCTGGGTAGGAAACAGAGGAAACGGTACGGTAATAAAAATAGCAATGACAGGTGGTATAGATAAAA -ATAAAAATGGTAAGATCGAAACATCTACTGACCTTAATGGAAATGGCAAAATAGATACTAATGAAATTCT -CCCATGGGGACAGGACGAAGCAATTCTTGTTTCAAAATCTGTGGGAAATAGTTCGGAAAGCTTACCGAGA -GCTGTAGCAATTGACAAAAACAACAGAATATGGGTTGGATTATACAACGAAAAAAGGTTTGTAGTATTAA -ACCCTGATGACGGGAACTTTACAGGAATATCAGTAGCTACCGTTTCACCACCTTACGGAGCGGTTATAGA -CAAGGACGGAGTTTTGTGGTCATCAGGAAACGGAACTCCATTAAGAATTGACAGCTTGGATACTAATACA -AATACTTTCTTAAAAAGCTACGATGTCGGAAGAGGCCCTTACGGAATAGTCGTTGATAAAAATGGAATCG -TTTGGGCTGCCTGTCCAACTAAAGATAGTAACGATAGAAGTGCATTAATAAGGCTTAATCCAAGTACCGG -GACATATACATACCATTATGGAAACGGAAATGTAGGCAGAGGAGTTGCTGTGGACAGGGACGGCAACATA -TGGATGGCCTGTTCAGGAAATAACTGGGTCGATAAATTTGACTCTACAGGAAAATACCTTTTATCGGTAA -ATATAGGAGCTAGTGGAGGTTCGGTTCCCATAGGAGTGGGTGTTGACAGTGAGGGATATGTATGGGTAAC -CTGCAATAGCTCCAACAACACCTTCAAAATTAATACTTCTGGTAAAATAATAGGCAGCTACGCTGTCGGT -GCAGGACCATATACATATAGTGATATGACTGGTTATAACCTTCAAAATGTCACTGCTCATGACGGTGCCT -GGGTTGTTACACATGATGGTGGAAACGAACAAAACACATGGTCCAATGTATCATGGGATCAGGTTATGCC -CGAAAATACTGCTATAGCAGTAAGCGTAAAGGCTGCAAATACCATTGAGGAACTTGTAGGAAAAACATTT -ATAGCCATATCAAACGGAATACCTATTTCTAATGTAAGCGGACGTTTCTTAATGATTGAGGCAAAACTAA -GTACTGCAAACTCGGCTAGTCCTATAATCAAGGAACTAAGAATTGAAGGTAAAAAGGGTGTTCTGACGGC -TAATGCCGGAGAGGATATGAACATTAAGGCTTCACCGGGAGCTATTGATGCAGATGTAACCCTTGACGGG -TCAAAATCAAGTGACCCGGACGGGAACAAACTTACATATAAGTGGAGCTGGAATAACGGAACTGAGACGG -CAGAAGGTATCCATCCCACAATAAAATTACCTGTGGGAACAACAGAAGTTTCTCTTGTAGTAAATAACGG -ATTAAGAAACTCGGAGCCGGATACAATAAGGGTAACTGTTACTGAATTTTCGGTGCCTGATGATAAACCT -CAAAAACCGGAGAATTTTAAAGCTGAAGTAACCGGAGGCACTGAAATATATGTTTCATGGTCACCATCAC -TAAATTCCACTTTTTATGAATTAGAAGTTGACGGAAGTATTATAAACACAAAAAATATAACCTCATATTT -ACATAATGGATTAATTCCAGGAAGTACCCACAAATACAGGGTAAGAGCGGTTAATTCAAAGGGATTCAGT -GACTGGACTGACACGATTAGTGCTTCCACAGTAGACTATGCGGCCGAAATAGACCGTATTTTAAAAGAAG -TAGAAGCAAAGCTTCCTGATTTAAAGTATTCTGAAATAATTCAAAAGACACAGGATTTGCTTGATTCCGC -TAAAAAGCTGATGCCCAAAGTAAATGCAGGTCAGCTTAAAGACTCATTGCAGGCAAGAATAGATAAGGCA -CAGGATGCAATTATAGTTGCAGGAATTGATGTTAAACTAACTGTGCTGGAAAATATACTGCCCAATATAA -GCTCATTGGAACCTATAAAGAAAGCACTGGATGAGGTTCAGCTTGATGTTAATAATTTGCCTGCACGTCT -GGATAAACAAAGAAATCAATTCCAGCTCAGAATAGATGAAATCTTAAAGCATTTTTCAAATCAGTGGTAT -TCAGAGCCTTCCATGGAATCTTCTAAAAGCAAGGCGGCCGTTATAAACGTAAACGGTAAAATTTATGCCA -TTGGCGGAATTAAGAGTGACGGAGTCCTTTTAGACACCATTGAAGAATATAATCCTGAAACAAAAACATG -GATAACCAAAACAAGTATGCCCGGCGGACCAAGGCAAGGTATGGCAGTAGCTGCAAAAGACGGAAACATA -TATGTTATAGGCGGCAAAGTTGGTTCAAAATACCTGGGACTTGTTGAAATGTATAATACTATGACAGATA -AATGGACAAAGATGGCTGATATGCCCACAATAAGACAGGGGGCAGTAGCTGCTAATGTAAATGGTAAGAT -ATATGTAATAGGAGGAAGTAATAGCACCAAATATTTTAGAAACGTTGAGGAGTATGATCCGGTTAATAAC -AGATGGTCAACCGTTAGCAAAACTCCAATGCCTACAGCGAGAGATACAGCAGGAGTGGCTGTTGTAAACG -GGGAAATATACGTGGTAGGAGGCTTCAACTCTACCAATAAATTTTTAAATTGTGTTGAGAGTTATAATCC -CGCAGAAGACAAATGGGAGACAAAAACTTCTCTTAATGTTGCAAGACGTGCTCTGGGAGTTTGCCAGCTT -AATAATATAATATATGCAATAGGCGGACGCAATAACGAAGGAGATTTGGGAGTAGTTGAAGTACTTGATC -CAATAACAGGCACATGGAAGGAAAAGACTGAAATGTCTATGAAGAGAAGCTATTTAAGCATTGTACCTAT -CAATAGTTCAATCTATGCTTTAGGAGGAACTTATAATGAAAAGCCTGTAAATACCGTGGAGCAGTTTATA -CCGTAAAGAATCACCCTTAAAAGTACCAGAATACAGTTTTAATGAGTATATTTAATGGGGCTGTTTTGCA -ACAGCCCCATTTCTTGACTATCAAAAACTAATCCCCTTGACAACTAAACGAGTTAGCTTTAAACTTATAT -TAATAATGTTTACAGGCTGTGAAGAGAAGAGTAGACAACGTAGCGGATACAGAGAACCCCGGGAGTGCTG -AGAACGGGGGGGGGCGAATTTGTTGAAGATGGACTCGGAGCTTCGTGCTGAGGGCTGGTACTCCGGCTTT -AGGTATCGACGGGAACACCCGTTATAGTGTATACTGTATTATGCAGTTGTTAAGGCTTTTGCCGTGAGGC -ATTGGCAAATTAAAGTGGTAACACGAGTTTTCTCGTCTTTAAATAAGAAATTATTTAAAGGCGTTTTTTA -TTTTAATAAAAAGATAGCAATCAGGAGGAATTAACAATGTCAAAAAAACCTTATTATTTGACTACGGCTA -TTGCATACACGTCCAGTAAGCCTCATATAGGAAATACTTTTGAAATAGTATTGGCTGATAGTTTTGCAAG -ATTCAAAAGAATGCAGGGATATGATGTACGTTTTCAGACCGGGACTGATGAGCATGGTCAGAAAATAGAA -CTGAAAGCCAAGGAAGCCGGAATCAGCCCTAAGGAATACGTTGATGGCTTTGCAAAAGAAATACAGCGTA -TCTGCGATTTAATGAATACCTCATATGATAAGTTCATACGTACAACCGATGACTATCACGAGAAGCAGGT -ACAGAAAATTTTCAAAAAGCTTTATGAACAGGGAGATATCTACAAAGGATACTATGAAGGAATGTACTGT -ACTCCCTGTGAAGCATTTTTTACGTCTTCACAGTTAGTTGACGGCAAATGCCCGGACTGCGGAAGGGAAT -GTCATCCTGCGAAAGAGGAGGCATACTTTTTAAAGCTAAGTAAATATGCAGATAGATTGATACAGCACAT -TAATGAACATCCCGAGTTTATTCAGCCGGAGTCCAGAAAAAATGAAATGATGAACAACTTTTTACTCGCA -GGGTTACAGGACTTGTGTGTTTCAAGAACCTCTTTCAAATGGGGAATTCCTGTGGATTTCGATGACAAGC -ATGTTGTGTATGTGTGGATTGACGCACTAAGCAACTATATAACAGGCTTGGGCTTTGATGCTGACGGTAA -CAGTGATGAAATGTTTAATAAGTTCTGGCCGGCCGATTTACATCTCATAGGCAAGGACATTCTTAGATTC -CATACAATCTATTGGCCTATTATGCTGATGGCATTAGAAGTGCCGCTGCCGAAGCAGGTGTTTGGTCATC -CGTGGCTGCTCATGGGCAACGGAAAAATGAGTAAATCCAAAGGAAATGTAATATACGCTGATGAGCTGGT -TGATATCTTCGGAGTAGATGCGGTAAGATACTATATTCTCCATGATATGCCATTTGACAATGATGGTGTA -ATTTCCTGGGAATTGATTACTGAACGTATTAATTCGGATTTGGCCAATGTACTTGGAAATCTGGTTAACC -GTGTAATCGCAATGACTAACAAGTATTTTTCAGGAGTTGTAAATAATTCAAATGTAAGAGAAGATATTGA -CAACGAATTAATAGAGCTAACTTTAAAAACACCCGAAACAGTAGTTGAGAAAATGGATAAATTAAGGGTA -GCGGATGCACTTTCAGAAATATTTACATTATTTAAACGCTGCAATAAATACATTGATGAAACAATGCCAT -GGATACTTGCAAAGGATGAAGCTAAAAAGGCAAGACTGGAAACAGTGCTTTACAATCTTGTAGAAGGCAT -TGTAACCGGGGCAAGCTTATTGGAAGCATTCATGCCTGAAACCGCACAAAAGATAGTTGCTCAATTAAAT -ACTACCGTCAGACCTTTGAAGGATATGAAGGTTTTTGGACAATACAAATCAGGAACAAAGGTTACGGAAA -ATCCTGAAATCCTATTTTTAAGAATGGATATAAAAGATATACTGGAAAAGGCAGGACAAAAAGAAGAGCC -TGAAACGACTCCTGAACCTGCTGCGGAAGAAAAAAATGAGAATGTGATAAATATTGAGCCAAAGGAAGAA -ATAACCTATGACGATTTTATGAAAATGCAATTCCAAGTAGGTGAGATAGTGGAATGTGCAGAGGTACCAA -AATCCAAAAAATTATTGTGTTCACAGGTTAAAATAGGCGGGCAGACAAGACAGATAGTATCAGGAATCAA -AAAGCATTACACTCCCGAACAAATGGTAGGAAAAAAGGTTATGGTATTAGTAAATCTTAAGCCAATAAAG -CTTGCAGGTGTACTCTCGGAAGGCATGCTTTTATGTGCGGAGGAAGAAAATGGAGAGCTTGCACTTATGG -TACCTGAAAAAACAATGCCATCAGGGGCTGAAATCAGATAACAGTGTGTGTTTGGCAAAGGGATAATAAA -TATTTAGCAGTGTATGGGATGTACCGAGGTCATTGGTACATCCCCTTTTTATATCAATAAAAATAAAATT -AATTGAATAGTGGGAACTATTAAAGTATAATATGAACAGTAATTAACTGTAAAATTTGCAATTCTTTACT -TTAACTGTTAAAGTAATTTATGAAGTAATTCTTTGGATAATCGGTGTTTTGGAAAGGGGGGGAGAAAAGT -AGTTATATGAGGTAAGAAATACAGCACTTTATGAAATTTATATATACACTTTCACACTTCCTGTCTTTAG -TTAATTCGTAATTCCCGGAACGTTGCTCTTAACGTCAATTCGTATGCTACACCATACATTATTCAAATAC -AGCACCTTAAATTATACCTCTTAACCCAAGCAACAAGTCACATGGTTATTCCAATGTGGACTTGCATTAC -AAAAGACAAATCAGAAGAATAAACTTCTACTGCTACCACTATTATTATTAATCAAGGGGGTCAAATTTAA -TGAAAAAAACAACAGCTTTTTTATTATGTTTTCTAATGATTTTTACAGCATTATTGCCAATGCAAAATGC -TAATGCGTATGATGCTTCACTTATTCCGAATCTTCAGATTCCACAAAAGAACATTCCGAATAATGATGGA -ATGAATTTTGTAAAAGGTTTAAGACTCGGATGGAATCTGGGTAATACATTTGATGCTTTTAACGGTACAA -ATATTACTAATGAATTGGATTATGAAACATCATGGAGCGGTATCAAAACAACTAAGCAGATGATAGATGC -AATAAAGCAAAAAGGATTCAATACTGTTCGTATTCCTGTATCCTGGCATCCACACGTAAGTGGTTCAGAT -TACAAAATCAGTGATGTATGGATGAATCGTGTTCAAGAAGTAGTAAATTATTGTATAGATAATAAAATGT -ATGTCATTTTAAACACACATCATGACGTTGACAAAGTAAAAGGTTATTTCCCAAGCAGTCAATATATGGC -AAGCTCCAAGAAATATATAACTAGTGTCTGGGCACAGATTGCTGCTAGGTTTGCAAACTATGATGAGCAT -CTTATTTTTGAAGGAATGAACGAGCCTCGTCTTGTAGGACATGCAAATGAGTGGTGGCCTGAGCTGACAA -ATTCAGATGTAGTTGATTCTATTAATTGTATTAATCAACTTAATCAGGATTTTGTTAATACAGTACGTGC -AACAGGTGGAAAAAATGCAAGCAGATATCTTATGTGTCCAGGATATGTTGCATCTCCTGACGGAGCAACA -AACGATTACTTCAGAATGCCAAATGATATTTCTGGTAATAACAACAAAATAATTGTATCTGTACATGCAT -ATTGTCCATGGAATTTTGCAGGGTTGGCAATGGCTGATGGAGGTACAAATGCTTGGAATATAAATGATTC -AAAAGATCAAAGTGAAGTTACTTGGTTTATGGATAATATTTATAATAAGTATACAAGCAGGGGTATTCCT -GTAATAATCGGTGAATGTGGAGCAGTAGATAAGAACAATCTGAAGACAAGAGTAGAATATATGTCCTATT -ATGTTGCACAAGCTAAAGCACGTGGTATATTATGCATATTGTGGGATAACAATAATTTCTCAGGTACTGG -TGAATTATTTGGTTTCTTCGATAGAAGAAGCTGTCAGTTCAAGTTCCCTGAAATTATAGATGGAATGGTG -AAATATGCTTTCGAAGCCAAGACAGATCCTGACCCAGTAATTGTATATGGAGATTATAACAATGATGGAA -ATGTTGATGCACTTGATTTTGCAGGCTTAAAGAAATATATTATGGCTGCTGACCATGCTTATGTAAAGAA -TTTGGATGTTAATCTCGACAATGAAGTGAATGCATTTGACCTTGCTATTTTGAAAAAATATCTGCTTGGT -ATGGTAAGTAAGCTTCCAAGCAACTAAACAATTGTTTCTGAAAAAAAGTATCATTCAGTAGGGGATAATA -ACCTTCTGAATGATATTTTTTTAAGACATAGGTTACCGTACAAAATACTTTATAAATTACCTGAATAATA -TGTAAATAAAATATAGTAAGCTAATGAATAAAGGTATATAATGTATATTGCAGAAACTGCAAATATTATA -CATAGATAGGGGAATATGTAAAGGTATGATAGAATCAGGTAAAGAATTTATAATGGAAAATGTTCTCTCT -CTTAGAAAAAAGATGACTCAGAAGGAATTAGATAATCAATTGGAGAAAATAGGAGAATTTCTTCAAAACA -ATGGTGCAACCCAAGCCGGCCCTATAGTTACGGTAACATTCGGAATAGAAACAAAAGAAAGAGAACCTTT -ATTGGATATGGAAATACTAGTTCCAATGGACAAGGAATTGGAACTATCGGGCGACTATGTATTTAAACCC -TTATTTCGCATAACTAATGCAGTATATGCAAGACACAAAGGAAATCCCGCAGATTTACAGCGAACATACA -ATGAGATGATTTTATTTATTCAAGAAAATAATCTCCAACAGATAACTGTAGGCTATAATGTTTTAATTAA -TGAGCCTATGCCCGGATTGACACTGGATGATATGATTATAGACGTTTACATAGGAATAAATCCGAATATT -CTTTAGACTAAAATATATTGATATGTGTAATATTTTGAAATTATTAATGCAGGTAATCCAGAGAGTTAAT -TTTGAAATAATTTGATTAAAGAAGGCATCAATCAGAAAGATCACTGATTAATGCCTTTTAATAACTATAA -ATTTTTGGACCATTTTTTATATATGCAAATATCTACTCAAAGTAGTACTACAGTTTACCTTGAAACTAAT -ATCTAATTCCCGGTTCAACCACCCCAACCGGGCCATCCGGGATTTGTATTTGTGGTTGGCTTCCATCCGG -ATTTATCCAACCAAGCAGCTCTTTGGAGCAGAAAGTTCTGTAAAATTGTTACTTGTTCTTCCCATGTCTG -GGTGGTTTGGGTACTGAAACCACCTACAGTGGCTGTGCCCAGATTGTTCCATTTCTGAAAATTACGTTTG -GCTCCGTTGGCTAAAGGTGTTGTCAGCTTTTGAACCAGTGCTTTTATCTGTGTGTCGGAAAGGGGACCAT -TACGTAATTCCTGCCAGCGAGCACTTATCTTGCTTTGGAAAGCAGAGTCCTGCATAAGCTTGTAGTACCA -ATCACATGTGGAACTCATTCCAAACATTGGCTGAAATTGCCAACCTTCTACGTAATTTGTCTGCATACCC -ATCATACCTGTTACGCAGTTGTAACCCAGATCATAGTCCCAAACCGGACCTGCCGCCAGCTTTGCACCAC -GGTCCTTATATATGTAGGTGCTGCGCATGTATGAGTCACCTTCACGGGCAAGCTCATTTTCGATAATGTA -GTTTATGAAGGAATCAACATCGATGTAAGCAGGATACCCGGTTGTTGGGTCAGAAGGATTAGTACTGCGA -ATAGAGTTATGCACCTTTTGAATATAGTTGCTTATCCATGTCAACTGTTGGGGCAGCAGGTCATCAGGAT -CTTTTATCTCAAGATCGTTCCAGCCCGACCCTTTTACCAACGGTCCGTCTGTTGCCATCATATTGAACTG -CATCAGGTAACCTCCGGTTATGTTCGGTTCTGTTAGATCATCGTCCTTGAGCTTTTTAATATTAACACGG -TCCTTGTCGATTTCAAGTGTTTCTGTGAGAAGATATACTCCTTGGTAGTCTGCTGAGGATAACGGCTGAT -TATCAAGATTGAGATACACTTCCACAAATCTGTACCTTGGTGCTTTCAATCCCATAGTTGTTCCTAATTC -ATAAGCAAGAGCATTTCTTATAAGAGATTTATCAGGAAAAGGTGAAAGTAACGCCCAGTCGCCGTCGCCG -GGCATACCCAACAAGGAATACTTGGCATCTTCGTTCTGATTATCCCACAATTCAAGACGATAAGGTGTTT -TTTCAAAATTTGCTGATGACTGGCCACGTACATGGAAGCCGGCGCGGGTGGCGACTGTTGGTGTTTGTAG -TAGGGAAACTTCATTATTCTTTGGTTCCATCAGCATAATAGCAACGTCCTTATATTCACGTGCAGGTTTT -CCTCCGCCGTAAGCATCCAGAATTAATACAGGGAGATCATGCTTTGTATCTATGGCACTGGAAACGTAGA -TTGCTGTGCCCATTTTACCGCTTGGAGTCCCGTTTACAAAAGATTGAGCTCTCAACTGTGTTGTCCTGGT -AAACGACAAAGGACTGGTATATGCAGGGGAACTGGCGGTAGGAACACTCCCGTCAACAGTGTAACGGATT -TGGGCACCAGCAATCTTTGAATTCAATGACACTGAAACCTGATTGCTGAAAGTACCGCTTGGAGCGGAGA -AAACAATATCTCCGGTCAATTGGGCCGCAGGAGTATTATCTCCGGGCGTTGTATTGTTATCGGCCGGAAA -TTTAGTAATAATATGCAGAATATATTGTTTCATTAATGCTAAATCAATAGCGTCTATGTTACCGTCTCCA -TTTACATCAGCTGCTGCAGGATTACTTATGGTCACGCTGCCAAAAAGATAACCCTTCATAATGGAATAGT -CGATGGAATCTACGGAACTGTCTGAATTCAGGTCCCCGTACACTGTAGCAGCACCGACAAAGGACATGGA -AAAAAGGCAGGTGACGAGTGCAATAGCCGATAACAGTAATAGCAAGCGACTTTTTTTCATATTAAAAATA -CCTCCTATAAATAATTGGACTCTAGAGTCTACTTTAAGCAGGTGCATATAACACAATTATGTGTAAAGCA -AGTTTAAAAAACAGTAATTGAGTATCGATTATAAAATTGTAGGGGAAAAATAGATAAATAATAAAGAATG -TAAAGAAGAAAATCATGAACATTTATGTAAAACACTATGGTATATAGAATTTTCAAGGTTCAGTACAACT -AAATAAAATACTTTTTAAAAAATATTTTATTACGTTTATAATTATACTCTATACCAACACCATTTTCAAA -CAAATATTACAAAAAATACTATATACATATTTATTTGGAATAGGTAATAGCCAGTGGCAAGCCAACATAA -CCAAGACCTATTACTGATTTTTTTCCCTGAGGTTTAATATATTTTTATAAAAGCTCATGATTTATCACCC -TTATATTTTCGAAATATATGCTTTCATGTTGTATTGTGATACAGTTAGAATATCGGTTAGCAATATAATA -TGTTATATTTTGCAGCATGTTACATATTGTCTGGAAATATAATACTATAAACATAATTGAAAGGGTGATG -GTATGATATTTTGGTTTTCAGGCACAGGAAATTCATTTTATACTGCAAAAAGTATTGCACAACAAAACGA -TTTAAAATTAATATCAATATCTGCTGCCGTAAACAGTGGAGCAGATATTTACGAATATGCCCTGGAGGAT -GGCGAAATAATCGGCTTTGTATTTCCTGTATATGCATGGGCACCTCCTAAAATGGTTCTTGATTTTATAA -GTAAGCTAAAATTAAAGAACTATAGTAGCAACTATACCTTTTGTGTTCCAACCTGTGGACGAAATGTGGG -GAACACTGTAAAGGTTATGGAGAAGTGTCTTAATAAAATAAATATAAACCTTTCAGCTGGATTTTCGATT -ATAATGCCAAACAACTATATAGTTATAGGCAATGTCGATTCAAAGGATAAGGAATCCCAAAAACTTGCTC -AGGCAGAAAAAACTTTAAAAAATATATCTCAAATCATTTCTGAAAGAAAGACAGGTATGTTCAATGTAAT -AAAGGGCCCATTCCCAAGATTGTTTACTGTAGTAAACCCCCTGTTTAATAAGTATGCCGTTAAAACCGAA -AGTTTTTATGCAACTGATAAGTGTAACGGATGCGGCATTTGTGAAAAGGTATGCACCTCTAAGAGTATTA -AAGTGGACAAAAGACCGAAGTGGGGGAAGGAATGTACTCAGTGCCTGGCATGCATAAATTTTTGTCCCAC -AAAGGCAACACAATTTGGGAAAGGCACCGAGAAAAAAGGACGTTATACCAATCCCAACGTTAGAATTAGT -GAACTGTCAGAATAATGGCGGCATTGAATCTACTATAAGCTCTTTAAGCTCTCATGGGTTAACAATTAAC -CAATGGGAGTTTTTTATGTATAAATTAAATTAATTACAAATTAACAATAATAACGAATTGACAATATTGT -ATGACGTACAGTATTATATTAATAGAGGTGGTAAAATGGAATCTACAGATGACATACTAAGTTCACTGGT -TGTGGAACTAAGGAGAGGAACCTTGGTACTATCGGTACTTAGCCAACTATTTAACCCTGAGTACGGTTAT -TCACTTGTACAAAAGCTTGAGCAAAAAAACAATCCTATTGATGCAGGAACTCTTTACCCGTTATTGCGCA -GGCTGGAGAAGCAGCAGCTTTTGGTGAGTAATTGGGATACAAGCGAAGCCAGACCAAGAAAATTTTATGT -AATCAGTGAAGAAGGGAAAAAGGTATTTCAGTGTCTCAAAGAGGAATGGAGAACAATGTCCGGGAATTTG -GAGAATTTATTGGAGGAGGAAAGGGATTATGGAGATGATTGACCGATATATATATGCAGTTACACAGCAC -CTGCCGGAAAATATCCGTGAGGATGTGAGTAAGGAGCTTCGGTCTAATATTCAGGATATGTTGCCGGAGG -ATGCATCAAATGACCAGATAAGGGAAGTCCTTGAGGAATTGGGTAATCCTATAAAACTTGCGGTAGAATA -TAATCCAAAAAGTAGATACCTGATAGGCCCAAGCATCTATAACCAGTATATAACAATACTAAAGCTTGTA -ACAGGTATTGCTGCACTGACTATGGGATGTATAGCCATATTTACCTGGTTGTTTAATCCTGTCGATGTAC -AAAAGACGGCAAGCGTTATAGCAAATATCATATCTGCATTTTTCGAAGGGGCTTTGCAGGGAGCTTTCTG -GGTTACCCTAGTATTTGTAATTATGGAAAGAAGTGGGGTGCATGAGGGGAATAGCCCGTTTACAAAGAAA -AAATGGACTTTGAAAGACTTGCCTGATATACCTGACTATGGTAAGAAGAAAATATCAAGGGTATCTACGA -CTGCAGAGATATTTTTTACTGTTATAGTTACAGTGGTATTAATCTTCCGACCCGGGGTTATTGGTGTTTC -ACTGAACGGAAGCCAGTTTGTGCCGATACTCAATGCTGACAGATTGAATACATATATAATCGGTATAGTT -TTATTTGGAGTTGTAAGTCTTGGTATTCTGGTATGGAAGACAATTTATCCTTATTGGATCATACCATTGG -CTGCCGCAAACGCAGGTTTCAACATTGCCACAGCCGTTTTCATGTTGTTTATGGTAAGGGATAGGCATAT -GGTTAATGGTGAATTCCTAAACTTACTGGAAAGCCTTACAAAACTGACGCTGCCACAAGTGACATTAATA -TGGCAGAGAGGCCTTTGGGTATTTGCCGCCGTTATTATAATGATTGCAATCTGTGACAGTATAGCAGGAG -TCTTCAAGTGTAAAAGATAGTATCTGGGGCGTAAGACGGGAGAGACATATGCATTTACCTTCATCTTCTT -AATTACCTTTTACAAAAATTCCGAAAGAAGCACAAAATGAAATTTACACCCGTGGTGGTGTACCCCATTT -TGTGCTTCTTTATTCAGTTAGTTAAATTATAATCTACGTTAATTAATCAGACTAGTCTCTTACCGGGTTT -TAAACTTGAAATTAGAGTATTTAATTCTTCTACAGATTTTAACAGTGATTGAGCGTCGGAATATATCTTT -TCCAGTACCGCCAACTGTGGATATGTTCTTATGTAATTGGGAGCCATTGGTATAATTTATGTTTTAAATA -GAGGATTCGTTATATAAAGTATCGGTGAGCAGAATGTCATTTATATTGAACATATATTTAAGTTGAATTA -AAAATTGTAGATTTTTACTATCCTAGACATAGTAGGTACATGTAAGATTATTAACACTATCCCTTAATTT -AGATTAAATGTTATATGTTGACATGTCATTAATTATGACGTAATATAATAGATAGCAAATATTAAAACTA -ACTAATCCCAGGAAAAAGGAGGAATGTTTGTATATGGCAAGTACGGAGAGAATGCCCATAGGAAGTGTCA -TTTCATTTGCAGGAGAAATTAAATCTGAGATGGTTAACAGATTGTATAGAATGGGGTGGCTTATATGTGA -CGGCAGCAAATTGAAAATAGCTGAATATCCTGATCTCTTTCAGGCTATCGGAAAAGCTCATGGAGGAGAT -AATACATATTTTTACCTGCCTGATACGCAGAGCAAATTTATCAGAGGAGTAAATGGAGACTCAGTCGGCG -AATCGGGCAGGCTCATGGATCCTGACGTAGCTAAAAGGACATTTGCAAAACCGGGAGGGAATACAGGAAA -TAATGTGGGTTCATATCAGGATTTTGCAACAGGGCTTCCTAAGGTTAGCCTTACTACTGACTTTATAGGC -AGTCATACACACAGTTTACCCCACTTGCCCGATGGCTCCCACAATGCCTATGCCGGCAGTATAGGCAGGG -ACGGAGGAAAAGAAGCCGGTGACAATACCAGGACAGGCGAATCAGGTTCCCATTCTCACGAAATCATCGG -CGGAGGAGATCCGGAAACACGTCCTAGAAATATGAATCTTCATTTCATAATTAAATTCAGCAAAGACAGT -AAATAATTTTTTATAGAGGAGGAAGAAAAATGCCTTTAAAATTTCCCGTAGGTATGGTCATACCTTTTGC -CGGACCCCTTAAAGAGGACCAGTTAAAATCATCCGGTTGGGTTCCTTGTGACGGAAGGGTGTTGGATAAA -ACACAGTATTCAGAGCTTTTTGATGTAATCGGAACTAAATATGGCGGAGATGGTATTCCGAATTTCAATA -TACCGGATCTTCGAGGCAGATTTGTACGTGCCACCGATCATGGAAGAGGATATGATCCTGATGCTCAACG -GCGTAAAGCGTCAAAATCAGGTGGAGCCGCAGGAGACAATACAGGCTCGGTACAGGAGTATGCAACAGCA -AAACCGAAGAATAATTTTATAACAAACGATAAGGGTAATCATAACCACTTGGTAGACCATCTACCGACAG -ACTATTGGAATGCTGCGTGTGCAATAACTAGTAATGAAGGTGCTAATTTCCCCGGCCGTACGGCAACATC -AGGGGAAGCAGGACAACATTCACATACCATCGTATCCGGAGGAGATAGTGAATCAAGACCTGTAAACCTA -TATATGTACTGGATTATAAAATTTACTTCCAGTGACTACGATGAATCCATTTTATTACCGGCTGGTTCAA -TTGTTTCGTTTGCAGGTGATTCTGTAAAGAAGAGCAATGAGCTAATTGCTAACGGCTGGCTGCCTTGTAT -AGGCAGTTCATATGAAGCAAACAAATATCCTGATCTTTACGAGAATATTTCCAATATATACGGAGGAGAC -CAGAACAAATTTAATGTACCCGACCTTCGAGGTTTATTTATAAGAGGTGTTAATTCAAATACTTCAGAAA -CACCCGGGGTTCATGGAGCTACCAGAGTTGGTCAAACAGAGGACTATTCAACTGCTCTTCCAAAGACTTT -AAATTTCACATTGTCAACAGATGGAGCTCATACCCATAGTGCCCCAAAACTGCCACAGGACAAATACATA -GAAAATTATTGTGCAGGTCATGAAGTTGCCAACTTTCCATCTAATCAATATACCGGCAATAACGGCAATC -ATGCTCATACAATCGCCGGCGGTGATGCTGAAACCCGTCCTGTAAATATTTATCTGGATTATATTATAAA -ATCCAGTAATGTTTAAATGGTTTACATATCTTTATAAATAAAATAACAAAAAGCATGGATTGGTACAGCT -GCCGATTCATGCTTTTTAATCTTTGTTTACCTTCAATCCGAACCTTCTGACTTATTTTGCATTGAAAATA -TACCATAGCCTATGATATATTTTAATAGCTCAACTATATTTAAAGTATTAAACATAAGTAAACTTTGCTT -TTATGAATATAATAATAAGTATCTTTTAAAGTTGTATGGAGGTAGATATTGTGGAATTACTGCATAAACC -GCTAAGTATAGGAGCTCTTAAACTAAGCAACAGATTGGTTATGCCACCCATGGCTACTGCAAAGTCTGAG -GACGACGGGAAAGTAAGCCAAGATATTATTGATTATTACGATGAAAAGTCAAAGGGTGGCCATATTGGTC -TTGTAATTATTGAACACAGCTATATAAGTAAGGAAGGTAAGGCTAGCAGCAATCAGCTTTCAATAGCCGA -TGACAGTGTGATTGAAAATCTAAAGAATTTATCTGATGTGATCCACAGAAATGGTTCAAAGGCCATAATG -CAGATTAATCATGCAGGAAGTGCCACTTCTGCAGAAATAACAGGAAGTAGTCCTGTAGGCCCTTCTACAG -TGCCACATCCGAGAAATCCAAATGTAATTCCAAGAGAACTTAGCAAGGATGAAATAAAAGATATAATCAG -TTCATTCGCAAATGCTGCCGAAAGGGTTAAAAAGGCAGGGTTCGACGGTGTTGAGATACATTCAGCCCAT -GGTTACCTCCTTAGCCAGTTTTTTTCTCCGATAAGCAACAAGCGTTCGGATGAGTACGGCGGAAATGTTC -TAAGCAGGATTAAAATACACCTTCAGATAATCAATGCCGTAAAAAAAGCAGTAGGAGAGGATTTTACTGT -TTTTCTAAGACTTGGGGCATCTGATTACATGGAGGGAGGAATCACAATAGAGGACAGCCTCATAGCAACC -GGTGAATTTGAAAAGGCAGGAGTTTCAGCTTTAGATATTTCAGGTGGCTTCTGTGGCTATATAAAGCCTG -ATGCAAAGGAACAGGGTTACTTCTGGCCATTAACAAAGGCAATCAAGGAACATGTTTCCATTCCTGTCAT -ACTTACCGGGGGAATTACTGATGCGGAGTCTGCAGAGCAGCTTCTGGCTGGTGGAAAAGCCGATTTGATA -GGAGTAGGTAGATCGATTTTGAAAGATTCTGGTTGGGCTGCCCATGCAATGGGTATATAAATTGACATAA -TGTAATTAATCCTGTAAGGAGGTGATAAAATGATAACAAAGGACTGGACAATAACAGATATAGTTGAGAA -ATATCCTAAAACCACTGAAATATTGATGAATCACGGGATGCACTGTTTCGGATGTATGGCAGCAAGGTTT -GAGAATATAGAACAGGGTGCAATGGCTCACGGTATAAATGTAGATGAACTGATGAAAGAACTTAATGATG -CCATAAAGGAATAGTTCTATAAACAAAGATTATAAGAGAATAGTTAGATTTAAAATAAGCATAATTTTCG -AAGTACTTCACAAAATGATTTTCGATTATTATGCTTATTTTTATCTCACTAAACAAAGAATAGTATTACA -AAGTAAATAGTAAGTAGTACCAATCCAAGAGGGAGTCCAATTTTTGCCCATTCACGGCTCTTTATGCCCA -GCTTTCCAGCAGAGATGATATTGGGAATATTACCAGGAATTAACATTCCTCCGCTTAACAGCAGCCCCAT -AAGTATTGCCTGAATCTGTTTGAGGCTCATAGCAGGGCTGACTTCGGCAGCCGCAAGGGTAGCATTGTCC -AATACAGCGGAAGATACGTTAATCCAGTATAAAACCATACTGGGAAGATGAATCACGTATGTGTTTATAA -GAGGCTTAAACCCTGAACCCAGCAGTTCCAAAGCTATTATAAATAGGAATATCTTTATGGCACGAACAAA -TACCGATTTCATGCTTTCTAGTCCCAAAACTCCTTCATTTTCGTCCTTCCAGCTATTTTCCCCCACATTT -TCATTTTGATTTGCCTTATGCATCATTCTTGCAACCACAGCTCCAAGTATTGCCATAACAAAGACTCCGG -GAATAACATATATTCCTATTATTCTAAAAAGATACGTAAAATCGGCTTTCAAAGAGGATACAACTATAGT -TGAAAGAGGCTCTCCGATAGGAGTAAGGGCTGAACCTAAACCAATTGCAAAACAGGATATTACAGTAAGT -TTTACCTTTTGACTGTGCTTGAACGGAAGGGCATGCACTATTTCAACCAGTATCAATGCGGCAATTATAG -CTGTAATCAGGCTGGAAACCAGACCTAGTACTAGTATAAGCAGAAAAACAAAAATACTTATAGGTACACG -CTCTGTGGCGAATCCTACAAATTTCTTAATTTTACCTACTGATATCCTGAAAATCAATCCGGCCACCAGC -ACTGCACCGGTTATAAAATAAAGCAGATAGTTTTCAAATATATGCAGCAGTAAGCCTGTAGAAAGTGTGC -CTGAAACTATTGTTGCTGCAATTCCCATAACAAGCAAGAAGTACTCCAAATTATGCTCTATGGGTCTGAA -TGCAAAGGGGAGTATCAATATCAATGCAAGTACAATCAGAAGTCCGATAATCATAAATATCCTCCGTAAA -TTTTTGTTACTTCAATAAATTTGCTACAAGAATAACAATTGCTATTGCGGCTACTACATAACAAATTACC -ATTATAAGATGCCTTTTTATATTATTCATTAGAGTCACCCCCTTTACTCAAAGCGAAGCCGGGAAAATTT -CTATAATAGGGAAGTAATTTATGCTACGAGAACCAGAATTTTCAAAATATGAACGCAAAAAAGTGGGAAA -CTCGTAAACATACGAGCTTCCCACCCCAGAAGCCTAATACTCTTGAAAACGGAAGTTATCCGTTCAACCG -TAAATAACTTTTATTAATTTAGAGACATTATATCACGTTAAAAAAAAATGTACAATATAAAATCATATAA -AAGAGGTGCAGGAATGGACGGGAAAATGACTAAGTTTGAGATGATTGAGACAGCCTTGAAACTTCAGGGA -GGTTCAAAATCTGCTATTGAAATAGCTACCCAGGCTGTAAGAAAAGGCGGCACAGTGTCAATGGTAGGTG -TTTATGGAGCGAGATATAATATGTTCCCACTCGGAGATTTTTTGCAAGAAATATAACTCTTAAAATGGGA -CAATGTCCTGCACAGACTTATGTTCCAAGAATTTTGGATTTAATTAAGGAGGGTAAGTTTGATGCTACAG -ATATTATTACACACAAGCTCAAGCTGGATGAGGGAGAACATGCTTATGAAATATTTGATAAAAAACTAGA -TAACTGTATTAAAGTCATACTGAAACCGTAATTCTATAAAGTTTTTTTATTTGAAAACCATAAGAAACCG -GAAAGTTTACAGTAACCAATCAAACTAAACTCACATATATTAGAACTATAATATATAAAAGTGAGTGATT -TGCTTTGAGAATTCATGTTGTAAAGTCAGGTGAAAGCATATATTCAATTGCACAGCAATACAGGGTTTCA -CCGCAGAAAATAATATCCGATAATGAACTGAACAATCCGGATCAGCTGGTAGTAGGACAAACTTTAGTAA -TACTGGAGGGAACCCGACGACATGTTGTAGCCCCCGGTGAATCAGTATATTCCATAGCAAGGTCATATAG -AATAAGTGTAAATGAACTTTTGGCAGCCAACCCACAGATATCTGATCCCTCCAGAATACAGCCGGGAATG -GTTATTACCATACCACCTGTAACCTATAATTACGGACCTATGGAAGTAAATGGATATGCATTTCCCAATA -TTGACATGGAAGTGTTACGGAAAACGTTGCCTAATCTGACTTACCTCAGTATTTTCAGCTATCAGGTAAG -TCCTGACGGCAACCTACAGTCAATACCTGATGAGCCACTTATTCAAGCTGCAAGAGCCGCAAGGGTAGCT -CCGCTTATGGTTATAACCAATATAAAAGAAGGTGGGGGCTTTGACAGCGATATAGCACATTCAATACTAA -CAAACGAGACAGCACAGACAAACCTTCTTAATAATGTTACCAGAATTTTAAGACAAAAAAATTATTTTGG -ACTGGACATTGACTTTGAGTATATATACCCATATGACAGGGAAAGCTATAATAACTTCCTGAGAAGAGTT -GTAAGGACTCTCAGGCCACTGGGTTACACCATTACTACAGCACTTGCTCCGAAAACATCGGCTACTCAGA -AAGGAAAACTTTATGAAGCACATGATTATCCTGTTCATGGAGCATTGGTTGATCACGTTATACTTATGAC -TTATGAGTGGGGATTCACATACAGTGCTCCTATGGCAGTATCTCCTATAACCGGTGTAAGAAGTGTTCTT -GACTATGCTGTAACAGCAATCCCAAGACGTAAAATATTCATGGGAATATCGAATTATGGTTATGACTGGA -CTCTTCCGTATACTCCCGGAACTGCTGCCAGAACGGTTACCAATACAGGTGCAGTGGACCTTGCCAGAAG -AAGAGGGGCTGAAATCCAATATGATGTAATATCTCAGGCACCTTTCTTCTATTACTATGCTGATGACAGA -AAACAGCATGTAGTCTGGTTTGAGGATGCCAGAAGTATTTTTGCCAGACTGACTCTGGCACATGAATACA -GGCTCGGCGGAGTAAGTTACTGGACAATTAACAGTTACTTCCCACAGAATTGGTTGGTTTTAAGCTCTAT -ATTCAATATAAGAAAGGTGCTTTAGAACTAAAATGAGATTTGACATAAATTGGAAGCGCAGTGTCCATGG -TACATTTCTGCATAATTGATGCGGCTTGTATGCTTGGTTGCTGTGCTTTTATGTAAACGCCCAACAGACA -GTAGTATTACAATTCACTGTAAATATTTAGTGTGTTTACAAATTAACAATTTCATTGATTATTTATTATT -GGTTTGATAAAATAATGTAGAAACTTGTTGAAAAATGTAGAAAAATAAAGGACGATTTGGTAAGTGAAGA -GGGGGAGCCAATGAAAAGCAAAATACTAATTATTGGTGCAGGCTATGCGGGAATACTTACTGCTAAGAAA -CTGGCTAAGAAATTTAAAAAAAATTATGATGTAAATATTACCATTATTGATAAAAATCCGTTTCATACAA -TGCTCACCGAGCTGCATGAGGTAGCTGCAAACCGTGTTGATGAAGACAGTATCAAAATCAGCTTGAGCAA -GGTGTTTGCGGGCAGAAAGGTTAATGTTGTACTGGATACTGTTGAATCTATAGATTTTGAAAATAATACG -GTTGCAGGAAACAGCGGCACATATGATTATGAATATCTTGTGCTGGCAGCAGGTTCAAAACCGACATATT -TTGGAGTACCCGGTGCTGAGGAATTTTCTCATAAGCTCTGGTCATTCGAAGATGCGGTAAATCTGAGGGA -ACATATCCATAACTGCTTCAGAAAGGCTGCTACAGAAACAAATCTCGAAGAGAAAAAGAGACTTCTGACT -TTCCACGTTGTAGGAGCAGGATTTACGGGAGTTGAAATGGTTGGGGAACTTGCAGAATATGTTCCTATAC -TTTGTGAAAAGTATGAAATAGACAGAAAATATGTAAGTGTATATAATGTTGACGTTTTAACCCGTACAGT -TCCTAATTTGCCAGAAAAGCTGTCAAACAAGGTAGAGAACCGTTTGAAGAAAATGGGCGTTGTTATGATG -CTTAATAATGGTGTTGTAGGAGTAGGGGCGGACTTCATAGAAACAAAAAATGGGGACAAGGTAACAAGGC -ATACTGCCGGAACGGTTATATGGGCGGCAGGTATTGAAAGCTCTGATATTACCAACAAGGCTGCAAATAC -TCTTCAATCTGCTGCAAGAGGACGTATAAAGCTTGACAAATACCTACGTTCAATTGATAACGACCATGTT -TATGTTGTCGGGGACAATATGCTATATATACCTGAAGGAGAGGAAAGGCCTGTTCCTCAAATGGTTGAGA -ACTGTGAACAGAGTGCGGCAGTTGCAGCAAAGAATATCTGTAGTGCTATTACGGGTAAGGGCGAAATGAC -AGTTTACAAGCCTTCTTTCCACGGAATGATGGTTTGTATAGGGGGAAGATACGGTGTTGCAAGAGTCGGT -TTGCCAAAGTTTATGTTTAACCTGCCGTCTTTTCTTGCTATGTTTGCAAAGCATTTCATAAATATTATTT -ATTTTATACAGGTATTAGGCTGGAATAAAATTTTTAGCTATATTAAGCATGAATTCTTTACAATAAGAAA -TTGCAGAAGCTTCGTAGGCGGGCATTTCTCAAACAGAACACCAAGCTTTTTGCTTGTGGCTCTACGAGTG -TGGCTCGGTGCAGTCTGGCTCTTTGAAGGTATTATGAAAATCGTTGGGGGCTGGTTTAACAAGCCACAGC -TTAAAGGGTTCTTCGGAGGAGCGAACGGGTGGTATGACAGTATCTTAAAGGGTGCTACTGATGGGACAAG -CAGTGCACCTGCTAAAGCTGGAGCGGCCGTTGCAGAAGCAGTTTCCTCGGCGACAACAGCAGGAGGCGGG -GAAGCAGTTGCAGAAGGAATAAATCAGATTGGAACAACAATAATCAACTTCGATTTCTTAAACCTGTTCC -GTGTTATATTTGTAAGCGGCAAGCAGATTGCGGAGTCTACCCTGAGTGATTTTGCATTCAGACTTGATAT -TCCTCTTATGAATACTTTTGTTAATAAAGTTATACTTGCTAACGATTCTATCCAGATGTTTATGCAGATT -TCAATCGTAATAGCTGAAATCTTAATAGGACTTGCATTGATAGGTGGCTTGTTCACCACACCGGCTTCAG -CTGTGTCACTAATATTACAGTTTATGTTCGTGTGCACTACAGGCTTGTATCTGGGAACCTTCTGGATGAT -ATTTGCGGGAATTGCCGTATTGATTGGTGCCGGGAGAACCTTCGGACTTGACTATTATGTTATGCCATTC -CTAAAAAGACAGTGGAAGAAAATCCCAATAGTTAGAAAATGGTATATATATAACGATTAATGTTAAGTAT -CAAAATTAAAGACATTGTCCGCTTAAAAGGTGGTGATATGGTGATTGGAACATTTTTGAATTATGTAGAG -ATAAAGACTAAAATAACTAGTACATTTGCATTCCTTATTACGATAGCCTACCTGTTTTATATAGGAAACC -CTGTTAACTGGAAGCTTACGTTGATATTTTTTTTGGCAATGTTCATATTTGACTTGACTACTACTGCAAT -AAACAATTATATAGATACAAAGACCAATCACCAGTCACTTGGGTTCAAAAGGGAAACTGCTCTGGCTATA -ATATTTGTCATGCTGGGCATAAGTACTGCACTGGGTTTATACCTTGCGTATCTCAGTGATTTTGTGGTAC -TGCTTATAGGTGCTGTCTGCTTCATGTGCGGTATTCTATATACCTTCGGTCCTATACCCATATCAAGGCA -GCCTTTGGGAGAGATTTTTTCAGGATTATTCTATGGATTACTAATTCCGTTTATTCTTCTGTATATAAAT -CTTCCAAAGGGAACCCTTATAAACCTGAGCGTGAATTTTACAGCAATAAATCTTAATGTAAATATAATAC -CGACACTTACGATAATACTTCTTTCGATACCGCCAGTATGCACTACTGCCAACATTATGCTGGCAAATAA -TATATGTGATCTTGAAAGGGATATTATGGTAAAACGTTTTACATTGCCCTTTTACCTCGGCAGGAAAGCT -GTTTATTTGTTTGCAGGTTTATATTATTTGGTTTATTTCGATATCATACTCATGGTTGTACTGGGCAAAT -TACCTGTAGTATGCTTGCTTTCATTAATAACGGTATATCCGGTACAGAAAAACATCAACCTGTTTTTTAA -GGAACAGGATAAAGCAACAACCTTTATTGTTTCTATAAAAAATTATGTACTTATAATGGGTTCTATATCA -TTGCTGATCTTCATAGGAGGATTGTTTTTCTAACGGTATTTAAGGAGTTAATATGAATTTTGCTAAAAAG -TCTGACATTTTAATAATATTAATTATTTTATTATCCGGAGGAGCTTTGTGGACCGTGTATAACAGCTTTT -TTTCAAGTAAGCCCGCAAAAGCAGAGATTTACTATAAATCAGAACTTGTACAAACCGTTGTTTTGGAAAA -GGGAAAAGATAAAACCTTTAGCATACCGCAAAGGGAGCATGTAATATTTCGTCTGGCACCTGATGGCAGG -ATACGTTTTGAAGATTCAGACTGCCCGGACAAGGTTTGCATAAAAACAGGGTGGCTTGATAAGGTTGGGC -AGACTTCTGCATGCCTTCCAAATGAAGTTTTTCTCAAAATTGTACCCCAAAATAATAACCGCAGTGAAAA -TGATATAGACATGATAGTTAAATAGAAAGGTCAATTTTATTGATGAAAAAGTCAAGGAGCAGTATGACAA -AAATCAAACAGTTAGTTCTTACCGCATTACTTTTTGCTGTTGCCTTGGTGCTTTCTGTAGTTGAGAATTC -TTTTCCGCCCATATCGGCAGGGATTCCCGGTATTAAGCTAGGACTTTCAAACATTGCCGTAATGTTTGCA -TTATTCTTTTTATATAAAAGACAGGCATTAACAATTGCGGTTTTAAAAGCATTGTTCGTTTTATCCACAA -GAGGGCCTGTAGCAGGTTTGTTGAGCCTGGGCGGTGGAGCTTTATCCATAGCAGTTATGTCACTGATGTT -ATTAATTTTTAAAGAAAGGATTTCATATCTGATTTTAAGTATATTAGGATCAGTATCACATAATGCGGGC -CAGTTTATTATAATATCAATTCTTTATACAAATATGTATCTCTGGGTATACCTGCCTGTGCTTTTAGTGG -CAGGAGTAATCGCAGGGATAGCAACATCTGCCTTACTCAGGTTTATTTTACCGGCCCTTAACAAGCTGGT -TTAAATAAAAACATACACAATTATATAGGGGGACTACTACTTATGAAAAAAATTATTTCACTAGTAATGA -GCTCTGTTCTGGCTGTATCGCTGCTTGCTGGATGTGGCTCATCATCCGAAACAAGTAATTCAACAAATTC -TGCTGCACCTTCTTCTGCCGCTGCAAGCAGTGAAGCAAATGGCGATGCAGTTAAAACAGGACTTGCTGTT -ATGTCATCAATAGCGAAATCCAAAGATGCTGAAAATGAAGACGGACTTGCACAGGTTGATTCAACAATAG -TTGCAGTTACAGTTGACAAAGACGGTAAAATCGTTAAGTGTGCCATTGATGCAGCACAAACAAAAATTAA -TTTTTCAGCAGCAGGTAAAATCATAACTGACTTAAATACAGAATTCAAGTCAAAGCAGCAGTTGAAAATT -GAATATGGCATGAATAAAGCTTCCAAAATAGGGAAAGAATGGAACGAACAAGCAGACGCTTTCGCAAACT -ATGTTGTAGGGAAAACAGTTGATGAAGTAAAGGGAATAGCTGTAAATGCAGAAGGTGTTCCATCAGATAA -AGAGCTTTCAGCCACAGTATCAATACATATTGCAGACTTTACTGCTGCAATTGAAAAGGCTGTGAATAAT -GCCAAAGATCTTGGTGCAAAAGCCGGAGACAAGCTTGGTCTTGGCGTTACAACAAATATCAGCAAGTCTG -CTGATGCAGGCGAAAAGGACGGAGTAGCACAGGCTTACTCGAACTACTCAGCTACAACATTTGATGCTGA -CGGTAAAGTAACAAGCTGTATTATTGATGCTTCACAGTCAGATGTAAACTTCTCAAAAACCGGAAAAATT -ACCTCTGATTTAAAGGCTCCTTTAAGGACCAAAATTGAACTTGGAGCTGACTACGGCCTTGTCAAGGCTT -CAAAGATTAAAAAGGAATGGTTTGAACAGACCGAAGCTCTTGCAAAATATGCTGTAGGAAAAACAATTGA -TGAAATTAAAGGTATTGCTGTAAATGAAGAAGGAGTACCTTCTCAGGCTGAATTGACAAGTTCAGTAACC -ATCCATATAGGTGACTATCAGACAGTTATAGAAAAAGCAGTAGCTACTGCTAAATAATTATTGAAATAAA -ACAATCTATCTACAAATAATATAAGTAAAAAACAAATTATATGCTTAAATTGCACGCTTTAATATAGGTG -TGCATTTAAGCATAATTTTTCAAACAAAAAGAAGTGCCGGATGGCTTGCGGAGGCTAAAATTACATGAAC -ATGTTAAAAAAACTTACAACGATACTACTTGTACTAGCATTTCCCATAAATCTGTCGGCATGCGGAGAGA -ATCAGAAGACCAGATATGAGGCTGAATTTCTTACTTTGTTCGACACCGAAACAAAAATTGTTGCTTATGC -CGAATCAAAGGAAGAATTTACAAGATACTCACAGCTCATATATGACAGCCTTAAGGAATACCATGAATTA -TATGACATATATCATGACTATCCCGGAAAAAACAATATAAAGACAATAAATGACAATGCCGGAATCAAGC -CGGTTAAGGTTGACAAAAAAATAATAGACCTGCTGCTTTTTGCAAAGGATTGGTATGAGAAAACTGATAG -TAAAATGAATATTGCTTTTGGTTCAGTATTGAAAATATGGCATGATTATCGTACTACAGGAGAGGATGAT -GTGGAAAATGCCAAAATACCGCCAATGGATGAATTAAAGGAAGCAGCTCAACATACGAATATTAATAAAG -TTAAAATAGATGAAAAAAACTCTACGGTTTATTTGGAAGATCCCAAAATGAGTCTGGATGTAGGGGCTGT -AGGGAAAGGATATGCTACGGAACAGGCCAGTCATACTGCATTTGAAAATGGCTTCAAATCAGGCCTTATT -AGCGTAGGGGGGAATATACGTTCCATAGGAAACAAGGGTGTTGACGGTCAGCTGTGGAATCTGGGAATAC -AGAATCCTGACACCGAAAGCGAAAACTCAACCTTAAAACTTATTTACGTAGCAGATAAATCAGTGGTTTC -AAGCGGAGACTATGAAAGATACTATACAGTAAACGGAAAAAGGTATCACCACATAATAGACCCGAATACT -CTGCTTCCATCTGAACATTTTTCAGCGGTTACAATAGTGACCAAGGATTCCGGTATAGCTGATGTCCTGT -CCACTGCCATTTTCAATATGCCCTATGAGCAGGGGCTCGCGTTGATTGATTCTTTGTCCGATACTGAGGC -ACTGTGGGTTATGAAAGACGGTGAAATTAAGTACAGTAAGAGTTTTGATAAATATTTGAACAAATAGGGT -GTCGTATAAGACACCTATATTTGTTATAATATGCATATCATGAAATAAATGTATGTTAATAATTTAGTAA -AAGAGGAGGATAGTACCTCATGAGTGATAATTGGAAGAAGAACATTATACTATTTTTAACCGGTCAGACC -ATATCGCTCTTAGGATCATCTTTAGTCCAATATGCCATTATATGGTATGTGACCATAAATACTCAGTCCG -GCATAATGATGACAATATCCATTATCTGCGGCTTTGTACCGACATTTTTTCTGTCGCCCTTTGCCGGAGT -ATGGGCTGACAGATATAACCGCAAAGTACTCATAATGGTATCCGACAGTTTAATTGCACTGGCTACCCTG -ATAATGGCGATTTTGTTTATGGCCGGATATGACAGTATGTGGCTGCTCTTTGTAGTTCTGGCAATCCGAG -CATTGGGAACAGCAGTTCAGACTCCTACGGTGGGGGCGTTAATTCCTCAAATAGTACCCCAGGAAAATCT -TACAAGGGTAAACGGAATAAACGGTAGTATACAGTCATTGGTTATGCTTGCATCTCCTGTGTTAAGCGGT -GCATTGATGAGCATTACATCGATTAAATCTATATTCTTTATTGACGTTTTTACAGCTGTAATCGGAATTA -TGGTTCTCCTTTTATTTGTACATGTGCCTTTACATGTAAAAGCGTTAGACAAACAATCTTTTAGTTACTT -CAAGGATTTCTATGAAGGTCTTATATATACAAGAAATCATAAATACCTGAAAACATTCTTTTTATATGTA -GGAGCATTTTTAGTATTGGTATCTCCGGCAGCTTTCCTGACACCTTTACAGGTTACAAGAACTTTTGGAA -ATGATGTATGGCGACTAACTGCAATCGAGATAGTTTTTTCTGTAGGTATGAGCTTAGGCGGAATTTTTAT -GGCATCATGGGGCGGATTTAAGAACAAAGCATACACAATGGCAATATCTATCTTGATAACAGGAATCTGT -ACTTTTACCTTGGGTATAGTACCTGGTTTTTGGATATATCTGGTGTTCATGAGCATAATAGGATTTTCAA -TGCCTGTTTTCAATATTCCCTCTACTGTTCTTCTTCAGGAAAAGGTTGACGAGGAATATATGGGCAGGGT -ATTTGGTGTACTAACAATGATAACAAGCTCCATGATGCCGGCAGGTATGCTTTTGTTTGGCCCTCTGGCA -GACTATATAAGGATAGAATGGATGTTGATAGTTACAGGATTACTTATTATAATTATCGGAATAGCACTAT -ATTTGAACAAAATTCTTATAGAAGCAGGTAAGCCTGAGATTGAGATATAAAAAGTTGAAGAGGGAGATTG -TTTGAAGGTATAATGATTATTGGTTAATCTGAAAGATGGCGGGTGAGGATATAAGGAAGAGGGAGTTTTC -TCCTTATAAGTTAATATATACAATTTAAGATTTACTAGGAATATTTAGAAGTGTACCATACTGTATTGAC -AACTGTCCTTAAAGTATGGTATTGTCTGCTTCTAGAAAATAAAAATTTTTGATTCTTACCTTTGTGAGCA -CCTTGAAATTTTCAAGAATAATCCGTTGTTAGGTTGAGAATAAATTGTTATATGGAAAGGAAGAGGGCCA -TGAATAAAGCAGAACTTTTAGGCAGATGGACTAAAGAAAAGTCCGAAGAACTTTATGGTATTAAGAATTG -GGGAGCCGGCTATTTTTCTATATCTGACAATGGAGAGGTGCTGGTGAATCCATACAAGGATAACGGCTCT -GCGGCTGTAAGCCTGATGGATATAATATCAGGAGTCCGAGAACGTGGATTAGACATGCCTGTTCTCCTAC -GTTTTGAAAACTTGCTGGACTCACAGATTTCTTTTTTAAATAATTCATTTAATGAAGCAATGCACAAGCT -TAACTATAAAGGTGCATACCGTGGTGTTTACCCTATAAAGGTAAACCAGCAGCAGCAGGTAGTAGAGGAA -GTAACCAGATTCGGTCAGAGATACCACCACGGACTTGAAGTTGGCAGTAAGGCTGAATTGGTTGCAGCAC -TTTCTGTAATGAAGGATAAGGAAGCCTGTCTTATCTGTAACGGCTACAAAGACGAAGAATTTGTAGATTT -GGGTCTTTATTCCGTAAAAATGGGTTTTAAATGTTTTTTTGTAATAGAGATACCGGGTGAGCTGGATATA -GTACTTGAACGCTCAAGGGCATTGGGAGTTAAGCCCAATATAGGTATTAGAATAAAGCTTTCTGCAAAGG -CGGGAGGACACTGGACAGAATCCGGCGGTGACCGCAGCATATTCGGACTCAATATGTCTCAGGTTATTTC -AATGGTTGATAGGTTAAAAGCAGAGGGAATGCTTGACTCCCTTAAACTATTGCACTATCACCTGGGTTCA -CAGATACCCAATATCAGAGATATTCGTTCGGCAGTTCTGGAAGCAGCCAGAGTATACGCGGAGCTTGTAA -AAGAGGGTGCACCAATGGGGTACCTTGATTTAGGCGGAGGTTTGGCGGTAGACTATGACGGTTCAAATAC -CAATTATACTAACAGCCGTAACTATACTGTGGAGGAGTACTGCTCAGACATTGTCGAAGCCGTTATGACT -ACCCTTGATTCAAGCGACGTACCACATCCTGTAATTGTTACAGAGTCAGGCCGTACCACAGTTGCATATT -ATTCAGTACTCATATTCAATGTACTGGATATTGAGAAATTTGAAGAGCATGATATACCTGACAAGCTTGA -CGAGAATACATCTGAACAGATAAGGAACCTGTTCGATGTAAATAAGAGTATAACACTGAAAAATATACAG -GAGTGCTATAACGATGCCCTTTACTACAGGGATGAAATACGTGATATGTTCAAACACGGACGTATAAGCC -TCCGGGAACGTGCATTTTCAGAAAAGATATTCTGGAATACTATAAACCAGATAGCAAAGGAAAAACAAAA -GTTGAAAAATGCTCCACCTGACTTGGAGGATATTGAAAGTGCAATTGCCGACATTTACTACTGTAATTTC -TCGGTATTTCAGTCAATACCTGACAGTTGGGCTATAGACCAGTTGTTCCCTATAATGCCTTTACACAGAC -TATTGGAGTTGCCGAAACGAAATGCCGTAATAGCTGATATAACTTGTGACTGTGACGGAAAAATAGACCA -TTTTATTGATCTCCACGATGTTAGGACTACACTTCCGCTGCATGAATTTAAAAACGATCAGGATTATTAT -CTAGGAGTATTTCTGGTAGGTGCATACCAGGAAACATTAGGCGACCTTCACAATTTATTCGGAGACACAA -ATGTTGTTAGTGTAAGAATAAACGGTGACGGTACCTACGATTTTGTTAAGGAAATCCATGGTGATAGTGT -TTCTGATGTACTTTCATATGTTGAATTTGATCCGAAGAGTATGCTTATAAGTTTCCGTGAAAAAGCGGAG -CAGGCAATCCATGAAGGTTTGATCAGTGCCAGTGAAAGACCTGAAATAATGAGGGCATATGATAATGGCC -TGAGAGGATATACCTATTACGAAAGGTAGAAATAAGGGCATATGGACCATTCGTCTAAAAATTGAAACAA -TTATTGCAAAAGGTGTGGGGCAAATTAGGTTAAACAACCTGAAATGCCTCGGACCTTTTTTTAATTTGTA -CAGCTTTAAAATAACTTTATGTAAACCAAATGTAACAATTACGCGATTTTCCTCATAATATGTAGTATAA -ATAGCAATAATGAGGAGTCGAATATGTATGAATAGTATTCATGCTACAAAAATAACTACTATTGAAGAAT -ACCTGATGCTTCCGTCAATAGCAAGAAGCAGTATAAATGTTGAATACGAAACAATCTATCTTTCAAAATT -CAAGTCCAAAGCAATTCCCTATCTGGGTCAGCTTCCTTCATATCCGTTTTCTGAGGGCTTACACGGATAC -TGGGACTGGCTCTTCCTCATGCAACATTATGGTGTACCCACAAGGTTGATGGATTGGTCTGAAGATGCAC -TAGTAGCGTTGTTATTTGCAATTGATGTTAATGCAAGACCAGCTGAACTTGAAAAGGACCCTGCTGTATG -GTGCCTCAATCCCGTTAGCCTCAATGAGGCATTTAACTTCCATGATTTCTATCCACCGGGTTATATTCCT -AATGTGGAGGAAAAGGAAGTATATGAAATGTTCGGACCTGTCCAAAGAGGTTTTAACAACAAAAAACCTG -CTGCAGTTTACGGACCGCTGAACAGCACAAGGATCGTGGCACAAAAAGGTGTGTTTACGATTTTTCCTTA -CACTGTTAACATGATTGAATTCGACAAACTGCCTGACAGTGAAGCATACCTGGAAAAACTGGTGATATCA -AAAGATGCTAGAAAAAGCATGACTGAGCAGCTGAGAAGGTATGGGATAAATTATGCACAGTTATTCCCAG -AGATTGGATATGTGGCAGCCGAAATAAATGAAGAGGGATATTAAGCATGAGAGGATGCAAAATAGAAAAT -GCTTATAACTGACGGAAGGGGGCTGTTGCAAAATTGAAAGTTTTTCTGTTTTAACACCGGTACTCCCGTA -TAAAATTATATCAATGATTGCTTCCAAGATATTCGCCGATAAACAACTGCAAATATCTTTAACCAAGCTT -CCATTGATACAATTTATACTCTAAGTACAGGTTAAAAAAGGTAAAAATTAATTTTGCAACAGCCCCATCT -ACTTTACACAAATCCCTACTTCCCAAGATCCTCCCAATGCTCATATGCTTCATATAGCTCTGTAAATGCT -CCCGCCTTATCTTTTGCCAGTATTGAACCGCGTAGGCGTGCAAGGTTGATGCTGAAAGCGTTAATTTCAT -CACGTTCTGAACTGAATTGAACCCTTTTGACAATTTTCTTCCAGACTTCTGATAAATTTCCCGTATCCTT -AGCTGCTTTGTCCCAGTCGTCCTTTTGAATATCATTGATAATAGTATTTATTGACTTTGGTATACTGTCA -TGATTTCCAAGGGGTCTTTTCAGAAAAATATCACTTTCCATAACAAGAATAAATAAAACCAGTGTAACAA -TTGGAATGGTTATAACCAGAAATTTTCTCATATTGATTCACCCCGTTAATATGGTCCTTTATAATCACCG -ATATCGGTTATTTTAGTCATATGATCATTATACAAATCGATATAAAGGGAACCGGATGGATTCAGTGTTG -CAATAAAAACATCTGAAATGTCTGTAATTCCCTGCTTTTTAAGTTCATTTAATAACCAGTTTTTATCCTT -ATCCAGCTGCCTGAGGTTTTCTTCTATTAATATACCGTCATAAATAAGTTCGCTGCTTATTCCAGAGGCT -TTTTTCTGAATATACATATCCTTTGGAGTCAGGTTCTGATATTCAGGCTTTTTAAGAACCGATAACTGTC -CGTTCGGCTCAATGATTGCGAAGTCAACCTCAGTCAAGTCAAAAATGTCCTTGTTTCTTAAAAGCTCAGT -AATATCTGAAACCCTGAATCTCATTTTTTTTAAGGTCTTTTCCATGATTTTACCGTTCATAATTACTATA -GTAGGCTCATTTTCTAGATATTTGGCTACGTATCTCCACTTTAAAGTTATATATTCCAATAAAAGACCCA -GAGCAGCCCAGGTAATTAAACCGATCCAGTGAGGCCAGGAACGGCTTGAAAGGTCAGTTGACAGAGAAGC -TGCAATGGAGCCGATGGTTATACCAAGTATATAGTCAAAAAAGGTAAGCTGACTTATTTGTTCCTTACCC -AATATCCGGGTGAATATCAGCAGTGAAAAAAAACTTAGTAACGATCTTACGAATACTACCAGTCCTTCAT -TCAATATAATTCCTCCCGATAACCGATAATAAGTTATTATTCTTTTGTAAATATTTTTTATGCAATTAAG -CAAAATAATGATACGGAGGTGGTTAATTCGTGTTAATCGGGGCTGACATAAGAAGAAAACTGACATTTGT -GTGGCTGGTGCTGTTTCTGTTAATGTGGATAGTTTTTACTGTGTGTTTTAAGACAGAGACTATGCGAAGC -CAATTGGAAGCTGTTGAACAGGCAGTAACGAATAAAGAATGGGCACGGGCGGAAAAGGAAACAGAAAAGT -TCACAGCTACTTACAATGCAAGAAAGTATTTTATTGCTATTAATAATTCAACGGAGATAAATATTACATT -CAACCATACGGTGGAACAACTGTATATTGCTGTAAAAAATAAACAGGATAGTGCCATGGAGTACACCGGA -TTATTGAAAGCATCACTTGGATACGCTGTAAGGCCATTTGCAGAGCCGTGAAACAGCATTTAAATAAGTG -CGGGAGAACAATATGCAAACAGTTTTAATTTATTCTGTAAGGGTGGTTTTAGTCTACTTTTTTACCTATT -TATCGACAAGGATACTTACAAAAAAGGCAATTGCTCAGATGACGGCTTATGAGATTGCAGGACTCATGGT -TATTGGAAATGTTGCAGCGGAACCACTGGTTGACAAGGTAATGGTTAAATCAGTTTACGGAACAGGTCTG -TTAATCTTATTAATGTTAATTACGTCAAGGATAGCTGTTGCAGACAGATTCACAAAAATAATGGAGCATA -GTGCCTCAGTTGTTGTAAATAACGGTCAGATAGATTTTCATGAAATAAAAAGACTGAGAATCAGTTTGAA -TGTGCTTTTAGGAATGATTAGACAGCAAGGGTTTGACCGGGTTTCAGATATTGAAGCTGCAGTTTTAGAG -CCTAACGGTACACTTTCTGTTTTTGCCAAGTCACACGATAAGCCTGTTACTAAAAGGGATATGAATATTA -ACGTTCCCGGTAAGCCAATCAGTATGCCACTGATAATGAATGGAAGAATTGTGCATGAGAATCTTGAGTA -TGTCGGTAGGAGTGAAATCTGGCTGGTAGAAGAATTACAAAAACAAGGAATAAAGGATTATGTACATGAA -GTTTTCCTTGCAGAGCTGGATTCATCCTGGAATGTAATAGTTTACAGAAAATGATTTAGAAAAGTAATTT -AATAATACATTGTTTTAGGCTTAAATACGGTGGTATAATGTTATATTATACCACTGAGTTTAGATGGGAG -GTTACAAATGAGTGTCAGATATGGTATTATAGGGTTGGGTGGTATAGCTCAAGTATTTGCGGGAGCTTTA -AAGGCAGTCCAGAATGCTGAATTAACAGCTGTAGCATCCAGTAGCAGGGAAAGAGCTGAATCTTTCTCCA -GAAAATTTAATACAGCAAAAATATATGACAGTTATACCGAACTTATACTAGATAAGGATGTAGATGTTGT -ATACGTAGCACTTACACACAATTTTCATTATGATATTGTAAAAAAGTGTATTGAAAACGGTAAGGCCGTT -TTATGCGAAAAACCCCTTACTACAAATAGAAAAAATGCGGAAGAGCTAATTGCTCTGTCAAGGAAAAAGA -AAGTCCTTCTAATGGAAGCCATGTGGACACGTTGTCTCCCTTCCTTTCAAAAAGCAAAAAAGTGGGTTGA -TGAAGGCCGGATAGGCGATGTAAGACTTATAGACGCTAAATTTTGCTTTAACGCTCCTTATGACCCAAAG -CACAGACTGTTTAATCCTGAACTTGCGGGAGGGAGTCTGTATGATACAGGCGTCTATGTCATAGAATTTA -CAACGGGAATTCTGGGAGAGAAGCCTGAAAAGGTCAGTGGATTTGCGACAATAGCTGATACTGGCGTAGA -CGATTTTGCAGTAATAAATATGACCTTTAAACGAGGCACACTGGCTATGCTCAGTTGTGGGACAAGGGCA -AATGTAAATAAGGATGCAAGAATTTACGGAACAAATGGAAATATAGTAGTGTATGAGTTCTTCAGTTCAA -GAAAATGTGAGCTTTACGATAATGACAATAATCTGGTTGAATCCTTTGAAGATAATTGCCGGGATGGTTT -TATTCACCAAATAAGACACTTTAGTAATTTATTCGAAAGCGGAAAACTGGAAAGTGATATTATCCCCCTT -GAAGATACTGCAGCTTGTGCTGAGGTGTTTGATGAACTATTGAAACAATGGCGAATAGTATAAAGGTTAT -TAGAAAATTCTTCCCCCCTCAAAAAATCTTAATTTGACGAATGAATATACTGCAGCGAAATAAATCTCTG -CATAATACATTAATCGGGAGGGAATTCATATGAAAATCAAAAAGATATTGGTTGGATCAATGGCTTTTGC -AGTTTTTGTAACATCCTCAGTAATGCCGGGTATACTTGCCAACAGCAGTGATATACCGACAGCATATGTA -ACAGCTAAAAAAGGAAATTCAGGTAATGATGACAAAAACTTGAAAAAAGCTAGCCAAAAAGAGCTGAAAG -AACAAAGAAAGAAGGAAAGAGATGCACAAAAAGCAGCTATCAGAGCATCTTATTCTTCAGATGAACTTGC -AAATCTGAAAATTGCGGGGGAAAAAATCAAGAAGAATAATAAAAATGTTGCTGTATTGCCGGTAGAAAAT -ATAATTGTTAAGGGTGTAAAAGTAAAATTTGATACACCCCCGGTTATAAAATCCGGAAGGACACTTATTC -CGGTAAAGGCATTGTCAGAAGCATTCGGAGCTGAGGTTAAATGGATTTCAGCGGAAAGAAAAGTTGTCAT -TACAAAAGACAGCACTGAAATAGTTCTTCAATTAGATAATAATAAGATATATGTCAACGGCGTGGAGTCA -ACGATTGACGTACCTGCATGTTCAATAAACGGAAGAACCGTTGTACCGATTAAATTTATTGTCGAAAAGA -TGGGCTTATTGGTAAAATGGGATAGTGATTCACAGGTAGTTGAAATTGAAAATCCGACTCCAACAACACC -AGCAGAGCCAACAACACCAGCAGAGCCAACAACACCGGCAGAGCCAACAACACCGGCAGAGCCAACAACA -CCAGCAGAGCCAACAACACCGGCAGAGCCAACAACACCGGCAGAGCCAACAACACCAGCAGAGCCAACAA -CACCGGCAGAGCCAACAACACCGGCAGAGCCAACAACACCGGCAGAGCCAACAACACCGGGACAGTAAAA -ACAGCGTAATCAAATACGAAGTATTCTCTGTTATGTCAAGGGGGAGATACATTAATTGGATACAAAACAA -TTATATAAAGATATGGAGACATTAAGAGAAAGACTGAACCTAGAGCTTGAAGCTTGTCTGGAAAATGGAG -GCATGACTCTGGAGGTTTTGGATTTGAGCCAAAAACTTGATGATTTAATAGTAGCATATATGAGACTAGA -TAAGCCCCAAACTAATATAGAGAGTAATGAAGTTGCTTGAAAGAATAAAAATATTTAATTTAAAAAACGG -AACTTGTGTGAATAGTTATTTTATCTATCTACAGGTTCCGTTTTTATTAATTATGAGCATGTAAGAAACT -GTTATGTACAATTGTAAACGGATAGAAAATTATTGTTCATCACATAATATATCCGTATAAGATAAATTAT -ATTGATTTTTGATATTATTTTCTGTATAATCACCGTGAAGTAATAAGATATGTAAATCAGGAGGTATTGA -TGATATGGGAAAGGCTTTGATAATTGGTGCAGGCGGTGTAGCAAATGTTGTTATCCATAAATGCTGTCAG -AACCCCGATGTATTTGAAGAAATATGTATAGCTAGCCGGACTTTGGATAAATGTGAGGCTATAAAAAATA -AATTGACAGGAAGCAAAACTGTAATTCAAACGGCCCAGGTGGATGCTGATAATACTGATATGCTAATCAA -CCTTATCAATAAATTCAGGCCAGATATTGTTATAAATGTAGCACTTCCATATCAGGATTTGACCATTATG -GATGCTTGTCTTGCAACAGGTGTACATTACCTTGATACTGCAAATTATGAGCCGCCTGAGATACCAAAGT -TTGAATATAAATGGCAATGGGCATATAGAGACAAATTTGAAAAGGCAGGAATAACCGCTCTTCTGGGAAG -CGGTTTTGATCCGGGCGTGACAAGTGTTTTCTGTGCGTACGCTCAGAAGCATTACTTTGATGAGATACAT -TATATAGATATTGTAGATGCAAATGCAGGAGATCACGGATATCCGTTCGCTACAAACTTTAATCCTGAAA -TAAATATACGTGAAATAACTGCAAAAGGAAGCTACTGGGAAAAAGGAAATTGGGTTGAAACAGAACCCCT -TGAATTAAAAAGGGTTTACAATCTTCCTGAAATAGGACCAAAGGATATTTATTTGCTTCATCACGAGGAA -ATTGAGTCTTTGGCCCTGAACATCAAAGGTGTAAAAAGAATTAGATTCTGGATGACTTTTTCTGAGAAAT -ATCTTACACACTTGAGGGTACTTGAAAATGTAGGTATGACATCTATTGAGCCCATTGATTTCGAAGGCAA -GAAAATTATTCCTTTACAGTTCCTGAAGGCTGTGCTTCCTGATCCTGCTTCACTTGGCCCAAGAACCAAA -GGGAAAACAAATATCGGCTGTATTATACAGGGTGTAAAGGACGGAAAGCCAAGAACATATTATGTGTATA -ATGTATGTGTACATGAAGAGTGTTACGCAGAAGTAGGTTCGCAGGCAATTTCCTATACAACAGGAGTTCC -GGCGATGATCGGAGCAATGATGATACTAAAAGGAATCTGGAAGGGACCGGGTGTTTTCAACATTGAAGAA -TTTGATCCGGATCCTTTTATGGAAGAGTTAAACAGATGTGGGCTTCCTTGGAAGGAAAGCTTCGCACCAG -GGCTTATTGACTAATAAGAAACATTAAACGGCCGCTGCCAAATGCCAAAACAACATTAAAAGTTAGGGCT -GGCGGCGGCTGATTTAACTTTTAAAAATAAATTACGGCTCATTGGAGGCTGATTAAAATTGATTAAGAAT -CTGGATATTGATATAAAAAGCTTGCCGACGCCATGCTACATAGTTGATGAGCGTCTTCTTATTAAGAATC -TTGAAATTCTGGACTCAGTCCAAAAGCGTACAGGCTGCAAGATACTTCTGGCACAAAAGGGGTTTTCTAT -GCACTCTGTTTACCCGTTGGTAGGCAAATATCTGGCAGGAGTCACTTCAAGCTCTTTGTTTGAGGCAAAA -CTGGGTTACGAAAAAATGGGCAAAGAGGTTCATATTTATGCTCCTGCATATATTGAAGAAGAGTTTGATG -AAATAATGAAATACAGTGACCATATAGTATTCAATTCATTTCACCAATGGAACAAATATAAGGACAAGGT -TAGAACATCAACTAAAAAAATAAGCTTTGGAATCCGTATAAACCCTGAATATTCTGAATTGGAGCATCCC -ATATATGACCCTTGCTATAAATTCTCAAGACTCGGTGTAACCCTTCCCAACTTCAAGCCAGAAGGACTGG -ACGGTATTGAGGGACTACATTTTCATACAATGTGTGAGCAGAATTCAGATACACTTGAGAGAACAATAAA -AGTAGTTGATGAAAAATTCGGACGTTATATCAAAGATATGAAATGGTTGAATTTCGGTGGAGGCCATCAT -ATAACAAGACCTGATTACGACATGGAAGCACTTGTACGTTCAATCAACTATTTCCAGGACAAATATGGTG -TAAGTGTATATCTGGAGCCCGGAGAAGCGGTTGCATTAAATACGGGTTATCTGGTAGCAAAGGTACTTGA -CATCGTTGAAAACGAAATGAACATTGCAATACTGGATACTTCGGCAGCTTGCCATATGCCTGATGTCATT -GAAATGCCCTACAGGCCCAATATAATCGGTGCGGGGAAACCTGATGAAAACCCGCATACCTACAGACTTG -GAGGACATACCTGTCTTGCCGGGGATATTATCGGGGACTACTCCTTTGTACAAAACCTGAAGCCCGGTGA -CAGACTTGTTTTCTGTGATATGGCACATTATACAATGGTTAAGAACAATACCTTTAACGGAGTAAATCTT -CCTGCTATTGCACTCTACAATGAAAAGGAAGGAATAAGGATAATAAAGCAGTTTGGCTATGAGGATTTTG -AAAATAGATTATCGTAAGTATTTCAGCTTTTGTTACAGTAGCTTCTTAGAATATTAATTAGACGAAATTT -CATATTTTGTGATGATTCTGTTAATGCGGAAATGCGTTCCAGGTTGGATATATACCAAGGATACGCTTTC -CGCATTATTTTTTTCTAATTCTAACCCATGTATTATTCTAAAATATTAGTAATCCCACTAACTAAAATAC -TATATTGAAAATTAGATTGCAATATAGTATGATATGCAATGGTTTTATAATTTATTACATAAAAGGGGAA -ATATGAGAATTTTAAGAAAATCAATAATATTTTTAATAATCTTTTTGTTATCCACCGAGATTATTTTTGT -ATATGCTTTTCCGGCAAGGTATGTTTATAATCAGAGAATTAATTATGATGTGTTCAAGGATAATGTGTAT -TCTATAGAGTTGTCTGTTAAATCCATTAAACAGACAATATCAAGAGAGAAAATTAAAAATTATTATATAT -TCATTGGAGATTCAGTCGGATATGGAACCCCGTGCCCGCCAGAGAAAACAATTAGTAGTTACTTAAATAT -TATTTCAAAAAAAGAACACAAAGATATTAGGTTTTTTAATTTAGCATTACCTTCAACAATGTTCGGAGAT -TTTTATACAGTTTTGCTTTTATTAGAAAAATATGATGTCTCAATAGATAATGTTATTTTGAACTTTTCTT -ATTGGGAGATAAATGCAAAGACTCCAACATACTGGTTTAAACATTATTTAAAGGAGTTGGATAGCAATAG -CTATAATAAAATGGTTGAATTGGGTGCAATAAAAGAAGATTCACTTTGGAAAAGCACTAAAGCAGAGATA -TACCATTTTGCCAATAAGAATATTGGAATTATTGGCAATAGTGGATTTATAACAAATAAGATAAAATCAA -TAACAAATAGCCTACTAAAAGAATCTAAACCAGCTTTGAGCGTATGGAGTTCAAAGACAGATCTAAAAAA -AGCTATGTCTAAACCCGAAAATAGATGGTATTTTTCTGATAAGAAGTTTAATCTGACCGAAAACAGTGTT -CAAATTTATTTTATTAATAAGATTATTGAGTTGCAAAAGGATAAGAATATAATATTTATATTAAATGCAA -CGAATAATAAACTGCTTGAAGATGAGACATCAAAACAAGGCTATCAGGATAATATAAATGCTATAGAGAA -GCTTTTTAATGACAAAAATGCAAATTTTCTAAATTACAATAATAAAGTTGACTATAAACTTTTTTCCGAT -CATGTACATCTACTGCCAGATGGATATTCCTTTATTGCACAAGACTTATGGAATAAAATAGATAAGGAGA -TTTAGAAATGCTATTTAATTCAATCGAGTTTTTAATATTTTTCCCTTTAGTGACAGCACTGTACTTTTTA -TTACCACACAAAATTCGTTGGTTTTTGCTTCTCATTAGTAGCTGTGTTTTTTATATGGCATTTGTCCCCA -AATACATATTGATACTTGGCGTTACTATTGTTGTTGATTACTTTGCGGGGATAATTATTGCAAGGATGCA -AGGAGACAATAAGAGAATATTTCTTATTGTAAGCTTGATTACGAATATAGGAATGTTATTTGTTTTTAAA -TATTTTAACTTCTTTAATGAAAATATCAAACATTTGGCTGACTTTTTAAACTGGAATTATCCGATAAGTG -GTCTTTCAATAATACTTCCTATAGGTCTTTCATTCCACACATTCCAGAGCATGAGTTACATTATAGAGGT -ATATAGAGGCAAACAACAGCCGGAGAAGCACTTTGGAATTTATGCGTTATATGTTATGTACTATCCACAG -TTAGTTGCCGGACCAATTGAGAGGCCTCAAAATATGTTATGGCAATTTCATACAGAACATAGCTTTGATG -CCCATAGGGTTTCAGATGGGATGAAGCTTATGGCATGGGGATTATTTAAAAAAGTAGTAATAGCAGATAA -TCTGGCTCTGGTAGTAAATAGTATTTATGGAAATCCAACTCAAGTAAATGGACTATCATTAGTAGTTGCA -ACCTATTTCTTTGCTTTCCAAATATACTGTGACTTTTCAGGATATACAGATATTGCACGTGGAGCTTCAA -GGGTAATGGGAATTGAATTGATGCAAAATTTTAAAAGACCATATTTTTCAAAGACAATTTCGGAATTGTG -GAAGAGATGGCATATATCGTTGTCAAGCTGGTTTTCTGATTATGTATATATTCCTTTAGGAGCATTCCTG -TAAGTAAGAAAAATGGTCTTTGAAAAAATTAATACCCTCACGTAAAATATGAAATGTGCTGAACACCACA -AATGAAGGCACAAATCAAATAAACGGAGGGTAACTAATATGAATTGTACACAAAACAATAAGTTAATGCA -AATCACACCTGAAACAATGGTGGTTGGAGTAGATATCGGTAGCGAGGTCCACTTCGCCAGGGCTTTTGAT -TTCAGAGGATTTGAATTTTCTAAAAGAGCATTTAGGTTTGAGAATACAAGAGAGGGTTTCAATGCCTTTG -ATATTTGGGTTACAGACCTGATGAAGAGAAATCAAAAGACAAAAACATTCGTAGGAATGGAGCCCACCGG -GCATTACTGGTATGGGTTTGGAAGTCACTTGCAGAACATGGGTGTAGAGTTTGGTATGGTTAATCCTTAC -CATGTAAAACGCTCAAAGGAACTAGATGATAACACCCCAAGCAAGCATGACCGTAAAGATCCAAAAACGA -TTGCAATGCTAGTCAAGGACGGAAGATATCTAATACCGTACATGCCTGAAGGTGTATATCGAGAAATAAG -AAATCTGATGGAATTACGCAGGCAAAATGTTGTGCAGTTGATTAGCATACAAAATAGAGTAAAACGATGG -TTAGCAATATACTTTCCTGAGTTTAGTACTGTTTTCAAGAAATGGACTGGAAAGGCGGCGTTGCTTACAC -TGAAGCATTTTCCTACTCCACAGGCAGTAATTAAAACAGGTGAGGAAAAAATAGTAGCAACATGGAAAGA -GGAAGTCAAAAGAGCGGTTGGACATAAACATGCCCAGAAGCTCATAAAAGCAGCAGAAGAATCCATTGGA -CTAAAGCATGGTCTGGAATCAGCAGTTCTGGAGATTGAAACTCTTCTAGACGAATATATGATTCATGGTC -ACAGGCTTGAGCTGATAATGCAAAAAGTAGAAGCACAAGTAAAAGAAATTCCGAGTGCAAGTATGCTTTT -AGGTATAAAAGGAATAGGAATTGTAGCTGTGGCAGGGTTCTTAGGTGCTGTAGGAGATATTAGTAGATTT -GATGCTCCAGAGCAAATAGTAAAACTATTTGGGTTAAACCTAAGAGAAAACAGCTCTGGCAAGCATCAAG -GCAAAACAACAATAACCAGAAGGGGACGCTCTGACGGCAGATATGCCATATTTCAAGCAGTATTGCCATT -AGTAGCTAGAAACCCTGAATTTAGGCAGTTGCACCTATACTACATTAATAGAGATAACAAGCCACTTAAG -AAAATGCAGTCAATAGTAGCCTTATGCGGCAAGTTGATAAGAGTATTTTATGCAATACTAAAAACAGGTA -GCCACTATGATGCTGAAAAGATGATGAACGATATTAAAAGACCAATGATGAAGGCAGCATAGCCTACTGA -TTTGAGGACTATGCCATAAAGAATCTGAAACCAATGACTGCGAGTAACGGATATATGGTAAGAAAAAGTG -ATGTTTAAAGTGTATCGATTAGTTTTAGAAGAGCATTGACAATTGAGAGCCGGGATAGTCAGGTTGAATA -TTTTCCATTAGGGCACGACCCAGTTTAGGAGCATGACTGACATTCCACCTCTGGACAAGACAGGACGAAG -GAATTTAGGGCATGACCCAGTGAGACATAGGAGGTTTGTCGCCAGAGACATGTGGAAGCCATTGGCGTGA -TAGCAAAAAACAAGCGCAGTCTAGCCGAAGGCTAACCAGTATAATCCAGTATTATACTAATACAGAATAT -TTGTCCAAATAACGCTCTCGGGTTGATATGAAATTCTAAGATTAAGCGAGATAATACGAGTAAATGAAAG -ATATTATAAGGAGGAAATAGATGTGCCAAGTGGAAATGGTTTAGAAATCTGATGATAGTATTTCTCCTTA -GCGGACTTTGGCACGGGGCAAATTGGACCTATGTCATTTGGGGCGGATTAAACGGCTTCTATTTAGTCTT -TGCAATAATTAGTAAGGACATAAGGGGTAGAATTACAAAATGGACAGGCATTGATAAATTCCGTAATTTA -AATAAAGTAGTGAAAATATTTTGTACATTTAATTTAATATGCTTTTCGTGGATATTCTTTAGAGCTAGTT -CGTTTACAGACGCCGTCACAATTATTAAGCGAATTTTTATGGATTTCAGCCTGCGAATTGACGTAGGAAG -AGTAGGTGTTTCCAGATACCAACTGGCATTGTGCTGTGGAGTAATAGCTTTTTTACTTTTAGTACAGCTT -TTCCAGAGAAATAAGGTAATAAGCAATGAATTGAGTAATCGGCACACAGTATTCAGATGGGCTGTTTACT -ATTCAGCATTGATTTTTATTATTTTATTTGGGGTTTTTAATACAAATTCCTTTATTTACTTTCAGTTCTG -ATTAAAAATGGAGGGGTATATAATGTTATAAACCAGTAAATAAGCTCAGGCTAAAGTAAAAGCTATTATT -GTTTATGCAATGTTGCTAACTTATGGTAACAAAATTATATAAATGTCACAAAATTATATGAAGAAGTAAG -TTTTCTAAATTAAAATGCCTCCTTTACCATGCTAAAATTAAAGCATAATTATAAAGGAGGCAAAAATATG -AAAAAAGTAATTGGAAAAACCCTTTCTGCCGCTTTAGCACTAGCTATGACAGTATCAATTGCGGCTTGTG -GTTCAGGGAACCAATCAGAATCATCATCCTCTTCTGCAGCAGGTAGTTCTTCATCAGCTGTTGCGACAAA -TACTGCGGCATCAGGCGATCCTGTAAAATTTACTTTGTGGCATGTTCAGACAACCGATCCTATGCCGACT -AATATCCAGTCAGACATTGATCGTTTCACTAAAGACAATCCAAAGTATTCAGTTGATGTTCAGGTTATGC -AGAACGATGCATACAAAACAAAGCTAAAAATTGCGTTGAGTTCAAATACTGCACCGGATATATTCTTTAG -TTGGAGCGGCGGCCCAATGAACGAATATGTTGACGCAGACAAGATTGTAGATTTAACACCTTATATGAAT -AAAGATGATTATAAGGGACGCTTTATGGATGCATCTATCAATCAGGCTACATACAAAGATAAAATCTGGG -GTGTTCCAGTAGAAAACACAGCTGTTGCAATGTTCTTCTACAACAAGGACTTATTTGCTAAATACAATCT -GCAGGTTCCTAAAACAATAATAGAACTTGAGGCTGTAAGTGATACATTAAAGAAAAACGGAATTATTCCT -TTCTCACTTGCAAACAAGACTCAATGGACAGGTTCAATGTACTATATGTACCTTGTTGACCGTATTGGCG -GAGCAGATGCCTTCAACAATGCAGCCGGACGTACCGGATCATTTGAAGACGATGCATTTACACAGGCAGG -AAATATTATACAGGATTGGGTTAAGAAGGATTACTTCAACAAGGGATTCAATGGTCTTGATGAAGATTCC -GGTCAATCCCGTACACTTCTGTACACTGAAAAAGCAGCTATGACTCTTATGGGTTCATGGTTCCTTTCAA -CAGCAGCGGGTGAAAATAAAGACTTCATGAAAAAAGTTGGTTCATTCCCATTCCCTGCTTATGAGGGTGG -TAAAGGTGATGCTAACTCAGTTGTTGGTACTGTAGGGGATAACTTCTATCACATAGCAAAGACATGTAAA -GACCCAGAAGGTGCATTCAAGGCTATTCAGTATATGATAGACGAAACAGCTGTTCAAAAACGTATTGAAG -CAGGAAGAGTTCCTCCTGTAAAGGGTGTAAAGGTTAGCGATCCTCTTCTCCAGAACGTTTTAGATGCAGT -TGAAAAGGCTCCTTCCGTTCAGTTGTGGTATGACCAATATCTGTCACCTGAATTGTCTGACCTCCACAAG -AGTACGTCACAAGCTATCTTCGGATTGTCAAAGACACCTGATCAGGTTAACAAGGAAATGGAAGCAAAGG -CTAAAGAGTTAGCAGGTAAATAAGAAAAGCAATAAGACAACGTAAAATTCAAAAGTATAATATGATTGGG -TACTTATCTTTACAGGTACCCAATCAATTTATACGGTATAGCTAGCCACACGTGAGATTAAAAGATATAT -TATCCTTATTTCTATTAAAATTATGCAATTCAGGAAGGGGAAGATATTATGCAAACTACCCAATCATTAG -CAGAATACAGAAAAAGGAGTACGTTCACAGCAACCACAATATTCCTTCTACCGGTATTCTTTTTTATACT -TATTTTTATTGTTTATCCTATAATAGATTCTTTTTGGCTGAGTCTGCATGAATGGAACGGTATCAGTTCC -GGAAAAGCTTTCTTGGGCCTGGAAAACTGGAAGACACTTATGGGAGATAAAGTCTTTTTCAAAGCATTTG -TAAACAATATGATTATAGTGGTATTGTCCATTGCAATCCAGCTCCCTATAGCAATGGCTATTGCCTTTAT -GCTTGATACAGGAGGAAAGAAACTTAATTTCCTCAAAATGATATATTTTCTTCCAATGCTAATGTCATCA -GTAGCAGTTGGTTTCTTGTTTAAATATACGTATGACCCGCAGTTCGGTCTAATTAGTGCAGTTGACACCA -TTTTAGGTGGACAGGGAATGGTTGATGTGCTGGGAGATCCGAATAGAGCAATTTTTGGTGTAATAGCAGT -TATATGCTGGCAGTTTATACCTTTTTACATGGTTTACTTTCTGGCGGCACTAAGTTCGCTGCCGGTTGAG -ATATATGAAGCATCAGTTATTGATGGTGCATCCTATGGACAATATTTTTGGAGGGTTGCTTTACCATCCA -TGAAGGGAACAATTAAGAGTGCTGCTGTTCTCTCACTTGTAGGTTCTCTCAAGTATTTTGATTTAATTTA -TGTTATGACTCAGGGTGGTCCTGACGGTGCCACAGAGCTCATGGCGACGTACATGTATAAGAATGCTTTT -ACCATAGGTAAAATGGGATACGGTGCTACCGTGGCATCCGGAATGTTTATAATAATTACCGTTATTTCCT -TAGTTACACTTAAAGTCATAAACGGAAAACAGGAGGCCTGATGTATATGAAGAAGAAATTTAAAGTCGGA -AAAATATTCGTTGCCCTATTGGCATTGATATGGCTTGTAATTGCAGGTGCTCCTTTCTACTTTATGGTTG -CGTCAGCCTTCAAGGAGCAGTTTGAGATATTCACTGCCGGAGTGTTCTCAATACCAAAAGGTCTGTATAT -GCAAAACTTTAAAGAGGTTCTAGAGGGTGATTTCTATGTATACCTTTTTAATAGTTTGTTTGTAGTCGGA -GTTTCATTGGCGTTGATATTGGTAACATCACTGTGTGCTTCATATCCTTTTTCGAGATTCAAATTTAAAT -TAAATAAGCCTTTGTTTGGCTTAATAGTTGCTGCAATGGCTGTACCTATACATGTAACACTTATACCTGT -ATTCCAGCTTACACAAAAATTGAACCTGTATGATACAATATTTGCACTCATAGGCCCGTACACTGCTTTT -AATCTGCCTATATCAGTTTTCATTCTTACAGGATTTATGGCACAAATTCCAAAAGAACTGGAAGAATCGG -CTGAAATTGACGGATGCGGTAAGTACCGTACATTCTTCAATATAATAGCACCTCTTTCAAAGCCAGGGCT -TGCTACTCTTGCAATATACAACAGTGTAAATATGTGGAATGAGTTCAGCTTTGCACTTGTACTTACACAG -TCACAAAAAAGCCGTACACTTCCGCTTTCAATCTGGGAATTCCAGGGACAGTATAATGCTAATATACCTA -TGATTATGGCTGTTCTAACCCTATGTGCATTGCCTATGATTGTTGCTTTTGCAATTGGTCAGGATAAACT -TATAAAAGGAATGATGGCTGGTGCCGTTAAAGGATAGAATCAATAAAAAGCAAGGGAAATGCCGAAGGTT -TATTACAGACATAAGTCTTGTAATAGTGTATAATAAGGGTATACATTTCACTAAAGAGGTATAATATGAA -AAAAATATTCAAAGCCCTTATTATACTGATGGTAGTAGTTATTTCCGGGTGCTTTTATGACGGAGATAAC -GTGCTGGTAAAATCAAACCCGCCAAAAAAGCAATTAACTTTGTATACTATACAGGGTGATTCATCTGTAA -ACCAAGTGATTGCCGATTCTGTATACAGATTTGAAAAGGACAATAAAAGCTTTAAAGTTATAAACGAGCT -TATTCCCAATGACTTATACAAGAACCGACTATCAGTCTGTGTAGCAACGAATCAGATGCCTGATGTTTTC -CCTACCTGGTCTGGAGGGATTTTGAAACAGTATATAAGTATTGGTGGGGTAGTTAATCTTGATAAATATA -TGAAAAATGACAATTACAGTTCACGGTTTAATGACAAGGCGTTAAATATGGTTACAGATGAGAATGGAAT -ATGGGGTGTCCCTGTGGAAAATATGTCAATTGCTCTAGTATTCTATAACAAAGACATTTTTAATGCCTTG -AAGTTATCCGAACCAAAGACTTTTGATGAACTCAAGAATATTATAGTTAAGTTAAAACAAAGGAATTATA -TTCCGTTTGCTCTTGCAAACAGGACGGCTTGGACCGGGTCGATGTTTTATATGTATTTTGTAGATCGCGT -GGGGGGGCCATCTGTTTTTGATAATGCTGCAAACAGGAAGAATAACGGTTCTTTTGATGACGATGTATTT -GTGCAGGCTGGTAAAATGGTACATGAGCTCGTAAATATGGGTGCTTTCCCGAAGGGCTTCAACTGGATGG -ATGAGGATGCCGGGGACTCCAGAAACCTTTTATATAATAATTCGGCAGGTATGCTATTGGCTGGTAGTTG -GTTTGTTAGTAATGTCATGTACGAGAAACCTGATTTCGCAGAAAAGATAGGTGTGTTTCCATTTCCTTCA -ATTTCAGGGGGAAAGGGTGATCCCCGTAATACTATTGGAACACTTGGGGACAACTTTTACTCCGTTGCAA -GTTCATGCGGGTACCCTGACAAAGCATTCGAACTTATAAAATACTTAATTGATGATACTGCTGAAAAGAA -GCGTATTGATGCGGGAAAAATACCGCCTGTAAAGGATCCCGACGTAGAGAATCCTTTGATTAAAGAAATA -TTGGGTTATATAAATCAGTCTCCCAATGTTCAATTCTGGTATGACCAATACCTTCCTCCAAAACTGTCGG -AAGCCCATTTAATGCTTTCACGGAGTATATTTGGAGGTGAAGACCCAAAAAAAGCTGCCGAGGAGATGGA -AAAGATTACCAAACAATACTATAATCAATGACAGGTGAGGATATGAAAAACTGGTTATTACAGTCTGTAA -AAAAAACAATAAGAAATTTGACATTTAGGTCAAAAATCACATATTTTCTTGTAATAACGATATGTATCAC -AGTTTTGATTGTAGTGGCATGCTCATATAATATTACAAGCCGATCAATTAAAGAGCAGGCAAAAAATATG -ACAATGCAGCAGCTTGAACAGAACACACTGAATCTGGAGGACTATCTAAAAAATATTGAGAGTACTCCGG -ATAATATAGTAAATGACAAAAGTCTTCAGGAATATCTTTCAAACCCTGATAAAGACAATCTGGAGTTTAC -AGCCAAGGTTGACGATGTATACAAATTAATGTCAAACATCCTTGGATCTAAAAGGAACATATTATATGTA -TATGTCTATAAGCTATTAAATGGCAAGGAACTGTATCTGGGGCCCACAAAAGCCGGAAATAAATCGGACT -TTTCAACAGGTCTGCAATATATTTCCAAAAACGATATAACGGGTAGTCCTATGAGAACAAGCTTTAGAAA -GGACCCTGTAATAAACAAGGAATATACTCTTTCCATTTATCAGCCTATATTTGATGTTTATAGAATAAGA -CGACCAATAGGAATTCTGGGCATATCCGTTTCAGAGGATGTTGTAGCCAGATTTTATTCGCATATAAACA -CAAATCTTCCTCTTGAAACCTTTATCATGGATGGAAACGGTATTATAATATCACATATTGATAAAAGCAG -GATTTATTCCGATGCGGGACTTAAAAATATGGTCCACAAACAGGACGGTGCCAAGGAGATTAATGGAAAG -CTTGTTGTTTGTAAATATGTAAAGGATTGGGATTGGTATGTAATCGGAACACTGCCCATCGACTATCTTC -TTAGAGACAACAACGTGATGCTGCTGGCAATATTAATTATAGTCGTAATAACTTTGATTGTTGGTATTTT -TATTTCCTATGGATTCAGCAAGCATTTATTCAAACCCTTTGATGAGCTTATTTATAGGATGTCCATGGTT -TCAACGGGGGATATGGAAACGAGAATAAGTTTTCCAACGTACGGACCAGATTTTCAGCAGGTTTCACAGG -GCTTTAATATAATGGTCGAGCATATAGACGAATTGATGAAAAAAATATATGAGGAGCAGAGGCAGCTCAA -GGAAATTGAATTTAAAGCTCTTCAGTCACAGATTAATCCTCATTTTCTTTACAATACCCTAGAGTCTATT -CATTGGCAGGCCCTACTTTACGGACACCATGATATTTCTACTATGGTGAAGGCTTTAGCAGGCTTTTACA -GAATAAGCCTTAGTAAGGGAGAGGATATTATTCCTTTGAAAAACGAATCAGAGCATGTTGAAAATTATAT -GACCATACAGGAAATAAGATATAAGGATAAAATGGAAAGTTATATTGATATTCCTGAAGAATTCTATGAT -GTAAAAATCCCAAAGATGATTTTGCAGCCGTTGGTTGAAAATGCTATATATCATGGATTAAGGGGAAGGA -AAGCAAAAGGTTTTATTAAAATAACAGCAGAAAGAGACGGGGACGACATCATTGTTAAGACCATTGATAA -TGGTACCGGGATGACAGTAGATCAAATTTGCAAATTAAACCAGACGCTAGAGGATAATGATCCAAGTGTG -GGTTATGGTGTCAGGAATGTACACAGAAGGATAAAACTATTTCTTGGTAGTCCTTACGGACTATATTACG -AAAGTAATGAGTATGGTGGTGTAACCGTTAACGTCAGACTTCGCAGTGAAATACATAAGAACGGTGGGTG -AGGAATTTGTACAAAGTGTTGATTGTAGATGACGAAAGCATAATTCGCAATGGTCTTTACAATATGATAC -CATGGTCAGATTTAGGAGTAAGCGGTGTTCTGACAGCATCGTGTGCAAAGGAAGCCCTGAAAATAGCCCA -GAATACCGAGCTGGATATAATGCTTACGGATATTTGTATGCCTGAAATGGACGGGCTTGAAATGACCAAA -ATTATGCTTGAGATTATACCTGATTTGAAAGTAATAGTGCTGACAGGCTATGATGACTTCAAATATGCTC -AGAAAAGCTGTTCACTTGGGGTTAAAGACTTTATACTTAAGCCTGTTGATGAAGGAAGCCTGATTAAATG -TATAAAATTGCAAATAGACCATATTCAATCGGAACTACAAACCGAAGTTGAAAACAATATTATGAGCCGT -AAACGTATGCTTGAAAACCAGAGGGAGTTTGAAAAGTCGCTGATGAAGCTCACTGAAAAATCACTTGATC -AGCCGGATGTTATAGAAGTACCGCAGTGTATAAAGTTTGCCGATGACTGTGAATATCAGGTTGCAGTATT -GACTCCTGAAATATCTGAAAACAGTATTTGGAATCAGCACAGGAACTTGCTTATAATGTCTATAAAGAGC -TTTTTTATTGATTTAGTGGATGCACAGAATTCAGGCTGGACTTTTCAGAATTCTGACGGTGATATAGTCG -TTATTTTTTATGTAGATAAGAAATCGGAAAATGCTGAAGAGCAAATTTCAAAATTGCAGGAAATTATTGA -TGTGGAATTTGACGTAGAAATGCGGATGGGAATAGGTCCCGTTGTTCAAAATATGTCTAGGATAAAAAAT -TCATATGAAATTGCAAGAAAAAAATTCGGTGTAAAAAAGCCACCTCATGACACCGACAATAATAAGCATG -TGGATGATTATTTAAATAAAAAGGATAAGCTTTTAATTCTGAAAGAAAAGATACTTGCCAGCTTCCATGA -TACTGAAGCTGCAAAGGAATATCTGAAGAAATACATAAACGAGGTTAAAACGTCCGGAGTTTCAAAATCC -GTAGCCGAACAAAAGTTTTACGATCTTGCATCGGCTTTCTATTGGGAATATCTTAAAACCACAGGAAATT -CTGCGGACGGTAGACTGGAAACACTGATTTCAACTCTTCAAACCAACGATTTAGAGAATTGCTGTGTATT -TACCGAAATGTTTATTGTAAAACTCATGTATACCAACAAGAAGCAAATGCATGAGATAATTGAAGCGGCG -ACTGTATTTATCAATAAAAGACTTACGGAAGATCTGACAGTTTTTACTTTGGCAGAACAGTTTCATGTTG -CAAGAAATTATTTTTCCAGACTTTTTAAAAAGGAGATGGGAGAGGGCTGCAACGAATATATAACCCGTAA -ACGTATCGAAAAAGCAAAGCATCTTCTCACTGTGTCAAGGCTTAAAACATATGAAGTTGCAGAACAAGTA -GGGTACAATGATACAAATTATTTTTCACTGGCATTTAAAAAGAATACAGGCATGTCTCCCACAGAATTCA -GGGACAGACAGAACAACCCGGAGTAATATTACATAAAGCTAAAAGAATAAACTCTATATTCTCAGTAAAT -ATTATAAAAAAAGGAGATTAAACTATGGCTGTAAATACTCGAATTTTTCACTGTGATGAGTTCTTCCGTC -TTTCCAGGGAAGAAAAAAAGGAGTTTCAAAGTATTATTCAGAAGGAACTGGAGGAAAACCCCATAAAGCA -TCTTGATACTGAATGGGGCCGTTTCGAAAACCTGTCTCCGATGTCTGAAGAGGAAATTGACAGGCTTGCA -GAAGAGGTTTTATCTGAAATGACTCTAGAGCAGAAAGTTTATCAGATGTCATGTGATAATGATGCACGGT -ATGCACCGCTAAACCCCCCAAGATATAACTTTATTCCATACTATGCAGGCGAAGACCTTGATCTGAATAT -ACCTGCCGTTAAGTTTACAGACGGCCCTACAGGTATTGTTATGAGCTATCATGCTACAGCTTTTCCGGTA -TCGATAGCCCGTGGTTCAACATGGGATACGGAGCTTGAGGAGCGTGTGGGTAATGTAATAGGTATAGAAG -GCCGCTCAGGAGGTGCAAACTTTTTCGCCGGAGTATGTATAAATCTCCTTCGCCATCCTGCATGGGGACG -TGCACAGGAAACATATGGTGAAGATACTGTACTTTTAGGTAAAATGGGTGCCGCTTTAACAAAGGGCGTT -CAAAAGCATATGATGGCCTGCGTAAAACACTATGCTGCCAACAGTATGGAAAATGCACGTTTTAAGGTAG -ACGTTGAAATGGATGAAAGAACCCTACGTGAAATATATCTGCCTCATTTTAAGGAATGTGTAGATGCAGG -GGCAGCTGCAATTATGAGTGCCTATAACCGTGTAAGAGGAGAATGGTGCGGTCATCATGATTATCTCCTT -AATCAGATTCTAAATGGAGAATGGGGTTTTAAGGGATTTGTAATGTCTGACTTTATCTGGGGTATAAGAG -ATACTGTAGATGCTGCAAATGGCGGACAATGCATGGAAATGTATGCAACACAGTTCTTTGGGAAAAGACT -TGTTGACGCAGTAAGAGATGGTAAAGTAGATGAAATTAAGATAGATGCAGCAGTAAAGAGGATATTGAGA -GAGAAAATAAGATTCTCATTTGTTGGAGACAAGGCACAGTATTCAGAAGAAAAAATGGGCTGTAAGGAAC -ACGCAGAGCTGGCACGTGAGGTTTCTGAAAAGTCGACAATACTGCTAAAAAATGAAGGGTTACTTCCTCT -TGAAAAAGATAAAATCAAAAAAATCACAGTTGTTGGAAGATTGGCGGTTGAGCCTAATACAGGTGATTTA -AAGGGAAGCAGTGCGGTATTCCCTCCTTATGTGATAACACCGCTTCAGGGAATTTTAAACGAAGCAGGAA -GCGGAATTGAAATAAAGTACGCGGACGGAAGAATACCACATCAGGCTCAGGAATTGTCAAAGGATGCAGA -TGTGGTTGTAATTATCGCGGGACTTACATCCCTGGATGAGGGAGAATTTATAACAAACGGCGGAGATGTG -GGAGGAGACAGGAAATATCTCGGACTGCATCCAGAGGATGAGGATCTCATTGAGGCTGTATCAAAGGCGA -ACAAAAATGTTATTGTTGTTTTACAGGGTGGAAGTACTATAATAGTTGAACCATGGAAGAATCTGGCTAA -AGCGATTCTTATTCAATGGTATCCGGGTATGGAGGGTGGAACAGCTCTTGCAAATATACTTTTCGGAAAA -GCAAATCCTTCTGCCAAGCTGCCGATTACAGTTCCTGCAACACCCCAGCAGCTTCCATACTTCGATATGA -ATGCTACTTCCATTGCATATGATTACTACCATGGATACTTCCTTGCGGATAAAGAAAAGTACCCGGTTTC -ATATCCTTTCGGATTCGGACTCAGCTATACAAACTATAGCTACAGTAATCCAAAAGTAACAAAGAACGGC -GACACAATTACTGTTTCAGTTGATATTTCCAATACTGGGAAAATAGCCGGAGATGAAGTTGTTCAGTTAT -ATATTGGCTACAAGGGTTCAAAGGTTGAGCGCCATGTAAAGGATCTTAAAGGCTTCACTAAAATACACCT -TGAGCCGGGAGAGAAAAAGACTGCAATAATTGAAATAGATAAAGAAGACTTGGCATACTATTGTCCTGAA -TCAAAGCAGTGGGTGGTTGAGGATATAGGGTATGTTGCATTAATAGGTGCATCTTCAGCCTGCAAGGATT -TACTTAAAGCTGATTTTGATTTAAAATAAATATATCAGTATATAAAGGCATTACCGATAACAAACGGTAG -TGCCTTTATAATTAGCCTAAAAATATCGCTGCAAAGGGAAAAAATAAAATGAAAAACATAAACTTCTTTC -AAACACAAATCGGGAGAATAGGCATTACAGAGGAAGATAACAGAATAACGAATGTTTTTTTTGAAACGGA -TTACTGTATGGAGACTGTATTGGATGGAAAAAAATCGCTGCAGCAGTCAGCATTTAATATAAATGAAACA -TCCCTTTTAATGGAAGCAGGTATGCAGCTTAACGAGTACCTAGAAGGTAAAAGAATAGCATTTGATTTAC -CGCTGGCTCCAAAAGGGACAGATTTTATGAAAAGCGTATGGAACTGTCTGCTCCGAATACCATATGGAAA -GACAAGAAGCTACAAAGAGATAGCAGAAGCCGCGGGAAACCCAAGAGCATGCCGAGCGGTAGGAATGGCC -AATAATAGAAACCCGATTCCAATATTTATACCCTGTCATCGTGTAGTTGGTGCAAACGGAAGCTTGACGG -GATATAGAGGAGGTTTGGAAATAAAGAAAAAGCTTCTGGAAATAGAAAAATCAAAAAATTGAATTTAATC -ACGTAATCTAGGTAAACATATTTATTAGGTGAAATTAAAATAATATCAAAAAAGAAGGGATGTTTATAAT -GGGAAGATTTGAAGGTGCCCAAAAAGTAGGAATAAGGGATAAAGACACCAGAGAACTTCTGGCAGTATAC -CCGTATAAAATTGAGGGGACAGATGACGAAATCGAGGCTAATGTAAGAAACTGGTACTATAAGCAAAGCT -GTATAGCAGAGGAGTTTCTCAGAAAATCCTATGTTGACGAACTTACGGAACATGAATTAAAGTCTCATAA -AGATGATGATACAAAAAAAGTATATTAATTAAAAGGGTAAATCCATTAAAGGTTTGGATTTACCCTTTAT -TAATTTCTCTTTAGACAAAATAGTGATTTATACGTAAATATATAATAATAGTAATTTGGTTATAAAATCC -CAAATGTTATATATGAAATGTCAAGGGGGAAGTTATGGATAGAAGCAGTCTTTCTGAATACATGAGCAGA -ACCGTAGAAAATATTGTGAGCCATACCATCAGGTCAACTTTAAAAAATCCAAAGGAAACAGCTTTTCTAA -TAAAATATTTATTTACTACAAAAATAGCAGCAGCCAGGCGATTGAAAAGTGAAAAAGCAGGACTTCATAT -TCCTCCATTCTTGATAGCAAGCATAACTAAAAGCTGCAATTTAAGATGCAGTGGTTGCTATGCAAGAGAA -TTACATTCTTGCTCTGATGAAGTACGGGACAGTCAGATGACATGCCAGCGATGGAATGAAATATTCCGGG -AGGCAGAGAGTTTGGGGATTTCATTTATACTTTTGGCCGGAGGAGAGCCTTTGATGAGAAGAGATGTGGT -TGTAAAAGCTGCGGACAGCAAAAATATAATTTTCCCCATATTTACCAATGGCTTATTGATGAATAACTTT -TACATAGATTTGTTCAACAAAAATAGAAATCTGATACCTGTATTAAGCATTGAGGGTTACCAGGAGGAAA -CTGACCAAAGGCGGGGACAGGGTACATACAAAGCATTGTTAGAAGTGATGGGCAAGCTGGATGACAGTGG -AATAATTTACGGTACATCTGTGACGGTAACGACACAAAATATTGAGGAAGTTTCTGGGAAAAAATTTATT -GATATTTTATCAAATTTGGGATGTAAAATCATTTTTTACGTGGAATATGTTCCGGCAGAAGAAGGAACCG -ATTATCTCGCTCCAACGGAAAAGGAACGTGAGTCGCTGGCAGAAAGACTCACAGGGTTGCAGTCAGATTA -CAAGGACATATTGTTTTTGTCGTTTCCGGGAGATGAAAAAGCAACTGGAGGCTGCTTGGCAGCAGGAAGA -GGATTTTTCCATATAAATGCTGACGGTGGGGCAGAGCCATGCCCATTTTCGCCTCAATCAGATACAAATC -TCAGGGAAGTATGTCTTAAGGATGCCTTGAAGTCACCCTTGTTCGCCAGACTTGACAGTGAAGGACTGCT -ACTGGGAGAGCACAGGGGAGGCTGCATGTTATTTGAGAAAAAAGCTGAGGTAGATGCACTTATGGGCTTA -TAATAAATACAGTCTCTTCACATATATGAATGTGAAGAGACTGCTCCCTTTGTATCGTTATATAGCTTCT -AGCCTTTAGCAATTTCATCTTTTAGAAGGATTTTTACAATATTGATAATCTCCTCATCAATTACATTATA -GCAAATTTCAAGCCCCTTTCGCTCTCCGTCAATTATGCCTGCCGACTTCAATTTTGCAAGGTGTTGTGAT -ACCGTAGACTGTGGAAGCCCAAGGCATTCTTGTATCTTTGAAACGTTGCATCCTCCATCTATCAGACCTT -TTACAATACAAAGCCTTTGAGGATGGGCCAGTGCTTTGATTTTATCGGCTTTTTTTTCGTAAACTTTTAA -ATCTATCAAAATTGTAATCCCCCTTTTTAAAAAACATTGCCCGGAAAAGATATAAATTATTCATCGGATA -TCAAATACTATATAAACAAACTCATATCAGATTCCTCTGCGGAGCCTAAGAAAGAAGCTACACCGCCAAT -AGTAACTCCGTCAATAAGTTCTTCTTTTTTAATACCCATTATATCCATTGACATATTGCACGCTACAAAT -TCAACACCGTTTTTCTGTGCTTGTGTAAGAAGTTCCTCCAAAGAATAAATGTTCTTTTTATTCATTAGGT -TACGTATCATTTTTGGTCCTATGCCTGCCATGTTCATTTTGGACAGCGACAATTTACGTGATCCCTTAGG -CATCATAACACCAAACATTCTGGAAATAAAGTCTTTTTTTATACTGGTAGTATTTTTTGGTTTCCTTAGA -ATATTAAGGCCCCAGAAGGTAAAAAACATCGTGACCTTCCTTCCCATAGAGGCTGCACCGTTTGCTATAA -TAAAAGACGCAATTGCTTTGTCAAGATCGTTGCTGAAAACAATCATTGATTTATTGTTTTTATTTGCATT -CCTATCCTTCATATCCCTTGGAGAATCCTCTTTTATTCCCTTTTTTATTTTAGCAATAAAAGTTTTGTTT -TCAAACTTAACATCTAAGAGTTGGTTCCCTGTCGAGTTACACCAGGTCTTTATATCTTCCTGAAAGGCAG -GATCGGTTGCTTTAACCTGGATAATATCGTTTTCATTAATAGACTTCATAGTGTCAAATACTTTCATTAT -AGGACCGGGACACTGCAAACCACATGCATCAAGTTCGGTTATGGGAGAGGGGGTTTCTTCCAAAGTGTGT -AACTCCGGCAAATGGGTATCAAAAATACCTTCATTTGTTTGCTTCTCTACAGCCATCCCGTAAGTCTTCA -GGCCTCCGCTGAGATTTCTGGCTTCAAAACCGTTTTGAGTCAGTATTCTCGATGCAAGATACCCCCTTAA -TCCTACCTGGCAGAATACAAATATGGTTTTGTCCTTGGGCAGTTCATGGAGCCTGCCCCTGAGCCCATCT -AGTGGAATGTTGACTGCACCGTTTATTGTTCCAAGCTGAAACTCCACCTGTTCTCTGACGTCCAACAGCA -CTCCGATACCTTTATTTATGTTGTCAACTTCATTCCAGTGAAAAATTTTGCAATTGTTCTGAAGTATGTT -TGAGGCAGTGAAGCCGGCAATATTTACTGGGTCCTTTGCTGATGAAAACGGTGGGGCATAGGCAAGTTCG -AGCTTTTCAAGATCATATACTGTCATTCCTGCCCTTATGGCTGTTGAGAGAATGTCAATTCTCTTATCTA -CTCCATCGTACCCTACAATCTGAGCCCCCAGAAGCTTTCCGTTGCTTTTTTCAAAAAGAAGCTTGATAGA -CATGGGGATACCACCGGGATAATAGCTCGCGTGTGAGGCAGAATGTGTAAAGGATTTTTCATATTGAATA -TTGTTTCTTTGAAGTAAACGCTCACCGTTACCGGTAACGGCAACGGTCAGATCAAATACTTTTACAATAG -ATGTTCCCTGAGTTCCTTCATATTTCTCCTTACCTCCGCAGATATTATCTGCGGCAATTCGACCCTGCTT -GTTTGCAGGCCCTGCCAGAGGTATAAGAGCCGGATTTTGGCTTATATAATCTTTTACCTGAATAGCGTCC -CCTACAGCATAAATGTCGGGGTCTGAAGTCTGAAGATATTCGTTAACTCTGATTCCACCCGAACTTCCGA -TTGTAAGCCCTGCATCGGCTGCCAATCGCACATCAGGTCTGACACCAATACCCATTATGACCATATCGGC -TTTAATAACCTTACCGCTTGAAAGAGTTACGTTTATATGGGTTTCGGTTTCATCAAAGGCTGATACTGCG -TCCTTAAGTATAAGTTCAACGTTTTTCGTTCTCAGGTGGTTATGAACAATAGCTGCCATGTCAAAATCCA -TAGGCCCAATGACATGGTCTGCCAGCTCTACAACAGAAACGTTTATTCCTCTCAAGTGGAGGTTTTCTGC -CATTTCAAGACCTATAAAACCCGCCCCGACAACCACAGCTCTTTGAGGATTCATTTTATCTACATAGTCC -TTGATACTGTATGTATCGGGGATATTTCTCAAAGTGAAAATCCTTGAGGAATTAATTCCTGGAAGCTGCG -GTCTGATAGGTTCTGCACCGGGAGACAGTACAAGCTTGTCATATGACTCTGTATATATCCTGTTTTTTTC -ATGGTCTTTAATTTCAACTATTTTACTTACAGGGTCTACTCTCAGTACTTCACTATTGACTCTTACATCT -ATTGCAAATCGTTGCTTCATTTTTTCGGGGGTGGTTACAAAAAGATTCTCTTTTTCGGTTATCACTTCAC -CTATATAATAGGGAAGGCCGCAGTTGGCAAAAGATATATGCTGCCCTTTCTCGAACAGAATGATCTCTGC -GTTTTCGTCAAGTCTTCTAAGTCGTGCGGCAGCACTTGCACCGCCTGCAACTCCGCCTACTATTACTACT -TTGATGCTCATATGTTAAGACCTCCTTTGATATTCATATATTATTATATTTAAATAATACGATACATGTT -ACTATTGTGTCAATAAAATACAAGAATATAAAAGAAAATTATAGGTAAAATAGATATATCTGATATAAAA -AATTGGTAAAAGGAGTGCAATGTTATGAGTAGTAACAGAAAAAATAAAAAAAGCAATAAGCAGAAGGAAG -ATGGTGCTTTCCACTCTAAAAATATAAAGCATGATCCACAGGCGGAAAGTGCCAGGGCAAAATTCGGTAA -GGAAACGCCTGCATCGGAGTAAATTTAATAAACAGTGTATACGGCTCATCTAAGGATATTTTACCGTCAC -CTACATTCATCGTCCATGATTCATTGTTTCGCTAAAACCTACATCCGTAGTTTTTTTCGGTAAAATATCC -GTGTTTGCCGACAACTCCATTTGTTATTACTTAGGCAAAAGAAGATATCTGCCGATATAAAATGAGAAAT -TATATTTAACAATTAAAAGGGGGACTTAATCTTATTATGAAGAAAATTATTGCAGTACTGTTATGTGCGA -TTTTGACTTTTAACTCAGGAATTATAATGGCAGCACAAACCAGCTCAGTAACAGAGGATAAGACAGCAAA -GGTTGTTATTGACGGAATTCCGTTAAAGCTTGAGAATGTTGCCGTTATTAAGGATAAAAAGCTAATGTTG -TCAACTGAGATTTTTACCGGTTTGGGAGTGGCTAAAAGCAGTCAGGTTTGGGATAAAAGTAAAACAAAGC -TAACTTTAACCAAGGGAAAAACAAAGCTTATTATGCAGCTCAACAGTTCAACCGCCACTTTGAATGGTAC -CAAAAAAACTGTTTCGGTAAAACCTTTTTTATATAAAAGCAAGGCATATTTTCCTGCTGATTTTGTAGCA -AGTTCCTTCGGTAGATATATAAATAAGGATAGTCAAACCAATACATATTTCCTCAAGGATAAATCTTCGT -TTTCAAAAAATAAGGTGCTTTTAGATAATGCTCTAAAATCAATGAACTCGGTTTCAAAGCTAAAGGTCAA -AGAGAATGCTGATCTTTCATTAAAAGGAAGCGGTTTAGATATAAAACTCACTTCACCGATATCAACATCA -ATGGATATAAAATCAAAAAAAGCACTGAGTACTATTAACTACAAAATGAATGTAAACGGTGAAGTTGCAG -AAAATAATATTCTAATCGCAATGACGGATAACGCGAAATATTCCCAGGTGGACAAGGGCGAATGGACTCA -ACAGGAAATGAGCAAGCAAGAATTTGCAGCAGGCTTTACGTTCAATTCTATTCTCAAGTATGATAATACA -GTCTTATCTGCATTGACCGCCATTAATGGGAAAAATAAGAACGAAGTTATTCTTAAAGGAAACGTTGTTA -TTGGCAGTATCATATCAGATTTTCTAACAAGTCAAGAGCTTGTCAAAAATCAAATTGCTTCTAAATATGT -TGAGTTAACTATAAATAAAAGTACAAACTGTATTAGTAAAATTATATTAAAAGAATCGGGGACTACTACG -ATAGAAGGAACAAAGTACAATTTTTCCACAAACTATCAAATGAATTTTTCAGATATAAACGGAAAGTTTG -ATGTAGTTTTGCCAAGTGATTTAAACTCATAGTTAACAGTACTAAATGCAAAGGGTTGTCGCAGAATTAG -TTTTTATCTCTATTAACCTGTACTTATGAGTATAAATTGTATCAATGGAAGCTTGGAAGCAATCATTGAT -ATAATTTTACACGGGAGTAGCGGTGTTAAAACAGAAAAACTGTATGTTTTGCAACAACCCTTAATCTGCC -ATTGTTTAAAAGAAACCCATAAATCCTGCTATTAAAACAATAACTGCAAAAATCATTCTGTATATTGCAA -AGGACTTCAGAGGCTTTCTTTTAAGGTATGAAATAAACTGGCTGATTACGGCTACTGCTACTATAAATGC -TACTATAAACCCAACTACAAGGGAGATAAGTTCGGCAGCCGGAAGTGAGGTCAGGCCTCCTATTCTAATT -ATTTCTAACAGACTATAGCCAAACATGACCGGGATAGCAAGAAAGAAGGAAAATTCTGCTGCTACAACAG -TAGAAAGACCAGCGACCCAACCCCCTATAATCGTAGAAGCGGAACGGGACATGCCTGGGATTATGGCCAG -ACACTGAAAAGCACCGATTATCAAAGCTTGCTTTGGGGTTACGCTCAGCTTTTGCTTACCGAGATTGTTG -TTTCTGAATTTCTTCTCCGCATATATCATCCACAAGCCGCCAAGTATGAGAACAATGGCTACTGAGACAG -GAGTCATCAGATATTTCTCAACAGGTGCATCCAGAAGTAGCTTTACCGCTGCTCCGGGAATGCAGGCAAT -AAAAATCATAAACCAGAATTTGAAACCTGATTTTTCATATCCAACCTTCCCGGGGAAAAAGTTTATAACA -GTCTCCTTTATCTTTTTCCAATAAAGCAGAACCACTGCCATTATGGCACCTAACTGGATTACATATGTAT -ACATTTTAACATAGTTTGGACTGGCACTCTTAAATCCCATTATATTTTCGAAAATAATTAAATGCCCTGT -TGAAGAAATAGGGAGAAATTCCGTTACACCTTCAACAATTCCAAGAACTATTGATTTAAGTACAAATAAC -AAAGTATCCATCTTATACCACCTTTTTAAGATTTAAATTAATAAGTGTATCTCTAACCCATAATCTTTTG -TATATAGGTTACTGAAATACGTAAAGTTAGTCAAGCAAACTTTGACACAGTGTAATAACATTTAATTTAC -GGTTTTAAACAGGTTATTGTCTGAAATATTACTCTTTTAAAAGAATTGGCTAGGAAATAACAAAATAAGG -TTTATTTATGGCATAATGGGTATAAATTATTATGGACAGGGGGTGCATATGGACTGTAAAATATTTTTAT -ATATTTATTTTATAAAACGGGAGTGTATATTGTGAGGCTTAGAAGAAAACCATGGGCAAGACCGGAACTG -GCGGCGTGTGATTTTTATGTAGATGATCCGCCCAGTTATAAGGGCAGATGGCGAGAGTTTTTTGATAATA -GTAATCCTATACATCTGGAACTGGGATGCGGAAAGGGAGGATTTATATCAGAGCTTGCTGCTGATAATCA -AAATATCAATTATATAGCTGTTGATATAAAGAGTGAAGTTCTTGCACTTGCAAAACGGAAGATTGAGAAG -GAATATAAAGAAAGAGGCATACAAGAAATAAAAAATATAAGGCTTATGTCACATAATATTGAATTAATTG -ACAATATGCTGGACACTGTAGATTTTATTGAAAAGATATATATTAACTTCTGCAACCCGTGGCCTAAGAC -TCCGTACAAGAAAAAAAGACTGACACATGGAAAACAGCTTATAAAGTACAAGCAATTTTTGGCGTCAGGT -GCGGAAATATGGTTTAAGACCGATGATGACGGTCTTTTTGAAGATTCGGTAAAATATTTTGAAGAAAATG -GGTTTATAATAAAATATAAAACATGGAATTTACATGAAAGCGGCTTCGGGGAGAATGTTCCCACAGAACA -TGAGATAATGTTTTCAGAAGAGGGAATTCCCATAAAGTTCCTGATTGCTGAATACAAACAGAAAATCCAC -CAAGCTGTTTGCATTGGTATAAATATAAAAGAGGAAAATTAACTATGTCATTTTATGAAAAGATATCTAA -ATACTATGATTACATTTTTCCTACGGGAAATGAGCAGATTGATTTTCTTAGGGAGATTGCGGGTAATCCG -CCAAAATCCGTGCTGGATATAGCTTGCGGGACAGGTGGATATTCCCTTGAACTGGACAGACAGGGCTACA -ATGTAACAGCTGTAGATTTAGACATGGAAATGGTACGCCAGCTTGAAATCAAAGCAAAAGAAAACAATCA -ATCAGTAAGATTTATGCAAGGGAATATGCTTGAGCTCCAAAATAAAATAACTGACAGCTTTGATCTTGTT -TTTTGCATCGGAAATTCCATTGTACATCTTGAAAATCTTGAACAGATAAGAAAATTTTTAAAGACTGCAA -AACAGCTTACTGGTAAAGATGGAAACCTTGTTCTACAGATAATAAACTTTGATAGGATAATACTGAGGGA -TATAAAGAGCCTGCCAACCATTGAGAACAAAAGAGCTGGACTTACATTTGAGAGAAACTACAGATACGAT -CAGAGCTGCAACAGAATATATTTTAATACTGTTCTGAGTGTGGACGGAGAGGTTTATGAAAATGAAATAC -CTCTATATCCCCTTAGAGAGGATGATCTGGTAGAAGCGGTTTCAGAGGCAGGGTTTAAAAGAGTAAAGCT -TTTTGCAGATTTCAAAGGAAATGAGTTTGACAAGTATAACTCGTATATGTTGGTACTTTGGGCAAGGTAG -GTAGTTTACTAAGATGTAATTTGACGGGGAAGGGATGTTATTTATGAGCAGAATAGGTCAGGAAATAAAT -AAGCTGAGGTTAAAAAAAGGGATGACCCCAAAGCAGCTTGCAAGGGCACTGGGTGTTTCCGAAAAATTTG -TGTTGGATATAGAATCAGGCAAAAAAATAGTAAGTGATGACATGATTGGCAGAGTTTCAAAAGCACTTGA -TTTTGAACTTGGGCCTATAGGACTTTTTGCTTCTGATGATAAGCTTACGCCGGGTAACGGAAACGATGCA -AACGTCCGTTCCGTTAAAAAGGTGGCACCTATTGTTTCAAATGAGCCTGTGCAGCAGGTTTGGGATGATG -CTTTTGGAAACATTTTAAAAACCGTACCTGTTTATGATTATAAAATGGACAGGATTATTGACAAAAAACT -GCTTCCTATCGAAAAAAATAGGGTTGAGGGTTATGCAAAAGAAAAGGTATTCTATCTGGATATAGAAGAC -ACTGATATGTCAGGTTTCAGAATTTTCAAAGGGGACAGAGCGTTTGGTATTCTGGAGAACCAAATAGACA -AAGACGGAATTTATCTTATTGAATATAACGGTGAAAGAGCAGTAAGACAGGTTAAGAAGCTCCATGGGAA -CAAGCTCCTTTTGGTGTACAACAGGGGTACGCTTATAACAGAAACTGTGGGTACTAAGGAAATAAAGGTT -ATTGCAAGACTGATAAAGCTGGAAATAACTCTTTAAGAACCTTACAGATTTGTAATTTTAAAATTTATGC -AATTGTAATTTTAACTCCGTATAATCTTGTGTATGAAAGATAAGCATCACCGCGGGATGCTTTAAAATAA -TCAGCTTTCAAAAAACAGATATACGGAGGTAGCGAAAATGAAAGAAGTTTTAAGAATTGAAAATTTGACA -AAAAAGTATGGAAAAGGCCAGAATGAGGTAACCGCAGTAGATAATATAAATTTTTCGGTGGAAAAGGGCG -AGTTTGTTGCAATTATAGGGCCAAGCGGCTCAGGCAAAAGCACATTGCTACATTTAATCGGAGGAGTTGA -CAAGCCTACATCCGGCAAAGTATACATTGACGGCAAGGACATTTATGGGCTCAGGGAAAAGGATTTATCC -ATATTAAGAAGAAGAAAAGTAGGATTTGTATTCCAGGCATATAACCTTATCCCCGTATTGACAGCAGAAG -AGAATATTCTCATGCCTCTGCTTTTGGACGGCAGGAAGGAAGATAGGCAATACATTGACGAACTCCTTAA -AATACTTGATTTAAAAGACAGAAGAAAACATCTGCCATCCGAGCTTTCTGGAGGACAGCAGCAGCGTGTT -TCCATAGGTAGAGCTCTTGCAAACAAACCATCAATAATCCTTGCTGATGAGCCTACAGGAAACCTGGATA -CAAAAAACTCCAGAGAAGTTCTTGAATTGTTGAAATTCTCAGCGAAAAAATATAACCAGACTCTTATACT -CATATCACATGACATGAATATAGCAAGTATGGCAGACAGAGTCATAAGTATAGTGGATGGTAAAATTTCT -TCCGATGAGGTGGTGAGACAATGAAAAATTATTCAACACTTACCTCTCGGTATTTGAAAAAGCATAAAGG -CAGGACTATATTGACTCTTATCGGGATTATTATAGCCATAGCCATGTTTACGGCTATAGGAAGTATTTAC -TATAGTGGAGTGGACAGTGAAATTAAAAATGCCAAGGCAAACGGTGATTATCAAGTTTACTTTTACGATT -TGGGAAAAGAAAATGTTAATGCATTATATTCCAATGCAGAGTTTAAAAACGGTGGAGTAATAAAACTGGA -AGGCAAATATAAGTTTGAAAACGATAAACTGACAGAATCGTTGAGAACCCTTGATATAAAAAGCTATGAT -GCTGCTGCCTTTAAAGATATATTCAAAGTCAAATTGTTAGAAGGAAGACTTCCTAGGAACAGCTCCGAAA -TAGTGATTGACAAAAAATTAAGTGCTGTTTTAAAAGATAAAAAAATAAGCAATGCGCTAAAAGGTACGTT -GGCCGATAAGAACTCATCAAGTGGGAAAGATTATACTATTGTAGGGGTATATGACAGCAACTATATTACT -AACACTGCATTGAGCTATCTGGATATCAAGACTTCTTCTGACTCGAAGGATTATTTCTTTTATGCAAATA -TGAAAAGCGAAAAGAATATAGTAGATAATGCACAAAAAATAGCAAAAGCAAATAATGTAAAACTGGAAAC -AAACACACTCCTTTTATACCTTATGGGTGAAGGGCCTGACAAAACCAGAAACGATAGCATGGACCAGATA -TTTGCTATAATTGCAGGATTCGTTGTTATCTGTACGGTGGTTGTTATATATAATTCATTCAATATATCTG -TAATGGAAAGAATCAAGCATTTCGGCATACTTCGGAGTATCGGAGCAACCAAAGCCCAGATAAGAAGGTT -GGTTTTTAAGGAAGCTGCAATAATGAGTGCGATATCCATACCAATAGGTATTATTGCAGGCTTTGCTGGA -ATATTTATCACCTTTAGACTCTTTATGAATGGCTTCCTTGGAGCTTTTGAGATTGGATTCTATCCGAAGG -TAATTATTGTTGCTGCAATTTTAGGAATTTTTACAGTATTTATTTCTGCATTTTTCCCGGCAAGGACAGC -GTCAAAGGTTTCCCCCATAGATGCAATAAGGGGTACTGTAGTTGTTAAAGGAGACAAGGCAAAAAGAAGA -GGCGGGCGTTGGGCCAGACTGCTTTTCAGTTTTGAAGGGCAGGTTGCATACAAGAACATTAAAAGAAATC -GAAAGAGGTTTTATGTTACCTGTATATCACTTATGATATCCATTGTAATGTTCGTATTTTTCTCTAATTT -TATAGATATATTTGTCCAGAGCAATAAAATAGCAAATCAGGCAATAAGGGTTGAAGCTACTTTTGCTGAC -ACCAGCGATGTCAATCTGGCAGGAAATCTTCCAAAACAGGTTAAGGAACTGGACGGGATTAAAGAAATAT -ATGAAATGACCAACAAGTACATTACGTATACCCTTGATAAAAAAATGCTTTCAGACAAATTTGTTAATTC -GTTAAACTACAACACAAAGCTTGAAGAATATGGACAGAACTATTTTATAAATAGTGTCAGGCTGTTAGGC -TATGATGAGAATTGCCTCAAGCTCTTCAACAAAGAAAACAAAACAAATATTGAATATGATAGCTTTAAAA -ATAATAATGAGGTAATCATTGTAAACAAGGCAAGGGGCAGTCAGGATAAAACTACAATTTTTGACAGCTT -TACAAAGTACAAAGTAGGGGATGAAATAAAAATGCCTGTTTTAAACAGCAGCTATTTAAAAAATCCTGAT -ACCGAACAGCTAAAGCGTCTTATTGATAACGGTAAAACAATTACCTTTAAGGTAGCTGGTGTTGTTGATT -ATGAGGCAGTATTACAAAATATTCCATACAATAGTTTTGGCATGATAATGTCCCATGACAGTTTTGAGAG -ACTGACAGGTACAAGCGAAATATCAATAATAGCATTAAATTTTGATTCGCCTGAATATGCAGAGAAAAAT -TATGAGAAGCTCAATATGCTTGCTGACGAAAACAAGGCACAATACATTGACATAAACAAGCAGAAAAAGC -AGTTTGACGATCTGATGAATCAGATGATGATTCTTGTTTACGGATTCATCAGCCTTATAATACTTATATC -TACTGTAAATATAATTAATACGATAACAATCAATCTTCTTGTCAAAAAGAGAGAGTACGCTACTTTTAAG -GCTATTGGTATGACAAAGGGTCAGTTTCAGAAGTTGGTTTTGCTTGAGGGAGCCTTATTTGGATTAATTG -CTTGTATAATAGGACTGCCTATCGCCTTCCTTCTTACCTATTTTGGTATTATCAATAACAATCCTCTTGG -CGACATAGGTTACCGAGCGGCTTGGTGGCCGTACTTATACGGAGGCCTTGGAGTGATAGTGATTACACTT -TTAGCAGCACTGTTCCCATTGCGCAAACTAAATGATATGAACATTGTGGAATCTCTTCGTGTAGAGGAAT -AAGCTCAAAGTAAGTTATTTCTAGTTTGATACAGCCTGCCGGATTCTGAAAGAGATTGAATCATTTGGAA -CTCCGGTAGGCTACATTTCATTATATATGGTGTATAATTATACTATATATTCTAAATATCTAATGTATAA -AGGAGGCTAACGAATAATGAATATCCTACTTGTGGAAGACGATGCACCCCTAGCTATGGGAATTGAATAT -GCATTGAAAAAGCAGGATTTTTCGGTATCAATAGCAAAGAATATTAAAGAAGCCTACCGAATATTTAATG -AAGAGGTACAATTAATCCTGTTGGATGTTACTCTTCCCGACGGAAACGGATATGATTTTTGTAAGCAGGT -ACGGCAGACAAGCACTGTGCCAATAATTTTCATGACAGCTTTGGACGATGAACCCAACGTAGTATTCGGA -CTTGATATCGGCGGAGATGACTATATTTCAAAGCCTGTAAGAACCAGTGAATTGATTTCCAGAATAAACG -CTATTATGAGAAGACAGAAGCAGACTGACGGGTTAGATACGGGTAGAATTACCAGCGGCAGTGTAGTGGT -CGAGCCCCTGAAATGTAAGGTTTGTGTAAATTCTCAGGAAGTTTTTCTTACTGCTGTTGAATATAAGCTA -TTGCTTGTCCTTCTTGAAAATAAAGGGAAGGTAATGAGCAGAAACACTATTATTGAGAAGCTCTGGGATA -TTGACAGTAATTTTGTTGACTACAACACTCTGAATGTTTATATGAAAAGGCTCCGTGAAAAAATTGAAAC -CGGAGATGAAAAGCACATTGAAACAGTACGAGGGTTGGGGTATATGTGGAAAGAAAGCTAGTATACTTTG -GCATGGAGGTTGCGTATTGAAGCTTCTGAAAAATAAAGAAATTCAACTTACCATAGGAATAATAACAGTT -TTAATTATAGCTTTGGGTGCTGTTTCTTATTACACGGTGAGGAACTTTGTAAATTATGTTAATAAAACAC -AAATACAGCAAAATACAGTAGCAATAGGTGCTATTGTAAAACAATATCCGCATTTGGAAAGTGATATCGT -TAAAAACTACACAAAGGGCTTCAAGGAAGACTATGAGTATGGAAAATCAATTTTAAAGAAATATTCCTAT -GACGAAAACCTTGGCGTAGAAAAAAATTATATACTTGAAAACAGCTTTAAAAAGGCATATACCAGAATAA -AAATAACTATTGTAGGGTTTTGGGTGGTACTGGTTTTGTTCTGTGTCCTTAGCTTCAATAGAATATTCTC -CAAAATAAGAAAAATCAGTGTCAGTGCGGAAGCCATCGTAGAAGGAAATTACGATTCAATAAAAGGGGAT -ACCCAAGAAGGGGATATAGGATATCTGATATACCAGATAAACTGTATGAGTGAACGTTTAAGTGAAAATG -TTCATGCTTTGGAAAATGAAAAGATATTTTTGAAACGAATCATGGCGGATATATCCCATCAGCTAAAAAC -ACCCCTTGCTTCTCTTATAATGTTTAACGATATAATGAAAAATGACAGTTCCCTTTCCGAAGAGGAAAGG -GCAGGTTTTGTTTTGGAGAGCAAAAATCAGCTAGACAGGATGGAATGGCTCATAAAAAACATACTTAAAA -TGGCAAAGCTTGAGGCAGGAGTTGTTGAATTTTCAATGGAGGAAGCAGATATTTCAGAAACGGTTCAAAG -AAGTCTTTCCCCGCTTAAAACAATTGCTGCGGAAAAAAATGTTGATATCAGGCTCAACGGTTCTTCAGGA -GTAATAGTTAACCATGATATTAACTGGACTACAGAAGCATTTTCAAACATTATTAAAAACTGTATAGAAC -ATAGCAGCAAAGGTGGAGATATTAACATATCCTGGGATGAAAATAATGTATTTGTACAGATAATAATTGA -GGACGAGGGTCAGGGGATTCCTAAGGATGAGCTTTCAAGAATCTTTGACAGATTCTATAAAGGGTCTTAC -AGCTGTAATCCAACAAATATCGGAATAGGACTATATATTACCAAGACTATTGTGGAAGGTCAGAACGGGT -CAATATATGTAAGCAGTACCCATGGAAAAGGTACCAGGTTTACAGTGAGACTCATGAAGAACCCCCTTTA -AAATAAATAAATATTCAGGAGGGTTATGTAATGGGAAAAAATGATATTTACCTTTACGGCATGACTTTGG -TTTCAAAAATGAATTTGCTGGAAGGAGAGTACCCGGAAGCTGATACTTATTCCGAAATAAAGGAAAGCTA -TGTACTGCCGGGAGGAGAAACTGGAAGCTGTGCAATAGTATTATCCGCACTAGGCCTAACAGTTAAGATT -GACGGAAACTTTCAAGGTCGTAAAACCCAAGGAATTCTGGAAGAATACCTTGTTGGCAGATTCGGAATTG -ATATGTCAGGTGTTTACTTTGACAGCACTTTTGACGGGGTTCGGGATATGGTTTTAATAGGAACAAATAG -CAGAACATGCTTTGGTGCATTTTGTTCATATTTCAGTAATGAAACAAAAAGATGGAACAAGCCTGACATC -AAGGACATAGAAAATTGCAGTGTAGTGGGACTCGACCCCTTCTTTATGGAACAGTCTGAAGCAGTCGCAG -ACTACTGCCAAGGATTAGGGAAGAAATATGTTACCATTGATTGTAAGTATGATACGGTAATTCATAAATA -TTCAGAAGTCAATGTTATTTCTAATGAATTTATAAGGAATAACTATCCAGAAAGAGATGTTAATGAATTG -TTCAGAGATTATACAAAAAATACGGAAGGTTTGGTAATATTTACATTTGGTTCCAAGGAAATAATGTTTG -GACGAAGAAATCAACCCATACAAAGAATGAAACCTTACAGGGTAAAGGTACAGAGTACTCTGGGTGCTGG -TGATTCTTTCAAGGCTGGGGCAATATATGCAGTACTAAAAAATATGAGTGATGAACAGATAGTGCAATTT -GCTGCAGCTACGGCAGCAACTGTGTGCAGCAGATTTCCCCTTGCATTATATCCCCCGGATATTGAAACAA -TAAATCAATTAATTAATAAATAATAGTTTTATAAATCATATTAATGGTATATAATATAAATGCGAATAAT -TCCCATTTGACTTTAGGGAGGTAATTTTATTGAAACTAAATACACTCTTAAGGACGTTATTAATAACCTT -AGCGTTCTCATTTATATTAGCCGGCTGTTCTGCAGGAACGGAAAATACTACAGAAAATAATGAAACTACA -ATAGTTACTTCATTTTATCCCATGTATATTTTTACCCAAAACATTGTAAAGGATATACCCGGTATAAAGC -TTGAAAATATGACAGAACCCCAGCAAGGCTGTCTTCACGATTACCAGATGGTTCCCGCCGATTTAAAAAC -CCTTGAGAAAGCGGACATATTTGTAATTAATGGGGCAGGGATGGAAGCTTTTCTGGACAAGGTAATCAAG -CAGAGGCCTTCTCTTAAAATAGTAGAAGCATCCAAAAATATTGAGCTTATAAAAGACCCAAATGGAGAGA -AAAATGCACATGTCTGGGTTGGTGTTTCCGGTGCAATACAAGAGGTCAAAAATATCGCTGAGGGACTTGC -TGAGTCAGACGCAAAAAATGCCGATGCCTACAGGAAAAATGCCTCTGAATATGTAAAGCAGCTGGGGGCT -CTAAAAGAGAAAATGAATAAGGAACTGAAAGAATTCAAGAAGAAGGATGTTATTACCTTCCATGAGGCTT -TTCCGTATTTTGCAAAGGAATTTGGACTAAATATAGTGTCAGTGGTAGAGCGTGAGCCTGGAACGGAACC -AAGTGCGGGAGAGCTTGCTGGACTAATAAACAAGATAAAAAGTACCAATGTAAAAATACTGTTTGCAGAA -CCTCAGTATTCTGCAAAAGCCGCTGAATCTATAGCAAAACAAACCGATGCAAAGGTTTATATGCTTGATC -CTGTTGTAACGGGTGAAAAAAATGCACCTGCTGACCGCTACATTAAAACAATGGAAGAGAACCTGAAAGT -TTTGGTAAAAGCTTTTAAGGAGAATCAATAGAAGCTGTGCAATAAAAATCTGGGGGCTTTTATGGTAGAG -CAAATAAAAATATTAATTGTTGAGGATGATAGGGAAATCAACAGGCTTATAGCTGACAATCTGGTCAAGG -AAGGATATTGTGCAATAAGCACACACGATGGTGCAGCTGCTGTAGAAAAGCTTAGGGCTGATGAATTCCA -GCTGGTTATTCTGGATATAATGCTTCCCAAGGTAGGGGGCTACGAAGTGTTACAAAAAATAAGGGAGAAA -GGAAATACTCCCGTGCTCATATTATCTGCGAAATGTGAGGAAACAGATAAAATAATTGGTTTGGGGCTTG -GTGCTGATGATTATTTAGCCAAGCCCTTTGGCATTGGTGAATTAACAGCAAGGGTAAAAGCACAGCTGAG -AAGATATTTAAACTTTTCATGGGAAACCGACAAACGAACACAGATAATCAGGCATATGAACATTGAAATG -AATGTAGATACATATGAAGTGAAAGTAGGTGACAACTCCGTTACATTGACAGCCAAGGAGTTTGAAATAC -TGAAACTCTTCTTACAGAATCCCCGAAAGGTATTTACCAAAAACCAGCTGTTTAAATCCATATGGGGTGA -AAACTATATAAACGACGAGAACACTGTCATGGTTCATATAAGAAGGTTGCGTGAAAAAATTGAAAAAGAC -CCTTCAAATCCAAGTTATATACAGACTATCTGGGGAATAGGCTACAAGCTTGTAGAGGAGTAATATGAGT -GTATTGATTGGAATTGTAACTTTATCAGTAATTTTAAACATTGTACTTTCATTGAAAATTATTGCAATTA -AAAAGGGTATGAACTATATTACCGGGGTTTTATCGGATATCAGTAATTTCAGATCAAACCGAAGAATACA -TATCGGCTTGAAATATAAAACCCTGAAAGACATAAGCAGCGAGCTTAATATACTTCTCGATAAATTTCAG -AGTACACTTGACGAAAAACAAACTCTCGAAATTGCCCACAAACAGCTCATAGCAAATATATCCCATGATA -TCCGTACACCGCTTACGTCACTTCTTGGCTTTGTGGAGGTACTTCAAAAGGGTGATGGTATCAGCAATAC -TGAACAAAAGGAATATCTGGATATTATCCAGACAAAAGCACAGAATCTGTATAAAATGATTCAGGACTTT -TTTGAGCTGTCAAAGCTTGAATCGGAAGATACGCCTATCAGGCTTGTGAAAACTGATTTGACAGATTTAG -CAGAAGAAGTTATTGCAGCCTTTTATCAGGATTTTGTCATGAACGGCATAACGCCGGAAATTCAGCTTCC -TCAGCATCCGGTTTATGTTTGGGGAGACAGGATCAGCTTACAAAGAATCCTGAACAATCTTATATCAAAC -GCTTTAAAGTACGGAAAAGACGGAAGGGTAACAGGTATTTCTGTTAGGGAAGAGGTCGAGAAGGTATGGC -TGGATGTATGGGACAGGGGAAATGGTATACCGGGGCAGGATTTACCACTTGTTTTTAATCGGCTGTATAC -CTCGGAAATTTCAAGAAACAGCAGTATGCGCGGTACCGGATTGGGGCTTGCAATTACGAAACAGCTGGTT -GAGAAGCAAAACGGGGAGATCGAAGTATCCAGTAACCCTGGTGAGAAAACGGTTTTTTCCTTCAGCCTGA -TAAAATATCGCATATAGCCATTGAGGATGTTGCAATAATGATGTTAATCTTATTTGCAATATCCTTTTTG -TTAAGAAATTTGTAAGGATTTCTTTAATACAGCGTAAGGCGAATATTGTATTATAAAAGAAAAACTGCGG -GGTGATACAATGTACGAAACGCTTTCAACGGAATTTTTAAAGCTGAGAAGGTCAAAACTGCTGATTTACG -CTTTAATTGCTGGGATTCTTCCTTCTATAGTCAAATTTCTTCAATTTATCTTAGGAAACACAGATAAAGT -CGACGGCTGGCAGTGGTTTCTGGCTTCAAGGCAGGAAATCATGGTTTTTGGAGTACTGATAACAGTTATT -TTATCTTCGAGTTTCATATTCAATATGGAATACCAATACGGTACTGCTTCGTATATCTATACTTCAAGGG -TTCCTAAAATTCAGATTTTTCTGGCTAAGTTGCTGACCATATTTGCCGTGGTGGTATTGATTTTTGCAGT -AACTTTGGCATCAGAGCTACTGTTCGGGGTTATAGCAATAAAAACCGCAATTCCCGGGGCTCTGTTACTA -AAATTAATCAAAGTTACAGTATGGTACATGCTGTCCTATGGATTTCTGTCAACCATAGTTATTTTGATTT -CAGTATTAACTAAACGGTTTGTGCTTACATCCGTGATTGTATTTGGATATATGATGCTGGTTTTTCCCTT -TCATTTAAAGAATAATATTTACATATCTCCTTTTATGACGCCTACGGCAGTTGCTGCCCGGATTTTCGGT -TCAAACAACTACATATTGGTCAGCTATTTCAAGGATGTATCTGTAAATACTACTGCCGCTGCAGTGTTTA -TTATTGCTTTGACAGCAATTTCATTGGCTTTGGGGCTAATAGTGTACCACAAGTCGGATGCACTTTTATA -ATGTAAATGGTGGAGGGTCAAATGTTTCTGAATCTGATTTATACAGAGCTGATAAAATACAAGAGAACAC -CGGTCTTCTGGATGATTGCAATAGGAGGGGTTCTTACGGCAGGTACTGCAATGCTCCTTGTAACATCAGA -GAAAGCTGTTGCAACATGGGATGGCTTTACGGTGGCAGGTATGAACGGTATAAACCTTGTGGCGTTGTTC -ATTGTTGCAGTAATGACAGGATATGTTATCTCGGGGGAGTATCAGCAAAGTACTATAGGCATATTGTTTA -CATATCCGGTTTCAAAGATAAAGCTGTTTATGTCAAAACAAGCAGTAATGTTGATTTTTTGTATAAGCTT -GTATATTTCATTTCTGGTATCGGCTTTTCTATTTGGCATTGTGTTTATTGGCATTCCTGAATGGAAACTG -ATATTAAAACTGTTAAGGCTGATATTTATTATGGCTGGCCTGAATTTTGTACTTGTTCCGCTCACATCAT -TGATATGTCTGTTGGTCAAATCAGCCGGAACGAGTATATTTACCGGGATGGGTTACTTTATTTCATATAT -GTGTTTTATAAATATGAAAAACAGTCTTTTTATACTGACCTGCACACCCAACAAGCTTGTTGATAATTAT -TTTGTGACAGAAAGTATAGGCAGGGGTGATGTAAAGGGCATTCTGGCAGTGTCGGCAGCGGTTTTTGTAA -CCTCGGCTTTAATTAGTGCTGTTTATTATTCAAGGCATGATGTGTATAAATAAATAATGGGAGGGTGTAA -ATGTGGATTATATATTAAAAACTCAAAATCTTTGTAAATTATATAAAAATAAAAAAGCTGTAAACGGTGT -GAATATAAATGTTTCCAAGGGCGATATATACGGATTTCTCGGTCAGAACGGAGCTGGCAAGACAACAACC -ATCAGAATGATCCTGGGACTTATAAAGCCAACAGAGGGAGAGGTTTTTCTGTTCGGAGAGAGGATTTTCC -CAGGGCAGAATGCACATTACGGCAGAATAGGTTCGGTTATTGAAACCGCCGGCTTTTATCCAAACCTGAC -AGCAGTTGAAAATCTGGAGATACATAGACGGCTTATGGGTGTCACAAATAAAAGTTATCTTGAGGAAGCC -CTTGAAATAACGGGCCTGACAGATGTACGAAACAAGAGGGTCAAGGGCTTTTCCCTCGGAATGAAACAGA -GACTTGGAATATCAAGAGCACTGCTGCATAAGCCGGAATTCCTGATACTTGACGAGCCTACAAATGGTCT -TGATCCAGTGGGGATAAAGGAAATCCGCAAATTAATTCAAGACCTTTCCATGAAGAGGAAGATTACGGTT -CTGGTATCTTCACATATACTCAGCGAGATACAGCAGATAGCTTCAAAAATAGGCATAATACATGAGGGAG -CATTATTGGAGGAAATTGATTTTGAGTCTCTCAAAAAGAAAAGCAGAAGCTATATTGAGATTAAGACAAG -CGATGATAAAAAAGCATCTTTCCTGCTTGAAAAAAGGAAAATTACGGATTATAAGGTTATTGAGCAAGGA -GTTATCAGGGTTTACGAGAAGCTGAACGAGTCATCTATCTTCAACCGTATATTATCCGAAAATGGTGTAG -AGGTGAGTGAAATAAGAGTCATGAATGACACTCTGGAAGATTATTTTCTGCAGTTGACAGGTGGTTCGTT -CAGGATACAAAGTTGAGCTATATCCGCTAAAAAGAAGTACCCCCGGTTGTACCGACCCCCAAAAGTTAGA -CCATAATCTAACGATTGGAGGTCGGTATTTTTATGGCTAAATATTCTTTTGAATTTAAGAAACAAATTGT -AAAAGCCTATCTAAATGGAGAAGGAGGATACGAGTATCTTGCAAAGCAGTATGATATCCCCTCGTTTAAC -AACATTAAGAAATGGGTCCTTAATTATAATGCTTTTGGCGACGAAGGTTTGGTGCGTTCTCGCAAACAAA -AAAAATACTCTTTCGAATATAAACTTCATGTTGTAGAATTATATTTAACAAGTGAGGTTTCATATCAAGA -GTTAGCTATTCAAGAAGGAATTCGTAATCCTGCACTGATTGTTAAGTGGGTGAACGATTTTCGGATTGCT -GGTCCGGATGCTTTGAGACCTAAGAAGAAAGGTCGGAAGAAACCATTGAGCCTAAAAAGAAAAGTAACAG -ATACCAATGCAACTGAATCAATTATTGTTGATACTAGTGCTGAATATGTTAAACAGCTTGAAGATGAACT -TTTAAAGTTACGTATAGAGAATGCCTATTTAAAAGAACTGAGGAGGCTGCGTTTAGAGGAGGAAACTCTT -CTGAAAAAGCAGCGAGAATCGTCTACAGCCTCCGAGGAGATTTCAAACTAAAAGACATTCTCGCAGTAGT -AGGCTTTCCTAAAGCAACATATATGTATTGGCAGAAAAGATTTGATAGAGAGAATCCAGACAAAGAACTG -GAAGATAAGATATTGGAGATTCATGAGAATAATAAGAATTATGGATATCGTCGTATGTATGGTGAACTCA -GGAATCAAGAATTTATAGTAAACAAGAAGAAAGTACAGCGAATTATGCAAAAGCTTAGTCTTCAAGTTAC -TTCTTTTACCAGAAAAAGTCGCAAGTACAGTTCTTATAAGGGAAAAGTTGGAACAGTTGCACCTAACAGA -ATCCGTAGACGTTTCAATACTCATATTCCACACCAGAAGATTACAACTGATACAACAGAGTTTAAATACT -ACGAAGTTGATTCCAAGGGACATATGACAATGCATAAGCTTTACCTGGATCCTTTTATGGATATGTACAA -TAGTGAAATAGTAAGTTTCGGTATTGATAAACATCCATCTGCAGTAAATATTATGAGTGCACTTAATAAA -GCTATTGAAATCACATCTGATTGTCCTTATAGAAGAACATTCCATTCAGATCAAGGTTGGGCTTATCAGA -TGAAAGTATACTCACATCGTCTCAAAGAAGAACGGATTTTTCAAAGTATGTCTAGAAAAGGTAACTGCCA -TGATAATTCAGTAATGGAAAACTTCTTTGGTCTGCTAAAACAAGAGATATACTATGGAGTTGTGTACTAC -AGCTACGAGGACTTAAAAAATGCAATAGAACGATACATAAAGTATTATAACGAGCAAAGAATTAAAGAGA -AACTAGGATGGCTGAGTCCTGCTCAATACAGACTTAGGCTCTTGGCTGCATAAAAAATGCGTAACAAATA -TCAAAATCTGTTACGCAATAAAGTCTAACTTTTTGGGGTCACATCAGGTTTGTGGCCGGGGGTACTTCTT -TTTAGTTGCTTTCTATAGCTCTGCCATACGCTTCAAACGCTCGTACTTTTCTTTGGCATGTTCTTCTGCA -CGGGAGAACAAGTCTTCCGCCTCTTCGGGGAACAACTTGGAAAGCGATGAATACCTTACCTGTGACATCA -GGAATTCCCTGAAACTTTCCTTAGGTTCTTTGGAATCCAGAATAAAGGGATTCTTACCTTCCTTCTTAAG -ATCAGGGTTATACCTGAACAGGTGCCAGTATCCGGCTGAAACAGCGGCAGCTGAATTTGCTATGCTTCTT -CCCATACCGTCCTTGATTCCATGGCTTATACATGGAGAATATGCAATAATAATGGAGGGCCCTTTGTATG -CTTCGGCTTCAGCGATGGCTTTTAGCATCTGGTTTCTGTCTGCACCTATTCCGACCTGTGCAACGTAGAC -ATTTCCATAAGTCATCATCTGTGCCGCAAGATCCTTTTTGGCCTGCTTCTTACCAGAAGAAGCAAACTTT -GCAATAGCGGATGTTGGAGTTGCCTTAGAAGCCTGGCCTCCTGTATTTGAATATATTTCAGTATCAAATA -CAAGCATGTTGATATCATCCCCCGTAGAGAGAACATGGTCAACTCCGCCAAAACCAATATCGTAAGCCCA -ACCGTCTCCGCCTACTACCCATATTGAACGTTTAACAAGATAGTCTTGCTTTTCAAGAAGCTCATTAACC -AGTTGCATTTGCTTCTGATCTTTATTTGAATAACTCTGTAATGCATTAATAAGATCTTCACTTGCTCCTT -TTGAGGCTGCACCGTCCTCAACACTCTCCAGCCATTTTGACAACAAAGGCCTCATGCTTTCTTCAATGTC -CAACTCCAAAAGCTCGTTGGCAACATCTCTGAGCCGTTCTCTTATTTGTTTTACACCAAGGTACATACCG -TAACCGAATTCTGCATTATCCTCAAAAAGGGAATTTGCCCAAGCAGGGCCTTTGCCCTCGTGGTTTACCG -TATATGAGCTTGTAGGATATGAGGCAGCCCATATGGATGAACAGCCTGTTGCATTGGCAATCATCATCCT -GTCGCCATAAAGCTGTGTTATAAGCTTGATGTATGGGGTCTCACCACAGCCCGCACATGCACCTGAGAAT -TCCATCAAAGGCTTTCTGAACTGGCTGTCCTTAATAGTCTTATTGCCAAAATTACCGCCCTTATATCCTA -TATTTCTGGTTACAAAATCAAAGTTAGGAATTTCTCTTTCAGTCTGTGTACTAAGCTTTTTCATAACCAG -TGCCTTAGGCTTTGCGGGACATACATCGGCACAGTTGCCGCAGCCTGTACAGTCCATAGGACTTATCTGT -ATTCTGAATTGATATTCTTCCAGTCCCTTACCCACAGCCTTTTTGGTAACAAAGGATTCAGGTGCATCCT -TTAACTCTTCTTCAGTAGCCAAAGTAGGCCGGATAACGGCATGAGGACATACGAGAGAGCAAATGTTACA -CTGTATACAGGTTTCGGGAATCCATTCGGGAACATTGACTGCGATACCTCTCTTTTCGTAGGCTGAGGTT -CCGTTTGGAAGAGTTCCATCCTCAATTCCCTTAAATGTACTTACAGGAAGATCCTCACCCTTCATGGCGT -TCATAGGTCTCATTATTTTACTGATGAATTCAGGTTCTTCTATATCACTGTGAGAAGTATCCTGTGCGTC -TTTCCAGCTATCCGGGACATTTACCTTAACTATGGCGTTAATTCCCTTATCAATTGCTTCATGGTTAACC -TTGACAATATTTTCGCCCTTTTGGCCATAGCTCTTTACAACGGCATCTTTGAGATATTTGACAGCATCTT -CCATAGGAATAATATTGGCAAGTTTAAAGAAAGCTGCTTGCATTATCATGTTAATCCTGTTTCCAAGACC -GATTGATTCAGCAATCTTAGTTGCATCAACAGTATAAAACTGTATATTATTTTGGGCAATCTGCCTTTTT -ATTTCAGCGGGCAGATGGTCTTCTAGCTCTTTTTCATCCCATAGGCAGTTCAACACGAAAATACCGCCTT -TTTTAATTCCTTTGAGTAAATCATACTGATTTACGTAGGATTGGTTATGGCAGGCGATATAATCAGCCTC -ATTTATAAGGTATGCAGATTTTATACGTTCATCTCCGAACCTGAGATGAGACATGGTAACTCCGCCTGAT -TTCTTAGAGTCATATGCAAAGTAGCCCTGTGCAAATTTTTCGGTATGGTCCCCGATAATCTTTATTGCCT -GCTTGTTTGCTCCTACTGTACCATCGGAGCCGAGCCCCCAGAATTTGCATCTAATTGTAGACTTTGGCTC -CGCGTTGATTTTTTCATTTACTGTCAGTGATGTATGAGTAACATCATCATCAATACCAATAGTAAACTGA -TCTTTTGGATTCTGCTGTTCCAAGTTGTCATATACAGCTTTAATATCCGAAGGTGTTGTATCCTTGGAAG -CCAGTCCAAATCTTCCGCCTACTATAACAGGAGCATCCGGTACACTGTAAAATGCAGCCTTTACATCAAG -ATATAAAGGTTCCCCTACTGAACCGGGTTCCTTAGTTCTATCCAATACAGCTATTTTTTTTACTGTTTTA -GGGATTACATTAAGCAGGTGTTTTACAGAAAATGGTCTGAAAAGGTGAACCTTTACAAGCCCGTATTTTT -TCCCCTGACTGTTCATGTAATCAATGGTTTCTTCAACGACGTCGGTGATTGAACCCATTGCAACAATTAT -ATTTTCAGCATCAGGTGCGCCATAATAGTCAAAAAGGCCATGTTTCCGACCTGTGAGAGCTCCCACCTTA -TTCATATAATCCTCAACAATACCTACAATGTCGTTGTAAAAAGGATTTAATGCTTCCCGACCCTGAAAAT -AAACGTCAGGGTTTTGAGCCGTGCCTCTTGTAACCGGATGGTTAGGGGACAAAGCTCTGTCTCTGAACTC -CTTAACTGCCTCATAATCTACCAGACTTGCCAAATCCTCATAGTCCAGTGCTTCGACCTTCTGTATTTCG -TGTGATGTTCTGAATCCGTCAAAGAAATGGAGGAAAGGAAGTCTTCCTTTTATTGAAGCCAAATGGGCTA -CAGGTGCCAAATCCATTATTTCCTGAACTGAACCTGAAGCCAGCATGACTACTCCTGTTTGCCGTGTAGC -CATAACATCCTGATGATCTCCGAAAATTGAAAGTGCATGAGTTGCAATAGCCCTTGCACTTACATGGAAT -ACAGCCGGAAGCAGTTCTCCCGCAACCTTGTACATATTTGGAATCATTAATAACAAACCTTGGGAAGCCG -TAAATGTAGTAGTAAGGGCACCTGCTTGAAGAGAACCATGGAGAGTACCCGCAGCACCTGCTTCTGACTG -CATTTCAACTACCCTGACTTTCTGTCCGAAAATATTTTTTTTGCCTTTGGCAGACCATTCATCAACTAAC -TCTGCCATGTTTGATGATGGTGTTATAGGATAGATTGCAGCAACATCGGTAAAGGCATATGAGACATAAG -CAGCCGCAGTATTACCGTCTACCGTCATTTTAATTTTTGACATTTTAAAAACACCCCCGTTTATTAAAGT -TTACTTCCATTATCTACCCATTTTTTAGCTTCTGAAACACCTTCTGTTTTAGGAATTACCACGTTAGTGT -GTTTTTGCTTTGTCGCTTCGTTTGTCCAGGCAGCTGTACCTTCATTGTCTGTAGGCCTGTAAGCTGTCTG -CCGTCTGTTGTCACGTCCTTCAAGCTGTGCATCTTTTTTATTCATAACTACCTCCAAGTAAAATTTTTAT -TAATAATAAAAGAGAAATATTAACCCTATACAAAAATATAAGATATAAAAAATTATTTGCTTTATTATGT -TTTTTATTCGAAAAGTAGCAAATGAATAACAATAAAAAAGTCCGGTTGGAAAGTTTTCTAACTTTCCAAC -CGGACGATATTTTTATCAGGTACTTTGTAACTAATCAAGTCATATTCTAAGCTAATGAAAAAGAAGATGA -AATAGTATTTTGCGTGAAGAACGAATTAACAATTTCATATTGCTTTTTAACTACAACAATATTATCAGTA -GCATCATATTTTTTGGCTACACCGCTGTGTAGCAACGCACCCTTTTTTATGTAACTGGATTCTCCAATAT -AAAATGAATGCGTAGATTTACCCCAATTATTAAAAGCCATAACTCCGCCTTGCACTGTGCCATTGTTTAT -AATTATATTTGCTGCGTCAAGATATGATATTCCGTAACAACTGCCTTTCAAAGTTCCGCCGTTCATTATT -ACAAAAGGCGCGGGAGTATTACTCCAATTGTATAATGCACTATAGCCTTTTATTGTTCCACCTTCAAGTT -TTAGAACACCGGATCTATTAAAATAGATTCCCATACCTTTTGGATATAAATTTTCAATTACGCCAGTTTC -CTTTTCATTGGAATCAATTACAGTCAATGCACCCTCCAGATATATTGTACCGTCACAATTCGTGCTGGTA -AGTTTATGACCTGCCAAATCAAGAACTATGTTGGTATTTATACCGAGAGACAGCGTGGATTTACCTAAGT -TCACATCTGTAAGAAGAGTGATAGTAGTTTTATCCGGGCTATCTATAGAGTAAATTGCTTTTTCCAGTGT -AGGAAACTCTTTATTGCCTACTTTTGCCTGATTGCATGTCCCACATATGGCGTTTTCTTTTTCAGGCAAA -ATGGTGACAACCTTAAAATTTACAATAGGTCTTAACCGTAGTTTCTTAATTTTATCCAACTTGCCTCGCC -TCTTTGTTTGAAATTTTACTGTAAACACCATTATTCATCTTTCAGTATACAACAATTTAGTTTTACTAAA -AGAAAGCTTTTAAAAAAGGTAACTATATGCATGTGATAAATTCTGATTAGTTATTCTCTCAAATATCCCC -TCCAAAACCATATTTCTTATCTAGGCTAATAATACCAATATTTTTCATTAAAGTGAAGCGGTATGTGCAA -TTCGACGGCAAAAAGTGCAATACGATTGATAAAATTAATTCTTTCATGTTATAATTTTAACAGGTAGCTT -ATACCAACTACTTTTAGGTATTTTAGGAAGGTTACAAATGAAAATAGCTATTTGCGACGATTTAAGATTT -GACCGAACTTTACTGTGCGAGTACATACTACAGTATGCGAAAAATTCTCTTATAAATATTGAAGTTGTTG -AGTTTGACAGTGGGGAAGAAATGTTGTCATCTTTTTCAGAGGAAAAATATAAAATTGTATTTCTTGATAT -ATACATGAAAGGTATTGACGGAGTAGAAGTTGCGGAGAAAATAAGGGAAACTGATGAGGATTGCAAAATT -ATTTTTACAACCTCAAGTGAGGATCATAAAGGTGAAGGTTTCGAGGTTGCTGCAACCCATTATTTGATTA -AGCCTATTACCTATGAGCGAGTCGAACAGGCTCTGAACCGATGCAAGCAGATTTTAGCTTTTGATGCACA -ATACATAGAGCTGCCTTTTGGAAAAGAGTTTGTAAAAATCAACCTTCGTGACATTTTATATGTAGAGGCT -GTCAGAAATGGTGTTGTCATAACTACAGAGCTTAAAGAATTTAAGATACATATGTCTATGGCAAAGATCT -GTAATATCATTACTGATAAAAGATTTTTACGGTCACACAGAGGATTTATTGTAAACATGCAGCATATAAT -TTCAACAAAAGACAATGAGTTTGTTCTGAAAAATGGCTCTATTGTGCCTATACGTCAGTCTGGCAGAAAA -GAGATAAAAATCGCCTACATGCATTATGTTATAGAAAACCACAAAAAAATTCAAAGCTCCGATGTCATTA -TCTAATCAAAACCAAATAAAGAAATTTAATGCTCAAAAATTTTTTTGGTATGTTGTTTAACAAAATATAT -TTACATAAAGATTGTCTCCATTGAATTAGCATGTATTGTACTAAGAGGGAACATTTTCAAATAACCTTCA -TAATATGTAATAAGCGATTTATGTTAATCATATAGGAGGTAGGATTGTGCAGTATTATGAAAATTGGCCA -TATGTAAGCAGTAATATGATAGGCCCTGGCCCTACAAATAAGAATATGGGTTCAGGGATGCCTACACCCG -GAATTATGCAGCCTGACATGAATATGGATTTGCAGCCGGGCTATACACCACATTTAATGCAGCAGGAAAC -CATGCAACCGGGAATGGGTCTGGATATGATGCAGCAAGAACATATAGACGTTGATATGGCGGAGGCACTT -GAATTAATTAGGCAACAGATAAAAGGTGAAATGCAAGACAGACTATTCTATCAATATCTTTTAGACAATG -TGCCGACACTGCTGGACAAGGAAATCATCGAGGAGGTAAGGGATAACGAAAAAAAACATGCCAAGATATT -CAGGCAGCTTTACTTCGAACTTACCGGAAAGACGATACAGCCCGATGAAAATGTTAGCTTTGAAAAACCG -AAAACATATTGCGAAGGGCTTAGGGGTGCACTTATGGGTGAAACTAGTGCCATAAAAAAACACCGTAGGA -TTTTAGCAGCAATGAAGAGCAGGAAGCATATAAACATGATGGTGGAAATAATTACTGACGAATTAAGGCA -TGGTTCGCTATACAATCTTTTAATTCACAATAATAATTGCAAATATTGAATTTAACGATATATGAGCCGG -GTAACATTTAAATCTGCTGCCCGGTTTTTTATTTCCCCAAAAATAAAAAATTAAAAAGATTTAGTATACA -TGACTAGACTTTTGGGTTAAATCTAAGTATATTGTATAAAGCGGTAAATATAAAAAATTTTAAAGAGGTA -TGAATGAATATTATTGTAAAATTTTTCGACTTTGTAATGAATTTGGATGAAAATCTGACCCTGTTGGCAA -ATACTTTTGGGGTTTGGACCTACGTAATTTTGTTTGCTATAGTTTTTTGTGAGACAGGCCTTGTGATAAC -ACCCTTTCTGCCGGGGGATTCCATGATTTTCGTCATAGGAGCCCTTTCAGCAAGCGGAGAGCTTAATTTG -ACGGTTATAACGATAGTATTAATAGCTGCGGCTATTCTTGGGGATACTTGCAATTACCATATTGGCAAAT -TTTTCGGGCCTAAGGTATTCAAAAAAGATAATGTTAGGTTCCTTAAAAAAGAACATCTGATAAAAACTCA -TAATTTTTATGAAAAACACGGTGGTAAGACCATAATCCTTGCAAGATTTATACCCATTATTAGAACTTTT -GCACCTTTTGTGGCAGGTATGGGTTCTATGAACTATATTAAATTTATAAGCTATAATATAATAGGCGGCA -TCCTATGGGTTGCATTGTTTCTGACGGCAGGATACTTTTTTGGAAATGTTCCTGTTGTCCAAGAGAACTT -TACACTTGTAATATTGGCGATAATTTTTATATCCATTCTGCCTGGTTTTGTAGCATATTTGAAAAACAAA -AAAGCAGGCCCCGCTGGGGAGGAATAGACTTTACCATGGTTACCCGTAAAACCTATATTACCTATAATGA -GGAATGTGGAAAATTTGGTAAAAATTGTTTAAAGGAATTTACAAAGTCTACACAATATTTACACAATAGT -TGAGAAAGATAGTGTAGAAGGAGGTGATAGTAGTGAAAAAAATTAAAATTCTTTTTACTATCGCGTTTAT -TATTTCCATACTATCTTCTAGTGTGTTTGCAGTTGAGTCTAACATAGGTTCGAAATCGCAAGATGGTGAA -AACGGTCAACATAAAGAGGAAATTAAGGACAAAGAGAAATGTCAGAAGTGTCGTAAGGACCCTCTTAAAT -ATCTTGAAGATAAGAAGCAAAGCATAGAGAAAGACTTGAAGGAAGGGCGTATTTCCAAGGAAGAAGCAGA -TGAGAAGATAAAGGAAATCGACCAGAGGATACAAAAAATAAAGGAATTCAACAGCTTGCCCCTTTCAGAG -AAAAAAGCAAAAATATATAGCAGGTTTCAGAAACACATTGATAAAAAGGTTTCAGATGGAATAATAACAA -ATGAGGAAGGCCAAAAACTTTTAACGGAGTTCAAAAAAGAACTTGATCAGTGGGATGGTAAGGATTTTCC -AAAATTCAATATGGACAAGATGGATCATAAAAAACATGGTTAGGCTACACTGAATAAAAGGACGCATATT -TAGGAAAGATGCGTCCTTTTTATAAACTACTCTAAGTTGGAATTTCAGCTTTATGCCTTTGTTGTAATAC -GCAGTTTCAAAGACTCTCTTGAATAAAACCTGCCTTTCTTACATGCTGAAATGATTATGGTAAACAGTAT -AATCACACAGCCCAAAACGGTTAGAATTCCGCTGAAGCTTTCTCCTAGAAGTAATATTCCTAGCACTGTA -GTCACTACAGGTTCAAGTGCATACATAATGGCTGCGTTTTCAGGCCGTACAAATTTAATTGCTGAGCTTT -GAAACAAGGATGTGAATATGGTAACTGTGGCATTCAGACAAATAAGCAGTATAAACAAAGGATTTACAGC -ATTTGAAAATACTATTTTACCTGTTTCAAATATCAATGCCAGTGCTAAAAAGCATACTATATTAGTACTG -TGTTGCACAAATGTAAACTGTACGGCGGTAAATACATTTGAAAACTTATTTTGAAGTGCAATAAACAGGG -AGAAAAAAATTGCATTACATAATGCAAAAATATCTCCAGGATTTACACTCATACCCTTTCCGGCAAAGGT -AATAAGGTAAATACCTACCATAGCCGCCATTGCCGGAAGGATTGTTTTCCGGGAAGGTACTTTTCTTTCC -AGAACTGCCATTATAATAGGTGTTATTACAATTGACAGCTGTACAATAAATGCTGTGTTTGATCCTGAGG -TTTTTTTCAGTGCCAGCATACAGAAGGTATTGCTTACAACTGAAATAAGACTTATAAGAACACAGGTAAC -AACAATTTTTTTATTAAAACCCTGCAATTTTTTTCTGAATAATATAATTGTGGAACAAAGTCCTAATACA -GCACATATCAATAGTATTGAAAACTGCGGAAGAAAGCCCAGAAGCATCTTGGACCAAATATATGAAGACC -CCCATAATATTGCGTTGATAATTAAGAATATTTGTGCGTTGCTTTTTGTAATAATGTTCATAATATGTAC -CACCCACTTAATTAGTTTACATATTATATTATATTCTAACTTTTAGCCAAGTTTATTGCATAAACTGTTT -AAAAATATGCAAAAAGTGCTTTTTGTCCATTTATTTTATTTGAAACATATAATAAAATAGTATTAATAAT -TATTTTTATAATGTAGAATGGACGGTTGAAATGCAAAATGAGCTGGGTATAAAAAGAGGCTATCTTGAGG -ATGATTTTAAATTTTTTCATTTGAAGGATAGAAATAATATTCAATTTGAACACCACTACCACGATTTTAA -TAAAATAATAATATTTATAAATGGGAACGTTATATACAATATAGAGGGAAAAAACTATAGATTAAAGCTA -TGGGATGTACTATTCGTTCCGGCAAATCAGGTTCATAAACCTATAATAGCACCCGACAATGAATACGAGA -GAATAGTCATATGGATAAACAATAAATTTTTGGAGGAGCATGGAACCCCTAAAAACGACCTTTTGACATG -CTTTAATATGGCTAGGGAAAAAAGGCATCTGGTTAGGCTGGGTCCTAATTCACTTAATAACATAAAGTCA -ATACTGGGAAACCTGGAAAAGGAGTTGAAAAATGTCACCTTCGGTTCGGGTATTCTTGCAAATGCACTCT -TTGTACAGTTTATGGTTTACATAAATCGTTTATATCTAAAGCCTGACAAACAAGTAGAAGACATTGAAGT -AGAGTTTGATGAACAGATTCAGAAGGTGATACATTTTATTAATGAGAACCTGTCGGATGACCTTAGCATA -GCAGCATTATCCGAAAGGTTCTACATTAATAAGTATTACCTTATGCATAAATTCAAGGCAAATACGGGAT -ATTCCATACACAGTTACGTAAATAACAAAAGGCTTCAAAAAAGTGCAGACCTTATAAAATCGGGAAAATC -CCCATCTTATGCAGCGGGAGAATGCGGGTTCAACGATTACTCAAGCTTTTTGCGTAGTTTCTCCAAAATG -TATGGTATGTCTCCTAGAAAGTATTACAAGTCTACTCTTGAACACCCGGTTAACAGCTTTCAGGTTGAGG -GATGACAGAAGTCTATACATAAATCATTTTTTTGGTCATTCCGCCGTCCACAGTTATATTTTCGCCTGTT -ATGAAGCCGGCTTTGTCGGATGCCAGAAAAAGACATACTTCCGCTATATCATCGGGAACACCTACTCTTC -CCGCCGGATGCTGAGTATGATCTTCTATTGATAAATTGTCCTGACAGGCAACGGCACTTTTTTTCCAGGA -AGAAACATCTATCCAGCCCGGACTGACAGAATTTACCCTAATACCGTATTTTCCAAGTGAAATTGCCAAA -GAGTGGGTAAGTGCAATAATACCTCCCTTAGAAGCGGAATATGGTTCTGTATCCGGTTCCGACATAAAAG -CTCTTGTTGATGCCATATTGATGATGCTTCCTCTGCTTTGAGTTCTCATAACAGCAGCACAGAATTTTGC -ACAGTAATATACACCTGAAAGGTTTACGGCAATAGCTTTATCCCATTGCTCTACAGTTGTTTCAAATATA -TTGCCAAAGCCTTCTAAAACAGCATTGTTTACTAATACGTCAATTCTTCCATACTTTTTATTTGTATAAT -TAACCATTGCTTCTACAGAGGCCGGGTCTGAAACGTCAGTTTTAATAAAAATGGCTTCATGACCTTCATT -ACGTATATGTTTTTCGTTTTCTAACCCTGCTTCTTCGTCAATATCTGCAATTACAACATTAGCTCCCTCT -TTTGCAAATCTTCTTGACACCGCTCTTCCGATACCTTGGCCTGCACCTGTGACTATAATAGTTTTGTTTG -TAAATAGTGACATATATTACAAAACCTCCTCTGTTTTAAGTATATCTACAGTATATCAAAAACCCTGATA -AAATACATAAACTGCGGAGCATCTGAATAAATAGCAGTATAGCTTATAAACGGAGGAGATAAAAAAATGA -GGTATAGAAGTCCTGCTTTATTCATAGTAGCATCCATAATTATACTTTTGTACATGTTTTCAAAAATATA -TGCATATCAGGAACCTATAGAAGTAAAAATCATTTTTACTCATGATATGCATGATCATTTGCTTCCTAAC -AAGGGAGAATACAATGGGAGTACTGTCTGGACAGGCGGATATTCAAGGTTAAAAACTTCAATTGATAAAG -AAAAAATGGAAAATAAAAATACAATTCTGGTAGATGCTGGGGACTATTCAATGGGTGATTTATTTCAGTC -ATTGTTCTCAACAGATGCACCGGAACTTAGGGTTATGGGACAAATGGGCTATGATGTAACCACATTTGGC -AATCATGAATTCGAATTTAAGGATATCGGTCTGACAAGACATTTGAATTCTGCAAAAAACAGCGGTGACA -AGCTTCCACAGATAGTTAGCTCAAATATAGTGTTTCCAGTCGGCGATAAAACCACCAGATCTTCTTATGA -GCTGCAACAGACTATGAAGGCATATGGAGTAAAAGAATACACAATTCTTAATAGAGGAGGAATCAGAATT -GGTGTATTCGGTCTTATGGGAGAGGATGCTGACAATTGTATAACAACTACTGAAGTATCATTTGATAATA -TCATAGAAAGTGCAAAGAGAGTGGTAAAAAAACTAAAACAGGAAAAGGTTGATCTAATAGTATGCCTGTC -CCACTCCGGTACATGGAATAAGGCTTCCAAATCGGAGGACGAAATCCTCGCAAGAAAGGTCCCTGACATT -GATGTTATAGTAAGCGGGCACACACATACCCTTTTAGAGAAGCCTATTATACATGGAAATACTATAATCG -GTTCCTGTGGTGAATACGGAAACAATATGGGGGTAATTAAACTTGTAAAAAATCCCAGTAAAAGATGGTC -TCTTAAGGATTACCATTTAAAGCACATAGACCAATCAATTGAGGGTGATAACGGGATTTCTCAAACCGTA -AGTAAGTTTATGGATATGGTACAGGAAAAATATCTTAACTATTTTGGTTTGCAGTTTGATGAGGTTTTGT -GTCGGTCTCCTTTTGGTTTTATAGCTTCTGAACAAATAGGAAAAAAGCTTCAGGAGGATACATTAGGCAA -CCTTATTTCTGACGGATATATATATTCGGTGAAGCAGGCGGAGGGTAAAGGCTATGAACCTGTATCTGTT -GCAATTGTATCTGTTGGAACAATGAGGGGTTCATTTGTGGAAGGTGATATAACTGTACAGGATGCATTTA -TTTCAAGCAGCCTTGGAATCGGATCCGATGGTATATCCGGGTATCCACTTATAACGGTGTATCTTACCGG -AAAAGAACTGAAAAATCTGTGCGAACTGGACGCTTCTATATCGCCCATGGCAAACTATGCACAACTGTAC -ATGTCAGGAATCAGCTATACCTTTAATCCCAACAGGATGAAACTGAATCGAGTAATAGAGGCTAACCTGC -AAAAACCTGACGGTACACCGGAAAAAATCAATGACAAAAGGCTTTACAGGGTTGTGAGCGAGTTGTATAA -TGCACAAATGCTCTCCACTGTGGGAGCGAAATCTTTTGGCCTTTTGTCGGTGATACCTAAGACAAGGGAT -GGAAAACCCATTAAGAATTTTGATTCTCATATAATTTATTCCAATTGGGGCGGACATACCACTGAACTCA -AAGAATGGCTTGCCACTGCCAGATATCTGCAATCTTTCACGAGAATAGATGGTGTACCGCAAATTCCATA -CTATTATAATACTTTACAAGGTAGGAAAAACATTGATAATACCGACAGTCTTTCAGCTATATTGAGTAAC -CCCAACAGTATAGCAGTAAAAATATACACGGTTGTATTAACTATGGTTGTTGTTATGACTGCTGCTGTTG -TAATTATAATAAGATATATGCAAAAAAAATTTAATAAAAAATGAAAATTATACAAAATATATCTTGACAC -GTTATATCACGCTGTGATATAACGTGTGTATGATATATCACAGTGTGATATATATAAAGGAGAATGAGGG -TATGAATCAAAAACTAGTAAAGTCTTACTTACCCATGAGCGAAACCGGTTTTTATATTCTGCTTTCACTC -AACGAGCCTAGACACGGGTATGGAATTATACTTTATGTAAAGGAGATAACTGGGGGCAGGATAAATCTTG -GAGCAGGGACTATTTACGGAACCCTTAACAAATTTGAAAAGGATAGCCTTATTGAGCCGTCAGGAGAAGA -GGACAGGCGTAAGCTATACAGGATAACTGAGAAGGGTAAATGGCTGCTTAAACAGGAAATAAGTCGTATA -GACGAGATGTATGTGAACGGGCACAAGGTTTTGGGGGGATTTAATCATGATCAAGATATTTAAATGGTGG -TGGGCATGGGAGTACGAAAGGATTGAAAACTGGCTGGAAGAGATGGAGGCTTCAGGCCTGCACCTGGTGA -AAACAAGAATAAAGGGATTGTATTTCTATTTTGAGCGTTGTAAACCGACAAAGGCCAGATATTGCGTTGA -CTATCAGTCAAAGCTTACTTCGGAGTATATAACTCTCATTAGAGATGACGGATGGGAGCTGTATCAGATA -GGAATGGGCTGGTACATATTGAGAAAGCAATATGAGGATGAGAGACCTGAACTGTACACTGATTTTGAAA -GTCTTATTGCCAGAAATAAGGCATTGCTTACAATATTACTGGTTGCTACAGTACTGGAGGTTGTATCATT -CGGAAATATGATATGGGATATTTATAATGACAGCACCAAATCCATGCTTCCTGTTGTTTGCATAATGGGT -TCCCTAATCTTGGCATTTTTTTCGTTTATAATTACTAATGTGATAATGCAAATTACTAAATTCAGAAGAA -AACAATAAAAAACTAAATGAGGTGGATAATTTGAGTTTACAAATACGGAATGTATCAAAAAAGTTTGGAG -AAAAGCTTGCTGTCAATGATATTACATTTGAAGTAGGCGAACCTGGTGTGTTTGGTCTGCTAGGTACAAA -CGGAGCAGGAAAAACCACTACTATAAGGATGATATTGAATATTGTAAAAAAAGATTCCGGAAGTATATTG -TGGAATAATAAACCCGTTGAAAGGGAGGTTACCAACTTCGGATACCTTCCCGAGGAAAGAGGATTGTACC -CCAAAGTAAAGGTTGCCGAACAGCTTATGTATTTTGCCAGACTGAGAGGAATCAGTTCCGCTAAGGCAAA -AAAGGACATAAGTAACTGGTTAGAGAGAATGGAGGCAAGCCAATATGCAAATATGGCAGCAGAAAAGCTT -TCCAAAGGGAATCAGCAAAAAATACAGTTTATTGCTTCTATATTGCATGATCCCGACCTGATATTCATGG -ACGAGCCGTTCAGCGGACTGGACCCTGTAAATACAGAATTGTTTAAGGGTGTAATCCATGAACTGATTAA -TAAAAACAAATACATAATAATGTCAAGTCATCAAATGTCTACAGTAGAAGAGTTCTGTAGGGACATAGTA -ATTCTTAAAAATGGCAATACCGTACTTAATGGAAATCTTAAAAAAATCAAGCATAGCTACGGTAGGAACA -ACCTGTTGATAAATTCGGAAGGAGATATTATTGAGCTGGCTGCACAGGAGGGAATTACAAAGGTAAATCG -CACTGCGGCAGGATATGAATTTAAAATATCGAACGAAGAGCAGGCTTACAGGCTTCTTGAAAAAGTACTT -AACAAAAAGCTTATGCTTGATAAATTTGAGATAAGAGAGCCATCACTGCATGAAATATTTATAGAAAAGG -CTGGTGAAGCAAAATGAAAGAATTTTTAGAAGTATTCAAGTATACTTTCAAAGAGAATGTACGAAAAAAG -TCATTCATTATATCAACTGTATTGATTCTTGTAATAGTTGTAGCTGCTATGGTAATACCGGCAGCAATTT -CCAAGAGTAGAACGGGAGGCAATCTTAATCCGAAAGAGCAGACCCAGACAGAAGCTTCAAACATAAAAAC -AGTATATTTTATTGACAAAACTGGAATTTTTGAACAAGAGACAAATGGATTACAGCATCAAATGTCAGGC -TTTAAGCTTGAGAAAGTGCCTGCTGACAAGGAGGAAGGCCTTAAAGATCAGATAAAAGATAAGGGTGAAA -GCTATATGATAGTTGTTAGCCTCAAAGATAACATTCCAAGTGTCGAGTACTTTACAAAGCAGTATGGAAG -CGGCCCGAACCCTGAAATGATAAGCAAGGCATTCAAGAATGTTTACGTGACAACCGTACTGAAAGGCGAA -AATGTTTCAGAAGATGTTATTACAAAGACTTTAGCAGATTTAAATATTAATGTAAATGAATTGGGCAACA -GTAAAGTAGGAGGATTTGTTTCAAGTATATTCATCGTAATAATACTGTTCTTTGCTATATATTTCTACGG -CTATGGAGTGTCAATGTCTGTGGCATCCGAAAAAACCTCCAGGGTTATGGAACTCCTTATTACATCTGTA -AAACCTTCAAGAATAATTATTGGAAAAACTGCAGGTATGGGAGTGCTGGGGCTTATACAGCTGGCATTGA -TTATAGGGGTTGGTGCAGTGACCTACAAAGCTGTTTTTCCAACGGATTTCACAATAGATGGTATGAAGCT -GGATTTGTCAGGCTTTACACCCTTTACATTTTCAATGGTAATAATCTACTTCATACTTGGGTATACACTG -TATGCACTTATGTACGCCGTCGTAGGAGCAACTGTCAGCAAGGCAGAAGATGTAAACTCAGCTATGATGC -CCATGTCCTTTATAGCAATTATAGCATTCTATTTTTCATACGGTACATTTGCAGTGCCGGACAGTACTGC -GGCAAAAATAGCCTCAATAATACCATTTACTTCCCCGTTCTCAGTACCGTCAAGACTTGTGTCAACGAGT -ATACCCCTTTGGGAAATCGGAGTATCACTGGGAGTGTTGCTGATAGCTATAACATTTGTGGGGATGATCT -CAGTAAAACTCTACTCCTATGCTGTACTTCATTACGGCGACAGATTGAAAATAGGAAAGCTATTACAGGT -TTCAAAAGACAACAAGACGGTTGTTGATAAATAATATTGAATCATTATACGATTTGATTTAGAATAAAAT -TAATATATAAATTCAAAGGGGCTGTTGCAAAATAGAAAGTTTTTCTGTTTTAACATCGGTACTCCCGTAT -AAAATTATATCAATGGTTGCTTCCATGTATTGCAAGAGTCTCTAGCGTTTTCGCCGAGCAAGCTTTCATT -GATACAATTTATACTCTAAGTACAGGTTAAAAAAGATAAAGATTATTTTTGCGACAACCCCTTTTCAGCT -GCGGAGGAGCTTATGTATTATCCAATTAAATTTAGACCCGTTTATAAGGATTATATCTGGGGAGGCCGAT -ATTTTGAGAAGTTGGGTAGGGAGCTTCCGAAAGGTGTAGTTGCTGAAAGCTGGGAGGTATCCTGCCATAA -GAATGGACTTAGTGTTATAGCAAACGGTGAATATGCAGGGCGGACACTAATCGAGTTTATAAAGTCTGAC -ACGGTAGGTGTTTTAGGAACCAACTTTCCTTATGAGTGCAGTGAAATACCTCTACTGGTAAAACTTATAG -ATGCCCATGATAAACTCTCCGTCCAAGTGCACCCTGATGATTGCCATGCGGCAGTTTTTGAAAATGGCTT -TGGAAAAAATGAAATGTGGTACATAATGGATGCAAAACCAGGTGCAAAGCTAGTTGCCGGACTTAAAGAA -GATGTAACCAGAGAAAAATTCATACGTGCCGTCAGTGAAAACCGTATTGAAGACTGTCTTTTACAGGTGG -AGGTCATGCCGGGGGATGTTATAAGTATACCTGCAGGATTGGTTCATGCTATAGGTGAGGGAATTGTAAT -AGCGGAAATACAGCAGACATCTGACATTACTTACAGGGTATTTGACTACAACAGGGTTGATGGAAATGGG -AATAAACGACCGCTCCATCTTGAGAAGGCACTTGATGTAATTAACTTTAATGCCGGACGAAGGAAGATTA -AATATGAAGGCGTAAAGGTTAAAATCAATGATACCTGTTCCAAGACAGTGTTCTTAGCAAACAGGTATTT -TGCATGTGAAAGGTATGATTTAAATGGTGGGTTTAAAGAAAAATGTGACGGGAGCAAATTCCACATATAT -ATATTTATGGAGGGTAATGGTATAATACAAACGGGAGATGTAAAGGTCAGTATCAAAGCGGGTGAAACCG -TATTCCTGCCAGCAGCTGTAGGCGAATATACTGTTTCCGGTCAATTAAAGGCATTAAAAACATATATACC -TGACCTAATAAGCGACATTGTTGACCCAATGAGGAATGCGGGATGTTCAAACAGTGAGATATACAAGGTT -CTAAGCTGTTAGTTCAACAATAAAAATATGGAGGAATAAGATGATTGCAATAAACAATCTTACAAAAAGC -TATAGTAAGTTTAAAGCGGTTGATGGAGTTTCCTTAACTGCAAAACCAGGTGAAATAACTATACTTCTCG -GACCTAACGGTGCGGGTAAATCCACAACAATTAAGAGTATTGCAGGACTTTTGAAATTTGAAGGTGAAAT -AACAATATGGGGTTGCCCCAATAAAACACTAGATGCAAAGAAAGTGTTCGGATATATACCCGAAACGCCT -GCTTTGTATGATCTGCTCACTCCAATGGAACACGCAGAATTTATTGCAAAGGCTTACAAGCTAGAATCCG -GATGGGAGGACAAGGCAAGGGCCATATTTGAAAGACTTGAAATTTATGATAAAAAGGATAAATACATCAG -GGAGCTTTCAAAGGGTATGACACAAAAGCTTAGTATTGCTCTCGCTTTGCTTATAGAACCCAAAGCTGTC -CTTTTTGATGAACCTTTAGTAGGACTTGATCCGAAAGCAATAAATGAGGTTCTGAAGATATTAGTGGAGC -TTAGATCACAGGAAAAAAGTATACTTGTAAGTACTCATATAATTGATACTATCAATGATGTGTGGGATAG -AGCTTACATCATGAACAAAGGGAAAATAGTTTCAGAAATTACAAAAAATGATTTTAAAGGAAGAGATTTA -AAAACCATATTCTTTGAACTCACAGGGGAGGAAGAAGAATGCAGGCAATAATGTATTTAATTAAAAGAGC -TTATATAAATAAAATTAAGCGTGCATTTAAAAGTATTCCTTCAGCTATACTTACTGTGTTGGGTGTAGTT -GGATTTTTATTTGTTTTTATCTCGTCGTTTAAAATGAAAAAAGCCCCGTTTCAGAGTGCATCATCTGAAA -CGATTATTGCGGCAGTAGTCCTTTTAATTGGAGTCTTATTATACAATTCATTCCTTTCCAGAGATACTGG -AATATTGACAATGGCGGATGCAAATTTCCTTTTTACAGGGCCCTTTGAGAAAAGACAGGTACTTCTTTAC -CTGTTGGTTTCTGTGGCACCCGCTTCACTTATGATTGGTTTCTTCATGTGTTTTTATCTTCCTTTTTTAA -TGGGACCGGCATTAAGCTTTCCTAAATATATAATAACACTTGTTATTATAAGTCTTTTTCTTGGAGTAGT -TTTCCTCTCTTACTACTACATATACATAGTTGATTCGGAGCATACGGGTTTCAGGAAAAAATCAAAGACG -GTTTTCTGGGCTTTTATAGGTGTGCTTGCAGTTATCTTTGCAGTTATGCTATTTAATAATAATTTTGAAT -TAAGGATAACAGTCCAAAAGTATTTTGGAAGCTCATGGTATAACTGGGTACCTCTTTTCGGCTGGACAAA -ATGGGCGATAAGTTCTTTGTTAGGAGGAAATATGCTGACAGGATTTATCCCACCTGTATGTTTGCTTCTG -GCTTCAAATGCACTGTTAGGTATTTTACTGTACAATGTAAAAGCTGATTTTTATGAAAAAACTTTAGAAG -ACTCAGTCAGTCTCCAGAAAATAATGGATGATATTAAGACATCAGGTAAAGCAGATTCACTTGCCTTCTC -AAAGGTGAAGAAAAGGGCAGTTTCTGTAAAATTTAGAACAGGAGCTTCTGCAATATATTCAAAACAGATG -CTTGAAAGCAGGAAAATGGGAGTATTATCAAATTACAGAGAATTATTAATTGGACTGTTCTATGTAGGGT -TTGGTTTGATTTTTGGCTTAAATTTCAACTTTGTATTCACCATGGTAAGTTTCGGAGCCTTGTCCATGTC -TCTTAACGATTCTTGGCATAGGGATTTTAAAAAACCTTATGTATTTCTTATTCCGGAAAACTCATTCAAT -AAAGTAATATATTCCGTTTTGCCGGGGTTAGTTAAAACTATAATAAACGGTAGTATATCTATAACCGTTG -CTGCTATAGCGTACAAACTCAGTCCGTCGGCGTGGAGTAGTTATATACTGGTATTTTTGAGTTTTGCCTT -ACTTTTCGTTTTTGCAGAAGTATTCACATACAGGATAATAGGATCGAGTTCCAATGCGATGGTGGTTACC -ATGCTCAGGATGTTGTTCGTAATAGCTACATGTGTACCGGCGTTTATAATATTGATTATAATATCGGTTC -TTTCAAACGGTGTACCAAACCTGACACAAATAGCTATATGTATGTTAGCTGTAAACATGGTATTTTCCGT -ACTGTTGGCATACCTCAGCAAGGGTATTTTTGAACAGAGTGAACTTATGGAATAACATTGTATTTTGTTT -GACACACATATTTCTTTATTGTAGAATAGCTTATGAAACGAGGCCATGAAGGTCTCCCTTGTATTTAAAA -AGTTATTAATTTATATTATCCAAACTTAATTAGACCCAAGAAGGGCTAGTATTTACATACCCTTATGGGT -CTATTATTATGCGAAGGGGAGATCATCAATGCATATGGGAGATTTTTTGCTGTCTCCGGCAGTCGGAGGT -ACAGTGATGACAGCAGCTGTGGGGACAGCAGCGGTTTCAATAAAAAAAGTAAGGGACATGGACGAGAAGA -AAATCTCTTTAATGGGGGTAATGTCCGCTTTTGTTTTCGCAGCACAAATGATTAATTTTACAATACCGGG -GACAGGGTCAAGTGGTCATCTGGCAGGGGCATTAATGCTTTCAATCCTGCTGGGGCCGTATGCGGGATTT -TTGTCAATAGCGGCGATACTTCTTATACAGGCAATGTTCTTTGCTGACGGAGGACTGCTTGCCTATGGCT -GCAATGTAATAAATATTGGTTTTTTTGCATGTTTTATTGCATACCCACTGATATACCGTACTGTAACTAA -AAAAGGACTGACCAGAACTAGATTAATGACAGGAAGTATTCTGGCAAGTGTAGCGGCACTTCAGATGGGT -GCTTTCAGTGTAGTAATTGAGACACTTCTTTCAGGAAAAACAGAGCTGCCCTTTGCACAGTTTGCACTTG -CTATGCAGGGAATCCATCTTGCAATAGGAGCAGTGGAGGGCGTGGTTACGGCTGTGGTAGTATCCTTTGT -TTGGAAGGTTAGACCTGATATTATTAATGCCGAACCGTCTGATATCAAAAAGAAGGGCTATAGGTCAATA -ATTGCAGGATTTCTAGTGGCTGCTGCACTTCTGGCGGGAGGAGTTTCCCTGTTTGCATCAGCTAATCCTG -ACGGTTTGGAATGGTCCATAGGCAAGGTAGCAGGAGAAAAGGAAATAAAGGGAGAAACCCAAGTACACAA -ATCTCTTGAAAAAGCACAGCAGGATATTGCTTTATTGCCTGATTACAGTTTCAAGGAACAGGAAAATGCA -AATGAATCCGCGGGAACGGTTGTTTCAGGACTTGTCGGCTCTGGAATTACAATAGGGCTTGTAGTATTGG -CAGGTTATCTTATAAAGCTGATGAAGCGGAAGAAAGCTAATTAAATAATTTTAGGTTGGAGTATTTTATG -ACAGACATAACAGGGGCATTATATGAAATAAAGCATTTGGATGAATTATCTAAAAGGCATAATATAGTAA -ATAATATCCATCCCCTTGTAAAGCTGATTGTTACACTGGCTTACATAGGGATACTTGCTTCATTTGATCG -GTACCAGGTAGCTGCACTTATACCGTTTATAATGTATCCTGCTGTTGTCCTGATGATTTGCGAAATACCT -GTAGGAAAGATTATAAAAAGGGTTCTGGCTTTGGAACCCTTTATTATTGTGGCAGGAATATTAAACCCAG -TATTGGACAGAAACATTGTCCACGTTGGAAATATAACCCTGTCAAGCGGTTGGCTGACATTAATTGCACT -AATAATAAAAAGTACACTAATGGTTTCAGCTGGTTTTTTGCTTATTGCAACTACGGGAATTGACGATATA -GCAGGAGCAATGAGGATGGTAAGGATACCATCCATATTTGTCCTGATGTTTTTGCTGACATACAGATATA -TTTTTGTACTTATAGATGAAGCGGAAAGACTTTATAAAGGTTATTCACTTAGAGCACCCGGACAAAGAGG -CGTAAAAATCAAGGTCTGGGGCTCAATGCTAGGACAGCTGCTTATAAGGAGCTTTAACCGGGCACAGGTC -ATATACCAATCCATGGTACTAAAGGGGTATAATGGGAGATACGATGTTTCCGGACATAAGGGCTTCAAGT -ATACCGATGGTCTTTACCTGCTGATATGGGGTGTTTTTTTACTTACGGCACGATTAATAAATATACCGAT -GTTTATAGCAGGAATCTTTTATTAAAAATTTCTATGGAGGTCTTATGAGTCATCACAAAATAGAATTGGA -AGAAGTCAGCTTCAGTTATCCTGACGGGCATCAGGCACTTGATGATATCACTTTTTTGCTTGGTCACGGG -GAATCGGTGGGTGTTGTTGGGGCTAACGGAGCAGGGAAATCCACACTGCTTTCAATATTATCCGGAATAC -TGTTTCCCCAGAAAGGAAATGTAAGAATAGGTGATATCCCCGTTACAAAGAAAACCCTTGCAGAAGTAAG -GCGCAGCATAGGTCTTGTGTTTCAGGAACCTGATGACCAGCTGTTTATGACATCGGTATATGATGATGTG -GCTTTTGGACCAAGAAACTACCAACTGGATGAAAAAGAGGTTGAGGAAAGAGTAAACCATGCCTTGGAGG -AGGTTGGAATCCCTCATCTCAAGGACCGTCCTCCATACAAGCTTTCAGGCGGTGAAAAGAAGCTGGCGGC -TATAGCTGCTGTTATTTCCATGGAGCCGGACATACTGATAATGGATGAACCTACAGCTTCATTGGATCCA -AAGGCAAGACGCAAGATAATGAATATTCTCAAAGGTTTTAGACATACAAAAATTATAACAAGTCACGACT -TGGACATGATAATGGATATGTGTGAGAGGACAATAGTTCTGAAAAATGGCAAAATAGCGGCTGACGGGCC -CACAACTGATATTTTGGGAGATAGCGGACTTATGGAGCGTTGCGGGCTTGAATTACCTCTTGCAATGCAG -AACTGTCCTGTATGTGGAAAAACTAAACCCTTTGAATAATTATGATTTTGAGTTTAAAATTAACTTATAC -GTATGAAATCTGAAAGGTATTTAACAAGTTTAACTTTATAAAAATACGTTCAGCACTTTACAGATTATAT -TTATTTCTTATAATGGTAATAGGATGTTCGTTCAGACAATAACAAAGGGAGGGTCAGCACTAAATGGCCC -GATGAACAGTTTAAAGCTACCTTGAAGGAACTTTTTGACATAACACTGCATGTTAAGATTTGGTGGGAGG -ATATATGCGGATTGCAGTTATAGATGGTCAGGGCGGGGGCATAGGAAAGCTTATAATAGAAAAGCTCCGT -TCTGCATTTGGCAATGAAATTGACTTGCTTGCATTGGGCACAAATGCACTGGCTGCATCGTTAATGCTTA -AGGCGGGTGCAAATGAGGGTGCCTCCGGGGAAAATGCAATTTTATTTAATGCACCAAAGGTGGACATAAT -AATTGGTACAATAGGGATTGTATGTGCAAATTCCATGTTGGGAGAGCTTACGCCCGTAATGGCAGCGGCT -ATTGCACAAAGTGCAGCAATAAAAATATTGATTCCGCTGAACAGATGTAATATCATAGTAACCGGGACGA -AGGACGAGCCGCTTCCTCATCATTTGGATGATGCCATAGCTCTAGTCGGAAACGTAATAAGGAGTGATAA -AAGTGTGCGAGGCTAATGTATACCTTGTAGATAAGAACGGCAGGGAGACTCTTGTACTTGATTCTGTAGA -CAAGGTAATTCCTGGTAAAAATGAGATAATATTGGAAAATATCTATAATGAACGAAAAGCAGTAAGGGCA -AGAATAAAAGAAATGGAACTTGTTGAACATAGAATTGTTTTGGAAAGTATAGATTAATTTTTATATAACA -TAAATTTAGTATACGGGACAGTGATAATATTGTATTTATTTTGTTATAAAACTCTTTGCTTATGCGGAGG -ATTGGTGATTAATAAAGCTCCGAGACTCTCCTTGTATTTTTATAACAAAGCTCTCAACATTTGTTTAAAA -AATGGTTTGGAAGTTGACTTTATAGATTTGGTGCTGAACATTGCGGTAACCCTAGATACGCTGGGAAAGC -AGGAAGATGCAGTAAAAACATATAACAAAGTTTTGGAAATGGATTCAAATGAGGCCAGAGCATATTACGG -CTTGGCAATAATATATGACGAACGGAAGGAATTTGACAAAGCCATAGAAATGTACAAAAAGGCTATTGAA -ATAAATCCTGACTATTCAAAAGCATATTTTTTTCTTGCCAATTCATGTGATGAGAGTGGGCGAAAAGATG -AAGCTGCAGAGTACTATGAAAAGGCCGCAGAGCTTGAGCCATACCACTTCTGGGCATATAATAATCTGGC -TGCCGTTTACGAAGAAATCGGAAAGTACGATAAAGCCCTGATTGCTATAAGAAAAGGCCTGGAACTGGAA -CCCAACCATTTCAAGGCACTTTTTAATGCAGGTGTAATTATGAACAGGCTTGGATATACCCAGAAGTCTA -TAGCGTATTATGATACATCTATAGAAAAAAACCCAAGGTATGCATACAGCTATTTGAATCTTTCTCTTAT -CTATATGGAGGAAAACGACATAGAAAAAGCCATTGAGGTTATATCTAAGGGGGTAAGATTTAATCCCGAG -GCTTCGTTTCTGTACTATAACAGAGCATGTTTCTATGTTCACACCGGGAATCTCAACCATGCTTTAGATG -ATTTAATTACTGCAACAGATTTAAGCAGTGAGTTGGAAGAGTATATGAAAACAGATAATGAAATTGACCC -GCTAAGAGAGATGGAGTTGTACAAAAAAAGATTCGCATATATATAAGCGTAATTAAATATATTCAATTTA -GTACTTTAGCATGGTATTTTCTTGACATACTTTGTTGATTTAACTATAATAATAACAATAAATAAATATA -AGTCGGATGATTGTTGTGGGAGAGATGTTTTAGAATTCTAAAACTCACCGAAGGAGTAGCACTCTCAGGT -AAAAAGACTACAACAGGACGGACCTCTGGAGAGACCAATGACGGCGCCGAAGGGGCAAAGGCTAGTTAAA -TTTAGCTTAATCTCTCAGGCAAAAGGACAGAGTATCTAAAAGATGCATTACATCTATTTGTTTTTGGTGC -ATTTCAGAGGTCAAATAATTTTTTTATTTGACCTTTTATTATACTACATTTCAGGTGTCGGGGATACCGT -AAATAATTGTTTAATAATGAAATCTAATAAATATACTGGAGGGCTTAGCCGTGGAAAAAGAAAAATTACT -TATGACTCCAGGACCTACAATGGTTCCACCAAGGGTTTTAGAAGTTATGAGAAGACAAATTATTCATCAT -AGGACAAAGGAATTTGAAACTATTTATGATGAACTGGAAGAAGATTTAAAATTTGTTTTTCAAACAAAAA -ATATGGTACTTATGTTTTCATCTTCCGGAACAGGTGCAATGGAATCTGCCATCGTCAATCTATTTTCACA -GGGAGATAAGGTGCTGGCAATAAGCATAGGAGCTTTTGGAGATAGATTTGCAGATATAGCTTCGACCTAT -GGTCTTAACGTTCAAAAACTGGCTGTTAATTGGAGTGAAGCGGTAAATGTTTCAGAAGTAAAAAAAATAT -TGGATGCAGACGTTAATAATGAAATTAAGGCAATCCTTGTTACGCATAATGAAACATCAACCGGTGTTAC -AAACGATATTGAAGCACTTGGAAAACTCACGAAAGATACTGAAAGACTTTTGGTGGTTGATGCCATAAGC -TCTCTTGGAGGCTTGGACCTTCAGATGGATAACTGGGGAATAGACTTGGTTGTAACAGGCTCACAGAAGG -CGTTGATGGCACCTCCGGGACTGGCATATGCAGCATTAAGTGATAAGGCATGGGAAGCAGTTGGCAAATC -CAAACTTCCTAAATTTTATTGGGACTACAAAAAGTATAGAAAAGGGTTGTTGAAGGAATCAGAGAATCCG -CCATATACTCCAGCTATTTCTTTATTAATAGCTCAGGCAGAGGCCTTGAAGATGATGAAGGAAGAAGGCC -TTGAAAATGTATATGCAAGACACAAAAAACTTGCATTGGCAACTCAGGCAGGAGTAAAGGCACTTGGTCT -TGAACTGTTCCCTGATGAGAAGGTATCTTCATACATAATAACTGCTGTTAAAGCACCAGAGGATATCGAT -ATTGCAAAAGTTATAAAAACTATGAACCTTAAGTATGACATAATGATCACAGGCGGTCAGAAGCATCTCA -AGGGGAAAATATTCAGAATAGGGCACTGCGGATATACAGATGGTCTCGATCTTATTAAAACATTTGCAGC -TTTAGAGTACTCTTTGAGTGAAGCAGGCTATAAAGTTGAAATGGGAGCATCGGTTGGAGCAGTTCAGAAA -GCACTACTATAGGGTATATTTCTTAATAAATAAAACAGGAGGTAAGTAATAATATGAAAATAATTGTAAC -GGAGCGAATTGCAGAAGATGGCATTAACTATCTTAAGGAAAACGGTCATGAAGTAGATACAAGGTATGGA -ATTTCTCATGAGGAATTACTTGAGACTATAGAAGATTACGATGCAATAATAGTAAGAAGTGTTACAAAAG -TAAATGAAGAACTTTTGCAAAGGGCCAGCAAATTAAAGGTTGCAGGACGTGCAGGAAACGGCATTGACAA -TATTGAAGTTCCCGCATGTACCAAGAGAGGTATTATTGTAGTTAATACACCTGAAAGTAATATCATGGCT -GCTGCTGAGCTGGCAGTCGGACATGCATATGCGATATTCAGAAACATACCGCAGGCACATTGGGCAGGTA -AAGCTCAGAATGATTTCAGAAGAAGCAGGTTCAATGGCAACGAGCTTGATGAAAAGACAGCCGGAATAAT -CGGTCTGGGTAGAATTGGTTCTATAGTAGCCACAAAACTCAAGGGATCCAATATGAAGGTAATTGCATAC -GACCCGTATATAACTGATGAAAAGTTTAAAAAGCTTGGCGTAGAAAGATGTGATACTCTTGAAGAACTTT -TGAAACAGAGTGATCTTATTTCTCTGCATACACCTAAGACATCGGAAACCTACGGAATGATAGGCGAAGA -ACAACTAAAGCTCTGTAAAAAGGACGTAAGAATAGTAAATGCCGCAAGAGGCGGACTTGTAAATGAAGAG -GCCTTATATAATGCAATCAAAGAAGGCCATGTAGCAGCTGCTGCACTGGATGTTCTTGATCCTGAGCCGA -ACTATGACAAAAAACCCGAAGATCAGGATTATCAAAACAAGCTTTTTGAACTTGACAATGTGATAATTAC -TCCTCACCTTGGAGCTTCCACTGCTGAAGCAAACTACAATGTAGGTACTGCAGTTTCAAAGCTTGTTTCA -GACGCACTGAAAGGTGAAATGGTTGCAGCTGTTAACATGCCTCCTATGAAAAATAAGGATTTGAATGAGA -TGAAACCCTATCTTGATTTGGCTGAAATACTTGGTAAAATTTATTACCAGGCTGAAAAAGAAACAGTTAA -TAAGATTGAGATAGTTTACAGCGGAGAACTTGCAGAACAGGAAACAAAAATATTGTCACTTTCAGTTTTA -AAGGGCTTCCTTGATATAGTAATTAAAGAAAAGGTAAATTATGTAAATGCAGAGTTTATTGCAAAAAACA -TGGGAATATCCATTGTAGAAAGCAAAACCTCACAGCTAGAAAAATACACTAACCTGATTACTGTTAAATT -CTTTACAAAGAGTAAGGTATTATCTGTTTCCGGTACTGTATTTGCAATACAGGAAATACGTGTTGTAGAC -TTCTTCGGCTACAAACTCGACTTTGAACCTACTCCTTATGTTTTAGCAATTCAGAATGTAGACGTTCCGG -GTATTATCGGTCAGATAGGAACTATACTCGGTGCCAGTGATATCAATATTGCTGCCATGCAGTGGAGCAG -AAATCACAAAGGTGAAAAGGCGGTTGCATTTGTAAGCGTTGACTGCGAAGTTCCGGCAAATGTCCTTGAA -CTTCTTAAAAAGATAAACGGTGTATTAAAGGTAACATTACTTAAATTCTAAAAGATAAAATGAAACAGGC -TGGGAATCGTTCCCGGCCTGTTTTTAGCAGATAATATATTATTTAATCTTTAAAACAATATTATTTAATT -CAGGGATAATATTTTTAAGATTTAATAAATCCTTTTCATCAAGAGCTGATAGCTTTTCTACAAATAAACT -TTTAGCTTTTTGTTCGATGCTATGAAGTAAAGTATGTGCTTTTTCCGTTAATCTAACCATTATTATCCTT -CGATCGTTTGGAGCGTCATATCTGTCGGCATAACCTTCGGCAATAAGCTTGTCAATAATCGGTGTCATAT -TAGGCCTGGAAATTATCAAGTCATTTGCCAGGTGTGATACCGGGCAGGGACCGAGCTTTGCCAGCCTGAA -CAGAACTTTAGTATGTGACGGCGGAATGGGCAGACCTTTAAACATAGTTGATGGATTAAATATCCTGCCA -CTCAGATGAAGTACAAGCAAAAACAAATCATTTGAGATACTATTCATATCTTCTTTGGCTAACATTTTTA -TTAACTCCTTTAAAGTAAATAAACTACTATATTTCCAATAAACAAGACATAAAACAAATATTTGCGTATA -TTTATTTGTTATGCGAGTAGTATTACTGACTTATTGCTTATTGTAATTATAAACTATTTAAATTAGTAAT -ACAATCAAACTATTATTGACATATAATAGTTATATAAATATAATTTAAAAAGTGAGCTATTAATTTAGTA -AATTATAAAAGGAAAACTGGATATTGTCTTGAATATAAATTTGTCATACGGCAAGACTTTACCCTACTGC -AGAAAGGAGTAATACATGGGGAAATTAATGAAACATCTTAAACCTCATATAATATCAATTATTGGCATAG -TATTGTTTTTATTCATTCAGGCCTATTGTGATTTGTCTCTGCCTGACTATATGTCCCATATCGTTAATGT -AGGCATACAGCAGGGAGGTATTGAAAATGCTGTTCCTGACATAATCAGAAAAACTGAGATGGACAAAATA -ACTTTTCTAATGAACGATGATGATAAAAAAAATGTTTTGGATAATTACGTCTTAATTGAAAAGGGTAAAG -CATCTCAGGAGGATATGGATAAGTACTTAAAAAAGTATCCGGAAATTAAAAATAATGATGTATATAAGCT -GAACACAAGTGACAATGCAGTTATTGACAAGATTAACACAGCAGTAGGTAAGCCGATGATATTTGTCGGG -GCTATTGAAGGTTCAATCAAAATGCCGGATACTTCGTCGGAAAAAAACAGTAATACGACCGGTGACAGCC -AGATGAAAAAATTATTTGCCAATGTACCCAAGGGAACTGATCCTTTTACTGTTATAGCAAAGCTTCCAAA -AGAACAGTTGGAAGAAATAATGAAAACGGTAAATGAGAAATTTGAGGGTATGCCCGACAGTATAATTACA -CAGAGTGCAACTACTTATGTAAAAGCTGAGTATAACACTCTTGGAAGAGATACGGGAAGTCTTCAATCCA -ACTATATACTTATTGCAGGTTTAAAGATGCTTTTTATATCCCTTATCAGTATGGTTGCTACTGTTATAGT -TGGTTTGATTGCAGCAAGGGTATCTGCTGGTGTGGGTAGAAGTATGAGAAAGAATGTATTTGAAAATGTT -GTAGGCTTTTCAAATGCCGAATTTGATAAATTTTCAACTTCATCGCTTATTACAAGAAGTACCAACGATA -TACAGCAGGTACAGATTTTTCTGGTTATGTTGCTAAGAATTGTATTCTATGCTCCTATATTGGGTATAGG -CGGTGTATTAAAGGTATTAAAAACGGATACATCCATGACTTGGGTTATAGGAGTTGGGGTTTTAGCCATA -ATGATTTTAGTAGCGATTTTATTCGCTGTAGCAATGCCTAAATTTAAAAGTATGCAGAAGCTGGTTGACA -GGCTTAACCTTGTAACACGTGAATCCTTGACAGGTATGCTTGTAATCAGAGCTTTTGGTACGCAGAAGAC -AGAGGAACAGAAATTTGAACAGGCAAATACCAATTTTACCAGGAACAATCTGTTTGTAGGAAGAGTCATG -TCAGCTATGTTCCCTGCAATGATGCTTCTGATGAATGGTGTTATGATATTAATAGTATGGGTTGGTGCAC -ACCAGATAGATATGGGAAATATGCAGGTTGGTAATATGATGGCATTTATTCAATATGCTATGCTGATTAT -TATGGCCTTCCTTATGATATCAATGGTTTCCATAATTCTGCCGCGTGCATCAGTATCAATAACACGTATA -GGTGAGGTTATTGATACAAAAGGCTCTATTAAGGACCCTGCTGCATCCGGAAATTTTGTAAAAGAAATGA -AGGGGAATGTAGAATTTAAGAATGTATCATTTAGATATCCTGGTGCAGAGGATGACGTTATATCTAATGT -AAGCTTTACAGCAAAGCCAGGTCAGACTACTGCGTTTATAGGAAGTACGGGAAGCGGAAAATCAACCCTT -ATCAACCTTATACCAAGGTTTTATGATGTGACTGAAGGACAGATTCTTATTGGCGGAGTTGATATAAGGG -ATGTTTCACAGCATGATTTGAGACAAAAAATAGGATATGTTCCGCAAAAAGGTATTTTATTCTCAGGTAC -AATTGAAAGCAACCTTAAATACGGTTATGAGTCAGCTAGCGAGGAAGATATCCGAACTGCTGCTGAGATA -GCACAGGCTGCGGATTTTATAAACGAGAAGGAAGAGGGCTTTAAGACTGATATTTCACAAGGCGGTACAA -ATGTATCAGGCGGACAGAAACAAAGGCTTTCAATTGCCCGTGCTCTTGTTAAAAAACCTGAAATATTTAT -ATTTGATGATAGCTTTTCTGCATTGGACTTTAAAACAGACGCAGCGTTAAGAAGGGCACTTAAAGAAAAG -ATAAAAGGTGCAACAATACTTGTTGTAGCACAGAGAATAAGCACGGTAATGACTGCGGACCAGATACTTG -TTCTGGATGAAGGTCAGGTTGTAGGCATTGGAACTCATAGGGAACTTATGGAAACCTGCGATGTTTATAA -ACAGATTGCCTTATCTCAGTTATCAAAGGAGGAATTGGCATGAGTGACAGAACAATAAACCGTGAAAAAT -CCGGAAAACGAGACCATATGGGCGGAGGTCCAATGGGCGGCGGGCCAATGGGGATGAAAACAGAAAAAGC -CAAGGACTTTAAGGGCACAATCAAAAAATTGCTTGCCTATATGAAACCCTACAAATTATCAATGATAATA -GTACTTATATTTGCTATAGGCAGTGCTGGATTTTCCATTGTAGGACCAAAAATAATGGGAAAAGCGGTTA -CAAAGATTTATCTCGGTTTGGTCGAGAAGGTTAGCGGAACAGGTAAGGGTATTAACTTTGAATATATAGG -AAAAACTTTATTATTTCTCATAGGTTTATATGTTATAAGTGCCATATTCTCATTCATACAGGGTTATGTA -ATGTCAGGAGTTGCACAGAAGGTTTCATACAGGATGAGGAAAGAGCTTTCTCAAAAAATAAACCGTATGC -CGTTGAAGTTTTTTGATAAAGTTACCCATGGAGAAGTTTTGTCAAGGGTTACAAATGATATTGATACCGT -CAGCCAGACCTTGAACCAAAGCTTATCACAAATATTTTCTTCTTTTACAATACTTATCGGTGTATTGATA -ATGATGCTGTCAATAAGCTGGCTTATGACTTTGGCTTCAGTGCTTATTATACCGTTTTCTGTTATCTTTA -TATCGCTGATAGTTAAAAAGTCACAGAAGTACTTTAAATCACAACAGGAATATCTTGGTCATGTCAATGG -CCACGTTGAAGAAATATTCAGTGGACACAACATAATGAAAGCCTTTAACGGTGAGAAAAAAGCAATTGAA -CAGTTTGACAGTATGAATAACACACTGTATAAATCAGCATGGAAATCACAATTCCTGTCTGGTATGATGT -TCCCAATAATGGGATTTATAGGTAATATTGGATATGTTTTAGTAACTATTCTTGGCGGTTGGCTTACAAT -TAAGAACAAGATTGAGGTTGGGGATATCGTTTCATTCATACAATATGTCCGTACATTCCAACAGCCAATA -GGTCAGGCGGCACAAATAGCAAATGTGCTGCAGTCAACAGCGGCGGCAGCAGAAAGAGTTTTTGCTTTCC -TAGAAGAAGAGGAAGAGACAAAGGATGTTTCAAACCCAGTAGATACAGAAAATGTTAAAGGCGGAGTTGA -ATTTAGAAATGTTCAATTCGGGTACAATCCTGAAAACATCATTATAAATGACTTCTCAGCCAAGGTGAAA -CCGGGTCAGAGAGTGGCTATAGTTGGTCCCACCGGTGCGGGTAAGACTACAATGGTAAAGCTTTTGATGC -GTTTCTATGACTTGAACAGCGGTGATATATTCATTGATGGTATTAATATTAATGATTTTAAACGAAATGA -TTTACGTGACTTGTTCGGAATGGTTCTACAGGATACATGGTTGTTCAATGGAAGTATTATGGAAAATATC -CGCTACGGAAGACTGGATGCAACTGATGAAGAGGTTAAGGAAGCTGCCAAGGCAGCACATGCCCACCACT -TTATTAAGACCCTTCCGGAAGGTTACAACATGATTTTGAATGAAGAGGCCAGCAATGTATCACAAGGTCA -GAAACAGCTGCTGACAATAGCCAGAGCTATTCTGTCCGATCCTAAGATTCTTATTCTGGATGAAGCAACA -AGCTCGGTTGACACCCGTACAGAAGTATTGATACAAAGGGCAATGGAAAACCTGATGAAGGACAGAACAA -GTTTTATCATTGCTCACAGACTTTCTACAATCCGAGATGCTGATTTGATTATGGTTATGAAGGACGGAGA -TATCGTAGAACAGGGTAACCATGAGGAACTCCTCACAGCCAATGGATTCTATGCTTCATTATATAACAGC -CAGTTTGAAATCTCAGAGGTATCTTAATTAGCATAAAATAGGGGTTGTCGCAAAACAGAAAAACTTTCTG -TTTTGTAACAGCCCCTTTTTATCTATTAAATGGGTTATTTTATCTTTCTGCACTCCAGATAAAAACGCTT -TTCTTCTGCTTCTCCCATGGAGAAAGTTTTCCTTGGCAAAGCACCGTCTAAAATAACAGTTTTGAAAAGT -TCAGTTTTATTCATTGACGGCAAATAAATGCCCATGTTTCCCGGTTGTGCCCCGAGTTTTGTTACAACAT -CCTCACCGTGAATATAATCAATTTTTACTTGAGGGTGTTCTTTTATGTAGTAATCCAAAAAGGCTTGCAG -TGTACCTACTTCCAGATTGCTTACAGGATTATCAATCTGGATTTCTCCCGAGCCATCTGAAGTAATATAT -TTAAAGGTATGTTCCTTTGATGCTTTATTCTTTGAATTGGCCTTATAGTATAGGGCAAATTCTTTTAGTA -AATTTTTGGAATCAACATTAAATAAGACTCTGTGAATAGGTTCAAACACGAGGCCTTCATCATGTACATT -TACAAGCTCTACTAATGCGTATCTGGCAGGGTGGTTTTGCTGCTCTTCGTAGGAAAGGCACAACTTGACA -TTTTCCCAGTGGCCTTTTGCCGAGGCAAGGGAATGGTTTCCATCGCCTACTGCAAATAACAGTACATCGT -TTTGGTTTTCCAGACCGTATTTGTTACGGTAACTTTCCAAATCGGAAAGCTGACGAAGGGCATCTGCAAC -TGCGGAAATATCCTTCTTATCAGACACATGGTAGCCTTTGATATGTCCGCCGTTCATCATAAGCTCAAAA -TCATACAGCTTTTCCAGAGTATCTGCTTTTTGGGCAAGCGGTTCAATGACTTTCTTATCCGGATCATCTA -TCAGAACCATTATATGCGGAAGCTCGATAGGGGCATTTTGACGAATTTTTATACGGGGTGGAAGCCTTTC -AATAACGGTACCTTCAGTAGCTCTTATTAGTGTGCTGGAACCCTTTGTATAGTCATAATGTTCAAGATCA -AGTGCAACCATTAACCCCTTTCTGGACTGGGTATGGGAGGTTTTCCTGTCAACAAGGATAAAACATTCAT -CAAGCTCATTAATTATACCTGATTGTATATAGTTTTCCATATTGTTGTTTATTGTATTAATCCTTGTATC -ATTGTCACCATCCTCCAGATACACCTCAGGAAAAATTATATTGTAAGTAGAGGGATTACCCTTAGTAAGT -TCTGCAACTTTTTCCCAATAACTGCGTTCGGATGTGTATTGATCACATGCGACAACAGCCCATTTTTCAA -GCTGATACTTTGAATCAGGCAGCATTATTTTAGGCACAAATAATCCTAATTCAGATAGAGTTTTTTTGTA -ATTATCCATTTTATACCTCACAATTTAGCGAATTAAAGTGTTACGTAAATTCTACATTAATTGCACTTTT -TAGTCAATTTACCAAACGAATTTCAATAATAAATTTTGGGATTTATAATATTTAAGTTTATCTGAATGAT -TTAAAAAATAAAACAAATAATAATGTATGTACAAATTTGAAAATAACAGATTCTATCAAAAGTGCAGGTG -AACAGAATTTTGAATATGTACAGCCATGTTTTAGGACTGCCGGTAATAAGTGCAAGCAATGGATTGAAAA -TAGGAAATCTGAAAGATGTAGTATTTTCCAAAGAGAACAAAGGTGTAATAGCTTTTGTAATGGAAAAAGG -AGGTAATCCTGTAAAAGGTAACGTGGTAATGCTGCACGACGTTCTTAGTCTAGGTAATGATGCATTAATA -GTTAGTAATTCTAACTGTTTGCTTAATTACAGGAAGTTTAAGAAATCTATTGAAATAAGTGAAAAAATTA -AGCTTCTCGGATTGAAAATATATACTCGGCAAGGTGAGGATATAGGAGTTGTACAAGATATACTTTTTGA -CTACAGGACTGGAAAGGTTGAGGGAGTAAAGGTTTCAGACGGTCTGGTTCAGGATATCCTCGGAGGAAGA -AATATTCTGCCCTTTATTGGTAAGGTTGAGATAAGTAACAGCAATATTCTTATTGAAAGCGGAGCAGTTG -AAGAAATGGTTAGTACAGGCGGAGGTTTACGAAGCCGGCTTGGAAACAATACTTTATTGTAAAACAGGAG -GAGTGAGCTATGTTGAGAAATTTTACAAAAGGTTTGGTAATCGGAGGCTTAATCGGTGCATCTATTAGTG -TTTTAACGAATCCTGAGGTGGTTGACCCCAGAATGAGAAGACGAATGATGAAATCGGGAAGAAAAATTTT -ACACAGATCGAATAATATGCTGGGTGAAATGATTCAAATGTTCAGATGAACAAAGATATTAACAAACCGA -TAAGTCAGGGGGGGCTGCTGCATAAATAAGCAGCAGACCCGTAAACCCCAAAATGGAGTATGCTATGATA -AACACGAGAAAAATTATATTTTACATAATACTAGTACTTTTATTGATTGGCACAGCAGTATTTGTCTATT -ATTATATTGATAAACTTATTAAGATTCTTCTTCCATTTTTTATAGCGGCCTTAATTGCATATATAATTTA -CCCTCTGGTCATAAGGTTTGAACGAAAAGGGATAAAAAGAAGTGTTTCCATAATTTTAGTTTACTTTTTT -ATTGCGCTTACACTGATTTTTTTCGGTGTTTACATTATGCCTGAGGTTTTAAACAATGGAAAGGAACTTT -TTAAAACTCTTCCCAGTATAACAAGCAGTTACCGGGAATACTTCAATAACTGTATTTCCAGAATAAAGGC -AAGCAAATGGCCACCGGAAGTAAAAAATCTGATTTTCAATGAGATTAACTATGGTTCTGGCTTCCTGCAG -GTATATGCTGCCAGGATAATAAAGAAAACACTTTCTGTACTTGCTTCTTCATTAGTAATCATGCTTAATA -TAATACTATCCATGATAATTGCATATTATTTTTTAAAGGACGCTGAAACTCTAAAAAACTCGGCCCTTAT -GCTAGTGCCTAAAAAAATGAGAAATGATATCATTAATACTGGCAGAGAATTAAATGCAATTGCAACCCAT -TTCATACAGGGCCAGCTTATGACGGCACTTATAGTTGGCACTATGGAGACTATGGGACTTTATCTTGTAA -GGGTAAAATATCCTTTTGCACTTGGACTTCTTGGAGGCGTGGCAAATATTATTCCATATTTCGGCCCATT -TCTGGGAGCCATACCTGCGATAGCAGTAGCATTGCTGCAATCTCCTTATAAAGCAGCTCTGGCGGCACTT -GTTTTTATAGTAGTTCAACAAATTGACAATGCATTTATTTCTCCAAAAATCATTGAAGGTAAGCTGGGTC -TGCATCCTGTGACAACTATCATTGCGGTGCTGATAGGGGGAGAATTTTTTGGTATCATAGGTATGTTGAT -AGGAGTGCCTGTGACGGCAATGCTGAAGGTTATACTTAAAAAAGTCGTGGATTTGATAGTATAGATTCTA -TTGCTTTAATACACAAGATTATTTATTATATAAATAAAAGGTTATGGGAACGGAGAGAATATGAAGCTTG -CAAGGAAGACCAAATTAACTATTATTGTTGTAATTGCCGGGATATTGATTTTGTATGGTATACTTGACAG -GATTTTTTCCTTCAATTTGAACCCAAAAAAAGTAAATGACGTGGGTATGGTTTTAATGATAGTGGCTTTT -GTACTGCTTTTCAGTGATAACAAAAGAAAAAACTATTCATCAACTGATGAAACAAACAGTGACAAAGACA -AAGAAAATCACACTTGACAGTCAAGCTCATATTATATATCATAAATTTAATATATTTTTTGAAATATGAC -ATGGAATAAAGGCTGTGAATAAGAGGAGTATACAGTTAGCTGATACCCAAAGAGAGAAGTGGTTGGTGAA -AAGCTTCGGATCGGGACTGTAGAAGGTAGCTTGGGAGCTCTGCACCGAAGTAACAGTAGGCTGCAGCGGG -GTTGCGAACGTTAACTCGTCAGAGATCATCAATAGATTTATAGGATTTGACCTGTAACATTTATTCGTGA -ATTTTGGTGGTACCGCGAAACATGACTTCGTCCAAATACTGGACGGAGTTTTTTTAATTCTTAAGAAAGG -AGAAAATATATGAAACCTATTGAAATATTGTCTCTGGTTATAATGGCTATTGGATTTATTAGTGTTTATA -TGGCAAAAACAATAGTGAGAAAGTTTGATCTTGCGAAAAAACAGAATTGTGAGCACGAATCAGAAATGAC -AGAACAGGAAGTAGAGGAATACAAGTTTAACAAGGCTGTTTTTAATATAAAAATAATAGGATTTATTGTG -TCAACACTGGGAATTGCTTTATTAATTATTTTCAGATAGTTTTATTTAAGAATAAACAGGAGGTAGTTTT -TATGGATGAACAGCAAAACATAGCTAAACAATACGATCCAGGACAGGTTGAGGATCGGCTATATAAAAAA -TGGATGGATGAAGGTTACTTCCATGCAGTACCTGACAAGAACAAAAAACCATTTACAATTGTGATTCCCC -CACCCAACATAACAGGGCAGCTTCATATGGGTCATGCTCTGGATAATACTCTACAGGACATTCTCATAAG -AACAAAGAGAATGCAGGGTTACAGTGCATTGTGGCTACCCGGAACCGACCATGCCAGTATTGCAACAGAA -GCAAAGATTGTTGATGCAATGGCAAAAGAGGGTATATCCAAGGATATGCTGGGACGTGAAAAATTTCTTG -AAAAGGCTTGGGAATGGAAAAAAGTTTATGGTGGCAGGATAGTTGAGCAGCTTAAAAAACTTGGAAGCTC -CTGTGACTGGGAACGTGAACGCTTTACAATGGACGAGGGACTTTCCAGGGCAGTTCAGGAAGTTTTCCTG -AAGCTTTATGATAAAGGCCTTATATACAAGGGAGAAAGAATTACAAACTGGTGTCCTAAGTGCAACACCT -CAATATCTGATATAGAAGTTGAGTACGAGGAACAGGCAGGCAACTTCTGGCATATCAAGTATCCCGTAAA -GGACTCTGACGAATTTGTAATTATTGCAACTACCCGCCCGGAAACTCTTTTGGGTGATACTGCTGTTGCA -GTAAATCCTGAGGACGAGAGATATACCCATCTGGTAGGGAAAACCTTGATCCTGCCTTTGGTAAATAAGG -AAATTCCCGTAATAGCCGACTCTTACGTTGACAAGGAATTCGGTACAGGTTGTGTTAAAATAACACCTGC -TCATGACCCGAATGACTATGAAGTTGGGCTTCGTCACAATCTTCCTCAGATAAGGATAATGGACGACAAT -GCCATAATGAATGACAACGCTGGACAGTACAAGGGTATGGACCGATACGAAGCCAGAAAGAAGATGGTAG -AAGATCTAGAGAAACTGGGACTTCTGGTTAAGATTGAACCTCATTCACACAATGTAGGCACTTGTCAGAG -ATGTAGGACGGTTGTTGAACCTCTTATTTCTAAACAATGGTATGTTCGCATGAAGCCATTGGCTGAGCCT -GCGATAGATGTTGTAAGGAACGGAACAATTAAATTTGTACCTGAGAGATTTTCTAAAATATACTTTAACT -GGATGGAGAACATTCAGGATTGGTGTATTTCAAGACAGCTTTGGTGGGGACACAGAATTCCTGCATACTA -CTGTCAGGAATGTGGGCACATGATGGTTCAGGGAACTGCTCCTGATACCTGTTCAAAATGCGGTAGCAAT -AGAATAGAACAGGACCCGGACACACTGGATACATGGTTCAGTTCAGCATTGTGGCCTTTCTCAACACTAG -GCTGGCCTGAAAAAACAGAGGACCTGGAATATTTTTATCCGACGGATGTACTGGTAACAGGTTATGATAT -CATATTTTTCTGGGTTGCAAGAATGATATTCTCTGGTGTGGAGCATATGAAGCAGGAGCCGTTCAAGTAC -GTATTCATACATGGTATTGTGAGAGATTCACAGGGTAGAAAAATGAGTAAGTCCCTTGGAAACGGAATAG -ACCCTCTGGAGGTAATAGCTCAGTACGGTACCGATGCTTTGAGATTCGCTCTTACAATAGGGAACTCACC -GGGAAATGACTTGCGATTCTCACCAGAAAAGGTTGAATCTGCAAGAAACTTTGCAAACAAGGTATGGAAT -GCGTCAAGATTCGTTCTGATGAACTTTGATGAAAACCTTGATTTCAGCAAGGTAGACAAGAAGAAGTTCT -CTATTGCCGACAAATGGATTATGAGCAGGATAAACACCGTAACCAAAGAGGTTAGTGAAAATATAGAAAA -GTTCGAGCTTGGTCTTGGTTTGCAGAAGGTATATGACTTTATATGGGAAGAGTTCTGCGACTGGTACATC -GAGATGGTTAAACCTAAGCTGTACGACAGAGAAAGCGAAGGAAGGCTGGAAGCCCAGTATGTTCTCAACT -TTGTTCTCAGAAACGCTATGAAGTTGCTGCATCCGTATATGCCTTTCGTAACTGAGGAAATCTATACACA -CCTGATTAATGACGGAAGGAGCATAATGATTTCCCAATGGCCGGAGTACAGCGAAGAACTGAACTTCGCC -GAAGATGAAGCAAAAATGACCATTATCATGGATGCTATCAGAAGCATAAGAAATACTCGTGCCGAAATGA -ATGTTCCGCCTTCAAGAAAAGCAAAGATTATATTTGTTGCAGCCGGTGAAGAAGAAAAGGCTACTTTGGC -AGAAGGAACTTCTTTCTTCCAGAGACTTGCAAGTGCTTCTGACGTGACAGTTCAACTGAACAAGGATGGA -ATTCTTTCCGATGCGGTAGGGGGAGTTGTACACGGTGCAGAAATATTCATTCCTCTTGATGAGCTCATAG -ACATTGAGAAGGAAATAGAAAGACTGGAAAAGGAAAAGAAAAACCTTGAGGGAGAACTAAAAAGAGTAAA -AGGGAAGCTCAGCAACGAGGGCTTTGTTGCAAAAGCTCCACAGAAGGTTATAGATGAAGAAAAGGCAAAG -CAGGCCAAGTACCAGGATATGTATGACAAGGTAGCTGAAAGACTGGAAAGTTTAAAAAAGTAGTATATAA -AATATTAAACATATAATTTTTAGCATTAAGATTAAACTACGGAAAATACTTATAACCTTCCGTAGTTTTT -CTTGTTTTCTATATTATACAAATATGATAAACTAAATAAAACCGTAGTATTACCCGTAGCGGGAAACAAG -TATTGCCTGTGGTAAAAATGGAAAAAATAATAAAAATACGTTTAGGTGATAAAAATGGATTATGGATTTG -TTAGAGTTGCAGCTGCAGTACCTGAATTAAAAGTAGCTAATTGTGATTTTAATGCCGGGGAAATAATTAA -GGCGGTCAGAACAGCTGACAGTCAGGGTGCACAATTTGTTGTATTCCCTGAATTGTCTGTTACATCCTAT -ACTTGCGGTGATTTGTTCTTACAAACAACACTGCAAAAAGGGGCATTAAGCTCTCTGGAGGTAATTATTT -CTGAAACGTCTTCTCTGGAATGTGTTATAATATTAGGGATGCCGTTGACCTTGGACAGCAGGCTGTACAA -CTGTGCTGTAATTATAAAAAATGGAAGTATTCTGGGGGTTGTCCCCAAGTGCTACATACCCAATTACAGT -GAATTTTATGAAGCCAGATGGTTTTCTTCAGGGATGGACAGACCGCCGGAAACAATAGATATGCTCGGAA -AGACCGTACCTTTCGGAATTGACATATTATTTGAAGCTGTAAACATGGATGGTTTGTGTTTTGGAATGGA -AATATGCGAAGACTTGTGGGTTCCAATACCTCCAAGCAGTAATCAGGCTCTGAATGGAGCAACACTGTTG -TTTAATTTGTCTGCGAGCAATGATATCGTAGGCAAGCATGAATACAGAGAAGAGCTTATAAAGCTGCAGT -CGGCTAAATGCTCCGCTGCATATGTATATGTATCATCAGGCCCCAATGAATCAACTACAGACCTGGTTTT -TGGAGGACATTCACTTATTTGTGAATACGGGTCGGTGCTTGCACAGTCGGAGAGATTTTCTTTTGATAAA -AAAATGATTATGTCAGACATTGACATACAGCGACTGGTTAATGAAAGATTTAAGAATTCCGCTTTTAAGC -ACAAGACCAATAATACAGTTTTTAGAAAAATACCATTTTATGTAAAAGAGCAAAAAGACGATAAACTTCT -AAGGTTGATAGATCCGCATCCTTTTGTTCCGTCAGATCCAAATGCAAGGAATAAAAGGTGTGAAGAGATA -TTCAACATCCAGACCTCAGGTTTGGGAAAAAGACTCAGGCATACGGGGCTGAATAAATGTGTCATAGGAA -TTTCCGGAGGGCTTGATTCTACTTTAGCACTTTTGGTTATTGTAAAAACCTACGACAAGCTGGGGCTGGA -CAGAAAGAACATTCATGCAGTTACAATGCCCGGGTTCGGAACGTCGTCAAATACCCTAGGGAATTCCCTG -GAACTGATGAGACTGATGAATGTTACAAGTCACCGTATTGATATCAAGGAAGCCTGTTTAAAACACTTTG -AGGATATTGGGCATGATCCTTTAAATTATGACGTCACATACGAAAATGTTCAGGCGAGAGAAAGAACCCA -AATATTGATGGATATGGCAAACAAAATCGGTGGACTTGTTATTGGAACGGGTGATTTATCGGAGCTTGCA -TTGGGATGGGCAACTTATAATGGCGATCATATGTCAATGTATGCAGTTAACTCGGGAGTTCCGAAAACAT -TGGTAAAATATCTTGTACAATGGTGTGCAGATTATTTGTTCGACAATGACACCAGAAATGTACTCTTGAG -TGTTCTGGATACCCCTATAAGTCCTGAGCTTCTTCCTACAGACAAGGAAGGCTGTATACAGCAAAAGACC -GAGGATATTGTGGGTCCTTATGAGCTTCACGATTTCTACCTTTACCATATGGTAAGATACGGAGCTGAGC -CTGATAAGGTATACAAGCTTGCTGAGCGGGCTTTTGAAGGGAAATATGATAAAGCTACTATAAAAAAGTG -GCTGGAAACTTTTTTAAAAAGATTTTTCAGCCAGCAGTTCAAGCGTTCATGCCTGCCAGATGGTCCGAAG -GTGGGTTCAATAAGTCTCTCGCCGAGGGGTGACTGGAGAATGCCCAGTGATGCCGACGTTGGTATATGGT -TAAAAAGATTATCGGAACTATAGTTTTTTAGGAGGTCAATATGCGAAAAAAATGGGTTAAAATGGTTGCT -TTAATACTTGCTATTGTATTTTTGATAACCACCTTAGGTATGGCAGGATTTTCAATTATTACGGCTGGTC -AGTAATATTATAAAAATAGCTTTAAAAATGGGTAAAAATTAGTCAGTTTTACCCATTTTATGAATGTGGT -AAATATAATAAAATTATTATGAGATTTTATATTTTCTGCGAAAGTATTGTATTTTACAAGGGTGTGAATT -GTTTGCTTGACGCTGTAGCTGTTTATTTAAAAAACATATTGGATTTTTTATCGGTATATGTCCCATTTAC -CCAGCCGTTGGAAATACTGCGGTCATTAGTTGACGTAAGTATTGTTTCGTATCTTACTTACAAGCTGATA -CAGCTTGTAAAGGAAACAAGAGCATGGCAGCTGGTAAAGGGTATTGTTGTAATTCTCATTGTAGCAATGT -TAAGTGACTGGCTTAAATTACGCACACTGGCTTATATACTGAACAGAACAATAGAACTTGCAGGGTTCGC -ACTGGTAGTTGTATTTCAGCCTGAGTTGAGACGTGGACTTGAACAGATCGGAAGAAGTAACTTTAAAGGC -TTTTTTAGCTTTGATGAAAAGGATACCACCATACATACGACTTTTACAATAGAGGAAATAGTAAAAGCAT -GTACCGAGCTGTCTAAAACAAAGACCGGAGCACTTATTGTAGTTGAACGTGAGACAAAACTCGGCGAAAT -TATAAATACTGGAACACGGCTTGATTCCAGTGTCAGTGCCGAGTTGATAATAAATATATTTACACCGAAT -ACACCGCTGCATGACGGAGCCTTAATTTTACGTAACAATAAATTAAAATCAGCAGCTTGCTTTCTTCCCC -TTACCGACAACCCTAATCTGAGCAAGGAGCTTGGTACCAGACATAGGGCCGCTCTGGGGATCACAGAGGT -GTCGGACTGTATAGCGTTAGTTGTATCGGAGGAAACAGGAAAAATATCATATGCATTAAACGGTGGTTTG -ACTAGAAACCTTACGTCTGATATTTTACGAAAAGCATTAAATAAAAACTTACTGGAAAAGAAGTCTGTAA -ACAAGAAGCTGGCGATTTGGAAGGGGAAATCAAAGTGAAGGAATTCCTCAAAAAGGATTTAACATTAAAA -ATATTTTCAATATTATTTGCTATATTTCTATGGTTTGCAATTAACCCTGTACAGACCGAGCATTATACTG -TTCCGTTAAATGTTATAAATGAAGAGAGCCTTAAATCACAAGGACTTGTTTTGAACAGTAAAAACTTCAA -CAAATATGTTGTTGTAATTGTAAGGGACAAGGGTGATGTTCTTAATGACATAAAGGACTCTGATTTTGAA -GTAACCCTTGACTTGTCTAAAGTTAAAAGTGTGAATGATAAGGTTATTGCATTAGAACCTCCTGTTTATC -TGGGCAGGGAGAGAATTAATCCCAAAAATATAGAACTCAAGCAGAAAACGATTACTCTTGATTTGGCACG -TATAGAGGAAAATCCATTTATAGTTCAGGTAGAAACCTTCGGCAAACTTCCCGCAGGTTACGAAATAATT -TCTAAAACTGCTCAGCCAAACACAGTCTCAATACAGGATATTGACACTGTATTGGATTCGGTTGGTTCTG -TAAAGGCTTTTGTTGATGTAACCGGGCTGGACAGAAACCTAGAAATTAGGAAGGAATGTAAGGTGTATGA -CAAAAAAGGTGTAGAGATGCCTGGACTTGGGAAAAAACTAAGCGTTGACATAAAGATAGAGGTTGGGAAA -AGGGTTCCGGTCATTCCAATTACGCAGGGTGCCCCGGCGGAAAGTTTTCTGGAGGGCGAATATTCTGTAA -AGCCTAACAGCATACTAATTACAGGCGATCCGGATATTATGGAGGGAGTAAACGACGTTAAGACTGTTCC -AATAAATCTTGAAAATGCCAATAAAACTTTAAATACACAGGTTTTATTGCAGATTCCGGATGGTCTCAAG -CTTGTAAGTTCTACTCGTGAAGTCAATGTTACAGTACAGATTATTCCATTGGATGTAAAAACCTATGAAT -TTGAACCTAGGGATATAACTCTCGAAGACACTAGAAATGACAATACGCTCGCTTATGAGATTATAGGGCC -TGTAACCGTAACGTTAAAGGGGAAAAAGGAGGATATGGCTAATGTAACGGTCAATAGCCTGCTGGCTAAA -GTAAATGTAGACGGGCTGAAGGATGGAGAACACCGTATTCCGTTGCAGGTTACATTACCGCCAAACATTA -CTCAGTCAGGCGAGGCTAAAGTACTTGTAAAAATAACAAAAGTACCTGCCGAAGAAAATCAGAATATGCA -GCAGGACACAAATAAATAGACATACTTTTTTTGATAAATGTTAATGCAAAGGTGAAAAATGAAGATTTTA -ATATCAAATCTGGTAACAACACTTGATGGAGGACAAGAGGAACTTGAACATCAGGTGCTTCAAAAGCTAA -GAATTAACAGTAATTCAGTTAAATATATAAAAGTTGTTAAGCAATCAACAGATGCCAGGAAAAAACTACG -TTTTGTTTACTCGGTTACATGTGAGCTTATTGATGGTGTCAGAATACCTGCAGATAAGGACATTCGGGTT -ATTGAGGAATTGCCGGAGGAAAAATTGCTTCCTGGAAATAAACCAATGGGCGGAAGACCACTTGTGATAG -GAGTTGGCCCTTCAGGTCTTTTCTGTGCACTTGTGCTTGCCCAGAACGGTTACAAGCCAGTTGTAATTGA -AAGAGGAGGAAATATCAACGAACGTATCGAAAAGGTTGATAACTATTGGAAATTTGGAAATCTTGATACA -GAAACTAATGTTCAGTTCGGAGAAGGGGGAGCAGGTACTTTTTCCGATGGGAAGCTTACAACGAGAATAA -ATGATGCAAGGTGCGAAAAGGTTCTTAGTGAATTTCATAGGTTTGGTGCACCTGACGAAATATTATACAA -AGCAAAACCCCATATTGGTACAGATATTCTAAAGAATGTTGTAGTGCAAATGAGAATGGAGATTGAACGT -CTTGGGGGAACTGTTCTTTTTAATACGAAGATGGTAGATATTAAATCCCACAATGGAGAAATCAGCAGGG -TTTATACTAATACAAACTCTTTTATAGACACAAACGCTGTAGTTCTGGCAATAGGCCACAGTGCAAGGGA -TACCTTTGAAATGCTGTATAGGAAGGGAATTACCTTTGTACAGAAGCCATTTTCAATTGGTGTAAGAATT -GAACATCCTCAAGAGGTGATTAATACGGCTCAATATGGTGATGCAGCAGGACATCCCGCAATAGGACCGG -CAGATTATCAGCTTTTCTGCAAATTTCTCCAACGTACTGCATATTCCTTTTGTATGTGTCCCGGAGGTAT -AGTTGTTGCATCAGCTTCCGAAAAAGATACTATCGTTACCAATGGTATGAGCGAGTTCAAAAGGGACAGG -GATAATGCAAACAGTGCACTGGTGGTTTCTGTAGGACCGGGGGATTTCGGAAGTCAGCACCCCCTTGCAG -GTATAGAATTTCAAAGAAAATGGGAGAGGCTTGCTTTTAATACCGGGGGAAGCCGTAATGGTGCACCTGT -ACAGAGGCTTGAGGATTTTTTGGAGGGAAGAGTAGGAGGTCTTGGCAGTGTAAAGCCTAGCTATACCGGC -GAAACCCGTTGTGCGGATATTAATAATTGTCTGCCGGATTACGTTACGGATAGTATGAAGCAATCAATAA -GCTATTTTGACAGAAGGTTAAAAGGGTTTGGTATGAAAGATGCTCTGTTGACTGGTGTTGAAACAAGAAC -CTCATCGCCAGTGAGGATTCCAAGAAACGACAAGCTCGAATGTATTGATTTGCAGGGACTTTATCCTGCA -GGCGAGGGAGCAGGTTATGCAGGAGGAATAGTAAGTGCGGCTGTAGACGGAATACGTATAGCCGAACAGA -TTATTAAAACTTATTCCACTCCAAAATAGAACTATTAATAAAGGCTTAAAAGATGATATATTATATATAA -TGAAAGTAAATAATTCGAAATAAATGGGACTTGGAGGATAAAATGGGAAGATTATTTGGAACTGACGGGG -TCAGAGGTGTTGCAAATCTTGAATTGACTCCTAAGCTTGCATATCAGCTTGGCCAGGCAGGTGCTTATGT -ACTTACCGGAGAAACCAAGCATACACCAAAAATACTGGTTGGTATGGATACAAGAATATCAGGAGATATG -CTGGAAGCTGCTCTTATTTCTGGAATTTGTTCTGTAGGAGCACAGGTTGTCAGCCTTGGTGTAATTCCAA -CTCCTGCAATTGCGTACCTTACAAGGCAGTATGATGCGGATGCGGGTGTTGTTATTTCAGCTTCACATAA -CCCTTTTGAATATAATGGGATTAAGTTTTTTAATTCAAACGGGTATAAGTTGCCTGATGCTATCGAAGAT -AAAATTGAAGAGATAATACAAAATGGTGGCGAAGATCTGCCTAAACCTGTTGGTCAGAATATTGGATTTA -AATGTTATCAGGAAAATGCACTAGAAGATTATGTAAACTTTGTAAAGGGTACTATTACAGGGGATTTTGA -AGGGATTAAGGTGGCTATTGATTGTGCAAATGGGGCATCCTTTCAAGCGGCTCCGATGGCATTGTTTGAT -TTAAAGGCGGATGTAAGTGTTATAAATAATGAACCTGACGGAACAAATATAAACAGCGGCTGCGGTTCAA -CTCATATGCGGCAGCTTCAGGCATATGTAAAGGAGATAAAGGCTGACATAGGTTTTGCTTTTGATGGTGA -CGCTGACAGAGTTCTTGCTGTTGACGAAAACGGCAATATTGTAGACGGCGACCAGATAATGGCTATTATC -GGCCTGTATCTGAAGGATAAGGGGATACTGTCTCAAAATACAATCGTGGCAACAGTTATGAGCAACATGG -GACTAGATATTATGGCTAAAAATAAAGGCCTTACTATTGAGAAAACAAAGGTTGGAGACAGATACGTTCT -GGAAGAAATGCTCAATAAAGGATATATGCTCGGCGGTGAGCAGTCGGGCCATATTATATTCCTGGATCAT -AATACTACGGGAGACGGTCTTTTAACTGCTGTTCAGCTGCTGAAGGTTTTAAAGGATTCGGGTAAAAAGC -TTTCAGAGCTTGCGGGAGTAATGGAGATATTGCCACAGGTATTGATAAATGCTAAGGTAACCAATGAAAA -GAAGTATAAGTATCTTGACGACGAAGTAATCAAGAAGATGTGTAAGGAGCTTGAGGACGAGTTCAAGGGT -GAAGGAAGAGTTCTTATAAGACCGTCGGGAACTGAACCATTGGTTAGGGTAATGATTGAAGGTAAGGACA -AGGATATTATTACCAGACGTGCTAAGGAACTTGTAAGGGTTATTGAAGGAAGATTGTCCTAGCAGGGTAC -ATAATAGGAGGAGTGGAAATAAATTTTTCCGCCCTTCTATTTTTTTTGAAAAGGTAAATTGACAGGTAGA -ATAAGGCTATATTTCAGATAAGTCCTAGTGGAATTTTCCACAAAAGTTAAAAAACTGTGAATAGAGTTGA -CAATTTTATAGTATCTATAATATATTGTATTATAGATGTCTGTTGGTATAAGAAATAACTGGGATACTAA -GGGGGTGGAAAAAGTCAGGGTTAATATGAATTAAAAAGGCGCCAGGACAGATTTTTATAAGTCTGTTGAC -GAGGAGAAGGAAGCGATGCACTAATTAACGTGTGTCGTATCGAAAGATTCGGCGGATACCTTCCGGCTGT -TACGGTCGAGAGAGACAAAACAAAACTTGCAGGCGACTGCAAGAACAAAATGGTCTCATGTAGCTAATCC -TGAATTAAATCTTATAATTTTTCATATATAAAACTTAATATTGTTGACTTTTGGTATTATCGAGGTTTTT -TTGTTTTGCACTTTTTACGGTACTTTCATGTTATTTATGGAATAAGTGTATCTTTTTTTGATGGCCAAAA -GTAGGCTAAACAAAAGTATATTGTGCACCAATACCATTGGACACAGATTGATTTTGGATAGTTGGTTGTT -GTTATATAAACTAATATATATATAAAAGGAGATATAAATATGTGTGGAATAGTTGGATATATTGGAAATA -GAAAAGCAGTGCCTGTTCTTATAAATGGATTGTCAAAGCTTGAATACAGAGGGTATGATTCAGCGGGTGT -CTCTGTTAATGAGGGCGGGTTATTAAAGGTTATTAAATGCAAGGGCAGACTTGCATGTCTTGAAGAAAAG -CTTGAGACCGAGAAACTAAGCGGATGTATGGGAATTGGTCATACCAGATGGGCTACTCATGGTGAACCTA -ACGATGTGAATTCACATCCCCACATAAGCCAGTCCGGTGAGATAGCTGTTGTCCATAACGGGATTATTGA -AAATTATATGCAGATAAAGGAGTTTTTAAAGGATCAGGGATATGTTTTTAAATCTGAGACCGATACCGAA -GTTATAGCACACCTCGTAGAATATTATTACGAAGGTGACCTTGTAGATGCAGTAATGAAGGTAATCGATG -AAATCGAGGGCTCCTACGCACTTGGAGTTCTTTGTAAGGACGATGAGAATATGTTTGTTTGTGCGAGAAA -AGACAGCCCATTGATCATAGGTCTTGGGGAAGGTGAGAACTTTATAGCGTCGGATATTCCTGCAATTCTT -GAATATACCAGAGATATTTATATTCTTGAAGACAAGGAAGTTGCCATTTTGACAAGGGACAGCGTACAGG -TATTTAATAGCCTTGGTGCTGCTGTTGACAAAGAGATTTTTAAGGTAAACTGGGATGTTAAGGCGGCTGA -GAAGGACGGATACGAGCATTTTATGATGAAGGAAATGTATGAAGAGCCAAAGGTTATAAGAGATACTATA -AATCCTCGTATAAAGGATGGAGAACTGGTTCTTGATAATGTCACCATAACCGAGGAAGATATAAGTAAGC -TTGAAAAAATATATATCGTTGCCTGCGGAACAGCATACCATGCAGGTGTTATAGGAAAATACATTATTGA -AAAGCTTTGCAGAATCCCGGTAGAAGTGGATGTTGCATCGGAATTCCGTTACCGTGATCCTCTTGTTTCA -GATAAGAATATGACAATAATAATAAGTCAATCGGGAGAAACTTTGGATACTCTATTTGCACTTCGTGAAT -CAAAGAAAAGAGGGGCAAGAATTCTGTCTATAGTTAATGTTGTAGGCAGCTCTATTGCACGTGATTCAGA -TGATGTTCTATACACATGGGCAGGGCCTGAGATTGCAGTTGCATCAACAAAAGCGTACAATACCCAGCTG -ACGGCTCTTTATATGGTGGCCCTTGAGCTTGGACTAAAAAAGGGTACAATCACAAAAGAGGAAGCTGATG -CTATTCTGGGGCAGCTGAAACAGATTCCAAACGATATTGAAAAGATTCTGGAAAACAAGGAAGATATACA -GAAGTTTGCTCATCAGCATTACAATGCTAAGAGTATATTCTTTATTGGAAGAGGACTTGACTATGCTCTC -TCGCTGGAGGGCTCGTTGAAGCTGAAGGAAATCTCATATATTCACTCGGAGGCGTACGCAGGCGGTGAGT -TAAAGCACGGAACTATAGCACTTATTGAAAAAGGTACTCTTGTTGTTTGTCCAATGACTCAGGATAATCT -GTTTGACAAAATGGTAAGCAATATCCGTGAAGTTAAAGCCAGAGGGGCTGTGGTTCTTGCTATTACACAG -GAAAAACATGCAGAGGAACTAAAAAAGACAGCGGACACAGTAATTACAATACCTGACGTTGATTCCCTCG -TTGCCCCAATTTCAGCAGTTACCCCTCTTCAGCTCTTCGCCTACTATATGGCGTTAGAAAAGGGCTGCGA -TGTTGACAAGCCGAGGAATCTTGCTAAGAGTGTAACGGTGGAGTAAGTGGAATAGGGAAAAAAGTTTGTT -GTGAGGAATCATAAAAAAGTTTTGGAATTAATAAAAAAGATGTGAAATTAATAAAAAATATTTAAAATAA -CAACTGATAGGGCTGAGAAAAACAGTCCTACCAGTTGTTATTTTTAGATTGAGTAAAAAATAAATTATAT -TTAATAAAATGTAGAATCATAAAAAAGTTTTATAATTAGTAAAAAATTAATGAAATTCACAAAGAGATAT -AAGGACTGATTAAAAAAGGCAGGTCTTATATCTCTTTTAATTTTTAGTGCGCCCAGCGAAGCTGTAGTGC -ACTTGCCAGTGTAAGAATGGCACGGGTAATTACCAAGAAGCCCGGTAGCCAATCCCGGTGCATACTAGTA -ATGCTATGTGCTGAACGGGAGGATAAAGTACTTGTCTAAACAACAGGGCGAGCGAAAATGCAGACCGTAA -CAAAAAGTGAATTCTGCCGTATCGTCAAAAAAGGTCTCTGGTATTTATTACAGACAACAGAACTGTAATT -AGGGAAGGAACTCTGCTCTATTCAAGAATTCTGGAGGAGGTAAGAGCGAGTGAATGCCTAAAAGGGTATG -TTAATTCTTATTGAACCGCCGTGTACCGACCACTCGATTGTATAATTTCCGGGTCAAATAATGGTATTTA -CCCGTGTATCACATACATTGAATATTGCTTTAAATACTCTGAATTTCAACGGGCTATTGTAGAGAAATAT -AGGAATAGACCATAGAATGTCCGAAAGTATGACATATAAACTTCTCTTATTTATTGATTTTAAACAAGAG -AAGTTTTATGTGGGAAATGATCTCACAAATGATTTTGAATTTCATTTAAATCCCGATGAGCATAAAATGA -TACCTATAAAATTATTTCCACTAGAAAAGGGTTTGCATGACGTATTTTTTGTAATTGTTGTAGCTCCAAA -CATTAAGTCCTTGAACAAAGACTTCAGACGAAGCACTCGGGTATAAATTCTATGAATATCTACCTATAAT -TTTTAATATTGTAAGTTTAATATCTATATTGTATATTTATAGTAATTAAGTATTATAAGGGAATTATACG -GAAACGGTATTCAACCGATATGTCATCTCATTATGCGGATAGTGTTAAAGTTGCATTTAAAGAAATAAAT -AGCATAATAGAGCTAGACGGATCCCAAATTAATGCAACATGCTTTTCCGTTAAAGAATCCAATTTTAATA -CCTACTGGAGATGAATAGTGAATCAGATATTTTAAGGAGCAATGTGCATTTTATGTGGGGGTGATAATAA -TTTGATTTTCTAAAAAAGTGGTCTGCAAGTCTAAAAGATATAGATAAGCAGGAAACAAACAGAGGAAGTA -CATTTGTAAAATCTGAAATCAAACTAAAGAATACGATTTTACAAAGTACTAGCTACCTAAGTGTCGTACA -ACGCGAGCCTTGAAAATGTAATATATTGGGCACCATAATATAAGAAAGTCAAAACCTTATTTATTATGAA -TTTGTTAAGCACTAACAAAACAATAGTAAGGGGAACGTTTCACCTATAAAAAGTATAACCTTTACCCACA -GGTGAGTTTAAAGGGGAAAATTTCCTTATTGCTTGCCTGATACATCAAATTTCTCATCAGAAACCTTAGA -ACCAGAAAGTTTAGTGGTCTCTATGCCTTTATTCATTACTCACACCTGCTATCCTAGTTTATAATTATCG -CAAATTACAATGTTCCCAACACCCTAGCTGGAATTAAGTGTTATATTATGGTGTTCTCAAGGACCGATAC -AGACTATGGCTGTAAATGTTTACCAATATTAACAAGTAAACATGTAGGCATATTTTTACAGTGAACTATA -GCTATTATGTTGCTGGTAAACATCTTACAAATGTTGCGTAAGTCATTTGTACAATACACAGGTAGCTAAA -TATATTACATTCAAAAGAAAGGAGGCTAAGTTTTTTTGTATATTAGTTTTATGATTCAAAAGAATAAAAA -ATTTAGGAGGTAAATATTATGAAGATTAGAAATATCAAAAAAATTATTATTTTATGTTTACTTATTGCCT -TTACGTGTACTTCTCTATTAGTACCACCTGTATCTGCAAATGGACCCGTAAGTGCCCCGTATAATTGGAA -TAATGTTAAAATCGGCGGAGGGGGAGGATATGTTTGCGGAATTGTTTATAACCCAACGGAGAAAGGCCTT -GTTTATGCTCGTACCGACATGGGTGGAGCATATATAAGAAATAAGCAAACATTAGAATGGGAGCCTATTA -CCGACTGGGTATCGCCGGATGAATGGAACCTTTTAGGGTGTGAAAGTATAGCTACCGACCCAGTTGATAC -AAATAGAGTTTATATAGCAGCTGGTACATATACAAACAGTTGGACACAAATGAACGGATATATTCTTCGT -TCTGAAGACTACGGTAAAACGTGGGAAAGGACTGAGCTGCCTTTCAAATTCGGAGGAAACATGCCGGGGC -GTTCAGTCGGTGAACGTTTGATGATTGATCCCAACAGCAATAACATATTATATTTTGCGGCAAGAAGCGG -TAACGGACTTTGGAAAAGTACAGACTATGGTAAAACATGGGCAAAGGTCAGCAGCTTCACAAATGTAGGA -AACTATGTTGAAGATCCCAAATTTGAATATTCATCGGATAATCTGGGATTGTGTTTTGTAACTTTTGATT -CATATAAGGGTACTAAAGGTACACCGACTAAGGACATTTATGTCGGTGTTGCTGATAAAAAGAATCCGCT -GTATGTCAGTCATGATGCAGGAGAAACATGGAACCCGGTTGAAGGTCAGCCGACAGAAAGTACCTTTACA -CAGCATAACAGTAAAGCCTTGAAAATCGGTATCCCCCAACATGCAGTTGTAAGCAGCAAAGGAATTTTAT -ATGTTACATATTGTGATAGGGGAGGTCCTTATCAGTGTGATGACGGTGCAGTTTATAAATATGATACAAA -TACAGGTGTTTGGACAGATATAACACCTCCTTCTGGTAAAAACTGGGATGGTTCACCAAAGTATGAAAAC -TACTACGGATTTTCAGGTTTAAGTGTTGATGCACAAAATCCTGATACACTTATAATATCGTCACTTCAAT -CATGGTGGCCCGATAACTTTATTTTCCGTTCAAGGGATGCTGGTGAAACTTGGGATGCTATTTGGGAACA -TGGTGAGTCATATCCGTCAAGAAACCTTAAATATACAATGGATATTTCAAAAGCACCCTGGCTTACATTT -GGAAATAAGATAAACGCAGCAAGCGGCGGTTTGATAAAAGGCGACGAAATAATGAATTATCCTGCACCAA -AGCTTGGCTGGATGATGAGTGCTCTTGCAATCAATCCTTTTGATTCCGATGAAATGATGTATGGTACAGG -TGCTACTATTTATGGTTCAAAAAATCTGACAGATTGGGATAGCGGTAAATTAGTAAATATCGAAGTTATG -GGAATGGGAGTTGAAGAAACTGCTGTTTTAAGTCTGATATGTCCGCCAATTAGCGGCGTAGAACTGATAA -GCGGGGTTGGAGATATCTGTGGATTCATACATAAAGACTTAAAAGTAGGTCCGGACATGATGATGCTAAC -TCCTAGATTTACGAGCACTACAGGTTTGGATTATGCAGAGCTCAATCCGAAAACTATAGTAAGAGTGGGT -AATACTGATAAAGAACAATATGAAATGATCAAAAAAAGCGTTGCCATTTCTAAAGATGGAGGTGCTACCT -GGGCTGAAGTTCAGCCAAATATAAGTTATACATTCCCTGCAAGTACTGAAGATGACATTATACAGGGTGG -TACTGTTGCAGTGTCTGCCGACGGTTCAACATTTGTCTGGTCAACAGGCACAAGTCAGGGAGTTGTATGC -TTCTTAAATGGCGGCTGGAAAGCAGTCAGCACACTTCCGGCAGGTGCAAATGTTTGTTCGGACAGAGTTA -ACCCGAAAGTATTCTATGCATATGCAGAAAATACTTTCTATTCAAGTAACGATGGAGGTCAAACATTCAC -AGCTGTAAAAACAGATCTTGAGTCTTCTACTTCCAAAATCAAAGCAGTTCCTAATAAAGAAGGGCATGTT -TGGATTCCTGGTTCAACGACAGGTCTTTCCTATACAACTGATGGAGGTAAAACAATTAATAAAGTTAATG -ACATTACCAGATCTGATGTAGTTGGATTCGGTAAAGCCAAGGATGGTGAAGACTACCTGGCAATCTATAT -GTGTGGCGAAAAAGACGGTCTATATGCAGTCTATCGTTCCGATGATATGGCTAAAAGCTGGGTCAGAGTG -AATGACGACCAGCACCAGTATGGTTCTATAAACTACTCAATTACGGGAGATTTAAGAGTTTATGGCCGTG -TATTTGTTGCAACCAATGGAAGAGGTATTGTGTATGGTGAGCCAAACTCCGATTCACCAACTCCTACTAT -TGGAGACATTAATGAAGACGGTCTCGTTGATGCTCTCGATTTTGCAGCGTTAAAAAGGTATCTTCTCAGT -TCAACGACACTTACTGATAAACAATTGATTGCCGCTGATGTTAATCGTGATGGTTCAGTAAATGCTATTG -ACTTGGCAGTGTTTAAAAGTTATTTATTGGGAATAATTACCTCATTTTAAGGTTTCGGTTTAGTTTTTTA -GTTAAGAACCACAGGTTAGTGAAGTTGTAAAATAAAAGTAGACAAGGATGTACCGACCCCCAAAAGTTAG -ACCATAATCTAACGATTGGAGGTCGGTATTTTTATGGCTAAATATTCTTTTGAATTTAAGAAACAAATTG -TAAAAGCCTATCTAAATGGAGAAGGAGGATACGAGTATCTTGCAAAGCAGTATGATATCCCCTCGTTTAA -CAACATTAAGAAATGGGTCCTTAATTATAATGCTTTTGGCGACGAAGGTTTGGTGCGTTCTCGCAAACAA -AAAAAATACTCTTTCGAATATAAACTTCATGTTGTAGAATTATATTTAACAAGTGAGGTTTCATATCAAG -AGTTAGCTATTCAAGAAGGAATTCGTAATCCTGCACTGATTGTTAAGTGGGTGAACGATTTTCGGATTGC -TGGTCCGGATGCTTTGAGACCTAAGAAGAAAGGTCGGAAGAAACCATTGAGCCTAAAAAGAAAAGTAACA -GATACCAATGCAACTGAATCAATTATTGTTGATACTAGTGCTGAATATGTTAAACAGCTTGAAGATGAAC -TTTTAAAGTTACGTATAGAGAATGCCTATTTAAAAGAACTGAGGAGGCTGCGTTTAGAGGAGGAAACTCT -TCTGAAAAAGCAGCGAGAATCGTCTACAGCCTCCGAGGAGATTTCAAACTAAAAGACATTCTCGCAGTAG -TAGGCTTTCCTAAAGCAACATATATGTATTGGCAGAAAAGATTTGATAGAGAGAATCCAGACAAAGAACT -GGAAGATAAGATATTGGAGATTCATGAGAATAATAAGAATTATGGATATCGTCGTATGTATGGTGAACTC -AGGAATCAAGAATTTATAGTAAACAAGAAGAAAGTACAGCGAATTATGCAAAAGCTTAGTCTTCAAGTTA -CTTCTTTTACCAGAAAAAGTCGCAAGTACAGTTCTTATAAGGGAAAAGTTGGAACAGTTGCACCTAACAG -AATCCGTAGACGTTTCAATACTCATATTCCACACCAGAAGATTACAACTGATACAACAGAGTTTAAATAC -TACGAAGTTGATTCCAAGGGACATATGACAATGCATAAGCTTTACCTGGATCCTTTTATGGATATGTACA -ATAGTGAAATAGTAAGTTTCGGTATTGATAAACATCCATCTGCAGTAAATATTATGAGTGCACTTAATAA -AGCTATTGAAATCACATCTGATTGTCCTTATAGAAGAACATTCCATTCAGATCAAGGTTGGGCTTATCAG -ATGAAAGTATACTCACATCGTCTCAAAGAAGAACGGATTTTTCAAAGTATGTCTAGAAAAGGTAACTGCC -ATGATAATTCAGTAATGGAAAACTTCTTTGGTCTGCTAAAACAAGAGATATACTATGGAGTTGTGTACTA -CAGCTACGAGGACTTAAAAAATGCAATAGAACGATACATAAAGTATTATAACGAGCAAAGAATTAAAGAG -AAACTAGGATGGCTGAGTCCTGCTCAATACAGACTTAGGCTCTTGGCTGCATAAAAAATGCGTAACAAAT -ATCAAAATCTGTTACGCAATAAAGTCTAACTTTTTGGGGTCACATCATCGCCCTACTTTTTTCTATAAGT -TTTTCTTTATTGAAGTTGTTAGTTTTTTTATTTGTTTAGAACTCTTGCCGAATTGACATAAATACTAATA -TGCAACATTTATGTGTAAGGTTCATATAATGCTATTAAAGTAGAAATACCATCACTACAAGGAATTATGT -TTGCTTGATTCCTTAATTTGTAGTAGAAATACGAGTGTTAGGGGTGAACAATTATGACATCAGAATTTGA -ATCTTGTGATAAAACAAAAAAAATATTAAAAAGCTATAAAAGGATGATATATCCTGAAGGTATGCTTTCT -AAATGCAATTCAGATATTTTTAGTAAATTTTACAGAAATATATCCCGAAACAGGATGAATTATTATAAAA -ATCATTCTTGTAAATTGAAGAAAACCACTAATACAAATGAATATTACAGTGAAGATAAGCAGGCCAGAGA -GGATATTCTACCGGCCAGTGAGCGTGAAATACATAACTATCTATCACGTTGTAGAATGGCAACTTTCCAG -ATTCAAGCCATAATGAAGCTTAATGGAAGGTTAGACTTTGACAGATTAAAACGGGCGGTAAGACTGTCTG -TTGATGCAGAACCCGTTTTGGCATCCCGGTTTGTTGAAGATGAAAATCCTTATTGGAAGCGTTTGGATAA -TATTGACGGAATCACTTTTTGTTCTTTGGAAGAGACGAATAATGCAGATGAAACTGTTATGCAGTTTTTA -CAGAGTCCCTTTGACACCGATAATGGGCCGCAGGTAAAAGTTAAAATAATACGTTTGAAGCATTATGACA -TATTAGGTGTGAAGCTCAATTATGTATGTTGTGATGGAACAGCTGCAAAGGAGTATATCCAGCTATTATC -ACACATATACTCCTGTATAGATCAAAGTAATGGAAACTTCATACCTGAATCCAAAATAGGCAGTAGAAAG -GATCAGGATGGATTATTTAAAGAATTAGGTATAAAATACCCGGAACTAAGCTGGAATCCACTGCGGGATC -CCCCCAAGACTAAGTGGATATTCCCGTGGGCACAGAGGCGAGAAGATTCAATACTTTTTGAAGTATGTAG -GATTCCAAAGGGTAATTTAAATACAATATACCAATATGGAGAGTCGAGAGGGGCGACGGTTAATGATTTA -ATTCTTACGGCATTTTATAGGACTATGTTTAAAATATCTAAGCCCAAACAAGGTGTTCCTATGGATATTA -CTTCAACTATCGATCTGCGACGCTATCTTCCTGATAATAAGTCTCAGGCTATAAGAAATTTATCCGGTGG -GATTATAACAAGAATAGCCAGAATAATGAATGAAACCTTTGATGGCACTTTATCAAGGGTCTTGAGTGCC -ACGACAAAAATTAAAGAATCGCATTCGGATGTGAATAGAAATATGGGTGAAGAAAATAATGAAAAAAGTA -GTCTCACATATTTTCGAGATTATTTTGAACATATGTCTCAGACCTTAGAGACTTCAACAAAAAGTCCTTC -TTATACAGGTAATGAATGTTTCCCTGGATTTTGTAATTTAGGAAATATCTCAAAATCCTTAATTGGCTTC -GGACAGAACGTTGTTACAGATGCATACGTTATACCGCCTGTTATATATGCACCCGGGCTTCTACTACTTG -TAAGCTTCTATGATGATATATTAACTATGTCATTAGGCTATTGCAAAGCTTCAATTGATCAGAGAGATAT -GAAAGCATTTCTAAATTCATTTAAGGATGAACTTATCAAAGGATGCAAAGTGTAAACTGACTCAAATAAT -TTAGTAATTTTTGTAGCAGATTTGAAGGTTTCTACTAAGGTATATTATAAAGAATTACTTTTACTCACAT -TAAGTTCTTCACGCCTGAGAAAAGCCACAAGTGCCTTTTCATTAATATTTGTGTCGCCATAATAGTGGTG -GAATGGAGATTATAATGATAACCAGAACTTCGTTTCCTGTCAGTTATTCTGAAATAGATAAAATGGGTAT -AGTACATCATTCTTATTACCCTAAATGGTTTGAAATCGGCAGAAGAGATTATATGAACAAAGCAGGAATT -CCTGATTCAAGTATATATAGTCAGGGATTTTATCTTCCTCTTTGTGAGTTGGAATGTAAATTTAAAAGTC -CTGCAAAATATGGTGATGAAATAATAGTTATTACAGTAATTACATTTTTATCCTGCGTAAAGGTAAGGTT -TGAATACAAAGTACTAAACAATAGGAGAGAAGAGCCTATAGCGGTAGGAAATACTGTTCATGCGTGGACA -GATAAAGATATCAAACCGCTAAATATAGAAAAGGCAGCACCACAAATATATACATCATTTAAGGGACTAG -TGGAAACAGGCGGTATTAACCAATACAAAGGCACTATCTTTATTCATAAGAAATAAATCAAGGTTTGCTA -TAGCCTGACAAAAAGGAGTTTTCTATGAAAAAAGGAAAATTGCTTGGCAGTGGTGTAACTGCCGAGGTAT -ATGAATGGGGAGAGGATAAGGTTTTAAAGCTATATTTCAATAAGTATAGTAACGACGACTGGGTAGATCA -TGAGGCGAAAGTTGGATATTTAGTGCATGAATCGGGTATAATGTCGCCAGCTGTATTTGATAAGGTTGAA -ATTAATGGACGTAAAGGAATAGTATTCGAAAGAATATTTGGTAATTCAATAATAGAGCGTCTCATAATAG -AACCTTGGGAATTATATAATTATGTGCAGCAGCTGGCAGTCTTACAATATAATATTCATAAATTTTCGTC -AAATGGGTTACCAACCCAGAAGGAAAGATTCACATCTAAAATAAGGGCCTCATCTTCTATACTTCGAGGA -AGGCTGAAAAGAATATTAGACTATATGGAAAGTTTACCGGATGGTGAAAGTATTTGTCATGGCGACCTCT -ATTTTAATAATGTCATACTTTCAGGCAATAAATTAGTACCTATTGACTGGAATAGTGCCTATACAGGGAA -CCCATTAGGGGACGTTGCCCGGACATGCTTGATTATCCGTCCACCGAATCTTTCCGGAGTACCTGATCCA -ATGAATATGCTGACCTATTACCCCAGATTGCTGGCACATCAGGTTTACGTAAATGAGTATATAAAGCTTG -CCAAGGTTAAGTATGAGGATATTGACGCATGGATGCTTCCAGTGGCTGCCTCAAGACTTAAAGACAATAT -ACCGGGAGAGAAAAAGTGGCTAATGAAGTTAATCGATAAACGCTTGGCTCAATTAAGGTAAGAGGGACTA -ATTACGTAGAAAATATTTACTTTATATAAAGTAAGGTTAAGCAGAAATTCTGATTTATTGGAGTGAATTT -AATATGAAAGGTATATATAAATATAATAAGAATAGTTACAACAAAATGATACGAAGTGTAACACGCTATT -ATAATGATTATGCTAAACTATTAGAAAAAAAGTTCACGGATCCGCAATATTTATATAATCAGGAAGATAG -AACAGGAACTTTTCCAGCTAATGGGCATGATATTTACAATTATGTAGCACGATACAATATGGCAAATCTC -CAGATTCAAGCCATAATGAAGCTGAATGGAAGGTTGGACTTCGATAAATTAAAACAGGCCGTAAGATTGT -CAATAATTGAAGAGCCTGTTTTAGGATGCCGGTTTATTGAAGATAGGAAGCCTTATTGGAAACCATTGGA -TAACATTGACATGATCAATTTCTGTACTTTAGAAGAGGCTGAAGATATGGAGCAAGCAATTCATAATTTT -ATACGAGGTTCTATAGACCTTGATAAGGATCCAATGGTGAATGTAAGTCTCATACGCTCAAGTCGAACTG -ATGTTTTAGCTATAAAAATGAATCACGCTTGTTGTGATGGAATAGGAACACAGGAATATATAAAGCTTCT -GGCAGACAAATATTCTAATCTTGATCTGAAGAATGATACCTTTATATCTGAGCCCAGAATAGCCGGGAGA -AAGGACCAGGATAGGATGTTTGCGGAATTGGGTATAACAAATCAAGATTCAATATTTATACCCGGATCGG -ATATTTCTGTGCCTACATGGCCATTTCCCTGGGAGCAAAGCGGGTCTAATACTACCCTTATGTCAGTTTC -CAGACTTCCTGCCGAGCATTTGGAGTCAATAAGTAAGTATGCCAAAAGCAAGGGTGCTACAGTTAATGAT -TATATCCTTACTGCTTATTATAGAGCAATGCTCCGAATGGGGCGGCCTATATACGGTATGCCCATGGAAA -TTCCAGTTACAGTTGATTTGCGTCGTTATCTTCCTGATCATAAAACCCTGGCAATAAGAAACTTTTCAGG -TTCGGTAAACACCAGGCTTATAATGCTGATAAACGAACCCTTTGATAGAACTTTGAAAAGAGTTTCCAAT -ATGATGAAAAAAATAAAAAGGGGGTATCCTGGTTTGCAAAGTGCTATTGGTCTGGAGCGCCTAGAAAAGA -TAAGCTTTAAAGATACACTTGCCTATTACCAGGCTGATACTAGGAAGACACAATGTACTTGTCCCCTTTA -TTTTGGTGATAAGTGCGTACCTACTTTATCCAATCTAGGCATTTTGTCAAAAACTTTAATAAAGTTTGGT -AATAACACTGTAATTGACGCTTTTATTTTACCGCCCGTTGTGCGTGCACCAGGACTTTTACTAATGACAA -GCACATACAACTCCGTTTTAACCCTTGCAGTCGGTTATTACAAGAGTACAGTCAGCAAGGAGAATATAAT -TAAGCTCCTTAGTATAATTAAAAATGAGCTTATTCAAGGATATAAAAGTTAAAATAAGAAAAGCGCCCCG -TGTCGGGCGCTTTTAAATTTGAGTCTAGTGTGCCAAATAGCCTCCATCAACTATAATAGATGTGCCGGTA -ATAAACTTAGATGCATCACTTAAAAGGAATGCGGCTGCGGAAGCGACATCCTCGGGTTTTCCCAGCCCCA -TGATTTGCCGCTTTTTCAGATCGGTTTCAAAATTATTATTGTTGACAAGCTCAATCAAACCATCATATAT -TTGGGATTTAATCATTCCGGGTGCAATAGAGTTAATTCGAATATTTTTTGCTGCAAGTTCCAGTGCAATT -GGTCTGATTGAACTGTCAAGGGCACCTTTGCTTGCACAGTAAGCAGCCAAGCCCCTGGCACCTACTTTAC -TTGAAATAGATGATATTGCTACGATACTGCCCCCATTGTCATTATACTTCCTTTTGGAAAAATGTTTTAC -AAGCTCTATAAAGGAATAAAAATTTATAGACATAATACTTTTTAAATTATCAAGTTTTATATATTGTATA -GGAATTGTGCTAGAGATACCGGCAGAGTGTACAATGCCGTTAAGTTTTCTCCCATCACTACATATATTAT -CTATCATGCCTTCTATTTCATCCAGATTGTTTAAATCAATTAGGTAATAGGAATGGTTACCGGGTTCCAA -CTCGTTGTATGTTTCTTTCAACTTCTCTTCATTTCTGGCAGCCATAATGATGTTTGCACCGACTTTACTT -AAATATATGGCAATACCTTTTCCGATTCCAGAGGAAGCTCCGGTAACCAATATATTTTTACCACTCAAAT -CTATTGGATTTATCACTTTTTATCAACCCCATCAAAATAATAATCAGTGTATATCATAGGCATACAAGCG -GACTTTTTCATTTCCAGATAAATTGCTCCATAAGATAAGCCAACGCCAAAACCGCATAGTAGCAGTTTTA -TAGTATCATCCGATTGTTCTGAACCCAAAGCATCAACCAAAGTCAGAGGAATAGATTCACCGCTTGTATT -TCCGAATCTGTCAATAGATATGGGCACCTTTTCCGTAGGAATACCCAGTTTCTTCACCAAATGCTTAATA -ATAAATAGATTAGCTTGGTGAAACACATACATATCTACATCATTTTTACCGATAGAGTAATCTGCCATAA -AGTCGGCCAAAGACTTCTGTACATCAGTTATAGTAAAATTAAAAACATCAGCTCCATTCATGGACAATTC -ACACTCAGATTTATCCATTATGGTTTTATTTCTATTTCTTGCATGGCCTGCTGGTACCATAATGTACTTA -TAGCCACTGCCTTTGGTTTTCAAAAAGTATGTAATATCTTTACCTTCTGTTTTTTCCAAAGCAGTTGCTG -TTCCACCATCACCAAATATCATTGCAGTTGCACTGTCATTTGGATTTATTCCGAAATTACTGGTATCTCC -AACAAGCAGAAGAACCCTATTTATGTTCTGTGTTGATATCATTGTAGCGGCTTGCCACAGCCCATAGACA -TAAGCAGAACATCCTAGGTTTATGTCAAAGGCTATACATTCTTCACTTAGCCCAAGTCTATATTGCAGAA -CACATGCGGTTGCCGGTACTGCATAATCAGGTGTCTGGGAAATGAAAATCAAAGCGTCAATAGTAGAAGC -CTCCCAGTTCAACCTCTCCATGAGGTTTTTAGCAGCAATGTAGCATAAATCAGAAGCACATTGTTCGTCA -AAAGCTACATGCCTTGTTTTAACACCTGTCATATTTATAAACTTTTGTACGCTTTCCTCTCCGAATACTC -CGAAAAACTCTTTGTTATCCACTATACGCTCAGGTACTGCACACGCTATACCCTTAATTTCTACATTTTT -CAATATACCGTTAGCCAATTAACCGCACCTCACTCCATTTTATCAATGATATCTTTTACGGTTTTAAATT -TTTTTATTTCCTCTGATTTGATGTCCATGCTATAAACGCTATCAAACATAGCGATTGTAGATATTACAGC -CATGGAATCCCATTCACTGATACTGTCCAGTTCTGTGGCTTCATCCAGTGTATCTTTCTCGAGGAGTAGC -AATTCTTCAAGAAGATTAAGCTTTTCTTTATAAGTCATATCAAATTATCCTTTCTGCAGATGCAAATGTA -ATGTTTACCGTATTAATATATGCTGCTTAAGGATGATATGTGAAATGTTTTATGAAACGCCTATACTTAT -GGCTGTTGCCTGCATCCTTCCACCAGCTCATCTTTAATTTTATTAAGAAGCCCTTCCATAGTACTCTTGC -GGACTGAAGGTTTGTAATAACCGACTGCCAAAGTAATGATACCGTTATAGGTACTGGCTACAAGGAGTAT -TCCGGGAGCACGTACAACAGGCGGGATGATATATGCATCAGTTACAACATTCTTACCGAATCTAATTAAA -GACTTTGAAATTAAGCCCATATTTGATAATACAGGAGAGCACACGTCGACAAAAGAAAAAGGACTTAGTG -ACTCTAGTTCATTAACATGAGATAGGGCCTTGAAGTATGAGCAAATTTGGCGGAAACTCATCTTTTCAAT -ATAGTCTGCCATTCTGGTGCTTGCTACGCTCGGATGTTTGTTTTTAAAGTATTTTGTTAAGGACACTATT -CTTGATAAGGTTCCTTCAAAGGGTTCATGAGGTTTTCTGCCTATTTTTATTACAACACCGCCTGAGAGAT -TTCTTATTGCTTGAGCCTTATGATCAGGGAGGTACTTTCGCAAATCAATAGTAATAGGAATATCCATTGG -TACACCGTATGGAGGCTTGGATATTTTAAACATAGCCCTAAAAATTGCGGTTAGAATCAAGTCGTTGATT -GTAGCATTTCTGCTTTTAGCATAATTTTTCAGTATATCTATATGCCCGTAAGGGAGTTTGCATACCACAA -AACGAGTATCACCCATTCGTTTATTCTTCCAGTGAAACCTCCATGTAGGTAGTGCTACTTGCTCATGGAG -ATTCCAAGAAGTATCCAGACTTTCCTTGCCAAGTGCACATAATAGATTCTTATGATCCTCCCTATTGCGT -ACACTCGGGTTTGGAGTATATTCCATATCTCCATCATCTATACGTGAATAAATATCCGAAAGAAGTTGTA -TATATTCTTTTGCACCAGCACCATCGCTGCATACATGGTTGATTTTCACACCCAAAGTATCATGTGTCCC -GGAACGTATGAGTTTGACCATAAACATGGGGGCATTATCCATATGCAGAGGACTTTCTAGGAAGTGTTGA -ACAGCTTCTTCCGTATTATCTGTCTCAACTATGGAACAAAAATTTATATTATCAATATCATCAAAGCGTT -TCCAATATGGTGAACATTTCTTAATAAATCCGCATCCCATGACTGGTTCTGCATCAACTGACAATCTTAC -TGCTTTTACAAGCTTGTCAAAGTCTAATCTTCCATCTAGTTTCATAATGGCCTGGATTTGAAAATTTGCC -GTTTTATATTTTGCAACGTAATTACATATATCATATGCGTTGGCCGGTATAATTTCTGAACTGTTTACTG -TATTGCTGAAGTTCAGCTTATTAATACCTGAGTATTTCGCTAATGACTTTTTAAGTTTTCTAAAATAGCT -TCCTGTCGTTGGAGGCAATTTGGACATGTTAATTTTATTATTACATGGCTTTAATTTAAATTTCATATTT -CACTCTCTCCATATAAATCATATTTTTAAAATGTATTATTACTTTATGGAACGATATTTACATAACTCAG -TGATTTAAGTAATATAATCTTGCAATGTTATATTATGTATTGTTTTATACAACTGTTACAGTTATATGGA -TACGTTAATTACCCAAAAAACCGGAAATTATTATTTATTTTATATAAGTTGGCACATTTGACTTATTATG -TAAATATATTGCAATTAAGAGTATTAATCTTAATATACCTACTAAAAAATATAGTCATAGAGTTAACTGA -CTGTTGATTTGTAAAACGGTTACTATATGAAGCTAAGAAGCTATTTCAGTAGATGTAGTGAGCTTGTAGA -AATAATTTAGGAGGTAAAAGAATGCAATACTGGAACTCAACATACGAGTGCATGTCGCGGGATAAAATGA -CCGAAGTTCAAACAAAAAGACTTATAGACACAGTTAAGAAGGTTTATCACAATGTACCCTTTTACCGGAG -CAAAATGCAAAAAGCCGGTATTGAACCCGGAGACATAAAATCATTGGAGGACTTGAAAAAACTGCCATTT -ACCAAAAAACAGGATTTAAGGGATACTTATCCGTACGGGATGTTTGCCGTGCCGATGAATGAGATTGTAA -GAATACATGCATCTTCTGGAACAACAGGGAAGCAAACGGTTGTAGGTTATACACGCGGGGATTTGGATAT -CTGGGCTGAGGTGGTTGCAAGGTCACTATATTGTGCAGGTGCCAATAAGGAATCTATAGTTCAAGTAGCA -TATGGTTATGGTTTGTTTACCGGAGGGCTTGGAGTCCATTACGGTGTTGAGAAAATAGGTGCATCGGTTA -TACCTGCCTCAGGAGGCAATACTAAACGCCAGTTACAAATAATGAAGGACTTCGGAACGACTATTCTGGC -ATGTACTCCATCATATGCACTTTATCTGGCAGAAGAAATGGAGGAAATGGGAATAGACCGCAGTGAATTA -AGGCTCAAGGCCGGTATTTTCGGAGCGGAGCCTTGGTCGGGTAACATGAGAAAGAAAATAGAGACGAACT -TGGGAATCATGGCAATGGACATATATGGACTTAGTGAAATAATGGGGCCTGGTGTGTCGATTGACTGCCC -TTGCATGTGTGGTTTACATGTACAGGAAGACCATTTTATACCTGAAATAATAAATCCTGAGACAGAGGAA -ATTCTGCCTCCGGGAACATATGGAGAGCTTGTTTTCACAACCATTACCAAAGAAGGACTCCCATTGGTCA -GATACAGGACACACGATATATCCTCGTTGAATTATGAGAAATGCCAGTGCGGGAGAACACTTGTCAGAAT -GAGCAAAGTTACAGGAAGAAGCGACGACATGCTTATAATAAGGGGTGTAAATGTGTTCCCGTCGCAAATT -GAGCACGTACTTTTAGAGGTAGGTGAAACGGCACCCTATTATCTATTAATAGTGGACAGGGTTGATAATC -TGGATATACTTGAGATATGTGTTGAAATGTCACAGAATATGTTTTCGGATGAAGTTAAGAAAGTTGAGGA -CCTTGAAAAGAAAATAAAGAAAGAAGTAGAAAGTACATTGGGAATTAATGCAAATGTCAGGCTTGTAGAA -CCAAAGACTATAGAAAGAAGCGAAGGTAAAGCGAATAGAGTGATAGATAAACGGAAAATTCAGTACAGTT -AAATACATTAATTTTTAAACAAGTAAACTCCAATATACTAAAACTTCTTTCGACTTCACTGTATATGATG -TAACTGATTCAAATGGAAAATAAAGTAAAAAGGTTATATTTTTCACAAGTACAGCAGTCTTTACTGGCAA -TGGAATGAAAGCAGTAGCAGGGTAATAGGAATAATTTTCGAAGAGGGCTCTCCCTTTGACCACGTGGGGA -TAATTGCAAGAGAAATGGGTATTCCTGCACTACGGGGTTACAGGTACTTTTGATTTAATACGGAATGATG -ACGAAATAGAATTAGATGGCATTAATAATAATGTAACCCTTATATCAAGAGGACAGACAATCTGACGGTA -TAAATTGTCCTGAACGGTACTTGGGTTGACACTCCTCTGGGAAATATTAAGTTTTGTTTATTCGGCACTT -CCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGGTCTGATATCTTTTTTGCCCTCATCGCCGGG -CGGGCTAGACCCTACAAATTAACTCGCAGGATCATTCAGGAGCTTCTCTCGGGCAAGAGGCAAGCTGTCA -AGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTTTTCCCCTGATGTGTTCGCTCTTCGTTGTATTCCA -GCATATAAAAATCCAAATCCTCCTGCATTTGTTCAACTGATTTATACATTGTCCTTCGGAATGCGGGTTT -ATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTCGCATATACCGTTTGTTTGAGGGCTTTTAGCCTTT -GTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAATAACTCATACAAGTGTTTCTCAGGTGCTCCACAGT -ACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCGGTATCATATGATTCTCAAAGAACGGTAAGACTCT -GTCATTTAATATATCTGCTGCTGTTACTGGTACCTTGGCTGTATATAATTTTGCGAATCCCACTGCCGAA -TAAGTATCTATGGCAGTTTGCTGATATATACGTCCAACACCTTTGATATAGCCCACATAGAAAGTGTCCT -GTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCTCGTCTATGGATATATTCTTTTCCTGCTGTGCCTT -TTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCTTCCTTGGCAGCCTTTTCTTCAAGCTTTTTG -AGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGCCAGATTGATCTTACCCCTCCGGCTGATACAAGAA -CTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCGTATGCCGGCTTTTCATATGCTATTCTTAA -TACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATACAAGGCTTTCTTCTGGTCTTGTCCTTTAAT -CCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATATCATAGAAGTGCTGTCTGCTGACTCCATGAATTT -TACATGCTTCACTTACGTTTTGAAGATATTCGGCCAACTCAATCAGGCTCATTTTGTTTTTAACTATACG -ATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAATTTAATTATTGTCCAGAGGAGATATTGCCCAACA -TTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAGCATATAAATCACGAAGAACCATCCGGTCAAAATC -CGGATGGTTCTTGATAAAAGGTCATTAATTCTATTTTACTTTCTTCAATCTTATAACATTCCAGGAAAGA -TTCTTTAAGGAAGCTTTGATACTTCCATCTTCCAAGGTAGCATTTCCATTGTTGTTTGGTACAACGTTAT -TTGGATTTTCTTTTGTATTAGTAGCTTTTACATCATTATGTTCAAGAACAATATGTTCAATAACTTCAAA -TTGTCCGAAGCCATTTAGTTCAACATCCAGACTAATATTGTTTTCCATATGTCTGTTTACTGCAAAAACG -GTAATTTCATCGTTGTTGTCATTAATTACTGCTGTAGCATCAATAGCTGAAACGTCTGTAAAATCTTTAG -TATCAAACTTTGGTGCTTTCATAATGGTATTTAAAACAGTACCTCTTCCAAACACTGAAGTATGGAGGTA -TGGATAGTAAATTGTCTGCTTCCACGCACTTCCACCGTTCTCTGTCATTATTGGTGCAATAACATTTACA -AGCTGTGCAAGACAAGCCATCTTTACTCTGTCGGCATTCTTTAACAGAGTTATCAGCATACCTCCAACCA -AAAGTGCATCCTCAAAATTGTAAATATCTTCAAGTTGAGGTGGTGCAATAGACCATCTGTCAATTTTTTT -ATCCGCTTCATTGGAGTGGAACCATACATTCCATTCGTCAAAGGAGAGGTTTATTTTTTTCTTACTGCGT -TTTTTTGCTTTTACATAATCACAGGTTGCAACAACGGATTTGATAAAGGCATCCATATCCATAGTTTTTG -CCAGGTAGTTAGCAGTATCATTATCTTGGTTACCATAATACGTATGAAGTGAAATATAATCAACATGTTC -ATAAGTATGCTCAAGGACTGTAGCTTCCCATTGGGCAAAGGTAGGCATACCGCTTCCTGAGCTTCCGCAG -GCTACCAGTTCGATTGTGGGATCTACCATTTTCATAACCTTTGCAGTTTCACAAGCAAGCCTTCCGTATT -CCTCGGCAGTTTTTGTTCCTATCTGCCAAGGTCCGTCCATTTCATTTCCAAGACACCAGGTCTTTATGTT -GTGAGGCTGACTGTAGCCATGAGATTTTCTCAAGTCACTCCAGTATGTTCCTTGAGTAAGATTGCAGTAT -TCAATGAGATTTCTGGCCGCATCAACCCCTCTTGTTCCCAGATTAACCGCCATCATAACTTCTGTCCCTA -CTTCTTTAGCCCATGTTACAAACTCATTGGTTCCAATTTCGTTTGTTTCAACTGTAGCCCAAGCTAATTC -CGTTCGTCGGGGTCTTTTATCTACAGGACCTACTCCATCCTCCCAATTGTAGCCTGAAACGAAATTTCCA -CCGGGATATCTTACTATAGGGACTTGTAATTCCCTTATCATTTCTGATACATCCTGACGGAAGCCAAATT -TGTCTGCTGAAGGGTGCCCCGGTTCATATATACCCCCATATACAGCTCTTCCCAAATGCTCAATAAATGA -GCCGTAAATTCTTTTGTCTACAGGTGCTACAACGTAGTCTTTGTTAAGTATCATTTTTGCGTTATCCATA -ATTACCTCCCAAAAAATATGGTTCAATTATGTTATTAATAAAAACATTAATCACACAATTGTTATATTAA -TAACTATATACTATATTCCATTTACCCGTATGTCAATATAAATATTAGGATTTACAAGAAGTCATATTAA -TATTTTATTTACAAATTATAGCGAGTAATTTATACTTGTATTAATTTGAATGTAGGAGCGGAATAAAGAT -GAAAACAGATATATCTGAAAAGTGGCTGCCTGTATATGAAGCTTTAAGTAGCCGCGTACGTATTAAAATA -ATAAATATACTCGCACAGAATTCCTTAAATATAAAGCAGATTGCTGAAGAGTTGGGTTTAAGCAGTGCAA -TAGTTACAATGCACGTAAAAAAGCTTGAAGCAGCAGGAATAGTTCATTCAGAGAGGAAAAGTATTAAAGG -AGCAGTACAGAAGATTTGTTTTCTTGACGTAGATTCATTGGAAATCCAATTTCCGAGCAGAAAGGCGAAA -GTTAGAAGTTATCATGAATTTTCAATGCCTATAGGTCATTACTCGGATTTTTCCGTTACTCCAACCTGTG -GAATAGCTACACCCGAAAAAGTTATCGGACAGTTTGATGACCCAAGGTATTTTTTGGACCCGGATAGAGT -GAACGCGGGAATACTCTGGTTTACAGAAGGCTTTGTGGAATATAGGATTCCCAATTTTTTACTTTCGGTA -CAACAGCCTGAAGAATTGGAGATATCAATGGAGCTGGGTTCGGAAGCACCGGGGATAAACAGTAACTGGC -CATCGGATATATCCTTTTTTCTGAATGAGAGAATAATCGGACAATGGACCAGTCCCGGAGATTATGGGAA -TAGCCGTGGCAAGTATACTCCGCGATGGTGGAGTCTGCAAGTAGGGCAATACGGACTATACAAAGCTATA -CGTATAGCACAGGATGGCTCTTATATCGATGGAATAAAGGTTTCAGATACTACTCTATCTTCCTTGGATA -TCCGCCAGAAATATTGGTCTTTCAGAATAGCAGTACTGCCCGAATCACAAAATGTAGGTGGCGTAACAAT -ATTTGGAAAGGGATTTGGAAATTATAGCCGTGATATAATGTTTAAATTATATTATAAATAATGCAACTGA -ATAAAAAATCCAACATTTTTCAAAAAAAAGTCACCTTTTTAATTGCGTCCGCAAAAATAACGTTTTACTC -AATAAATTATTATAAAAAACTCTTAATATATTCTGTTTCGATAAATTTACAGCTTTGTTAAAATAAACTT -GCCGGTGGAAATAATCGGCAAGTTTATTATAGGGGGAATTTTATAATGAAAAAGAAGTTAATTGCACTTC -TGATGTGTTTTTCATTGGTAATAGCGGCAGGATGTGGAGCTTCCGATACCAATTCATCAGATTCCGAATC -GTCTGAGTCTGCCCAATCCACATCAGCTAATGATTCAGGCAGCAACAAGTTGATTACAATAGGCTTCTCA -CAGGTTGGTGCTGAAAGTGACTGGCGGGTAGCTAACACTGCATCAATGAAATCCGCATTATCCGAAAAAA -ATGGCTTCAAATTGATTTTTGCTGATGCTCAGCAGAAGCAGGAGAACCAGATTAAAGCAGTAAGGGATTT -TATATCACAGGATGTTGACGTTATAGCTATAGCACCTGTTACAGAAACGGGCTGGGAAACGGTATTGGGT -GAAGCAAAGGATGCAGATATACCGGTAATTATTGTTGATAGAATGATAAAGGTTTCGGATGATTCACTCT -TTAGCTGCTGGGTTGGTTCAGACTTCCAGAAGGAAGGTGTTAACGCAGCTGAATGGTTAGTTAACTATAT -GAAAGAGAAAGGCAAGACCGATAAACAAAATGTTGTAGTTCTTCAGGGAACAATAGGATCATCTGCTGAA -ATAGGCCGTACAAAGGGTTTTGGTGATACTATAAAGAAATATGATAACTTTAATATACTGGCACAACAGA -CTGGAGAGTTTACTCAGGCAAAAGGCCAGGAAGTAATGGAATCCTTCTTAAAACAGTACAATGACATCGA -TGTAGTTATAGCACAGAACGATAATATGGCCTTCGGAGCTATTGATGCTTTAAAAGCAGCAGGTAAGGCT -CCTGGAAAAGATGTAACAATTGTATCCTTTGACGCAGTTAAGGCTGCATTCAAATCAATGATAGCAGGGG -ATATGAATGTATCGGTAGAATGTAATCCTTTACACGGGCCTAGAGTAGCTGAACTGGCTAAAAAACTCAT -GAACGATGAAAAAGTTGAAAAGATACAGTATGTTGATGAAAAAGTATATCCGGCTGAAATAGCTGAAAAA -GAACTCCCGAATCGCCAATATTAATTATACTCCTTACTTTGTAATCAAATAAAAAACAGGTGTGAAACAG -CATAGCCATTCACACCTGTTTTTTTAAAATAACTGCAGTAAATTTAGCAGGAAAGGATGGGAAATACGTG -GAGAATGGAAATCGTGAAGTTCTTAAAATGAAAAATATTTGCAAGACTTTTCCGGGAGTTACAGCATTAT -CAAATGTGGATTTTACATTGCGTTCAGGTGAGATTCATGCTCTGATGGGTGAGAATGGTGCCGGGAAAAG -TACCTTGATAAAAGTTTTAACGGGTGTTGAAGAGTTTGAATCAGGTCAAATAATTATAGATGGATTAAAT -TATCCTGTTATAAATAAATCTCCTCAGGAAGCCCAAGTAAATGGAATAAGTACAGTATACCAGGAGATAA -ATTTATGTCCGAATCTTTCTGTAGCCGAGAATATTTTTATAGGAAGAGAGCTTAAAAAGGCAGGACGTAT -TGATTGGAAGGCAATAAATAAAAGAGCAAAAGAGATTTTATTGAATTTCAATATGGATATTGATGTTACA -AAATCTTTGGACAATTATTCGGTGGCTATGCAGCAGATGGTTGCAATTGCCAGAGCAATTGACATTTCCT -CTAAAGTACTTATATTGGATGAACCCACATCTAGCTTAGATGAAAATGAGGTTGAAAAGCTGTTTGAGGT -AATGAGAAAATTAAAATCTCAGGGAACAGGTATTGTATTTGTAACCCACTTTCTTGAACAGGTATATGCA -GTATGTGACAGGATTACTGTATTGAGAAACGGTAGTTTGGTAGGCGAATATGAGGTTGAAAAGCTGCCAA -GAGTTCAATTGGTTGCTAAAATGATGGGTAAGGAATTTGATGATTTAGCCCTTATAAAAAAAGCAGCAAA -AGAACAAGAAATAAAAGAAACAAAAGAAACCATTATTTGTGCAAAAGAATTGGGACATACCGGGACTATC -AAACCATTTAATCTGGAAATAAGAAAAGGCGAAGTAATAGGTCTTGCAGGCCTTTTAGGCTCTGGCCGCT -CCGAGCTGGCAAGAGTAATATACGGTGCTGATAAGGCAGATTGCGGAGAACTTGAAGTTAACGGACAAGA -ACGCAGCTTTAAATCACCTATAGATTCAATGAAAGCAGGAATGGCTTTTTGTCCTGAAAACAGGAAGGAA -GAAGGAATTATAGCCGATTTATCTGTAAGAGAAAATATGATTCTTGCTCTCCAAGCAAAGAGAGGTATGT -TTAAGCTGATAAGTAAAAAGGAACAGGAGGAGCTGACAGACAAATTTATTAACATGCTTCAGATTAAAAC -AGCGGATCGTGAAACTCCCATAAAGCAGCTCAGCGGCGGTAACCAGCAAAAGGTAATACTTGGCAGATGG -CTTATGACTGAACCAGATTTTTTGATTCTTGACGAACCCACCAGAGGTATTGATGTAGGTACCAAAACAG -AGATACAGAAGCTTGTTGTTGACTTTGCGGGCAAAGGAATGACAGTGATGTTTATTTCTTCGGAAATAGA -GGAGATGCTGCGTACAGTTAATAGAATGGCAGTTCTCCGCGATGGTAAAAAAGTAGGGGAGCTTGACGAA -AATGAGCTGTCTCAGGAATTGGTTATGAAGGTTATCGCAGGGGGTGATGCTAATGTATAGTCAAATAATA -AAAAAAATAGCAAAGTATCGGCTGTTCTGGCCTTTGGTATGCCTCTTTGTTGTATTGGGTGTAAATCTTA -TCAGAACTCCTGACTTTTTCAATATATCCATTAACAGCAAGGGTGTATTATACGGTTATTTGATTGACAT -AATTAACCGTTCAAGTGAACTAATCATTCTTGCAGCAGGTATGACAGTGTGTGTGGCATCCTCGGCAGGA -ACAGATATTTCAGTTGGATCAGTTATGGCAGTAGCAGGTGCGGTAACATGTTTCTTATTGGGTACGGGTG -ATGCTTACAATATACCTTATGTTCTTGCGGTATTAGCCGGAATTTTAGCTGCAACAGCTTGCGGTGCATG -GAATGGGTTCCTTGTGGCAAAATTAAAAATCCAGCCGATGGTGGCAACATTGATTCTGTTTACTGCAGGT -AGGGGGATTGCACAGCTGATTACAGGAGGAAACATACTCTACATAAAAGTAAAAAATTTTAAATATCTGG -GTTCTGTACTGCCAGGTGTTCCATTACCAACACCTGTTTTTGTGGCTGCGGCAGTAGTTATACTGACTTC -CATTCTTTTAAGGAAATCAGCACTTGGAATGTATATACAAAGTGTGGGTATAAATTCAAAAGCAAGTAAA -TTAATAGGCTTGAACTCAACATTAATCATATTTATAACCTATGCATTTTGTGGCCTGTGTGCAGGAATTG -CCGGTTCGATAGCAACCTCCAGAATTTACTCCATTGATGCAAATAACGTCGGTTTAAATATGGAAATGGA -TGCAATTCTTGCAGTTGCACTGGGTGGTAACAGCCTGGCAGGGGGAAAATTTTCGTTGGCAGGAAGTGTG -ATAGGTGCTATTACTATACAAGCATTATCAACATCACTTTATTCAATGGGGGTATCAGCCGACCAGCTGC -CTGTTTATAAAGCTATAGTCGTAATTATAATTGTCTCCCTACAATCGCAACAAACTAAAAAGTTCTTTAA -AAATTTCAGTCAAAAGATAAAAATCGATAAGGCTGGAGAGAAGGTGGCACAATGATAAAAAGTATACGGG -GCAAATTTAGCGGCAATAACTTTTTGCTGTTCATAACAATAATATTATTCTTTGTGTTATACATATCCGG -TATGGTTATATTCGCAGACAAGGGCTTTGGAAAGCCACAGGTTTTTCTAAACCTGTTTATAAGTAACGCC -GGACTGATTATTGCAGCGGTGGGTATGACAATAGTATTGATTACAGCGGGTATAGATATATCCATAGGAT -CGGTAATAGCTATGACGTGTATGTTGCTGGCATGGATGATGGAGAAAAAAAGCATGGATGCCTGGGCGAG -CATAGTAATAGTTTTGGTTGTCGGTGTTGTGTTTGGTCTGGTACAGGGATTTTTAGTATCGTACCTAAAC -ATTCAGCCGTTTATTGTTACACTTGCAGGTCTGTTTTTTGCCAGAGGAATGACTGCAATAATAAGCGACG -AGATGATAACAATTACAAATAAGGCATTTCTTGGCATAGCGAATGCAAAAATATATATCCCTTTTATTTC -AACGGTAACAAAGAAGGGAAAAGTAATTCATCCATACATATATCCCAGCGTAATTCTGGCGATTGTAGTC -TTGATAATTGCTTTCATTGTTATGAAATACACAAAATTCGGCCGTTCAATTTATGCTGTGGGTGGAAATG -AGCAATCTGCCTTACTAATGGGCTTAAACGTCAGAAGAATAAAACTGAAAGTATATGCTCTGAACGGGTT -TCTAGCAGCTTTAGCAGGTTTTGCGTTTGCCCTTAACTCCTGCGGAGGCTTTGTTGAACAGGCCAGAGGG -TTTGAAATGGATGCTATTGCTTCGGCTGTAATCGGAGGGACACTTCTTACAGGCGGAGTAGGTAATGTGG -TTGGAAGCTTGTTTGGAGTAATGATAAAGGGTACAATAGAATCAATAATAACATTTCAGGGTACATTGTC -CTCATGGTGGACAAAAATTGCAATAGCGGCCCTCCTTTGCATATTTATTATACTCCAGAGTATATTCGCA -GCATTAAAGAGAAAGAGGCAGTTTTAACACTGTCTCTTTCAGTGCCCTCTTGCTTGAAGTACAAATGAGA -GGAGAAATGTTAATGAAAATAAAAAAATATTTAGGTGTATCATTAAAATCAAAGATGAGAGCTTTAATGT -TTATTGCCATTATTCCGCTTCTTGTATTTGTTTTTTATCTTATTTTCCAAGTAGGAACATACTCCGATTA -CTACAATGCAATATATAAAAGTATATCTGTTGCCAATGATTTCTCCCAAAAATTTAAATATGATTATGAT -TACAGTATGTACCAGATTGTAATAGGGTCAAGCAATTTCCAGAAGGAAGGTATATCAAAAAAACTGGAAG -ATGCGAATAACAAAATTAAATATCTAAGAAATTCAGCTTTAATGGCTGAGAACAAAAGTACTACAAAATA -TATGAAGGATTATATTGACAGTCTGAAACGCAGTACGGAAATTATAAAAAAAAATATGGAGGCTGATGGC -CCCAAGTACGATAAGAATTTAATGATTCTTGATAATGATATCAGAACTACTACCACAATGATTACTGATG -CTTTACAAAAGTATGTGTATATAGAAACATTTGAAATGAACAAGGTCCATAATAAAATTGAAGTAGAGAG -AAAAAGAAATGTTACATTTACATGTATAATTTTTGCAGTATTATTAGTGGTAACCCTTATTTTGGCAGAA -ATAATTTCACATAGCATTACAAAGCCCATAAAAAACCTCTGTATATCTACCAAGTTGGTTGGAAATGGTG -ATTTTACTACACGTGTTCCTGATTCCGAAAGTGACGAAATAGCTATGCTAACAACCAGTTTTAACACTAT -GATTGAAAAAATAGGCAGTCTGGTTGAGGATGTGAAGTTGGAACAAATTAACTTAAGAAAGACAGAGTTA -AAGCTAATGCAGGCGCAGATAAATCCTCATTTTCTTTATAATACTCTGGATACTATTATATGGCTGGCAG -AGGGTAACAAAACCAAGGATGTTGTAAGCATGGTAAGTGCATTGTCCAGATTTTTTAGGATTGCATTAAG -CAAAGGGTACGATTACATAAGTATTAAAGAAGAAGAGATGCTTATCAGAAGCTATCTACAGATTCAACAG -TATCGGTATCAGGATATTCTGGAATATGAAATAAATATTCCAGAGCATATGGAGCAATGCAGTATTCTAA -AGCTTACACTTCAGCCTGTTGTTGAAAATGCACTTTATCATGGAATAAAAAACAAGAGGGGAATGGGGAA -AATAGTTGTAGAGGGTTATTGCGAAGAGGACACTATTTGGTTTAAGGTAAAGGATAACGGAATAGGAATG -AATCAGCAAAAAGTTGAGCAAATTAAAAAGCTTTTTAACAGACCTAAAGAGAAAGATGCCCCGGAGCAGA -ATGGTTTTGGGTTATTCAATGTAAATGAAAGAATTAAGCTCAATTTTGGGGCTGAATACGGATTGGATGT -AAAAAGTGAATACGGTATCGGAAGTGAATTTACTATTTGTATCCCCAAAATCACCGAAACCCGTTATTAT -AATATTTAATATAAAAAGGAGGTGAGACAGGTGTATAAAATATTTCTTGTTGATGACGAAGTCGTAGTAC -GTCATGGTATCAGGGATTGCATTAACTGGGAGCAAACTGATTTTGTATTCTCCGGAGAAGCACCGGACGG -CGAGTTTGCACTGCCGCTTATTCTGGAAATAAAGCCTGATATATTAATTACAGATATAAAAATGCCGTTT -ATGGATGGTTTGGAACTAAGTCAGATTATCAGGAAGAATATGCCATGGGTCAAAATTATTATTTTGAGCG -GACATGACGAGTTTGGTTTTGCCAGGGAGGCCATGCGTATAGGAGTAACAGAATACTTGCTGAAGCCTGT -GACTGCCGATGACCTGCTTAAATCTCTGGAAAAGGTAAAAGCTTTAATAATCGATGAAAAAAAAGAAAGA -GAAAATGCTGAAAAAATTAAAAAACAACTGGCAGATAATGCTCCTTTGTTCAAGGATAAATTTTTGAGTG -AACTATTGTTAGGATTGGTTCCTCCTGTTGAAGTTATTGATAATTGTGAAAAACTAAATATAAATATCAT -TTCAAAATTTTATATTGTAGAGATTATAGAACTGGAGAGGACGAAAAAAGATGTACCTGATGGAGAGTAC -ACGGAAGTATTGCAAGCAGAGACATTGATAGATAACATAGTTGTAAAAAACAGCGAGATTATTAAATTTA -GAAGGATACTGGGAGAAATAATTCTGATAATAAAAGGTGATAATGCCAAAAGTATGGAAGAAACTGCTTA -CAGCCTGGCCCAATCTCTTAAATATGAGGTTGAAAGGAAAACCTCATGTATTTTAGGAATCAATATTGGC -GGTGTAAGAGAAAGAATACAGGGAATTATGCAATCATATAAGGAAGCTGAGGAAATAAAAAACTACCGCT -ATCTTTACGGAAAACGGAAGATTCTTGGTATTAACGATATAAAGTCTGACATGGGAAGTAAAAAGGATTT -CATCAAGATTTACATGAATAGTCCATATGATTTTTTGAAATGCGGACTGAAGTCTGATGTGCGATATTTC -GTTAATGATTACATTGATAATCTTAATGATATTGAAATGAAGTCGCCCATATATATTCATTATTTATTTA -TGGATGTAGTGATAAATGCGGTCAGGTTCATTGATGAACTTGGGGGTGAAATTGAAAAACTAATACCGTG -GGTAGCAAATTTAGAAAGTTTCGTTGCAGGAATAGACTCTATAGAAAAATTCGGAGAGTTAACTGAATTA -ACTTTGAACAAAATATTGGAATTCAGGGATACAAGAGTGGAGAAAAAATATGACAGTATTATTAATAAGG -CAAAGGAGTATATACAAAGTAATTTTTCAAACTCGGCCATTTCCCTTAATTCAGTTTCATCATATGTTAA -TGTAAGCCCAAGTCATTTTAGTACCATATTCAGTCAGGAAGCAGGAGAAAATTTTATCGAATACCTTACA -AAGGTAAGAGTAAAAAAGGCTATGGAGCTGTTGAAAACCACCTCTCTTAAATCATCAGAAATTGCATATA -GTGTCGGATATAACGATCCCCATTATTTCTGCTATATCTTTAAAAAAGCCATAGGAGTTACTCCAAAGGA -GTATAGGAGTGAAGCATAGCAAAATATATCTTAACAAATTTAAAAAAATATATACAAAAGTGTAAAATAA -AATAAATAATTTACTAATTTTTCAAAATATGATAAAATGAATTCAAAAATTTATACCAATACCAAAAAGA -TTTATATTGAAATGGAAACCATTTACATTCTATAATATTTTTAACATAGTTAATATGTACTAATCGTTCT -TTTCATTTTACTCCTATTCTTACATCTGCCAAAGAAAGTCAATACCTTATATACAATATTAGAAGAAGTA -CTATATATAGTTGAATGGTATTGGCTTATCTTTTGGCCAAGTGCTAAAAGATATCATCACAGAACTATTA -AGAAGGGAGGTCGAAAAGTCTAGATACATAGCCTGTTTTCCTATCATTTATTGAACCAACATGTATGCAC -TTGCATACAAATCTTTAAAATCTTATCAGCTATACACCTTTCAAAAAATTATATCTTCATCAAATCAATG -TAAATAGATTCAACAAGAAATCTGGCTAATTTGTCTTATAAAGGTAGGTAATATAGGCTTGGGTTTATAT -TGACTAAATACAAGTTTTAAGGAGGTTGATTGTGTTTAAAAAAATTAAAAAGTTTTCAGTTTTTATGGTA -GCTCTTTTATTTTTGTCTGTTTATAGTTTTAACTTAGTATTTGCAGACTATCCCATATTTTACCAGAGGT -ATACGGCCGATCCTTCAGGTTTAGAAGCCAATGGGAGACTTTATCTGTATTCTTCTCATGATGTATATGA -CCCTAACAAACCGGGTTATATAATGAATGACATTACATGTATATCTACCGATGACTTGAAGAATTGGACA -GACCATGGAGAGGTTTTTAAAGCTTCTGGCTGGGCATCATTATCTTGGGCACCGGTAGTTGTTGCAAAAA -ACAATAAATATTATATGTATTTTGGAAACGGTGCTGGAGGTATAGGTGTTTCGGTAAGCGACAGTCCTAC -AGGTCCTTTCAAGGATGCACTGGGAAAAGCTTTGATAAATGGGAGCACACCCGGGGTAAATCCCCCCAGC -GGATTTTGGTGCTTTGATCCGGGAGCCTTTGTGGACGATAACGGTCAGGCATATTTGTATTTCGGAGGAA -ACGGGGAAGGTAATACACGCGTTATAAAGCTCAACAGCGACATGATAAGTCTTAATGGTTCTGCATCTGG -TATTACAGCTCCAATCTTTTTTGAGGATTCGTGGATACACAAGTATAACGGCAAGTACTATTATTCCTAT -TCAACAAATTTCTCAAAGGGTGCTGCTACCATAGATTATATGATGAGCGACAATCCAATAACCGGATTTC -AGTACAAGGGCACCGTTCTGGCAAATCCCCCTTTAAACGAAGGCAACAATAATCACCATACTATATTTCC -ATTCAAAGGGGATTGGTATATTGCTTATCACAACAGGGCTCTTGCAATAGCCAATGGTGCTGCCAGCGGT -GATGCACGGACGTATCAAAGAAGTGTATGTATAGATAAACTCAATTACAATGCAGATGGAACCATGCAGA -AGGTTACAATTACGACAGATGGTCTTAAACAGCTTAAGTATGTAAATCCTTATGTAACAAACGAGGCCGA -AACCATGGCACAGGGAAGCGGGATCAACACGGAAGAATGTACCGAAGGAGGCCGTGATGTTGCCTTTATT -GAAAACGGAGACTGGATCAAGGTGAGAGGTGTTGATTTTGGTACTGCTGGAGCAGCCTCCTTTGACGCAA -GGGTAGCATCATCAACCAGCGGAGGAAATATTGAAATCCGTCTCGACAGCCTTACAGGAAAGCTTGTAGG -GACTTGTGTTGTTGAGAATACAAGTGGTTGGCAGAATTGGACTACAAAGACCTGTTCTGTAAGCGGTACT -ACAGGTGTCCACGATCTGTACCTGAAGTTTACCGGCGACAGCGGGTATCTGTTTAATCTAAACTCATGGA -GATTCAATACTTCAGGAGCAAAAACAGTATATGGCGATCTTGATGGCAGCGGTGATATTAATGCTATTGA -CTTCTCACTTATGAAGCAATATCTGCTTGGTTCAATAACCAAATTTCCTATAGAAGATGGGATAATTGCT -GCGGATTTGGATGCCAGCGGTACAATTGATGCGATCGACTATGTACTTCTCAAAGAATATTTACTTGGTA -AGAGGACCCAATTTCCTGCTGAATTATAACAAAGAAAATAGATTTTCTTTACCGATGAAAATCAGCAACA -GAAATTAGGCCGAAAAAAACGCATTTAGTTAAAAAAACAAAAATTTAAACGGAGGTTAATAAGTATGTTA -AGTAAGAGAAAAACCCGGAAATTCAGAATATTCAGTACCTTGTTTGTAGCACTTTTGTGTGCAACGATAA -TTACTAGCAGTTTTCCACTGACAGCAGATGCTGCAATGGCCACAGGAAAGGCTAAATTTGTTGGAAATAT -ATGGTATGATGGTAATGCACCAAGTAAGTATGCAGACTACTGGAACCAGATAACACCTGAAAATGCTACC -AAGTGGGGTCCCTGTGAACCACAGCAGGGTGTATACAATTTCAGCCAGGCTAAAGCAATGTACAATTACT -GTAAAACAAACAAGATTCCTTTTAAATTCCATACACTTATATGGGGTTCACAATATCCAAACTGGTTAAA -TAATCTTTCCGGTACAGCAAGAAAAACAGCCATCGAAAACTGGTACAAAGCGGCTGCACAGAACTTCCCG -GATGCAGAATACATTGATGTTGTTAATGAAGCTATGCCTGGACATGCTCCATTCCCATTTAAAAATGATA -TCGGTGGTGACAATGGCCTCTATGGTACAGGATGGGATTGGATAGTATGGTCCTTTGAAATGGCTCGCAA -ATACTTTCCAAATTCCAAGCTGCTGATTAATGACTATAATGTTTTGAATGAGTGGTCTTGCCTCGATCAA -TACATACCGGTTGTAAAAATATTGAAGGCCAGAAACCTGATTGATGGTGTCGGCTGCCAATCACACGGCC -TTGAAAAGACAAGTGCTGCGAATCTAAAGTCAAGACTGGACAGACTTGCCGCAACAGGAGTACCTATATA -TATTTCTGAATTAGATTTAGATATTGCAGATGATAACACACAGAAAAACAAGATGCAGGAGCTTTTCCCT -GTAATGTATGAACATTCTGCAGTAAAAGGTATTACTATTTGGGGATATTTACAAGGACGTACATGGATTC -CAAATTCTCACCTTCTACGCAGCGATGGATCTGAAAGACCTGCAATGACTTGGTTAAAGCAATATATGGC -AAAAGTTCCAGGTGAAGATGTACCTGTAGAAACAAGAAGTGCATTTTCAAAATTGGAAGCTGAAAGCTAT -AACGACCAATCCGGAATACAGAACGTTACATGTTACGAAGGAACAGAGGCTGTGGGATATACCGAAAACG -GAGATTATACAGTTTACAAGAATATTGATTTCTCAAACGGTGCTACCAGCTTCCAAGCAAGAGTATCAAG -TGCAACAACCGGAGGTAACATCGAAATCAGACTTGACAGTGCTACGGGCACATTGATAGGAACTTGTCCG -GTTGCCGGAACAGGCGATTGGCAGAAATTTTTGGATGCTAAGTGTACTGTCAGCGGTGTAAGCGGAAAGC -ACGACTTATATCTGAAATTCACAGGCGGCAGCGGTTACTTAATTAATCTTAATTGGTTCATGTTTAGCAA -CACTCCTGTTTCTACAGACAAAATAGGCGATTTAAATTCAGACGGACAAATAGATGCACTAGACTTCCAA -GTCTTGAAAAAGTGTATTTTAGGCACAGGAACAATTGAAAATACAAAACTTGCAGACTTGGATGCCAACG -GTACAATCGATGCCTTGGATTTTGTACTTATGAAACAATACCTTCTTGGACAAATAACAAAATTTCCTGC -TGACAAATAATTATTAATTGGAAAAGGGGTATTTAATACCCTTTTTCTAAAATAATACGATTTTAAAGAG -GTAAAAAATGAAAAAAGTAAGCAAAATTGCAGCTCTCTTATTAGTACTTACTTTGTTTATTCCAACAGTA -GGCTATGCAGACAATCCAATAGTGCAGACTTTATATACTGCTGACCCTGCCCCTATGATATATAACGATA -CATGCTACGTGTACACGGGACATGACGAGGATACACTGGTAAATGATTTCTTTACTATGAATGACTGGAG -ATGTTACTCCTCAACTGATATGGTGAATTGGACAGATAACGGTTCGCCACTGTCATACTCTTCGTTCAGT -TGGGCAAAAGGGGATGCATGGGCAGGCCAATGTATTCAAAGAAATGGAAAGTTTTATTATTATGTTCCTT -TGACCCCGAAAACCGGAGGGACGGCAATCGGTGTTGCAGTATCAGATAGCCCTACAGGCCCATTTAAAGA -TCCCCTTGGAAAACCATTAGTTAGTACTGGCAGCGGCGACATTGACCCGACAGTATATATCGATGATGAC -GGACAGGCTTATCTGTACTGGGGCAATCCAAACCTTTACTATGTAAAGTTGAATCAGGATATGGTTTCCT -ACTCAGGCAGTATTGTAAAGGTACCTTTGACAACTGCAAGTTTCGGAACAAGAAGTAAAACCGACAGACC -AACTACATACGAGGAGGGACCATGGTTTTACAAGCGTAACAGTTTGTACTATATGGTATTTGCAGGCGGC -CCCATATCAGAGCATATAGGTTATTCCACCAGTACCGGGCCTACAGGGCCTTGGACTTATCGTGGTAAAA -TCATGCCTACCCAGGGCAGCAGCTTTACAAATCATCCGGGGGTAGCCGATTTTAAAGGTAATTCCTATTT -CTTCTATCACAATGGTGCTTTGCAGGGTGGAGGAGGGTTTCACCGTTCGGTGTGTGTAGAACAATTTAAA -TATAATGCTGACGGTACTTTTCCAACCATAAATATGACTACAACCGGCTCTACCCAAATCGGCAATCTTA -ATCCATTTATTAAAACTGAGGCGGAAACAATCTGCTGGGAATCAGGTATTGAAACGGAAAAGTGCAGTGA -AGGCGGAATGAATGTAGCCTTTATAGAAAATGGGGACTATATAAAGGTAAAAGGTGTTGATTTTGGTACG -GGTGCAGCAGCCTTTACTGCCAGAGTTGCTTCTGCAACCGACGGCGGGAATCTAGAACTTCGGCTTGACA -GCCCAACAGGTAAACTTGTGGGGACTTGTGCAGTTACAAGCACAGGAGGATGGCAGACATGGGTCGATAA -GACCTGTACGGTAAGCGGTGCCGAGGGGATACATGACTTGTACCTGAAATTTACAGGTGGAAGCGGTTAT -CTGTTCAATTTTAACTGGTGGAAGTTTATCAAAGCTGGGAATACCTCTGTTATTGGAGATCTCAATGGAG -ACAAAAGCGTGGATGCGGCAGATTATGCCATGATGAAGAAATATCTTTTGGGATTAATTGAAGATTTTCC -GGCAGAAAACGATATTGAAGCCGGAGACTTAAATAAAGACAGCGTCATTGACGCACTTGATTTTGCAGTT -TTTAAAAAATATCTGCTTGGTACAATTCCAAGTTTACCATGATTAAATGAAAGGGGTTAAATAAATGATA -AAAAATATATTAACTAAAAAAACGATTTGGGGAATGGTGGCATTTGTTTTTGCTTTAACTCTAGTTTTTA -CAGTGCCTGATTCCAAGGTGCAGGCTGCAGCACTGCCTACCACACCACCGACAGGCTATGACCGAGTCCA -GAGTAACATTCCGCACGGTCAGGTTAGCTATATTAATTACCAATCTAAGGCAACAAACAGTCAAAGAAGA -GCAAGGATTTACCTGCCTCCAAATTATTCAGCAGACAAAAAATACAGTGTAATGTATTTACTGCATGGTA -TCGGTGGAAATGAAGACGAGTGGTACAATAACGGTGCACCTAACGTTATTCTTGACAATCTTATAGCTGC -AGGTAAAATTCAGCCATTTATCGTTGTATTACCAAATGGCAATGCAACAGGAACTGGTGTATCTGATGGT -TGGACTAATTTTACAAAAGATTTAATCGAAAGTCTTATCCCATATATAGAATCAAACTACTCCGTTTATA -CGGATCGTAATCACAGGACTGTTTGCGGTCTCTCAATGGGTGGCGGACAATCTTTCAATATCGGACTTCC -TAACTTGAACCTGTTCCCATATGTTGGAGCATTTTCACCGGCACCTAATACACTCCCTAATTCCCAACTT -TTCCCTAATGACGGAGCCTCAGCTAAGCAGCTGTTGAAATTCTTGTTTATTTCTTACGGAACTACCGACA -GTCTGATTAGTTTTGGTACAGGAGTACATAATTACTGTGATTCCCAGAGTATTCCAAATACTTACTTCCT -TATTCAGGGTGCAGGTCATGATTGGAACGTATGGAAGCAGAGCCTTTGGAATTATTCTCAAATGATATGT -GAAAAGGGTTTTACAGACTATGGCCCTGTTGCACCTGTATCAGCATTTACACAAATTGAGGCAGAAAGTT -TCACCAGTCAGTCCGGCGTTCAGACAGAAACCTGTACTGAAGGAGGTCTGAATGTAGGGTATATTGAGAA -TGGTGATTATGTAGTTTATAACAATGTAGACTTTGGCAGTGGTGCAACAAGCTTTCAGGCAAGAGTAGCA -AGTGCTGGGAATGGAGGTAATATCGAAATCAGATTGGATAGTATAACAGGTCCGTTGGTAGGAACTTGTG -CAGTTAAAGGCACAGGCGATTGGCAGACTTGGACTGATGCAAAGTGTACTGTAAGCGGAGTAACCGGAAA -ACATGACTTGTATCTGAAATTTACAGGTGGAAGCGATTATCTGATGAATTTTAACTGGTTCAAATTTGGT -AATGCGACACAGACTCTTACAGGTGATCTTAATGGAGATGCCAGTGAAGATGCAACAGACTATGCCTTGC -TGAAAAAGTATCTTCTTGGTCAGATTAATGACTTCCCTGTCGAAGACGACATTAATGCTGGAGATATGAA -TAAGGACGGTGTAATTGACGCTCTCGACTTTGCTGTCTTTAAGAAAATCCTTTTGGGCACAATCTAATCT -AGGTTAGCAGGTAAATTTTTAAATTTACCTGCTCTCCTTGTAACAAAAATAATTAAAAGGAGGAACCATG -TGATGCAATTTAAAAAGGTCTTCAGTATTTTATTGCTGGTATGTCTATTGGTTACACAAACGACTATAGT -CGGTGCATGGCAGTCTGATAATGACAACGGTACCTACACAAACCCGATTTTAAACGCTGATTATCCTGAT -ATTTATGCTATCAGGGTGGGAAGTGATTACTATATGGTCAGCTCCACTTTCGTATCATTTCCATCAATAC -CTATCCTTCATTCAAAGGATTTAATTAACTGGGAAATTATAGGATATGTTTCTTCGGATCTTAACGGTAC -AGGAAAATCTTATAATCTGACTAATACATTTGACGATTACGGACATGGCTGTTGGGCACCAAGCATTGCC -TACCGTAACGGTACATATTATGTGGGAATATATCAGGCACAGGGGAAGTTCATCATGTGTACCGCCACAA -ATCCGGCCGGCCCTTATACAAAAACGGTATACAATCAAGGATTTCATGACCCGGCACTTTTTATTGATGA -CGACGGTACAGGATATATCGTCTCTGAAGCAAACGATGTAAAGGTTACGAAGCTAAGTGCTGATTATAAG -TCGGTAGTGAACAGTCAGGTGACTACCCGTATTGAGGGTGCAACAGGAAATTACCTGGTTGAAGGCACAC -ATGTTATGAAAAAGAACGGATATTATTACATATTCCGTAATTCAACTCCTCCAGAATCATATACGTACTG -CCTCAGGTCAAAGAGTATATATGGCCCTTATGAAATGAGGATACTACTGAACGGTCCAAGCATTTCCGGC -GGAAGTCAGATTCACCAGGGGGGACCTATAGATACTACAACTGGTGAGTGGTGGTTCTATGTATTTCAGG -ATGGACAGGGATTGGGCCGCAGAGACATTTTGATACCTATGCAGTGGCAGAATGACTGGCCGATTCTCGG -AGACCCTTCTACAGTAAAAAATGTAAGCATAGCAGGAAAAACCTATCCTATGGGTACCGTACCGGTTACA -TATAAAAAACCGGATGTAGGTGCAACATACCCAATCCTTACAATTCCGAATTCTGATGAATTCAGTTCAA -CAACAATGGGAGTACAGTGGCAGTGGAATCATTACCCTGACAATACAAAGTGGTCTTTAAGCGAGCGACC -GGGCTATCTCAGACTTCACGCTAAAAATGCAAATAATCTGTGGAGGGCCACTAACACTCTTACACAAAGA -GTGGAAGGGCCGGATTGCCAGGGTACAATAGAGCTTGACACTACCAATATGTTAGATGGGGATAATGCTG -GACTATGCCTGCTTAATATTCCGTATGGAACCATCGGGGTAAGCAAATCCGGCGGAGTAAAAAGGATAGT -TGCCAATATCAACGCTAAAAAGGATACGGCAGGAACAATTACAAATGGTCCTACACTTACCGGAAATACT -GTCTATTTAAGGGCTAAAGCAGATCTTATCAGTAATAAGGCAACTTTTTTCTATAGCACGGATAATGTGA -ACTTCACTCAGCTTGGAGGAACATTAAGTATGCCCTTTGACTTGGGATTTTTTCAGGGGGACAAGTTCGG -TATATTCAATTATACAACTGCTTCCTCGGGAGGTTATGCAGATATTAACTGGTTCCGATATTATACTTCT -GCGGGGCCAAATACTCCTATTCCTGACATTACGTTATCTGCCTTTGAAAAAATAGAAGCAGAAAGCTACA -ACTCCCAATCGGGAATCCAGAATGTAACTTGTGATGAAGGAACCGAGGCTGTAGGCTATACCGAAAACGG -CGATTACGTTGTATATAAGAATGTTGATTTCGGAAGCGGAGCAAATGGTTTTAACGCCAGAGTATCAAGT -GCAACGGTTGGAGGTACGATTGAAATCAGGCTCGACAGTGCCAATGGTACATTAATAGGTTCTTGCCCTG -TTGCGGGAACGGGAGGGTGGCAAGCTTTTACAGATGCAAATTGTACCGTAAGTGGTGTAAGTGGTAAACA -TGACCTATATTTGAAATTTACAGGTGAAAGCGGATATCTGTTTAACATCAACTGGTTTAAATTCAGTAAT -ACATCTGTTATTTCAGATAAATTAGGTGATGTTAATTCTGACGGACAGATTGATGCCATTGACTTACAGC -TCATTAAAAAATATATCCTGGGATTGGGAGAAATCGAGAACATAAAAACTGCTGACCTGGATGGAAACGG -CGATGTAAATGCAATTGATTTTTCCCTTATGAAACAGTACTTACTGGGGCTAATTACCGAGTTTCCAGGG -TGAAACTCGGTAATAACCCACGCATCTCAACCGTATCCCAATAAATAAAATTTAACTAAGTTTATTAAGA -AAGGAAGGGAAAAAATATGAATATATTTAAAAAAGGTTTTTCAATTTTTTTAGGCTTGTTCATGATAATA -TCATCATTCGGTTCCATGGTTAACGCTGCAGCAAACCCAAATCCGTCATGGAACGTTGACGAGAGGGTTA -TATTTCACAATCAGTGCAGCCCATATGATTACTATGCGGCTAAAGACCCTACTATCGTTTATTATAACGG -TAAATACCTTGTTTATTACACAGGTGCAAATAAAAGCGGCGGTTGGCAAATGTGTTTTACCTCAGCTAGC -ACAATTTCCGGTCTGAAAACAGCTCCACGTACCTATATGAGTAAAATAGGAGAAAGCTATTTCTGTGCAC -CTGAATTGTTCTACTATGAACCGCAGAAATTATGGTACCTTGTTTACCAGGATGGTACGCACGGGGCAGC -TTATGCAACTACAACAACTCCTGATGATCCGAATTCATGGTCCGGGCCAAAATCCTTTGGTATATCCGGC -AACATGGGATGGGATTATTATATAATATGCGATGATCAGTACGCTTATATGTACAATACACCAAGTGATG -GATCAGGAAAACTCTATATGAGAAAAACCACTCTGGCAAACTTCCCTAATAAGGGCTGGAGCACACCTAC -TGTTGCATGCTCAAATGTTTTTGAGGGAGCGGCGGTCTATAAGAGTCTTGCCGATGGTCAGTACTATATG -CTTATTGAAGCAATGATAGATGGCAGAAGCTACGAGTTGTTTACATCCTCCAGTGCAGGAGGCCCTTGGA -CTCTGGTCAATAATAAATGGGCAACAAGGAGCAATCTTACAAAATATAATGCGGACAAGTGGACAACTAA -CGTATCACATGGTGAACTTATACGTGCAGGATATAATCAGAAACTAGAAATAAATGATATAAACAAGGTG -GATTTCCTTATTCAGGGTACTACCAATATGAACGCTGAATATCAGCAAATTATATGGGATTTGGGCCTTA -TCAGAAATTATACCGGAAGCCCCGATACGCCTGTTACACCAAGAACTGCTTTTGAAAAAATAGAAGCTGA -GAGCTGGAATGACCAGTCTGGAATCCAGAATGTAACCTGCGATGAAGGTACCGAGGCTGTGGGTTATACC -GAAAACGGAGATTACAGCGTATACAAGAGCATAGATTTCGGAAGTGGTGCTACCAGCTTCCAGGCAAGAG -TATCAAGTGCCACCAGCGGAGGCAAGATTGAAATAAGACTTGACAGTGCAACTGGTACCTTGGTTGGAAC -TTGCACAGTTAGCGGAACAGGCAGCTGGCAGACCTTCGCGGATGTGAACTGTACTGTAAGCGGTGTAAGC -GGCAAACATGACTTATACCTGAAATATATAGGAGACAGCGGATACTTAATCAATCTTAACTGGTTTAAAT -TCAGCAACACACCTGTTGTTTCAGATAAATTGGGTGATGTAAATTCTGATGGGCAAATAGATGCCATAGA -TTTACAATTATTGAAAAAATATCTTTTAGGATCCGGAACAATAGAAAATACAAAGCTTGGTGATTTGAAT -GCTAGCGGAGATGTTGACGCAATCGATTTTTCACTGCTCAAACAATACCTTCTTGGGCAGATAACAAAAT -TCCCTGCTCAGGCGTGATATTGGAGTCGGTAAAGCTTCTTCGATATCATTTTATGGATAGTCAAAATTGA -TTTTAGGAAAGAGGTATTTTTATGAAAAAAGTTTGCAAGATATTAGTACTTTTACTTATTTTTACTACGC -TTTTTTCATTCGTATGTTATGCGGATAACCCGATTGTGCAGACGTATTACACTGCTGATCCGGCATCGAT -GATTTATAACGACACTTGTTACCTGTATGTCACACATGACGAGGATACGACTGTAAATAACTTTTATACC -ATGAACGAATGGAGATGCTATTCAACAACAGATATGGTAAATTGGAAAGATTGCGGTTCAGTACTGTCTT -ACAAAACATTCAGCTGGGCAAAAGGAGATGCATGGGCAGCACAGTGTATACCTAGAAATGGAAAGTTCTA -TTTATATGTTACACTTACTAACCAATATGGTGCGAGAACAGTAGGTGTTGCAGTGTCAGACAGCCCTACA -GGACCATTTAAAGACGCTCTTGGGAAGCCTTTAATTGCAAATAACGGGGCACAGGATATTGATCCTACCG -TATTTATCGATAATGACGGGCAAGCCTACTTGTATTGGGGAAATGGCAATGCATACTATGTGAAATTAAA -TCAGGATATGATTTCCTACTCAGGAAGCATAGTACAAGTAAACCCAAAGCCGTCAGGGTATATAGAGGGT -CCATGGCTTTATAAACGAAACAATGTATACTATTTGGTATATGCAGGTATGGGTTCAAATGGCGAAAATA -TACAATATGCTACAAGCAACAGTCCTACAGGCCCATGGACTTCAAAGGGTGCTATTATGAACTCAAAAAA -CAGCTTCACAATTCATCCTGCCATAACCGACTTTAAAGGAAAATCATACTTTTTCTATCATACAGGTGAT -TTGCCGGGAGGAGGCAGCTACAAACGTTCAGTTTGTGTAGAAGAGTTTAAATACAATTCTGACGGTACGA -TACCAACTATCCCTATAACTAAAACCGGCCCTGCTCAGGTTCAATACCTTGATCCATTTGTTAAAAACGA -GGCTGAAACAATCTGCTGGGAGTCCGGAGTTGAAACAGAAATATGCAGTGAAGGCGGAATGAATGTAGGC -TTTATCGAAAACGGGGATTATATAAAGGTAAAAGGTGTAGATTTTGGCTCGGGAGCATCATCATTTGTTG -CCAGGGTTGCTTCAGAAACAAGCGGCGGGAATATAGAACTACGACTTGACAGTCCTACAGGCAAACTGGT -TGGAACTTGTTCAGTAAGCGAAACGGGCGGATGGCAGACCTGGAGTGATAAGTCCTGTACAGTAAGCGGT -GCTGAGGGAGTACATGACTTATATCTGAAATTCACCGGAGGAAGCGGTTACCTGTTTAATTTCAATTGGT -GGAAGTTCGAAAAAAGCGGAACACCTACAATTGTTGGAGACCTCAATGGGGATGACTGTGTAGATGCTGC -AGATTATGCATTGATGAAGAAATATATTCTGGGATTAATTAATGATTTTCCTGTAGATAACGACATTGAA -GCAGGAGATTTAAATAAGGACGGAACTATTGATGCACTAGATTGTGCCGTTTTCAAGAAACTTCTGTTAG -GTATTATTTAAAAATTACCCGGGTAGAACTATGGTATTTTAGTCCATATATGGTTTAAATTGTTATATCT -GAATTTGTAAATTGGTTAAGGAGGCAAACATGTTAAAAACTATGAGTATACTTCTACCATGCTTATTGAT -ATTTTCACTTATATTCAGTGTACAAATACCTTTATCAGCTTCAGCAGCAAATGTTGAACTCCTAAAGCAG -TTCGACATGGAACAGGTAAAAATAACAGATACATATTATGTAAATGCACTTAATAAAGAGGTTGCCTACT -TGCAGGCAATTGATCCAAACCGTTTGTTGGTGGGTTTTAAGAAAACAGCTGGCTTATCAACAACTTATAG -CTATTATGGAGGGTGGGAAAACAATACCCTGATTCAAGGCCATACCATGGGACATTACATGTCGGCACTT -GCTCAGGCTTATAAAAACACTAAGTCCGACCCGACAGTAAATGCAGATTTGAAAAGCCGTATCGATTTGA -TTATATCCGAATTGCAGGCTTGTCAGAATAAAAACGGCAATGGATATTTGTTTGCAACTCCGGCTACCCA -ATTTGATGTTGTTGAAGGAAAGGCGTCCGGTTCAAGCTGGGTACCGTGGTATACCATGCACAAAATCATG -TCCGGTCTTCTTGACATTTATAAATTTGGAGGCAACCAAACCGCATTGACAATAGCAACCAACTTGGGAA -ATTGGATTTACAAAAGAGTAAACGCTTGGGATTCTGCAACACAGTCAAGGGTATTGGGTGTTGAGTATGG -AGGAATGAATGACTGTCTCTATGAATTGTATAAGCTGACTGGTAATGGCAACCATTTAACAGCAGCACAT -AAATTTGACGAAAATTCACTATTTAACACCATCGCTGCAGGCACAAACGTTTTACCCGGAAAACATGCCA -ATACAACTATCCCGAAATTCATCGGTGCTTTGAATCGCTACAGCACTCTAGGAACATCAGAATCATCATA -CTTAAAAGCGGCACAGCAGTTCTGGGCCATAGTTTTGAAAGACCATACATATGTAACAGGGGGCAACAGC -GAAGATGAGCGTTTCAGGGACGCTGGCAAACTGGATGCATACAGGGATAATGTAAATAATGAAACTTGTA -ATGTAAATAATATGCTGAAGCTGACTAAAGAGCTGTTCAAGGCAACGGGCGACGTTAAATATGCAGATTA -CTATGAGAATGCATTGATAAACGAAATCATGGCTTCACAGAATCCGGAAACCGGGATGGCTACGTACTTC -AAGGCTATGGGAACTGGATATTTCAAGGTATTCAGTTCCCAATTCAATCATTTCTGGTGCTGTACGGGAA -CGGGAATGGAGAATTTCACAAAGCTGAATGACAGCCTGTATTATAATAATGGTTCCGACCTGTATGTAAA -CATGTATCTGAGTTCTACCCTGAACTGGAGCGAAAAGGGTCTTTCACTGACACAGCAGGCCAATCTGCCA -TTATCAGATAAAGTAACCTTTACTATCAACAGTGCTTCTTCATCAGAAGTGAAAATTAAATTCAGGTCAC -CAGCATGGATTGCTGCAGGACAAAATATTACGGTCAAAGTTAACGGTACTCCAATTAATGTTGACAAGGC -GAATGGCTATCTTGACGTCAGCAGAGTGTGGCAGACAGGAGATACGGTTGAGTTGACCCTGCCCACCGAA -GTAAGGGTATCCAGACTGACTGACAGCCCCAATACGGTAGCCTTTACATATGGTCCCGTAGTATTGAGTG -CAGGTCTTGGAACTGAAAGCATGACAACTCAATCACACGGGGTCCAGGTTTTAAAAGCAACGAAAAATGT -GACTATCAAAGAGACTATTAATATTAATACCGCCGCCAGTCCCAGCATTGACAATTGGCTTGCCAATATA -AAGAACAATTTGGTTCAAACGCCTGGGAAGCTGGAATTTACATTGAAAAATACCGACGAGGATAACCATT -TGGTATTCACACCTCATTATCAAAGATACAAGGACAGGTATGGTATCTACTTCAAGCTGGGAACGTATGA -GGGTAAACAACCCACGGATAATTTGCTTGACAATCCGGATATTGAGTCAGGGAACACCACAGGATGGACT -GTGAATGGTGCGGGTACAATTGCCTCTTCAACAGTACAAAAGCACTCGGGAAGCTATAGTCTGCTGCATA -CAGGCAGGACAGGAGCCTGGAACGGGCCTATTCAGAACATTACAACAAAAGTTCAGAATGGTAACACGTA -TACTTGTTCCGGCTGGGTAATACTGGACAACACTGCCAGTGCCCCGATAACAATGACTATCAGAAAAACG -GATGACAACGGAACTTCCTATGTCAATATTGCCACTGCTACCGGAAGCAATAGTTCCTGGGTTCAATTGT -CAGGTAACTATACCTTAAATGTTACAGGTGCATTGACTGACCTGAGTATATATTTTGAAGGACCGGACAG -CGGCACCAATTTTTATGTGGATGATGCCTTAGTTAAGGTTTATGGCAAAACTACCTTCTATCAGAATACT -TCTTTTGGCGGTACTGCGGTGTCGCTGAATCCAGGCAGCTATACTACTGCTCAGCTCACTGCTGCAGGTA -TTTCTGATAACTGGGCATCATCAATCAAAATACCTGAAGGCTATACGGTTGAGATTTATGATGATGACAA -TTTCACTGGTACAAAGTGGTCTTTTAGTGCAGATAATTCGAACTTTATAGAAGCCGGATGCAATGACAAA -ATGTCTTCCGTGAAAATTTTCCCCACTCTGAGTCAAGTGAAGTATGGGGATATTAACAGGGACGGTACTG -TAGATACTATTGACTTTGCACTTTTAAAGCAGTTTTTGTTGGGTGCTCAGGTCACAATTGATTCGGTAGC -GGCTGATTTGGACGGCGATGAATCTGTGACGGCAATGGATTTTGCGGTATTTAAGAAGTATCTGCTGGGA -CAAATAACAGAGTTGCCTGCTTTTTGATGTTCCGATGGAATTATTTGATTCCAAATTTATTGATATAGCA -AATCAGCCGATTCGTTCTGGTTTTAGAACAGTCTAAATAACGAAAATTTAGGGGGGATAAATAGAATGAA -AAAAGTTCGTACAGTCAGTACAATTATCTTTTTAGGACTTATGATTACCGTAATTATGGTTTTGAATACT -GGTGCATGGGATAACGGTCTTGCAAAAACACCACCGATGGGATGGAACAGTTGGAACATATTCCATGGAG -ACATTAATGAAACTAAAATCAAACAGATTGCTGATACCATGGTAAGCTCGGGTATGAAGGAAGCTGGCTA -TGTATACCTGAATCTGGATGATAACTGGATGGCAAATCCTGCAAGAGATTCCAATGGGAACTTGCGGGCC -GATCCTACACGATTCCCAAGTGGGATTAGGGCTTTAGCTGATTATGTACATGCAAAAGGTCTCAAACTAG -GGATATACGGATGTCGTGGAACAATGACCTGTATGAATATTCCTCAAAGCGGAAGCAAGGGTTATGAGGA -CAAGGATGCAAAGACATTTGCTTCATGGGGAATTGATTACCTTAAATATGATAACTGCAATATACCTAAC -GGAAGTGACATGAAAACCGATTACCAGAAAATGCAGACCGCTCTTGCAAATTGCGGAAGACCAATAGTAT -TCAGTATATGTGCATGGGGATATCAGAGCTGGATGCCTGCAACAGGTAATTTATGGCGTACTACCGGGGA -TATCGCTGATAAGTGGGATAACGGAAACGAATGGTTCAAAGGTATTATAAATGCAATTGATGGTAATGCA -CAATACACAAGTTCAGCCGCACCCGGTGCATGGAATGATCCTGATATGCTTGAAATCGGAAACGGTGGAT -GTACAACAGAGGAATACCGTACACAGATGAGTATGTGGAGTATGATGGCTTCTCCCCTTATTGCAGGAAA -TGATATAAGGACCATGTCACAGACAACAAAGGATATTCTATTGAATAAGGAAGTAATAGCAATAGACCAG -GATCCTGCAGGAGTTCAGGGAAAAAGAGTTAAAAGTGCAAATGGTCTTGAGATTTGGGTAAAACCACTGG -GTACGAATGGTACAACTAAGGCAGTTGCTTTATTGAACAGGAATTCGGCAACATCCAATATTACAGTTAA -TTGGTCAGATATAGGTGTAAGTGGAAGTGTTACGGTCAGGGATTTGTGGGCTAAATCTGACAAAGGCAGT -TTTACGGGCTCATACACAGCGTCTGTTCCTTCACATGGAACTGTTTTGATTAAGATTTCCACTGAGCCGC -CGGCACCTGTTGATGCAACAAAGCAAATAGAAGCAGAGAGTTATAGCAATCAGTCAGGAATCCAGACAGA -AACCTGTTCGGAAGGCGGAGAGGATGTAGGCTTTATCGAAAACGGGGACTATACTGTTTACAGCAATGTG -GATTTCGGTGATGGAGTCGGAGGCTTCCAGGCAAGAGTAGCAAGTGCGACCAGCGGAGGCAATATTGAGA -TTAGACTTGACAGCCCTGCCGGGACTTTAATTGGAACCTGTCCGGTTGCCGGAACAGGGGATTGGCAGAC -TTATACTGATGTAAAATGTACTGTCAGCGGGGCAACAGGAAAACATGATGTATACCTTGTATTTAAAGGA -GATAGCGGATATTTATTCAACCTTAATTGGTTCACATTTACTCCAGGAAGTGTCAATACGGGTACATTGG -GTGATTTAAATTCCGACGGACAAGTAGACGCGATAGATTTACAGTTATTGAAAAAGTATATTTTAGGACT -GGGAGCAATCGAAAATACAAAACTGGCAGATTTGGATGCCAACGGAGATATCAATGCAATAGATTTTTCA -CTGCTGAAACAATTCTTACTAGGCATAAGGACCAGCTTTCCGGGGCAGGGGGCAGCATAATTTAGCGATA -TCCTGATAGGAGGTTGAAAATGAAAAGAAAGATTTTATCTGTTCTTTTGCTTGTCACAATGACTACAGCA -TTGTTTTCAGCTACACCGATGAATACCGCTTCAGCCGCAAGTACGGACTTTGTACTAGACGGAAACAATA -TCAAAGCGGGCAACATCAACGGTCTCACATTTAAGGGGTTCGGCGTCCTCAGTGGAAACAGCTCAAGTGC -ACTGTTGATGGATTACAAGTCGGAGCATCCTGAGAAATATACAGAATTACTGCAAATTCTGTTCGGTGGA -AAAAATCCGATTATGACACATGTCAAAATTGAGATGGGTAATGACCGTAACAACTCCACCGGACCAGATC -CCTCAACAATGCGTTGGGAAAATGAGACGGCTAATGTCAAAAGACACCCCGGATTTCAACTTGCGGCTGA -TGCCAAGAAGGTGAACCCCAATCTTAAAGTCAGCATATTACGCTGGAATGCCCCCGGTTGGGCAAATAGC -AATGATAAGATTTATACATGGTATAAGAACACCATATTAGCAGCATACCGTCAATATGGTTATATGATTG -ATTACGTAAACCCGGGGGTCAACGAACAAACACCGAATTTAACCTGGACTAAGCAATACGCCCAGCGTAT -CAAAACAGACAGTACAGGTTTTAACAATGCTGAAGAACGGGCACTTTACAACAATATTAAGGTGGTGATT -TCCGACGAAGTTTCCGTCGGTTCCTTCGGGGATGATATGGTCAGTGATTCCACCCTTCGTGATGCCGTAT -CTGTCGCTGCATATCACTATAATACTGATGACAATAGCTTGGGAAGTTTCAAACAGCTTGCCGAATCCTT -TGACAAAGAGGTGTGGAATAGTGAAGCACAGGCCACTTTTAGTAATTCGTCCTTTCGTCCCAATAACAAT -ATGAAAGATCCAACAGTAGCAGGAACCGGCATAGGAGGCACAAATGGGCCACTGGAAATGGGAAATACTG -TTATAAAGGGGTTTGTAAATTCAAGGAGGACACATTTTATCTATCAGCCAGTCATTGGGTCCTTCTATGA -GGGTGGGCAGTACTCTTTTAAGGAATTGGTATCCGCACGTGATCCTTGGTCCGGGTGGATTCACTATGAT -GCCGGTCTTGTCATACTTCGGCATTTCAGTTGGTTTTCAAAGGCTGGCTGGGAAAATGAGAGTAATACCG -CAGGGGTTTGGAGGGCTGTACCTCAGGCGAGTTTCACAGGTGCGACGGGTACGAATCCTGTTAATGGGCG -TAATGGCACTCCCAGTTATATGACACTAGCTTCTCCGGACAAGCATGATTTTTCAACTATCTTCATTAAC -GATAGTGAATATTCCAAAACCTACACGTTTAAGACCATCAATATGGCTTATTCGGGAAACCCCTCGCTGG -AAGTATGGGAAACTAGAGCAGCTGATAAGGGAGCATCTTTTAATAGTAATTACATGAAGTACACTGGAAC -GGTTTCCACAAATAGCAGCGGAGTTTATACAGTAAACGTAAAACCTTATTCGATTGTTACAGTTACAACA -TTAAGTAACAGTGGAAAAGCAGAGTTCAATACGCCTCTTCCGGTGGAGGGGGACCGCCCGGTTCTGGATA -CAGACAAGACAGGTTCAATGCAGGATACCAGGGATAATATATTATATGCTGACAACTTTGATTATTCCAG -CAAAACTGCCCCTGTCATAGCGGAGGGGGGACAAATCACAGGAACCCAAAGTTATATAGATTCCCGAGGA -GGCTCAAAAAGTGCTATACCACGTTATGCCAGCGACAGAAACGGTGCATTTGAAGTGTATCTTCCTGACG -GGTCCAGCAACTATATCCTTCGCCAACAGGTGAATCAGTCAAGTATGGGGCTTGGGGGCACATGGAATAA -TGGTAATCCAATCACCGGCATTGGAGATAACCGTTGGATGAACTATAAGGCAAGTGTGGATGTTTCATTT -GAACACAACAGTACAGAGGGCGGTAACAATTATGCTGCAATCGGTGCCAGACAGCAGGGTGGTGAAAATT -CACACTACTTAAATGGTACTCCTTATATACTGAAATTCTGGTTTGACGGCGGTTGGTCGCTACTAGTAAA -TGGAAGTTCCGTGGCAAATGGTAATGTAGCAAGCGGCTCGGGTGGAGTGAAAATCAGTGGTTTTAATACA -GCTTATAATGCATGGCATAACATCTCTATCATGGTTGCAGACAATAAGGTGACTGCGTATCTGGACAATA -CCATCCTTTATACCTATACAGATACTACCCAAAGATTGTCCGGGCGTATTGATCTGGCAAGCGGCTATTA -CAATACTTGTTTTGACAATTTGAAGGTTGAAACAATAGACGGTTATGCACCTTACTACTCTGAAATGCTG -GACAATCTGGAAATGTACGATTTGTCTTCTGTTTCTGCTACAAAGCTTGTTTACGGCGGTTCTTGGGCAC -ATGAAAACGGCAAATCCATGTACAATTACCAACGATCACTTTCCACGAGCCAGGGAATAGGTGCTACTAT -TCAGTATTCATTCACTGGCACCGGGCTGGACATTCTTGGAGCCAACAACGGTTCTGCTAAGTTAGAGGTA -ACTGTTGATGGAAGAGTTGTTAATTCCTCAGTGGGAACCATGGTTTCAGGGAATTTACACCAAAACTTTA -CGCTTCACGGTCTTGAGTACGGTAAGCATACGGTTTGTTTGAAGGTGTTAAGTGGTACTATGGTTGTCGA -TGCTGTTGGGGTTGTTGCAAACATAGCCGGTGCTTCGGAGATACCCGTTGAACAATCTGCGTATTCAAGG -ATAGAAGCAGAGAGCTACAGCAACCAGTCAGGAATCCAGACAGAAACCTGTTCGGAAGGCGGAGAGGATG -TGGGCTTTGTTGAAAACGGCGACTATACTGTTTACAACAATGTGGATTTCGGCGATGGTGTCGGAGGCTT -CCAAGCAAGAGTAGCAAGTGCAACCAGTGGAGGCAATATTGAGATCAGGCTTGACAGCTCTACCGGGACT -TTGATAGGAACTTGTCCTGTTGCCGGAACAGGGGATTGGCAGACTTATACTGATGCAAAATGTACTGTCA -GCGGGGTAACAGGAAAACATGATGTATACCTTGTATTTAAAGGAGATAGCGGATATTTATTTAATCTTAA -CTGGTTTACATTTAGTGAGAAAACTGTCATAGGGAATTTGGGTGATATAAACTCGGACGGACAAGTAGAT -GCAATAGATTTACAGGTATTGAAAAAGTATCTTTTGCAACTAGGGGAAATTGGAGATACGAAGCTGGCAG -ATTTGGATGCCAACGGAGAAATTAACGCAATCGATTTTTCATTACTCAAACAATTTTTACTGGGTACTAT -TATTAGTTTTCCGGGAGAAGCACTATAAGGGGACATCACCGTTCCATATGTGTGAAGAATTACAAATATA -ATATAAGGAGGCTTTTTTGGTATGTTGAGAAAGAAAATTTTATGTATATTTCTTGTGACTGTATTAATGC -TAACTATATTACCAATACCTCAACAGACGGTAATGGCTGATACAGGGGTACTTAAGGAACTTAAAGGAAC -TGACATCTACAACGGATTAAGGGGACTGAATTTTAACGAGGGTTGGAAATTCAATAAGGGGGATGTAAGC -AACGGCCAGAGTACCGGGTATAATGACAGCGGCTGGTCAGGTGTTACACTGCCACATGACTGGAGTATTT -ATAACACTTTTAATAAATCCTCAGCAGCGGGTGCAGGAGGAGGTTATCTGGATGGAGGAATCGGATGGTA -CAGGAAAACCTTTACCGTACCTTCGGATTATACAGGAAAGAAGGTATTCATTGAATTCGACGGAGCGTAC -ATGAACAGCCAGGTATGGATTAACGGTACTTTGCTGGGAACCCGTCCATATGGCTATTCATCCTTTGAAT -ATGATTTAACTCCATACCTCAATATAGGTGGAAGTAATGTTATTGCAGTAAGGCTCAACAATAACCAACC -CACTAGCCGCTGGTATTCAGGAAGCGGTATTTATCGGAATGTATGGCTGACAGTATTAGATCCTGTGCAT -GTGACATACTGCGGAATGTTTGTAACAACACCCACGGTCAGCAGCAGTTCGGCCACCGCAAACGTCAGCA -CAAAGGTATTGAATCAGGGAAGTACTGCAAAATCGGTATCATTAAAAACTACAATTACCGATGCGGAGGG -TAATGTCGTAGCCACAAATACTTCTTCAGTGGCTAGTATAGCTGGCAGTGGTAGCAATACCTTCAGTCAG -AATCTGACAGTATCAAACCCGCATTTATGGTCTCCCGCTTCACCATACCTATATGCTGTTCAAACCCAGG -TTATTGTGGACGGAAATGTAACAGATACATATAGTTCTACATTGGGAATCAGATATTTCAGCTTTAGCTC -CACATCAGGCTTTTCACTTAATGGTGTAAATATGAAGATAAATGGAGTGTGTCTGCATCATGATTTGGGT -TCTCTTGGTGCGGCTGTTAACTATCGTGCAATTGAAAGAGAACTTCAGATTATGAAGGATATGGGATGTA -ATGCAATTCGTACTTCACATAACCCGCCAGACCCGCAAATGCTGGAAATATGTGACAGATTAGGTTTGAT -GGTTATGGATGAAGCATTTGACTGCTGGGAAACAGGAAAAAATTCTAATGACTACCATCTGTACTTTAAC -AATTGGGCACAGACCGATCTTCAAGCAATGGTTACAAGGGATCGTAATCATCCGTCAATTATCATGTACA -GCATAGGCAATGAGATTCCTTCACCAAGTGTAGCTACAGCGACAAAGCTTAAGAATTGGGTAAAAGATGT -TGATAACACACGACCAGTCACATTGGGAACTTTCGCCGTAAGCATGGGTGATGCAACTCCGCAGGCGGTC -GCAAGTGTTCTTGATTTAGTGGGCTATAACTATTTTCCATACATGTACGACGGAGGACATAACAATCATC -CGGAGTGGAAGATGTTTGGAAGTGAAACGAGTTCAGCGGTCAGAAGCCGCGGGGTTTATAAAACACCCAC -CAATAAAAACATCCTGACTGACAGTGATAACCAGTGTTCCTCTTATGATAACAGTGTGGTCAGCTGGGGC -AACAGTGCTGAATCTTCCTATAATGAAATTAATAAAAGAAATTACATGGCGGGTGAATTCATATGGACAG -GATTTGACTATATCGGTGAACCTACACCTTACGAATGGCCGGCAAAAAGTTCGTATTTTGGAATAGTGGA -TACATGCGGGTTCCCGAAAGATATCTACTATTTCTATCAAAGTAAGTGGAGTACTAAACCGATGGTTCAC -ATACTCCCACATTGGAACTGGTCTACGGGTACTAATGTAGAGGTATGGGCATACAGTAACTGCGATACTG -TAGAACTATTCCTTAATGGGAAGTCACTTGGCTCGAAAAGCGTTGGAACAGCAGGACATCTTTCATGGAG -TGTTCCATGGTCTTCAGGGACATTGCGGGCAAAAGGTACAAAGGGCGGCACTGTGGTATACGATGAAGTC -GTCACAGCAGGTACTCCTTCAAAAGTCCTGTTGAAGCCTGACAGAACTTCTGTTAAAGCAGACGGTAAGG -ATTTGATATATATCGAAACAGATATTGCAGACGGCAACAATGTGACTGTCCCCACAGCTGACAATACAGT -GAATTTCTCCATATCAGGTCCCGGTGTAATTGTGGGAGTTGATAATGGAAATCCAATAAGTACGGAAGCA -TATAAAGGCAGCAGTCGTAAGGCTTTCAACGGTAAGTGTCTGGTAATTGTCCAGCCTACCAAAGTTAATG -GAACAATTGTAGTAACGGCAAGCTCCAACGGACTATCCTCTGGAAGTGTTTCCATCGCTTCAACAGGAGG -AGCAGAAGCACCCATCGTATCTGCCTATAAAAAGATTGAGGCCGAAAACTACGATAATCAGTCTGGAATC -CAGACAGAAGCCTGTTCGGAAGGCGGACAGGATGTAGGATTTATTGAAAACGGGGACTACACTGTTTACA -ACAATGTGGATTTCGGTAGCGGTGCCGAGAGCTTTACGGCAAGAGCAGCAAGTGCTACTAGCGGAGGAAA -TATTGAGATCAGACTTGACAGTCCTAACGGGACTTTAATTGGAACTTGTCCAGTTGCAGGAACAGGTGAT -TGGCAGACTTATGCTGATGTAAATTGCAGTGTCAGCGAGGTAAGCGGAAAACACGACCTGTATCTAAAAT -TCACCGGGGATAGCGGATATTTATTTAATATTAACTGGTTTACATTTACTGCACGGAATTCAGCAAAATT -GGGAGATTTGAATTCCGATGACCAAATAGACGCGATGGATTTCCAGTTGATGAAAAAGTATCTGCTGGGA -CTGGGAGAAATTAAAGATACAAAGCTGGCCGATTTGGATGCAAGTGGTACTATTGATGTTTTAGATCTGA -TGCTGCTCAAACAGTACCTGCTAGGCACTATAACTTCTTTTCCGGGGCAGGGTACTTAATTGCCTCGAAA -GTATGAAATATATTTAACTTAAAAACTAATTTGGAAGAGAGGAAAGAAGATGAAACATTTATATAAAAAA -GGTTTTTCCATTATTTTCTGCTTATTTCTAATACTGGCAAGTGTTTCTGCGGTTAACGCTGCGGCAAACC -CAAATCCGTCATGGAACGTTGACGAGAGGGTTATATTTCACAATCAGTGCAGCCCATATGATTACTATGC -GGCTAAAGACCCTACTATCGTTTATTATAACGGTAAATACCTTGTTTATTACACAGGTGCAAATAAAAGC -GGCGGTTGGCAAATGTGTTTTACATCAGCTAGCACAATTTCCGGGCTGAAAACAGCTCCACGTACCTATA -TGAGTAAAATAGGAGAAAGCTATTTCTGTGCACCTGAATTGTTCTACTATGAACCGCAGAAATTATGGTA -CCTTGTTTACCAGGATGGTACGCACGGGGCAGCTTATGCAACTACAACAACTCCTGATGATCCGAATTCA -TGGTCCGGGCCCAAATCCTTTGGTATATCCGGCAACATGGGATGGGATTATTATATAATATGCGATGATC -AGTACGCTTATATGTACAATACACCAAGTGATGGATCAGGAAAACTCTATATGAGAAAAACCACTCTGGC -AAACTTCCCTAATAAGGGCTGGAGCACACCTACTGTTGCATGCTCAAATGTTTTTGAGGGAGCGGCGGTC -TATAAGAGTCTTGCCGATGGTCAGTACTATATGCTTATCGAAGCAATGATAGATGGCAGAAGCTACGAGT -TGTTCACATCCTCCAGTGCAGGAGGCCCTTGGACTCTGGTCAATAATAAATGGGCAACAAGGAGCAATCT -TACAAAATATAATGCGGACAAGTGGACAACTAACGTATCACATGGTGAACTTATACGTGCAGGATATAAT -CAGAAACTAGAAATAAATGATATAAACAAGGTGGATTTCCTTATTCAGGGTACTACCAATATGAACGCTG -AATATCAGCAAATTATATGGGATTTGGGCCTTATCAGAAACTACGAGGGAAGCCCCGATACGCCTGTTAC -ACCAAGAACTGCTTTTGAAAAAATAGAAGCTGAGAGCTGGAATGACCAGTCTGGAATCCAGAATGTAACC -TGTGATGAAGGTACCGAGGCTGTGGGTTATACCGAAAACGGAGATTACAGCGTATACAAGAGCATAGATT -TCGGAAGTGGTGCTACCAGCTTCCAGGCAAGAGTATCAAGTGCCACCAGCGGAGGCAAGATTGAAATAAG -ACTTGACAGTGCAACTGGTACCTTGGTTGGAACTTGCACAGTTAGCGGAACAGGCAGCTGGCAGACCTTC -GCGGATGTGAACTGTACTGTAAGCGGTGTAAGCGGCAAACATGACTTATACCTGAAATATATAGGAGACA -GCGGATACTTAATCAACCTTAACTGGTTTAAATTTGGAACTGGCTCCACCGATCCTGTAGACCCTACTTT -AAAATTGGGTGATGTAAACTCTGACGGGCAGGTAGATGCCATAGATTTACAGCTCGTAAAAAAATATCTT -TTAGGGTCAGGTACCATTGAAAACACAAAAGCTGCCGACGTGGATGCTAACGGAGAAGTTAACGCAATTG -ACTTCTCACTGATTAAGCAATATTTACTGGGAATTATAATTGAATTCCCTGGAGAAGGTACAACAGAACC -AACCACTCCTAAATTCCACTGTTTCCTATTGCTGGGACAGTCAAATATGGCAGGATATGCTGCGGCACAG -GCCTCTGATAAGGTAGAAGACCCCCGTGTACTAGTACTTGGTTATGATAATAACGCTGCACTGGGCAGGG -TGACAGATAAGTGGGATGTGGCGTGCCCGCCCCTGCATGCTTCTTGGCTTGATGCCGTCGGCCCTGGGGA -CTGGTTCGGAAAGACTATGATACAAAAGGTTCCGTCCGGGGATACTATCGGGCTTATACCATGTGCTATA -AGCGGTGAAAAGATTGAGACTTTTATGAAGTCGGGAGGAACTAAATATAATTGGATTATAAATCGTGCAA -AACTTGCACAGGAAAAGGGTGGAGTAATAGATGGGATTATATTCCATCAAGGCGAATCAAACAGCGGTGA -CCCTAGCTGGCCGGGAAAGGTAAAAACACTGGTTGAAGACCTAAGGAAAGATCTTAACCTTGGAAATGTT -CCATTTATCGCCGGTGAATTGCTTTACAGCGGCCCATGTGCAGGTCACAATACACTGGTAAATCAACTAC -CTTCCTTGATTACAAATAGTTATGTAGTTTCAGCTGATGGGTTGGTTGTAGATCCTGCAGATACACAATA -TCGTCTCCACTTCGGGCATGATCCATCAGTTACATTGGGCAAGCGCTATGCAGAAAAAATGATTCAGGCA -CTGAAATGGTAACTGGTAAGGAACTTGCTTAATGGGGGATAATTAACAACAGCCTACACCTACATTTTTA -AGTAGCCCGGAATAGTGTAGGAAGAAATAAAGCATAGGCCGGGATACCTTTTAACCCGGCCTGTGTTTTT -TAATTTCTAAGTATTTTTAAATTGGGGAAGCGAGGATACAAAAGTGTTGATATAGATTGGGGATTAATGG -AATTAAAGGAGTGATTTCATGAATATTAATAAGAAAATCATCAGGAAAATCGGTGCAACTGTATTAGCGG -GGGTACTGATTGTAAGCGGGAATTTACCTTTTAACGGCTACAAATCACTGGCTGCTTCTCAAGACACTGT -TGAAGCTGGGGGTATTGCTACTCAGGATAATGATTTGAAATTATTCTACAACAGCATGGCAGGAAATAAC -TTTTCAGGTAACCCGTACGACCTTAACGAATCATTTTACAAGGCGTTACCCCTTGGAAACGGTCGTATCG -GTGCAATGGTTTACGGGAACTATCCTGATGAGAGGATTGATTTGAATGAAGCTACCTTTTGGAGCAGCGG -ACCTGGCAATAATAATAGAGCTGGAGCCGCAAACTTTTTAAAAACCGCACAGGATCAATTGTTCGCCGGA -CAATATAAAACCGGAAGTGCCACTATTGCCAATAATATGATCGGTGGTGGGGAAGCCAAGTATCAATCAA -TTGGGGACTTGAAACTTTCATTTGGCCATAGTTCGGTTTCTAATTACTCAAGACAGTTGGATATGAATAC -CGGAGTTGTTTCAAGTGATTATACATATAACGGAAAAAAATATCACCGTGAGTCTTTTGTGAGTTATCCG -GACCAGGTTATGGTAACAAAAATTACTTGTAGTTCACCTGGGTCAATATCACTTACTGCCGGGTACGAAT -CTTCACTTACCGGTCAGTATACTGTTTCTACCTCGGGTAATGACACCTTAGTAATGAATGGACACGGTGA -TTCTGACAATGGCATTTCATATGCTGTATGGTTTTCAACTAGATCAAAAATTATTAATTCAAATGGTTCA -GTCTCAGCCAACAACAATCAAATATCCGTTTCAAATGCAGATTCGGTGGTTATCCTGACCTCTATCCGTA -CAAATTTTGTAAATTATAAAACCTGTAATGGAGATGAAAAGGGAAAAGCCACTACGGATATTGCTAATGC -TTCGGCAAAATCATATGATACCTTATACAATAACCATGTTACAGATTATCAGAACTTATTCAAAAGAGTG -GATGTTGACCTTGGCGGCAGCGGAAGCGAAAACGGTAAACCTATGGGACAACGTATATCTGAATTTGGTA -CAACTAATGACCCCAAATTGGCAAAAGTGCTTTTCCAATACGGAAGATATTTAATGATTAGTGCTTCACG -TGATTCCCAGCCTATGAATCTTCAGGGAATCTGGAATAAATTCCGTAATCCTGCATGGGGTTGCAAAATG -ACGACTAATATAAACTACGAAATGAATTACTGGCCTGCCTTTACCACAAATCTGGCCGAGTGCTTTGAGC -CATTTGTAAAAAAGGCAAAAGAACTTCAGGCCCCCGGTAATGAAACTGCCCGTGTCCATTATAACATATC -AAACGGATGGGTTTTGCACCATAACACCGACCTATGGAACAGAACGGCTCCTATAGACGGTGATTGGGGG -TTCTGGCCAACAGGTGCCGGCTGGGTATCCAATATGCTGTTTGATGCGTATAGCTTTAATCAGGATACAG -TGTATTTGAACGAAATCTATCCCGTAATAAAGGGAGCAGCTGATTTCTTGCAAACCCTGATGCAGTCTAA -AAGTATAAATGGACAAAATTATCAGGTTATCTGTCCGAGTACTTCACCTGAACTTACACCACCCGGTACC -AGCGGAGGACAGGGTGCATATAACAGTTATGGAGTAACAATGGACAACGGAATCAGCCGTGAACTTTTCA -AAGACGTAATCCAAGCCTCCAAAATCCTTAACATTGATTCTTCTTTTCGTTCTACTCTCGCATCCAAGGT -ATCCCAAATTAAACCAAATACTGTTGGCAGCTGGGGTCAACTGCAGGAATGGGCTTATGACTGGGACAGC -CAATCTGAGAAAAACCGCCACATTTCCTTCGCATATGACCTATTCCCGGGATTGGAAATAAACAAACGGA -ATACACCTGCTATTGCCAGTGCAGTAAGTAAGTCACTAAATACACGTGGAGATGTTGGAACAGGTTGGTC -CGAAGCTTGGAAATTAAATTGCTGGGCCAGGCTGGAAGACGGAGCCCATTCATACAATCTTGTCAAACTG -CTGATTACACCTGTTAGTAAAGACGGACGACTCTACGATAACTTATGGGACGCACATCCTCCTTTCCAGA -TAGACGGCAACTTCGGATTTACCTCAGGAATAGCAGAAATGCTTTTGCAAAGTCATAATAACGAAATTCA -ACTTTTACCGGCTTTACCAAGCCAATGGTCAACCGGGCATGCAAATGGTCTCTGTGCCCGTGGAAATTTC -ACTGTTACAAAAATGAATTGGGCAAATGGTGTATTAACCGATGCTACTATCAAATCAAATTCAGGCAATG -TTTGTAATGTCCGTTACGGCAACAAAACCATAAGCTTTCCGACAAAGAAAGGATACACCTATCAGTTGAA -TGGTTCATTACAGTTGGTAGAACCCGGTACTACATTGACAAATGTGGCTTTAAATAAGACTGCCACTGCT -TCAGGGACAAATTTAGGTGAAGAGGCAGGAAAAGCTATAGATGGCTCAACTACTTCCAAGTGGTGTCATG -ATAACGGCATGAGAGGTGAATGGCTGCAGGTTGATCTTGGTGCAAAGTATGATATCAGCCGTTGGGTTGT -GAAACATGCCGGAGTAGCAGAAACAATCAGATTTAATACTAGAGATTTTACCCTGCAAAAGAGTGATGAC -GGAACTAACTGGGCCGATGTGGATGAGGTGTATGGAAATCAACAAAACATAACCGACAGAAATGTTCCGA -CCTTTAATGCAAGATATGTACGCCTATATATCAATACAGCCACTCAGGATAATTCCGGTGGTGCCAGAAT -TAGTGAACTTGAACTCTGGGGCAAACCCAGCGTTGATATTCCAAAATCTGCGTTTTCACAGATAGAAGCA -GAAGAGTTCAACAGTCAATACGGAGTACAAGCTGAAACCTGTAGTGAAGGTGGACAGGATGTTGCATTTA -TTGAAAATGAAGACTTTGCTGCTTATAGTAATGTTGATTTCGGAGAAGGTGCTAAAAGCTTTCAGGCAAG -GGTATCAAGTGCCACTAGTGGAGGAAACATTGAAATAAGACTTGACAGTATTGACGGCCCATTAGTAGGA -ACTTGTCCCGTTACAGGAACAGGTGATTGGCAGAATTGGTCTGATGTAACCTGCAATGTCAGCGGAGCAA -GCGGTAAACATGATTTATACCTAAAATTTACTGGGGACAGCGGATACCTGTTCAACCTTAACTGGTTCAA -ATTCTCTAATGCACCCATTGTAACTGGAAAACCGGGTGACATAAATAACGACGGACAAATAGATGCAATA -GATTTGCTATTGTTGAAGAAATATCTTTTGGGATTAGAAACAATAGAAAATACTAAATTAGCTGATCTGG -ATGCCAATGGTGAGATAAATGCAATTGATTTCTCACTGCTCAAGCAATATTTGCTGGGAAATATAAGCGT -ATTTCCGGGTTAAGCTTGGCAAAGGTAAAATAAGTATTATAGTCAAGCAGTCAAAATTGGTTAGTTAATA -ATTTGATGACTTAGAATTTTATTAGGAGGATATAGATATGATAACAAGTTTTAAAAAAATGTTTAGTGTT -TTTGTGGTTTGTTTAATTGTGTTTTCTCTTGTTTTTACTGTTCCTGTAACAGAGGTTTCAGCCGCAAGTG -ATGTAACTGTTAATCTGTCAGCGGAAAAGCAGGAAATGCGTGGTTTTGGTGGAATGGTACACACTGGATG -GCAGTCAGATTTAACTGCTGCTCAAAGAGAAACAGCTTTTGGTAATGGAAATGGACAGCTAGGTTTTACT -ATTTTGAGAATCCATGTTGATGAAAACAGCAATAACTGGTCCAGAGGAATAGCAACTGCTAAAAGTGCTA -TTGCACACGGCGGGATAGTTTTTGCCTCCCCTTGGAATCCTCCGACATCCATGCAGGAAAAATTCACCCG -CAATGGCACTGCAAATCAGACACGTCTGAAATACGACCAATATGCCGCATATGCTCAGCACCTGAATAAT -TTTGTAAAATACATGAAAGACAACGGAGCTCCGCTTTACGCCATATCAGTTCAGAACGAGCCTGATTACG -CACATACATGGACATGGTGGACTCCACAGGAAATGCTGAACTTCATGAAAAACAATGCCGGATCAATTAC -AGGTGCCAAGGTAATAGCCCCGGAATCATTCCAATACTTAAAGAATATATCAGACCCCATATTAAACGAT -TCTACAGCCCTTGCTAATATGGATATTCTGGGAGCACATTTCTACGGTACCAGTGTCAGCAACATGCCAT -ATCCCCTCTTTCAACAAAAAGGAGCAGGAAAAGAGCTGTGGATGACAGAAGTATACGTTCCGAACAGTGA -CGCTGACTCGGCAGATCGCTTTCCTGAAGCATTGGATGTTGCGTATAACATGCACAATGGTATTGTGGAG -GGAAATTTCCAGGCATATGTATGGTGGTATATCCGTAGGTCGTATGGTCCTATGAAAGAGGACGGAACCA -TGAGTAAGCGTGGTGCCATGATGGCACAGTACTCAAAATTTGTTCGTCCGGGATACGTAAGAGTTGACGC -AACAAAGAATCCAAATACTAACGTATATATATCAGCCTATAAAGGCGATGGCAAGGCTGTAATTGTTGCA -ATTAATAAAGGTACTTCAGCGGTGAGCCAAAAGTTTAATTTACAGGGTGCATCATCGGTGGCTAAAGTAT -CTTCATGGGTAACGGACGGCAGTAGAAATGTAGCAGCAGCAACTTCATACACCGGAACATCTTTTACAGC -TCAGCTTCCGGCTCAAAGTGTTACAACCTTTGTAGCGGATCTTGGAACCATAACCCCCGTAGAAAAAGAT -GCTTTTTCCAAATTAGAGGGAGAGTCTTATGACGACCAGTCAGGGACTCAAAACGGGAGCTGCAATGAAG -GAGGGGAGTGCCTCGGATACATAGAAAACGGTGATTATGCTGTTTATAAGAATGTTAATTTCGGAGAAGG -TGCACAAAGCTTTCAGGCAAGAGTATCAAGTGCTACCACCGGAGGGAACATTGAAATCAGACTGGATAGT -CCTAACGGTACTTTAGTAGGTACCTGTCCGGTTGCCGGAACAGGTGATTGGCAGAATTGGGCAGATGTAA -CTAGCAATGTCAGCGGAGTAAGCGGTAAGCATGATTTATATCTCACTTTTACCGGAGACAGCGGATATTT -GTTCAACATTAACTGGTTCAAATTCGATAAAGCACCGATTGTAACTGGAAAAACAGGTGACATAAATAAT -GACGGGCAAATAGATGCTTTAGATTTACTGTTGTTGAAAAAATATATATTGGGATTAGATACAATAGAAA -ATGCGAAATTAGCCGATTTGGATGCAAATGGTGAGTTAAATGCTATTGATTTCGCACTGCTCAAGCAGTA -TCTGCTGGGTTTAATAACTGTTTTACCTACAGTATAATGCAATAGTTCATCTACCCAATAGCTAAAGTGA -TATTCCAGTCATGTAATGAGCTTAACAAAAAACATTATCTGGCTGGAATTCACTATACATTTAAAATAAG -TGGTGGTGGAGTATATGAAAAAATATGTTATTCCTGCGGTGCTTGCTATAGTTGTTCTGATAGTAATTTT -GACAGCCTCCTGCTCGGACCGCCGCAAGAGTTTTGAGCTTTTGTCCGGTGATGTAATTCCCACAAGTGCT -AAACTATTCCGTGTTTCTGGTGAATCATATAAAATAAGCGATGTAAAAAGCAAATATAAAGTGATATTCT -ACCTTAATAGTAATAATGAGGAAAGTATAAAGAGGTTGGATTGCATTTCAAAAACGATTAGCTTACTAAG -TTGTAAAGATATCAGTTATTTATTAGTTTGGGAAGACAGGATACCTGTAGAGGATATACAAAAAGCAGGA -ATTGATGAAAGTTATAATTATTCTCTAAAACAAAAGGTCAGCCTAAGTGAATCTAAGCCAACTGCTTTTC -TCATGAATGAAAATAACAAAATTATAATGGTAACTGGTTACAGCTACATATCTTTGATAAATGAATTAAT -TAATTTGAACGGGAAAACAGATTTAAGTAAAAAGGCAGGAAAAATGATTGTAAACAATGTATCCAAGTCA -GGTGATTTCTCTGGTAATCACGACGGAAAGATACTTCTTATGTTTATGTCATCAGGCTGCAAGATATGTA -GAGTCAGTGAGGATATTGTGAGTAAAAATATTGATGCTATGGGGAAAAAAATAAATACAATAACAGTCCG -TCCCGATTTTGATACAAGACATCCTTACGACAAGAATTTTGAAATTGATCCTCAACAGATATATTTTAAT -GTATTCAGCCACGAACAGGGCATACAGGCTTCCAACCGAAAATATCCGATGTTTTTGATAATAAATAGTG -ACTATTCTGTTGAAAAGCTATTTACAGATGCTAGTGAGGTTGTTAATTACATATTGGGATTATGATGGGG -GGCATAGAATGAGAAAGTTTCCGCTTTACCTTTTAGTATTGTTTTTGGTGGTACAGTGGTGTTCTTTAAG -AGTTTGGGCAGAAAGTGATAATAAAGTCACGTCAGTATACTTTTACAGCCCTACATGTGCCTCCTGCAGG -AGTATGTCGGACTTCCTTGATAAATTCAGTGCAAGCCATAAAAACCTTGATTTAAGGAAGTATGATATAT -CTGATTTGAGATACAAAAGTCTTCTGGACAAGTATAGTGAAGCATACAATGTTTCCCCGGAAGATAAGGG -AATTGTCCCTGTTGTTTTTATCCGGGACAAATATTTTACTGATGAGGAGTTCATCAGAGCTAATTTTGAA -AAAGTGTTGAATACTCCCGGGGCTGAAACTCTGGAAATTAATAATGATTTGGCTCAAACCCCTGAAAAAG -ATATTAGAAGGTTTAAAGGCCTGGAAATAGTTTTACTTGTTCTAGTAGTTCTTCTGCTTATTAAGCTCAA -TTGGAAGCGGCAAGGGACAAATTGCCGCAGAGAATATAGTGATAAATAATAGGGAGTCTTTGAACATGAG -CTATAATAGTAAAAAATCAGCTTTATTGGTAAGGAGGTATCAGAAAATGATAACAAAAACAAGATCTCAA -ATCCCAAAGGTTTTATTAATAACAATGCTGGTCTCGGTTTTTTCTTTAATTCTACTATTTCCAAAACATG -CATTTGCTTCAACCCCGGATTGGAAGAGTGTACTTAAAAATTCAGACTCATGGTTTGGCAGTTCAGAGGG -AATTGCACTAGCAGACAGTATAGTCAAGTACCAGCTTGCAGACGGAGGCTGGAGAAAGGACATGACAACA -AGTACCAGCGGGTCATGGGGCAAATCTACCATAGATAATGATACAACTACTTCTCAAATAAAAGTTCTGG -CGAAAACATACAATCAAACAAAAAACACTAAATATCTCACTTCGTGTCAAAAGGGCATTGACCTTTTACT -GAACGGACAGTACTCAAATGGCGGCTGGCCACAGGTATTCAATGATGCCGGAACGTATCATGCACACATT -ACCTACAATGACAATGCCATGATTCATGTCATGAACTTATTGACCGATGTTTCAAAAAAGTCAGGGGATT -ACACCTTTATTGATTCAACCAGAGCTTCAAAAGCAGGCGGTGCTGTTCAAAAAGGTATTCAGTGTATATT -AAATACACAAATTATTGTAAATGGTATAAAAACCGCGTGGTGTCAGCAGCATGATGAATTAACTCTGAAA -CCTACCAGTGGAAGGGCCTATGAATTGCCCTCTATTTGCACCAGTGAGAGTGTGGGCATAGTAAACTACT -TAAAAGGAATCAGCAACCCCAGCACTGAGATAACAAACGCCATCAATTCTGCCGTTAACTGGTTTGCACA -GGTTAAAATACTAGGGATTAAAGTAGTTGACACTGGAGATGACAGAATAGTTGTCAGCGATTCTCAAGCA -CCGCCTATATGGGCCCGCTTTTATGAAATGGGTACTAATAGGGCGATGTTCGTTGACCGTGACGGCTCCA -TTCATTATCAAATGTCAGAAATTAGTCAGGAAAGAAGAGATGGTTATGATTGGTATGGTGATTGGCCCAA -AAACCTTGTTAAAGATACCGTTATACCCACACCTATTCCCGATGGTCAATATATAAAATCTTTGATAGTA -AGCGACACGGATAATGCCGCAGACTGGTCTATTCAGACCAATTTACAGGTAGGAGATACAATATATGGAG -ACAGAACCTTCAAAGTTGTTCAAATTCCCCAAAGCCTTGCAGGTGCTGAATGGATAAGAACAGCATGCGA -TTCAAAACTATACACCTCAGATGAAGCCTCCTTTACTGCAAAATCGGATATAACTGTTTATGCGGCCCTA -GACACAAGAGTTACCAGCATACCTGCCTGGTTTGGCAGCTGGACCAAAACCGACGAAACATTAAGTACAG -ATAATGCCGTTACATATAATATTTATAAAAAGGATTTTACTACCGGTTCAAGCGTGGTACTTGGAACTAA -CGGGGCATCCTCAAGTGTAGTGAATTACACCGTGATGGTAAAGCCTAAATCCATAATTCTCAAAGGTGAC -GTAAATGGAGATGGGGCAGTAGATGCTTTGGATTTTGCACTTGTAAAGAGGTACTTACTGAATGGAGTAA -CTGATGGAATGAATTTACAGGCAGCAGATATGAATAATGATAATTCCGTAAATGCAATCGATCTGGCACT -CATTAGAGGTGATATTTTGTACTGATACTGATATATAAGGGAGGGACAACCTATGAAAAGGGAAAGATTT -TTTCAGCTAGCTTTGATTTTTGTCTTTGTGTTTCAAACCATAGTTGGCTCATTTTTAATGTCTAAAGTGG -GAGCGGTGTCCTATGATTTGATTGTAGCAAAGGACGGAAGCGGTAATTATACTACGGTACAGGCAGCTAT -AAACAGTGCACCTTCCAATAGCCAAACCAGAACAAAAATATACATTAAAAACGGAACATATAAAGAAAAA -ATAAATATTTCGTCGTCTAAAATAAATATTTCATTGATTGGACAAAGTAAGGCAGGCACGATTTTAACCT -ATAATGATGCAGCGAGTACAAAAACATCTTCGGGCGGAACATTAGGTACGACGGGAAGTGCCAGTGTTAC -CATTGCAGGTAATGGTTTTCAGGCGGAAAACATTACTTTTGAAAATTCATATGATGAAAAAGCTTATGGC -AACAGTCAGGCTGTAGCTGTTCTTGCTAAAGCAGACAAAATGATATTTAAAGGCTGTTCATTCAAGGGTA -ATCAGGATACACTATATGCAAACGGAGATGCTCGCAGGCAATACTACTATAACTGCTATATTGAGGGAGA -TGTGGATTTCATTTTTGGATCTGCAAATGCGGTATTTGATAGTTGTGAAATTTTTTCTCTCAACAGAAGC -GGAGGGTGTATAACGGCACCCAGCACCAAGGCAAATCAAAAGGGATATCTTATATACAAGTGCAAGCTGA -CAAGTAGCTCAAGTCCCAAAACTATTTATCTAGGAAGACCCTGGATTCCCAGTTCCGATACTGTTCAGAC -AACGCCAAAGGTATTATATAGGGAGTGTGAACTAGGCTCTCATATTACTGATACAGGTTGGACTGTCATG -TCGGGCAATGATCCTGCAAATTTTGAAATGTGGGAATATAATAATACAGGCACAGGTGCGAATACATATA -GAAAGCAGCTTCCGTCAGTGAAGGCAGCCGATTACACAATAGAGAAATTTCTTTCAGGGTCTGACGGTTG -GAATCCGAATATAGATAGTAATACTCCTGTACCGATTCCTGACGGGCAATACATAAAGTCACTGGTTATA -AACGATACCGTAAATGCCGTAAACTGGTCTGTTCAGTCAAATTTACAAGTCGGAGACATAATTTACGGTG -ATAGGACATATAAATTCACACAGGTTCCACAAAAGCTTCTGGGTTCAGAGTGGATAAAGACAGCATGTAA -TTCCAAAATTTATACATCTGACTTGGCGTCTTTTACTGCAAAATCGGATGTAACTGTTTATATTGGCCTG -GACACCAGAGTAACAAGTATTCCCGGCTGGCTGAGCAGCTGGACTGATACGGGTGAATCATTAGTAAGTG -ATAATAGTTCAGTTGCGTACAACATATACAAAAAGGATTTCATGGCATATTCTCTTGTAACACTTGGCAC -CAACGGTGCATCCTCAAGTACTGTCAACTACGCGGTTATTGTTAAGTCAAATACGTATGATTTCCTTTTA -GGTGATGCAAATGGTGATGGGGAGGTAAACTCTCTTGATTATGCCACTCTTAAGTCATATCTACTGGGAA -AGATAAGTTTATCGCAGGAAGCCATGAAGACGGTAGATTTTAATAATGATAATACAATAGATGCTATTGA -TTTGGCTTTGTTCAGAATAAATCTTTTAGGCGGGCCTATATATAACATGCTGTAAGAAATTTAAATTCAT -AAACAAGCATTACAAAGAGCCGGGAAGTATAAAAACTTCCCGGCTCTTTGCATATATTTTAAAGTTCATA -AGTGGTGCTAAATTCCGTTATATTCAATTATTTACATCGTAGTTTTTATTTGCTATATTATAATTTATAT -GCCTTAAATATATTTTTTTGTGACTTTTATATGAGACTTTTATAATACCTATTTTATTAATTTTTGTTAG -GGGGATTTATTTGGAAAAGAAGCCCAAAGATGTATCGAATTTAGCCTCAATTAAGAATAATTTTTTCGCA -CTGAAAATAGCATGGAGTCTTACAAAAAGCAATGTAATCCATGTACTGCTGTTAAATATCTTAGGATATT -TTGAGTGGGTATTTTTCAGCACGATTTTTATGAGGTACATAATCAACGCATTAGAAAAGAAAATGAGTTT -TGAAAGTATTATGGTTTTTATACTAATATCCGGGGGAGCCTTTGCCTTAATTGGGCTATACAGAAGCTAT -GTAAACAATGTTACGTTTACTCTGAACAGTACCAAAATATATGAAGGACTGTATCTGAAACTGTATAAAA -AGGCGAGAAACGTTGAACTTAGCTGTTTTGAGGATGCTGAATTCTATAATAAATATACCATGGCAATTGA -TGATGCAGCGGACAAAATAGCCATAGTTGTGAATAATGTGTGGGGCATATTAGTAGGAATAATTGCAACC -GGGGTAGTATTTTTTTCAATGTATGACATAGACAAGGTGGCTGTGCTGTTTGTAATTTTCCCTATAATAG -GGAACTTCGTTTTTGGTGGCTTTATGAATAAGCTTGAATTGAAAAGATACAAGGAAGGTATACCTAATGA -GCGTGTTTTTCAATATGTAAACAGGGTTATGTATCTGGCTGAATATGCCAAGGAAATGCGTTTATCCAAG -GTTTACCAATTAATAAAGGAAAAATATAATGAAGCTTTAAAAAGAATTGTCAGTATAGCAGGTAAATATG -CACCTAAGTTAATAGTCATGGAGGTACTGAAAGTTGTATTTACATTTTCAATAATTTTTGAAGGTGTACT -ACTTTATGGTGCTTACAGGGCAATGGTTGTAAAAAGCATTTCCCTTTCTGAAATGGCAGTTCTTTCAAGT -ACAATGGTTTCTGCCACATGGATTTTAATCGGGTTGTTTAACAATATAGTAGAGGCTATGAAGAACGGAC -TGTTCGTCAATAACCTCCGTACCTTTATCGAATATAAGGAAGTGATTCCGGAAGACTGGGACGGAGATAT -GCCTGAGCCTATTATTTCATCTATTGAATTTCGTAATGTCAGTTTTTCTTATAAAGACGGCAAATATGCA -TTGAAAAATCTGAATTTTTGCATAACGGAAAACAGTGTAGCAGCTGTTGTGGGACATAACGGAGCAGGAA -AATCAACTATTATAAAGCTGTTATTCCGCCTGTATGATCCTACCTGCGGAGAAATTCTTATAAATGGAAG -AAACATAAAAGAATATAATCTTAGGGCATACCGTCAATTGTTTGCCGCAGCTTTTCAGGACTACAAGATA -CTTGCTCTCTCTGTAAAGGATAATGTGCTGATGGGGCATAAAGTTGAAAATGAGGATGAGGCTGTAATTG -AAGCTTTGAAGAAGGCAGGTGTCTATGAAAAGGTTGAGACTCTGCCAAAAGGAATTAATACTATTCTAAC -CAAGGAATTTGATGAAGACGGAGCTGTTCTTTCAGGTGGACAATATCAGAAGATAGTGGTTGCCAGAGCA -TTTGTTCAAAATACTCCGATTAAAGTTTTTGACGAACCGTCATCAGCTCTGGATCCAATTGCAGAATACG -AATTATATAAAAGTATAATGAAAGAAAGTAAAAACAAGACCATGATATTTATATCCCATCGCCTTTCATC -CGTAAGAAATGCAGACAGAGTATTTATGTTTGAACGTGGCGAACTTATTGAACAGGGTACTCATGAGGAG -TTGATGGAATTGAACGGTTCCTATGCGGATATGTATACAAAGCAAGCAATGAACTATCTGGCAGTGGATA -AAATAGAAGAGGGGGTTGCACTATGAGTGATAAGGATATGAAACAGCCCTTCAAACAGGTTTGGAACAAT -AATATGTTCATACTGAAGATATGTTTTTCAGCTTCACCGTTGTATGTTCTTGCATTTATTTTTGATATAC -TAAGAAATCAAATTCTTATTTTTCTTGAACATACCTATGGTATCGGATATGTACTGGAGTCAGTTGAATT -TGGACGGCCTTTTCATAAGGTTGCGGTATTCATAATAACTCTGTTTATATTGATAAGCTTGGGAATGATC -TATGGTGCCTTTGTGAACCAACTTATATCAAAAAAGGGTTTGCCTAAGATGAAGCAGAAGCTAAAATTTA -TGCTTTACGAAAAGGCACAGGAGCTGGATTTGGAATGTTATGATAATCCTGAATACTATAATGAGTTTGT -TCTGGCAGTCTCCGAAGCAGATAAGCAGGTGGACAGACTCATGGAATTTCTGAACAAGATTTTTACAGGG -CTTACCGTTTTAATTACTACGGGAACGTATTTTCTGGTAAAAGACTGGTTTTCCATAATATTCGTCCTCA -TTTCCTTTATATTGTCCTTTATGCTTATGCAGGTTTTCAACAAAATAAATTTTAAAATACGTTTGAAAAA -GAATCCTGAGGAACGGAAAAGAGCTTATGTTAATCGTGTTTTCTATCTGAATGATTATGCAAAGGAACTC -AGGCTTAACCCGGATGTGTCCGACAAGCTCTTTGACAAGTTTAAAGAAGCAAATAAAGCTATATATAACA -TAGACAAAGCAAGTGCGAAAAAGAAATTTCTTATAAGCTTCGTTAGAGACTATATATCTAATGACTTTAT -AAGTGACGTGCTTTACATAACTTATCTGGTATATAAGGCCACTGTTCTAAATGCAATTTCATACAGCAGT -GTTGTTATTTTATTTAACTCTTTCAGCAGGCTGAAACAGAGTCTCAGGACTATAACGGAAATCTACCCTT -ATGCCAGTGAAACAAGCTTATATATTGATAAAATCAGAAACTTCTTAAATTATGAGCCTAAAATTGTTAG -CCGCAAAAAGCTTGCTGTGCCTGAGACACCAAAAACATTTGAACTTAATAATATATCTTTCGCGTATAAA -GAGGGAGAAAAAAGAGTAATAAACAATATAAATATAACCATTAAGCCGTATGAAAAAATTGCACTTGTAG -GTTACAACGGTGCTGGAAAAACAACTTTAATAAAGCTGCTTATGCGTTTATATGACTTACAGGAAGGTAT -GATATCTCTCAATGACATTAATATAAAGGATTACGATGTGGTTCAGTACCATGACTATGTGGGGACCGTT -TTTCAGGACTATATGCTTTATGCAGCTACAGTCAAGGAAAATGTAATAATGGACAATGCAGATGGTGTCG -CGGAAAAGCCTGTAATGACAGCACTGGAGCAAAGCGGCTTTGCACAAAGGCTTCAGAGCTTTAAGCATGG -GCTTGATACTCCTCTTACTGCGGAATTTGAGGAGGACGGAGTGAATCTTTCAGGAGGTGAAGCACAAAAA -ATTGCAATATCAAGAGCCTTTTACAAAGATTCGAGTCTTATTATTCTTGATGAACCCTCTTCTGCACTTG -ACCCCATCGCAGAATATCAGCTGAACCAGTCAATGCTTGAGGCTGCAGCCAATAAAACCGTTGTTTTTAT -ATCTCACAGGCTTTCAACTACAAGGCTGGCAGATAAAATATTCATGCTCGAAAACGGAAGGATTATTGAG -GAGGGCAGCCATGAGGAGCTGCTCCAACTCAACGGAAAGTATGCAGAGATGTGGCGTGTACAAGCTGGAC -AATATATAGAGGTATAGTTACAAAAAAGGAGCTGTTGCAAATTTAATTTTTATATATCTTAATAGGTACG -TAAGTATAAATTGTATCAATGGAAGCTTGGTTAAAGATATTTCAGATGTTTATTGGCGAAGACAGGATAT -TTTACCGGAAAACCTATCACGAAGTAGGTTTTAGCGAAACAATGAATCATGGACGATGAATGTGAGCGAC -GGTAAAATATCCTAAGATGAGCCACTATAAACTCTTGCAAATATCTTGGAAGCAATCATTGATATTTTTA -TACGGAAGTACCTGTGTTAAAACAGTTAAACTTTCTTTTTTACTTACTGCCTTTTAGACTTATGAGTTGT -ATAATTAATGCAATAGATGTATAATTATGGCAGTGACATTTGAATACAGTAAATATTACATTTCATCATT -TTTCAATTCATTAATAATCCAAATGCAATCATCATATAAAAATTTTAATACCATTTGTCATATTTCATTA -AAAAGTAAAAATGATGCTCAGGGTATGAGAAAACAGCTTATGCCCCGAACATACACACCTCGAAAACTTT -TAGTGATTCGGGGAATTTAATAATTTTAAGGAGGTTAAAAAATGAAAAAGGTAAGTGTACTGGTTGTGCT -TGCTGTTTTACTGGTGAGCATTATTCCATCTGCGGTTTCAGCTGAGGAAAACAACTTTAACTATGTTGAT -GCATTTGCCAAGTCAATTCTTTTCTATGAGGCAAATTGGTGTGGTCCTGATGCAGGAAACAACAGGATTA -AATGGCGCGGCCCTTGCCATTGTGATGACGGAAAGGATGTAGGACTGGACTTGACGGGAGGGTTTCATGA -CTGCGGAGACCATGTAAAGTTCGGGTTACCGCAATGTGCTTCTGCTTCAACCCTTGCATGGGCTTACTAT -GAGTTCGAGGATGTTTTTATTGACAAGGGACAGGATGGCTATATGCTTAATATTTTAAAGCATTTTTGCG -ATTACTTTATGAAATGCTTCCCGAACAAGACTACGTTTTACTATCAGGTAGGCGACGGTGATGTAGATCA -CCAATATTGGGGGCCGCCTGAGCTTCAGACATATGACAGGCCAGCCTATTATGTTGCAACACCATCAAAT -CCCGGTTCTGATGTAGCAGGTGATGCGGCTGCTGCACTGGCACTTATGTATCTGAACTATAAGGATATAG -ATTCAACTTATGCAGAAAAATGTCTTACTTATGCAAAAGACCTTTATGACTTCGGTATGACCTATAGAGG -AAACAGTAAAGGTCAAAGCTATTATCTGCCTAGAACTTATCTGGATGAACTTATGTGGGGATCAATCTGG -CTTTATGTTGCTACAAATGATAATAAATATATGGATAATGTAGAAAAGCTAATGGTTGAGAAAGGGATAA -CCGGAGGCAACTCCTTTAATGACAATTGGACCCAGTGCTGGGATTATGTATTAACAGGAGTGTTTACAAA -GCTTGCAACACTTTCGACTAATCCTTTATACAAATCAATAGCCGATGACCATATTGATTACTGGCAGAAT -AGATTAAAAACTACTCCTGCAGGATTGAAATACCTTGATAGCTGGGGTGTTTGCAAATACCCTGCAGCAG -AGAGTATGGTTCAGCTTGTTTATTATAAATATTTTGGTAATGAGAAGTGTCTGGACTTTGCAAAGGGACA -AATAGATTACATTCTTGGAGACAATCCCAACAATATGTCTTATGTAGTTGGTTTCGGAGATAATTATCCC -AAATACCCTCATCATCGTGCCGCAAGCGGAGTTTTGGAAGGCCCGCCTGCAGATGAAAAGAAGGAATTGC -CGGAAAGGCATATTCTATACGGTGCTCTTGTAGGGGGAGCAGACATGAATGATGAATATCATGACAATGT -TAATGAGTATGTTTATTCAGAAACCGGATTGGACTATAATGCAGGCTTAGTAGGAGCAATGGCGGGTATG -TCAAAATACTTCGGTAAAGACCAGTTGCCTGAACCTACTCCGGGTATTGAGGGTGAGCCGACCCAATACT -ATTCGGAAGCTAAACTATACAAATCAAATACAGAGGGTGTTACCGTTGACCTTAATTTGTATAATATTGT -TACGGCACCTCCTCAATATGAAAAAGACTTATCCTGTAAGTTCTTCGTAGACTTATCAGAATTTGCTGCT -GAAGGAATTAATCCATCTAAGTTTACAACTAAGGTATATTATTCTCCGGCCGATGCACAAATATCTGGAA -TTCAGCCATATGATAAGGAGAAAAATATCTATTACGTAGAAATTACTTTCCCAAATAGTCAGTTGTATGC -AAGAACTTATGTTCAATTCTGTATTTACAATTACGAAAGTAAACTATGGGATTCCAAAAATGACCTTTCT -ACCGCAGGTTTAACCGATGAATATGCGAAAATAGAAAATATTCCAATATACAAAAATGGCGTTAAAGTTT -ACGGGAATGACCCTGCGGGAAGTACAACAATTTTGTATGGAGATTTAAATAACGATAAAGAAATAAATGC -AATTGATTTTGCATTATTAAAAAAATACCTGCTGAATGGAGATGCAGAGGGTATAATTCTTAATAATGCC -GACATTAATAAGGATGGAGCTGTAAATGCTCTGGATTTTGCAAACTTAAAACTGTACTTACTTGGTAAAT -AAAAACAATTGGACTAAATGCCAAAGAGCCGTATCTTAAGTAATTATAAATTACTTAAGTGCGGTTCTTT -TTCTTTACTTGTTAAATATTTTGGGGATATGTTACTATAACGGTAAAGAATTTTGATTGACTTTATATTA -AGTTTATGTAAACAATATTTATATATTAAATACAAATATAAAATTCAAATAGAGAGGAAGTATAAAAATA -AAATGGTCAAGCTAAAGATGAGAAACAGTATTTTCAGCCGTTTGGTAATAACCTTTATGATAATAATAAT -TCCTCTTTATAGTTTAGGTATTTATATATACGGTAGTAGCTTACGTACCGTAAAAAGCGAAATATCAAAA -TCAACTGTTGCCCAGGCATCATTTTATCTGGAAAGTCTTGAAAAAGAGATAGAGAGGATAAAAATACTCC -AATATGATTGCTTGAATGATGAACAATTGAACAAGCTTGCCATAAGATGGGAAATCATGAGTGAATATGA -AATATCCCAAACACTGCTCCAGCTAAAGCAAAGACTTGTTGCTATAAAAAGCAGTAGTATCTATGTAAAC -GATGTAAATGTGCACATTCTCCCAATTTCAAAGACAGTTTCTTCAAACAGCGGAGTAGATGATATTCACA -TTAATGAATACAATGGAATATATGTTCCGGCAGGATTAAAGGGAGCACAAATTATTAACTATAACGGTCA -GTTATATCTGAGTACTTTTAAAAAATACAGCGGAGCAACCAAGCCTTTATTTACTATTAATATAGAATTG -AACCAGAATGCATTAAAGCAAGCCCTTGAACAATTCAATACCTATGCGGGAAGCGGTTCGATACTGATAA -CACCTACAAATATTATTGCGAATAAGTCGCAAGAGGATAATTCTCAATTAATTCAGAGTATTTTATTGAG -TATGAAAGAACGGGATCGTGATGGGACTGTATTTACAAAAATTGGAAATAAACAGTATTATGTAGTTCAC -TCAAATTCCTCATATTTAAATATGTTACTATTAAGATATTTTCCTCAGGAATTTATACTAAAGCCTCTAG -AAAATTTTAAAACCTGGGCGTGGGTATTTTCAATTGCTGCTATTTTAATAATAATCATATACTCATTTTC -AACTTATAAGTTTATGCATCAGCCATTGAATGAGCTGGTAAAGTCCTTCCGTAAAATTGAAAATGGTGAT -TTAAAGGTGTTCATAAGCCATGATTCGAATAATGAATTCGGATACCTGTACAAATGTTTTAATGATATGG -TTAAAAATCTTAATATGCTGATAGATCAGGTATATAATCAAAAAATATTAATGCAGAAAGCCGAATTGAA -GCATTTGCAGTCTCAAATCAATCCTCACTTTCTGTATAACAGTTTTTTTATGATTAATACCATGGCTAGG -ATAGGTGATGAGAATTTAGTACCGTTTACAAAACACCTTGGGGAATATTTCCGTTTTGTAACCAGAAATT -CTATGGATAATTTATCACTGGAGGAAGAAATTAACCATGCCAAAGTATATACGGAGATTCAGCTAATGAG -ATTTTCCAAAAGAATTCAAATTCACTTTGGAGAATGTCCCAATATGTATAAGGATTTGAAAGTACCGAGA -CTTATATTGCAGCCCATCATTGAGAACGCATTTGAACATGGCCTTGAAAAGAAAAAAAATGGTGGATTAT -TGCTTGTTAATTTTGAAGGAAATGAAAGAGAATTAAGAATAGTTGTTGAAGATAACGGATTCGATATAAC -AGATTCTGAACTTGAAAAATTGCAAAATTCATTGGAAGATAACGGACTGGAAATTGAGACAACGGGAACA -TTGAATATACACAGACGAATAAGGCTGGTTTTCGGTGAAGAAAGCGGCTTGATTATTTCCAGGAGCGTAA -TCGGGGGACTGAAGGCGGTATTGAAAATCGTTTTACAGAAGGAGTAGAAAAATGTATAGGCTATTGATTG -TAGATGATGAGGAAATTATTGTAAACGGATTATATGAGATATTCCGAAGCTTAAAAAATCTTGATCTGGA -TGTATACAGGGCATATTCGGGCGAAGAGGCGGTTGAGTGGCTAAGCAGAACAAGAATGGATATTGTTTTA -ACAGATATTAGAATGCCGGAAATGGATGGTTTGCAGTTATTGGATGTCATATATAGAAGATGGCCTCAAT -GCAAAGTAATATTCCTAACAGGGTATAACGAATTTGAATATGTATATAAAGCAATTCAGCACCAGGGTGT -AAGCTATATACTAAAAACAGAAGATAATGACAAGGTAATAAGTGTTGTTGAAAATGCCATAGAGGAGATA -AAAAAAGAAATAAAAACAGAAGACTTGATTCATAACGCCAAGGAGCAAATTGAACTTGCGTTGGGTCTCT -TCCAAAAGGATTACTTTATTCATCTGCTCCACGAAGAGAATTCATCAGATGTAAATAAAGCCCAGTTTGA -ACAACTGGCAATTCCAATGTACCCTGATCATCCTGTAATTCTGCTGCTTGGACATATTGACAGCATTCCG -GGTAATCTGTCCTACTGGGATAAGATACAGTATATAAATTCTATTAAAGTGATTATTACTAAAAATCTGA -ATACCAATATCAGGTCCATATGCATTTTGGATGATAGATATAGGTTTATTTTTTTCATACAACCAAATGA -GCTTATGACAACAGGTTTCAGTAAAACTGAAGAAAATGCTTTTTATGATAAGGCTATTTCTTTTGTAAAG -GGTACCCTTGAAGTAATACAGACTGCGTGTATGGAGTCGTTGAATGCCTCTATAAGCTTTTCCCTCAGCG -GAGAACCCTGTAACTGGGAAGACGTATCTAAAAAGTATTTTTCTCTTAATCAACTGCTGAACTATAAAAT -AGGCACAGGGACAGAAATGCTATTGATTGATAATGAATTAAAAAATAATATTCTAGCGTCAGGTACAGAA -GTACCTGAGCTGGACACAAATGATGAGCCATTGGAAATTCTTTTAAGAAGGAAAAATATGGACCTAATTC -AGCAATACATGGAGTCTGGCCAAAAAGAAAAATATTTTGAGGTATTGGAGGAATTATTAACTCCAATAAA -ATCAGTCAAAAGTAAAAACAGCAATTTAGCCATTGAAGCATATTCCATGGTATCGCTCAGTATCCTTTCA -TATATCAATCGTTGGAAAATAACGGAGAAACTGGCATTTCATATAGGTCTTAATAGCCTTATGAGGATTG -ACAAACATGAAACATGGTCAGATGCAGTAAAGTATCTGATAAATATATCTGATATAATATTCCAACTCCA -AACCGACGAACAGAAGAAGAGGGCGGATAATGCAGTTGATTTCGTTCAGAGTTTTATAAATGAGCATTTG -AGTGAAGATCTTTCTTTGGTAAGACTTGCAGAACAGGTTTACTTGAACCCATCATATTTGTCACGCCTCT -ATAAGCAGGTTACAAATACCAACCTTTCTGACTTTATTGACAACGCCCGTATAGAGCGGGCAAAAGAGCT -TCTGAAAAAAGAAAAGGTGAAGATAAATGAAGTAGCAAAAGCCGTAGGGTATGAAACTGCAGCATCCTTT -ACAAGGTTCTTCAAGAAACTAATGGGGTGTTCTCCACAGGAATATCATGATACCATGCTGTCAGGTAAAT -AAATGATAACAAGGTAAACAAAAGATACGAAAATAATGAATATAATAAAAAACAAGTAAACAAAAGATAA -CAAAAGTAAAAATGTGTGAATGGTGTTGTTGCTGACCTCAATCTATAATATAGATGAGGCCTCAAATAAA -TATATATTAGGAGGAAACAAATGAGATTCAATTACTTAAAAAAAGCTGTATCATTAGCAGTAGTTTTATC -TTTAACAGCTTCAATCGTTGTAGCTTGCGGTAGTCAAAACAATACATCCGACAGCACAGCATCATCATCT -CAAAGTACTACTTCTTCAGTAGCAAATAAGGATCCTTTCGGAAAATATAGTCCTGAGATTGATATTTCTT -TTGTTCGTGGAATAGACGATGACCTTGCAGCAAACATATTGCCAAAGACACCGGGGGAAACTCTTGAAGA -CAATCGTTGGACGAAGTTATATAAAGATGAATTAGGTATAAATGTAAAATATGCTTGGACAGTAAAAGGA -AATGAAACATCAGATGCTTATACACAGAAAATCAATGTAACTCTGGCATCTGGAGAACTCCCTGATGTAG -TTCTTGTAAATCCTTCTCAGCTTAAACAACTGGTTGATTCAGATATGATAGAGGATATGACCCAATATTA -TAATGATTATGCTTCAGAGGATTTCAAGAAACTTATGACAGAAGAAGGAACCGGTAATATTGATTCAGCT -ATGTTTGATGGTAAAATGATGGCTATTCCGGAACCTGTTTCAACTAATGAAACCGCACACTATCTATGGA -TTAGAAATGACTGGTTGAAAAAATTAAACCTACAGGCACCTAAGACTATGGATGATGTTTTAAAAATATC -AGAAGCATTTACAACTCAAGACCCTGATGGAAACGGAAAGAACGATACTTTCGGACTTCCGATCACAAAA -GATATCTACAGCGGATGTATGGGAACAGAAGGCTTCTTTGCAGGATATCATGCATACCCGAATATGTGGA -TAGAAGATGATTCAGGTAAAATAGTATGGGGTAGTACTTTACCTGAAACAAAGGTAGCACTCCAGAAATT -GGCTGACATGTACAAGAGCGGCCAGCTTGACAAAGAATTTGGTGTCAAGGATGGAGGTAAGGTTGCCGAG -ACTATAGCAGCAGGTAAAGTAGGTATAAACTATGGTCAACAGTGGAACCCAATGTATCCTCTAATAAGCA -ATTTTAACAATGATAAAAATGCCGATTGGACAGCATATCCTATTGTTTCAAATGATGATAAAAAGGTTAT -GGTACCTTTAAAGTTCAATCAGACAAGAATATTTGCAGTAAAAAAAGGATATGAACATCCAGAAGCACTT -GTAAAACTGTTCAATGCACATGTTGAGAAGAACTGGGGTAAAACAGCAGACTTCAACAAGTACTATATGC -CGGTTGAGAACGGCGGTGTAGGAGTTTGGAAATTCTCTCCTGTGTGCCCTGCTCCTGTATTCAAGAACCT -TGAAGCATTCGTGGCAATTGATGAAGCCAGAAATAACAATGACTTCAGCAAGCTGACAGGTGAGCCTAAA -ATTATCCAAGGTAATATAGAGGCTTATGCTAAAGGCGACACTTCACAATGGGGATGGGAAAAGATTTACG -GTAAAGAAGGTGCATTCCGTAATATGGTTGAGTACAAGAAGAATGATCAGCTGTTAAAAGAAAAGTTTGT -TGGAGCTCCAACTACAACAATGGCTGAAAAGAAAACAACACTTGAAAAAATGGAAAAAGAAGTATTTATA -AAAATTATAATGGGTGCAGCTCCTATTAGTGAATTCGACAAGTTTGTTAGCGATTGGAATAAACTTGGTG -GTGCTGATATGACAAAGGAAGTTAACGAATGGTATGACTCAGTTAAATCCAAGTAATATTAACTAGTTAA -CATAGAAGGAAAGGATACAGCCGTTTCATATCCTTTCCTTCTCGTTTACTAGGCAAGATTTTAAATCTAT -ACCAAGTGGGGAGGAATAAGCTTGAAAAATTTAAACATAAAAAAACAACTACCTTTGCATCTCATGATCC -TTCCGGGTTTTATCACTTTATTGATATTCAGTTATCTGCCAATGGCGGGCATTGTTATAGCGTTTCAGAA -ATTTATACCCGCAAAAGGCTTGTTCGGGGATCAAAAATGGATAGGCTTTAAGAATTTCGAATATGTCCTG -AATATGCCGAATTTTGACAACATAATGTGGAATACCATATCCATAGCTATGGCAAAAATCATACTAGGAC -TTATTATTCCGATAATATTTGCAATTCTAATCAATGAAGTTACAAATAATGCTTTAAAAAGAGGTATTCA -GACACTTATATACCTTCCGCACTTTTTATCATGGGTTGTACTAGGAGGTATACTAATTGATATACTGTCT -CCGTCCGGCGGAATTTTAAACTCATTTATAAAGTCCCTTGGTTTTGAACCTATATTTTTTCTTGGAGATA -ATAAATGGTTTCCTAGCACAATGGTATTGACGGAGACTTGGAAAGAATTTGGCTACGGTACAATAATCTA -TCTTGCAGCGATTACCGGAATTGACCCCAGTTTATACGAAGCAGCTCGTATAGATGGAGCTAACAGATGG -AAGCAAACCTTACACATTACTCTTCCGGGTATGAGGATGGTTATAGTTCTTCTTATGGTGTTAAGTCTTG -GAAATATTTTAAATGCCGGTTTTGACCAGATTTTCAATTTATATAGTCCCCCTGTCTATGAAAGCGGAGA -CATAATCGACACCTTTGTTTACAGAATAGGTCTATTGGAAGCCCAATATGGAGTTGCCACAGCGGTAGGA -CTATTCAAATCAGTAGTCTCGTTTACACTTATTTCAGTATCTTACTTCTTTGCTTATAAATTTGCAGATT -ATAGGATTTTCTAAAGGGGGTTTATTAAATGAAGCATAGAAAACTTAAGAAAGTCAGTGTATTTACAATA -GTAAATAACAGTTTTCTAATATTTGCAGCATTACTTTGTATTATACCGCTTGTGCATATATTGGCAGTAT -CATTCAGCTCCAGCTCCGCAGCCGCAGCAGGTAAGGTTGTATTCTGGCCTGTTGAGTTTACATTAAATTC -ATATAACTATGTTGCAAAAAGGGTTGCTTTTTGGCATTCAATGTTGGTTTCAGTTGAAAGAATCGCACTG -GGTGGATTTATTAACCTGGTACTTACTATATTATGTGCGTATCCCTTATCAAAGGAAAAGACGGAGTTTC -GTTTCCGTACATTTTACGCATGGGCATTTTTTATAACAATGTTGTTTAACGGAGGCTTGATTCCATGGTA -TATTGTAATCAAGCAGATGGGATTACTTGATAGTATATGGGCTTTGGTTCTTCCAGGTGCAGTTCCGGTT -TTCAGTGTAATACTATTACTAAATTTTTTCAGGGAAATACCGAAGGAATTAAGTGAAGCAGCTTACATTG -ACGGAGCAGGCCACTGGACTACACTCTGGAGAATAATGGTACCTGTATCTACCCCAGCTTTGGCAACAAT -AACTCTGTTCTCATTGGTAGGTCACTGGAACAGCTGGTTTGACGGTCTGATATTAATGAATAAGGCGGAA -AATTACCCTCTTCAAAGCTATATACAGACTATTGTAGTGCAGAGATCCTACAGTATGCTTTCAAGACAGG -AAATTTCCGAACTGGCAACTATTTCAGACAGGACATTAAGAGCTTCTCAGATTTTCCTGGGAACCTTGCC -TATAGTTATGGTATATCCTTTCCTACAGAAATATTTTGTAAAGGGAATAGTTCTCGGTGGTGTAAAAGGA -TAACAGCAAAAATTGAGATGATATATTCTCAATGAAGGGAAAACACGTCTTGTGCTATGCAAGAGAAGCA -CAGGATCAAATGTAATATTGAAGGGATGTAAAATATTATTTTTTAGAAATATTTCAGGTGTTAAGGAGAG -TGAACGAGATGGTAAAAATGATTTTAAATGCAGATATAAAAAAAGGAAAGATAAATAAAAACATATACGG -GCATTTTTCGGAGCATCTGGGTAGATGTATATATGAGGGGTTGTGGGTTGGCGAAGACTCAGAAATACCT -AATATAAACGGATTTCGCACAGACGTTGTCGAAGCCCTCAAAAAGATGAAGATACCTGTGTTAAGATGGC -CGGGCGGATGCTTTGCAGATGAATATCACTGGGTAGACGGAATAGGACCTAAAGAAAACAGACCTTGCAT -GGTTAACACCCATTGGGGCGGAGTCGTAGAAAATAACCATTTTGGAACTCATGAATTTCTGGAACTTTGC -GAAATGCTTGGTGCAGAACCATATATATGCGGTAATGTTGGAAGCGGCACAGTACATGAAATGCAGCAGT -GGGTTGAATACATGACCTTTGACGGAAAATCTCCAATGGCTGATTTAAGAAGGGCAAACGGCAAGGAGGA -ACCATGGAGGGTTAAGTATTTCGGCGTTGGTAACGAAAACTGGGGCTGCGGCGGAAACATGACTGCTGAG -TTCTACGCAGATCAATATAAAAGGTATGCAACATATGTAAGAAACTTCGGCGATAACAAGATATACAAAA -TAGCCGGAGGTGCTTCGGTAGATGACTATCACTGGACCGAGGTGCTTATGAGAGAAGCAGGAAAGCAAAT -GGACGGTCTCAGTGTCCATTATTATACAAGAATCTCAAAGGACTGGTCTGAGCAGGGGTCTGCAACTGAA -TTTGATGAAAATCATTGGTTTTCTGTAATGCAGAATGCTTTGTTTACGGAAGAGTTGGTGGTACGTCATT -CAAACATTATGGATAAGTATGATCCTGAGAAAAAAGTAGGTATGATTGTTGATGAATGGGGTACATGGTT -TGCTGTTGAACCCGGAACAAATCCGGGATTCCTGTACCAGCAAAATACAATGAGGGATGCCCTTGTTGCA -GGAATCCACCTGAATATCTTCAATAACCACTGCGACAGGGTTCAGATGGCAAACATAGCACAAATGGTAA -ATGTCCTTCAGGCAGTAATTCTAACTGAGGGTAAAAAGATGCTTCTAACGCCCACCTACCATGTATTTGA -TATGTACAAGGTACATCAGGGTGCGGAGTTGCTTTCTCTTGACTTTGAAAGTCCGGAGTATGCCTATAAC -GGTGAAAAGGTACCTCAGCTGAGTGCTTCTTCTTCTGTTGACAGCGAAGGAAAAATTCATGTAACCATTT -GCAACCTTAACCCATCAGCAGATGTTAATATTGATATTGACCTGCGAGGAGTAAAGTCTAAGAGTAGCAC -AGGTAAAATAATTACCTCCAATGCCATGAATGCAAAAAACACATTTGAAGAAACAACTAATGTAACTATA -AAGAATTTTGAAGATATCAACCTTGAAAATAACCATATATCAGGAAAAATACCTTCTAAATCAGTTGTAT -TGCTTGAAATTGTATAATTAGGGCAGTATTGTGACTTATTTAACTGAATATGGTAAAATCTCATTAGAAT -GTCCCGGCAGAATATAATTAATGCCGGGATATTTAGTAGTTAAAGGAGGGTGGCGGTGAAGGATAATTGC -TTAAAATGTCATAGAAATATCCATATTACTCATAATGACATTGAAATGGAAGTAAAAAGGGTAGTTAAAT -CGGGCGTACCCTTGGCAAGGAATGAACAATATGAAAAGAGATTGGAAGTTTGTAACAGCTGTAAGCATTT -AGCGGATGGAATCACTTGTATGATTTGCGGATGCATTGTAAAGGCTAGGGCAATGAATGCTTTACGTATT -TGCCCTCACCCGTCTGGCAACAAGTGGTAATTACTTAGAGAGGTAAATCAAAATCCTAAACAAGAGAGGA -CTTTGCCATGAAAATTCAGAACCCCATTATATGGGCGGATATGCCGGACCCGGACATTATACGTGTAGGT -GATATATATTATATGGTATCTACAACCATGTTTGTAATGCCAGGAGCTCCAATTTTAAAATCAAAGGATT -TATATCATTGGGAACTTGTTTCATATGTTTTCAATACTATTGAGGATAATGACATATATCAGCTGAAAAA -TGGCAAAACAGCATATGGAAAGGGTCAATGGGCAACCAGTTTGAGATTTTTCAACGGCCTTTACTATGCT -TGTTTTGTATGCCATGATATGCAAAAGACATATATTTATTATACGGATGATATAGAAAAAAGCGGTTGGG -AACGTTATGTGATCAATAATGTTTTCCATGATATGTCGTTTTTGTTTGATAATAACAGGTCATATTTGAT -ATATGGCAACGGGGACATTAAAATAGTTGAACTAAAAGATGATTTATCAGGAATAAAAGATGGAGGGGTC -AACCAACTCCTGTTCAGTACTCCCTCTGAAAATATAATGCTCCGTTGTGAGGGCTGCAGAGCCTACAAAA -TTAATGGCTACTATTATTTGTTATTCATTGAATGGCCTAATGACGGTAACAGCAGAAGGCGTGTTGTGTG -TTACAGGTCAAAGGATTTACTTGGAGAGTACGATAGAAAAATACTCCTTGATGATGATATGGAGTATCAG -AATCAGGGAATTGCTCAGGGGGCTATAATTGATACACCTGAAGGAGAATGGTATTCAATTTTGTTTCAGG -ATCATGGGGCGGTAGGCAGAATTCCTTATTTACTTCCTGTTTCATGGGAAGATGACTGGCCTAATTTGGG -AGTTAATGAAAAGGTGCCGGAAAGTTTTGAGATTCCTTTTGAGGCCTACGATACCAAACCATTAATAGTA -AGTGATAGCTTTAATCATAACGAAAATAAGCTGGATTTAAGGTGGCAATGGAATCACAATCCTGAGGAGG -ATTGTTGGTCATTTACAGAACATCCGGGCTATTTGAGACTGCGTACGCAATCCTTGGCCACTGATATTTT -GACCGCCAGGAATACATTAACTCAAAGGACAAGCGGTCCTCAATGTGCATTTTCAGTGGAGCTTAAAACT -GAGGGAATGAAAGCAGGGGACTATGCCGGACTTGTTGCGTTACAGGGTAATTATGGGGCCATAGGAATAA -GAGCCGACGAGAATAATTTGAAAAGAATTATTGTTTCTAAAAAAGGCAGCGACGGAAGACAAATAGAAGA -AGAATACAGGCTGTTTGCAGACAGTAGAATATTAATAAAAATTGAATTCGATTTCCGAAACAGCAGTGAT -ATTGCAAAATTTTATTATTCCCAGGATGGTATCGGATGGATAAAATTGGGCAGTGATTTGCATATGACAT -ATACCCTTGACCTTTTTATAGGCTATCGTATCGGTATATTCTATTATTCTCAGAAGGCAGCCGGAGGGTT -TGCTGATTTCAGAAATTTTTCATATGAATCACGACAATGAACAAAAGGAGAGTAATTATGTCAAAAGGAG -CTTATTTTACAAAACAGTACCCTAATTTATTTGCCGAACTGGGTATTTCTGACGAACAAATTAATAAAAA -GGTTAATGACACTTTTAACACTATGTTCTTCGATCCCGAGGAGAAAATTTATTTTGAAATAGGTAAAGAC -ATGGGATATATGATGGATACAGGTAATAATGATGCACGTACAGAGGGTATGAGCTATGGGATGATGATGA -CTCTGCAAATGGATCGGAAAGACATTTTTGACCGCTTGTGGTTATTTTCCAAAACATATATGTATCAAAA -CGAGGGAAAGTATCAGGGCTATTTTGCATGGTCGGTATCTACCGACGGAAAGAAAAATGCCGAAGGGCCT -GCACCTGACGGAGAAGAGTATTTCGCTATGGCTCTTTTCTTTGCAGGCAAAAGATGGGGTGACGGTAAGC -CGCCCTTTGACTATAGTATTCAAGCCAGGGATATTTTAAAACATTGTATACACCAGTCGGAGATTGTTGA -AGGTGGAGAACCTATGTGGGATAGTACCAACCATTATATAAAATTTGTTCCTGAAACGCCTTTCTCTGAT -CCGTCTTACCATCTGCCCCATTTCTATGAGCTTTTTGCGCTTCTGGCTAATGAAGAGGATAAAGACTTCT -GGAAAAAAGCTGCTGAGGCAAGTCGTAATTACCTGCATATTTCATGCGACAGGGACACTGGGATGGCATC -GGAATATGCTGAATTTGACGGTACTCCCAAAAAGCTGTTCCGTGATTTTCAGTTTTATTCTGATTCATAC -CGCGTTGCAATGAATATAGGATTGGATGCGGCGTGGTTCAGTAAGGACGAGTCATTAGGGGATATCGTTG -ACAAGCTTCAGTCCTTCTTTAGTGAAAATACGGTGTTAGGCGAATATAAGGCCTATACTGTTAAAGGTGA -GCCTTTTGATGCTCCTGCCATGCACCCCGTTGCAATTATCGCTACAAATGCCGCCGGTTCACTTGCTGCT -AAAGGGAAATACAGAGATCAGTGGGTAAAGGATTTCTGGGAGCTTCCATTAAGAAAAGGAGTTCATAGGT -ATTATGATAACTGTCTGTACTTTTTCAGTTTACTGATGCTGGCAGGAAAATATAAAATTTACATCTAAGT -ATAATATCATTAATTAAATCTCAAACCTATATATTAATAGTGTAAAAAATACGAGGGGGATAATATGAAC -AAAATAAAGATTTCAGATAAGGTTACAGGAAGTTTCAGGGATAATTGGAATTTCTGTGTAGGTACAGAGC -GTATGGGGATCGCTCTTCAAAAGGAATACCAGGATACTCTCGAGTTTGTTCAGAAGGCAATAAATTTCAA -ATATATACGAGGACATGGTCTTTTTCATGATGACACTGCCATCTACAGGGAATATGAAATAGACGGAGAA -ATGAAACCTTTTTATAACTTTACATACATAGACAGGATTTTTGACTCATTCCTTGAAAAGGGTCTCAAGC -CTTTTGTAGAGCTGGGATTTATGCCGTCACAACTTGCATCGGGAGGACAGACTGTATTTTATTGGAAAGG -GAATGTCACTCCTCCAAAGGATTATGACAAGTGGAAAAATCTCATTCAAGCTTTGATAAAACACTTTATA -AGTAGATATGGTATAGAGGAGGTTCTCCAGTGGCCTTTTGAGGTCTGGAACGAGCCAAATTTGAAGGTAT -TCTGGAAGGATGCCGATGAGTCCGAATACTTTAAGCTTTATAAGGTGTCGGCAACAGCTATTAAGGAAAT -CAATAAGGATTTACAGGTAGGGGGCCCTGCTATATGCGGAGGTGCCGACTACTGGATAAAGGATTTTTTG -GAGTTCTGCAAAAGAGAAAATGTTCCTGTAGATTTTGTTTCCCGCCATTTATATTCTGCACATATGCCAA -AACTTCAGACACATGAATTTTGTTATCAGGATTTGAAAGAACCTGAGGAAATGCTTAAAGAATTACAGAC -AGTCAGGCAAATGATTGACAATTCACCATTTCCACACCTGCCATTTCACATAACAGAATACAACACCTCA -TACAATCCATTAAACCCTGTTCATGATACATGTCTCAATGCTGCGTATCTGGCACGGATTATAAGTGAAG -CCGGGGATATTGTGGATTCATTTTCATACTGGACCTTCAGTGATGTATTTGAAGAGGCAGATGTTCCAAG -AGCTCAGTTTCACGGAGGGTTTGGCCTTGTTGCCCTTAACAATATTCCAAAACCTACTTTTCATATGTTC -AGCTTTTTTGAACAAATGGGTAAGGATATATTGTACAGAGATGAAAATATGCTGGCAACAAGAAAAGCTG -ACGGTACAGTGACAATAACCGCTTGGAACCCTGTAATGGAGAAAGGTGACCATTTTAATATGGATTTCTC -ACTGGAACTGAATCTGCCAAAAGGAGAATACTTCATCAATCGGACTATTGTAAATGAAACTCATGGTAAT -CCATGGAGAACTTGGATACAAATGGGGAGGCCTAGATTCCCGGGTAAGAAGCAGGTTGAAATATTAAGAA -ATGCTGCACGCCCCATGGTAATCTCCGAAAGGGTAAGCTGTACCGATGAAATATTGCTTCTTGAGTTTAC -ACAAAGTAAAAACGAGGTATCTTTTATTGAAATCATTCCTGTAGCAGATGAGACTAACACTTACTATAAA -CTTGATGACAGTTTGATTCCCGGGTATTAAAATATATTATATACTTATAATACAAATTTTATAAAAGGAG -AATTATTATGGCAATTTTTCAAGCGAATTTTTTTGCTAAAACGATGAAAAGATCGATATGTTTTAATGCT -TTGATACCAAATGATAAATATCAGGCACCTGATCAGGAGATTAAAGACGAACCAAAAGGGCCTATGAAAT -CCATTTATCTACTGCATGGCTATTCCGGCAATCATACGGATTGGTTGACATGGACTAAAATACAGGAGCT -GTCTCTAAAATATAATATTGCGGTATTTATGCCTTCCGGTGAAAATTTCTTTTATGTGGATGACGAAGAG -GTTGGAGCATATTATGGAGAATTAATCGGAAATGAGCTGGTTGACTATACACGCAGCACATTCCATTTAT -CTGATAAAAGAGAGGATACTTTTATAGGTGGATTATCCATGGGTGGTTACGGTGCAATAAGAAACGGTTT -AAAATACTCTGAAAGATTCGGCCGTATAATTGCACTGTCCTCAGCACTTATTACCAATCAGATTGCCGGA -ATTACCCCTGATTTCAAGGGCCCTGTTGCAGACTATCCTTATTACAGAAGAGTATTTGGAGATCTTGACC -GGCTTTTGGGAGGTGACAAAGACCCTGAGGCACTAATCCGTAGCCTTAAGGAAAAAAATGCAGACATACC -TAAGATATATATGGCTTGCGGAACAGAAGATTTTCTTATAAATGAAAATAGAGAGCTCCATGAATTCCTT -GTTTCAGAAAAAGTAGAGCATACGTATATTGAAGACAGCGGTGTTCACGATTGGAAATTCTGGAACGAGT -ATATAGACAAGGGACTTGCTTGGGCTACTGAATGAGGATGAAAATAACAATACCGAAGATTACTTAAATA -CCAGAGGAGGAATTCCCATGAAGCTGATATGCGGCGACTACACACTTATATTTAAAGATGGCGGTCTGGA -GGTTCAAAAAACCGGTAGGACCATATATTTCAACAAACGTCCCATGTTTGTGACTATTAAGACAGCAATG -GCGATTAACGAATTTTATAATAAGGCCTACAGCGAGGTAAATATTTTCGGTAATAGTATTATTGCAAAGG -GTATACTGACCGCACCCTCAGGATCAGAATTTTCCTTTTCAGATGTATATGAAGCGGGAGACTCTGGTTT -CAAGGTCAGCAGGAATGTAAAGGTGCTGAAGGCTGGGGATGACCTTGGCTTTTCAACCAAAATATCCTTC -ACGATGGCTGAATCAAATGATACACATGATTATAACTGCTTTGCACCGGGAGTATGGTACAGACAGAACC -AATTTGCACCGGATTTTGCATTTGGAAAGGATCTGGATTGCGAATACTTCTGGCAAATGGAAACACGCTA -TGCTTTGCCTCTATTTGCCATGCAAAATATAGCGTCCGGTGAAACAGCGGCTATATCTCGGTGGGCATCG -GATGTAACAATGCGGTCTTTGGATATTATGCAATCAGAAAATAATCTCGATGCCAAATTTACAATAGGTT -CAATTGGTATGAGCAGACCGCAAAATAAGACCATGAACTATATGTATTACGGATTTGAGGTACGAAAGGA -AATCGAAACAAGAACCGACGGGCTCTCAATTGATTATGTTTATCCCGGCTGTGACGGACAGATGCCCGGA -GTAAACCACTATGGAGGTCTTGACTACAACGGCAGAGTAAAAACCTTTCAACGTATTAATCACCCTGTAG -AACCGGGCTTTGAGCAGAATTACTCCGTTGCAGTGAATTTTGGAAACTATGACAGCTATCAGCTTATGAT -GAGAGATATCTGGAGAGTGACTTATGACAGATTAAGAGACAAATTATTCGATGTGGACAATGAACTCTTT -TTCCATAACTGTATGAATATACTTGACAGGTATACAAGGCAGTACGGTGATTCTTACGGACTCCCATTTG -CCTGCCAGCTTCCCCATATGGATATAAATTGTGTATCCTTTCAATTCGGTTTTGTAGGGCAACAGCCGGG -AATCGGCTATCAGCTTCTGAGGTACGGAGATAAGGAAAACATCCCGGAAACCTTTGAAAAAGGTGTAAAT -ATCATTGATTTCTGGGTCAGGACGGCCATGACAGAATCAGGCTTACCCAATATGTGCTACAATCCCGGCA -TAAGTACTTTTGAACCGTATCCCCATTATATAAGAATGCTTGCAGATGGTATTGAGGCCATTCTGGATGC -ATACATCTATATGAAAAAGAAGGGGGACGAGCGGCCTAAATGGAGAGAATTCTGTCAGAAAACAGCTGAT -TGGCTTATTAGTAATCAAAATGAGGACGGCAGCTTTTACCGAGCATACAATACCGATGGCTCTGTAAGGA -TGAAATCCAAGTCAAATACTCCAAGCGTAATACGTTTTCTGGTTCAGTTCTACCTTGTGACAGGTGACGA -AAGGTATAAAAATGCAGCCATAAAGGCTGGAGACTGGTCTTATGAAAATGCTTACCTGAACATGGAGTAC -AGAGGCGGTACATGCGACAATACCGATATACAGGACAAGGAAGCAGGCATTTATGCAATGTTTGGCTTTC -TGGCTCTCTATGATTTGACTGAAGAAAAGAAATGGCTTGAGGGTGCCGTAGGTGCTGCTGACTACACTGA -GACTTGGACCTATGCATGGAAATTCCCTGTACGTGCTCCAATGGAGAAGCATCCCTTCAATAGGTATTCC -ATCAGCGGTCAGAGTATTATAACAATCGGTGGTGCAGCAGATGTATATATGGCCGCTTGCTCGTACACAT -ACTACAGATTGTACGTTATAACCGGGGATGAACATTATCTGGATTTTGCCGAGTTCATTCACAAAAATAC -CAGACAATCCAGCGATATAGACGGAAGTATTGGTTATATAATGCCGGGGTTGGGCCATGAAAGCGGAGAC -TTTACGAGGCAAACTTTACAAAGCCAGTACCATTGGCTTCCATGGTGTACTTTTGTGGAGGTCGACCCAT -CATCCAGACTTTACGATACCTTTGGGGGATATGAGATTGCTGATGCACAAAAACTCAGTTCAGAGGAACG -CATTCGGAAAAACCGAATATACGCTAATTATGTTGATAGTTTATAAATATAGTAATTAATACTGTTTTGA -AAGTGGGAATTATATTGAATTCTAATCGCCCTAAAATAAGATTACCCAGGATTATAAGCGACGGCATGGT -ATTACAAAGAAACACAGACGTAAAGATTTGGGGTTGGGCATCACCGGGTGAAGCCGTTACTGTCCGCTTT -ATAGGCAAAGCCTATCATGCTTTCGCAGATGATAGCGGAGAGTGGTTTGTAAGACTTGAACAAGCGAAAG -CAGGCGGGCCGTATGATATGTATATTGAAACGGAAGAGTCCCTTGAAAAGATAACCATAAAGAATATTCT -TATGGGCGATGTCTGGTTGTGCTCCGGGCAATCAAACATGGAAATGAAAATGGATTCAGTGAAGGACACC -TACCCTGATGAAATCGTGCACTCTTGTAATGATTATATAAGACATTTTCTTGTTCCTGTGAAATACGACT -TCGAAAAACCTCAAACTGATTTGGAAGCAGGAATCTGGGAGGCAGCCAATCCTGAAAGTATATTGGATTT -TACAGCTACAGGTTATTTCTTTGCCTTAAAGCTGTTTGAAAAATATAACATTCCTATTGGTCTGATTAAT -GCCAGCCTAGGAGGCTCACCAGCAGAAGCATGGCTCAGTGAAAATGCATTAAGGGAGTTCCCTGAACATT -ATGAATCAGCAAAACAACTCAGCAACCGGGATTATCTGGATAAAGTGCTCAGGGAAGATCAAGAGTCCGC -AGAAGCATGGTACACAGCGTTAAACCAAAACGATGAGGGATTAAAAAGCAATGATATACCATTCCATGAT -ACAGAATATGATGCCCCCTTCTGGCAGAACATAAAAGTACCTTCATATTGGGAAGACGAGGGTGTGGGAA -ACTTCAACGGTGTCGTCTGGTTCAGGAAGGAAATCGATATTCCCAGCACTCTTGCAGATAAACCTGCAAG -ACTTGTACTTGGAAATATTGTTGATGAAGATACTGCCTATATCAATGGTATAGAGGTTGGAACAACGCCA -AACCAGTATATTACGAGAAAATACAGTATACAGGAAGGCTTGCTCAAGGAAGGTAAAAACACTATTGTGC -TCAGAGTAGTAAATACCGCGGGTAAAGGGGGATTTTACAAAGATAAGCCCTACCAACTGGAAATAGGGGA -TAACATCATTGAGTTAAGCGGTGAATGGCAGTATATGATTGGTGCAAAAAGTAGTCCAATGCCTGCTCCT -GCCTTCGTACAGTGGAGACCGTTAGGTTTGTACAACGGAATGATTGCCCCGGTTACCAGTTACTCAATCA -AAGGTTTCATATGGTATCAGGGGGAATCCAATACCAAAAATCCGGGAGAATATGAAAATCTTCTGAAAGC -ACTGATTGCAGACTGGAGACAGAAATGGAATATGGGAAATCTGCCGTTTTTGTATGTTCAGCTGCCAAAC -TTTATGGAGGCCTCGGAAATACCTATGGAAAGCAGCTGGGCGGAGTTGAGGGAAGCTCAGCGAAGGACAC -TTTCTGTACCTTGTACGGGAATGGCTGTTGCAATTGATTTGGGTGAATGGAACGATATTCATCCTGTAAA -TAAAAAGGATGTGGGATTTCGCTTGGCACTTGCTGCCATGAAAACTGCATATAGGGACAAAACGATTGTT -GCATACGGGCCAATGTATCAGTCTGGCAAAATCGACGGAAACAGAATAATTCTATCCTTCACTGATACGG -GAAGCGGGTTGACTGTTAAAAACGGAGACCGTCCGGAAGCTTTTGCTATAGCAGGAGCAGATAGGACATT -TGTCAGGGCTGATGCCGAGATAATAGGTGACAGCGTAGCAGTGTGGAGTGAAAAGGTTTCTCACCCTGTT -TATGTAAAGTATGCATGGGCTGATAATCCGGCGGATGCCAACCTCTATAACCTTGAAGGCTTGCCGGCTT -CACCTTTTACAACGGAGTAGCTGATAGTGTAACTATTTATGAATTTTTAAGAGGATGCCGCAGAATAAAA -ACAAATTTTGTGACATCCTCTTTGACATTTCGAATTGTGCAATGTAATATAATACTATAACCTGTAATAC -AGGTAGACAACTTACAGGTATTAAGAAAATATTTGTAATTGAAAGGTGATATCAAATGCCAATTAAGAAG -GTTACACGTCAAAGTGTAAGCGAACAGGTCTTTGAGCAATTAAAGGAGCAGATTTTGAGTAATGAGTGGA -AGAAAGGAGAAAAGATCCCTTCTGAAAATGAATTGGCCGCATTACTGGGAGTAAGTCGTGTTACGGTACG -GAATGCACTACAGAAACTGATATCCTTAGGATTGATAGAGACCAGGTTTGGGGAAGGCTCATTTATCACC -GATGCCCTACCTGGAATCAGTATGAATTCTTTAATACCAATCGCTTATTTAAAAGAGAACTCACTGCAGG -AGATTTTAGAATACCGCAGGGTACTGGAAGGCAATGTAGCTGAACTTGCCACAAAGAAGGCTTCTGCCGA -AGACGTGGCAAAGCTTGAGGAGGCATATTTGGCCATGGAAAAGGTTAAGGATGATCTAGAACAGTTCTCC -AAGGCAGATTTAAATTTTCATTTGCTCCTTGCAAATATAACTAAAAATTCTCTTATAATTCAAACCTTTT -ATATATTTAGTGATGTTTTAAACCGGGCATTTTCTCAAATTGTTACAAAAAGGGGTAACAGTGCGGGAAT -CTATTATCACAAATTGTTGTTTGAAGCCGTTAAAGGTAGTAATTCTCTTGATGCAAAAAGAATAATGGAT -GAACATATGGAGGACTTGTACAATACTTTTCAAACTAATATATAAGCAACAAAATACTTTAGTATGCCGA -ACGGATAGTTTGTCCGGCACAACGGAGTTATGGAGGTTAATATGGCTAATGTAAAGCAAAAAAGTTCATC -AGAGAGACTGCTCTGGGCACAGTTCGATGCACTCCAACTGGGTTCCGGCTGGGACGAGGAGGATATTATT -AAACCTCAGATATTAATTGAAGATGCATTCGGAGACAGCCATCCGGGAAGCACTCATCTGAATCAGTTGA -CAGAACAGGCAAGAATTGGTGTTTTCGAGGCCGGAGGCTGTCCTGCAAGATTTCATACGACTGACATTTG -TGATGGGTGTGCACAGGGACACAAGGGCATGAATTATGTTCTGGCATCCCGCGAGGCTATTTGTGATATG -GTTGAAGTGCATGGAAGTATGGTTTCATGGGATGGGTTGATTTTATCCTCGTCCTGTGACAAGTCTATTC -CCGCTCACTTAAAGGCAGCTGCAAGGCTTAATATACCGGCAATTTTTATACCGGGGGGCAGTATGAGACC -CGGCCCCAATATGACTACTTCATTGCTTGCAGGAGATATCTCCCTCCGTCAAAAACGAAAGGGAGAAATA -AGCCGACGGGAGATTCGTGACTACAAGCTGACAGGCTGCCCGTCTGTAGGAGCATGTACTTTTCTGGGAA -CCGCCAGCACTATGCAGTGTATGGCTGAGGCTCTTGGAATGGCATTGCCGGGAAGTGCATTGGTTCCTGC -AACCATGAGGGACATTCTGTCTTATGCAAGAGAGGCAGGCAGGAAAATCATTGAGCTGGCTGAAAAAGGT -ATAACGCCGGACAAAATCATGACAAAGGAGGCATTTGTAAACGCAGTCATTGTACATAGTGCAATCGGTG -GTTCTACCAATGCGACACTGCATTTACCTGACATTGCAAGGGAGCTCAATATTACATTGACACCTGAAAT -GTTCGATGAAATAAACCATAGGATTCCGCATATAGGCAATATCTTCCCAAGTGGAGAGCACCTTACCGAA -TCATTCTGGTTTGCAGGTGGAATACCAATAATGCAATTAATGCTTAAAGAATATCTGAATCTGGATGTAA -TGACTGTAACAGGAAAGACCCTGGGAGAAAACCTGAAAGCTTTGGAAAAGGATAGCTTCTTCAACAGAAA -TATCGGTTATCTTTCTAATTATGGTTTGAAGAGGGAAGATGTTATTACTCCTTTGAATGAAATCAAGGAA -AAAGGTTCCATTGCTGTCTTAAAAGGAAATATCGCACCCGATGGGTCCATAGTAAAGTATTCGGCCTGTA -CGGAAAGTATGCGTAAACACAAGGGCATTGCCAGAGTATACAATAGCGAAGAAGATGCCTATAGTGCAGT -GGTCAATAATGAAATCAATCCCGGCGAAATAATAGTAATCCGCTATGAGGGCCCAAGAGGCAGCGGAATG -CCTGAAATGTTGATGACGACAGAAGCCATCGTGTGCGACAAACGGCTGAACGGCACTGTTTCTCTGGTGA -CAGACGGCAGGTTTTCAGGGGCCACACGCGGAGCGGCAATAGGACATGTTTCGCCGGAGGCAGCTGCAGG -AGGCCCTTTGAGCCTTGTTGAAACCGGAGATATTATAGAGTATGACATTGAGAACAGGAGTCTCAACGTT -GTAGGTATAAACCAAAAGGAAGTGCCTTTGGAAGAGGTTCAGAGAATCTTTGCACAACGTGAAAAGAATA -AGAAAGTAGTACTGCCTCCTGTAAGAAAAGGTTTACTAAAAAGATATACCGAATCCGCCCTTTCTGCTAT -GGAAGGTGCAGGCTATTAATAAAAAAAAGGAGATACAAAGATGAAATGTGAATACATTACCCCAGCTGTT -ACTATATTTGATGAAAATAGAAAGCTTGATATTGAGTCGCTCCATAATCTGTATGATCATCTGATAAAGG -GTGGGGTTGACGGTATTTTGATTTTGGGAAGCATAGGAGAGTTTTTTGCAATTCCAATAGAAAGTAAAAA -GGAACTGATTCGTTTGGCTGTTAAAAAAATCAGCAGGAGAACAAAACTGCTGGTTGGAACTGCAAGCATG -GATATAAACGAGACTATAGAACTTTCAAAATATGCATGTGAACAGGGTGTTGACGGCATAGTGGTAATTT -CACCGTATTATTTCGGATTGAGCCAGCAAAGCGTTGAGGAGTATTACGACAAGGTAGCCGATGAATGCCC -CGGTGATCTTTATCTCTATAGTTTCCCCGATCGTACAGGGTATGACATTTCTCCAAACGTGACGTTGAAT -CTTTTGCGAAAACACAAAAATATTGTGGGATACAAGGATACTATCCCAGGGATGGATCATACAAGGGAAT -TGATAAAATTAATCAAGCCGGAGTTCCCGGATTTTAAAATCTACTCGGGATTTGATGACAACTTTGCTCA -TAATGTAATGTCAGGAGGGGACGGTTGTATTGGCGGATTGTCAAATCTTGTTCCTGAGGCTTGCAGTGCA -TGGGTAAAGGCTTTCAAAGACAATGACCTTAAAATGATTTCAGATATTCAAAGGAAGATAGACTGTCTTA -TGGACATTTATCAGGTAGGAAAGCCTTTTGTTCCTTATATTAAAAGAGCACTGATGCTTAAAGGTATCTC -TGTAAAGGATTATTGTTCATTTCCCCTGCCAATGGCAAATGAACAGGAGATTTTAAAATTAAAAGCCATT -ATGGAAAAATCAGGTTTAATCTAAGCTGTAAGCCTTAAAAAAAGTATACTTTTTTTAAGGCTTATTTTGC -CCTTTTAATATGGTGAGGAGTTTTCCACAAAAGATTAATTGACGAAATGGTTATAAATGGTATATAATGC -AATTAAAATTTAATAATTAACGATATTGGTTTGCTCAAAATTATGAGTAACTAAGAGGGAATCAGGTGAA -AATCCTGAACAGTCCTGCTGCCGTATGATGGAGCGGTTCTCTAAAAGCAAGATTTATTTTTTGCTATATA -TGCCACTGGGTAAATCAGCCCGGGAAGGTGAGAACTTTGCTATGATATCTGAGTCGGAAGACCTGCCAGT -ATTTCTGCAGATGCCAAATATGCAGAGTGCTATGACTTCACAGTGTATGAAGTGTGTAGTTTGTCAAAAG -AGAAAACAGTATAAGACTATATGTTCTTTTTTACAAATAAAACCTTCATTACCAAAGTAATGAAGGTTTT -ATTTTTTTGGCAAGCATTATTAAGTCGGAGGTTCGATATAGTGAAACGTGTAAGTGTTAAGAACTATCTT -GTTTGTCTTTTAATTGCGGTGTGTGCTATTTTTGTTTTCCCTGCTAACGCATCTGCAATGCATATCATGG -AAGGCTATCTGGCACCGGGTTGGTGTATTAGCTGGGGTGTGATGTGTATGCCATTTCTCGTAATAGGATT -CTTCTCAATAAAAAAGAAAATCGAAGTATCTTCAAAAAACCTGACTTTGTTGGCAATGTGCGGTGCTTTT -GCTTTTGTGCTTTCAGCACTCAAAATGCCGTCAGTTACCGGAAGCTGTTCACACCCTACAGGAGTGGGAC -TTGGTGCTGTTTTATTCGGGCCAACTGCCATGTCCGTAATAGGTGCTATAATTCTGTTGTTTCAGGCTAT -TTTACTGGCACATGGAGGAATTACAACCTTAGGAGCAAATGTATTTTCCATGGCTATAGTAGGGCCTTTG -GTTTCTTTCGGAGTGTTCAAGCTATCTAAAAGATGGGGTGCAAAAGCAGGACTTGCAGTATTTCTTGCTG -TATTTTTCGGAGATTTGATGACATATGTGATAACCTCTGTGGAGCTTGCCATGGCCTACCCTGATGCTAC -GGGCAGCTTTATGGTCTCTCTTGGGAAGTTTATAAGTATTTTCGGGTTTACTCAAGTTCCTCTTGCTGTT -TGCGAAGGACTTCTTACAGTAGTTATTTATAATGTTCTTGCAAAATACAGTGCAAAAGAGCTGAAGGCAC -TGTCAGCAATTTATTAAAAAGGAGAGAACGTAATGAAATTATGGAAAAAGAATTTAATTTTGTTAGTAAT -AGTAGTTGTTATCCTTGCTGCACCGCCTATTTTTATAAAGAATGCTGAATTTGCCGGAGCAGACGGTCTG -GCGGAAGAACAGATAACTAAAATAGCTCCTGACTACAAGCCATGGTTTGAATCACTGTTTGAGCCTAAAA -GCGGGGAAATAGAGTCATTGCTTTTTGCATTGCAGGCTGCAATTGGTGCAGGAGTAGTGGGTTTTATACT -TGGAAGAATGACTTCTGTTAAAGGAAAATCCGGATCAGAAACATGATACTGATAGATAAATATGCATATG -CATCTAAACTTGCCCGTATCAGCCCAAAAGTAAAATTAATTTACACAATGTTCCCTTTAATTTTATGCAT -TTCACTGAACTCATTTAGTGTAAGCATAGTAACCATATTTGTTATGGCAGTGACCACGGTAGGGGTGGGA -AAAATAAAGTTCTCGGCATATTTAAAATTGCTTTTTATTCCCTTTGGCTTCTTAATGGTTGGTACAATAA -CAATACTGATAAACAGATTTGATTTAAATCATATATACTTACTGGGGATTAAAATCGATAACTATGCTTA -CGGAATTGACCGGGTTACTCTTACAAATAGCTTGAAACTGGTACTCAACGCTCTTGGAGGAGTAAGCTGC -ATGTATTGTCTGTCTTTGAGCACCCCCATGTCCGACCTGTTTCAGGTATTGAGACAAACAAAGCTTCCGG -CTGTTATTGTTACACTTATGGAGTTGGTATACAGATATATATTCGTGTTGATGGATGAAATTGGGAGAAT -GAACATAGCAAAAAATTCAAGACTGGGGAACTGTAATTTCAAAACTTCGTTGAAATCAACCAGTGAATTG -ATAGGTATGCTGTTTATACGTGCATACAACCGCTCCGACAGGGTTTATGCAGCTCTTGAATCCAGAGGCT -ACAACGGGCAATTTGTTACACTGGATGAAGAATATATAAACGGCAAAAGGATGCATATGCTTTCAATCCT -GTTATGCCTGCTGCTTTTAAGTGCGGGACTTGCAGAAAGGTTTTTATTGTAGGAGGTAGCTCTATTGTAC -ATAATTGAAACGAAGAAGCTGAGTTATTCATATGACGGAGAACATCAAGCTCTGGAAAATGTCAGTATAT -CAATCAAAAAGGGCAAAACAACAGCGGTTTTGGGAGGCAACGGGGCAGGAAAGTCGACCTTATTTTTGAA -CCTTAATGGTGTTTTGACACCTGACAGCGGAACAGTTTTTTTTGACGGCAGTGAGGTGGAATATAATAAA -AAAGGGATAATTGAAATGAGAAAAAGGGTGGGGATAGTATTTCAGGACCCAAATGACCAATTATTTTCCT -CTAGTGTTAAAAAGGATATTTCCTTTGGAGCTATAAATCTTGGACTTGGTGTTGAGGAAGTCAGGGAAAG -AGTTGAAAAGGCAATTGTTCAAACAGGAATTGGGGAATATGTAGACAAGCCAACACATGCATTAAGCTTC -GGACAGAAAAAAAGAGTTGCCATAGCCGGGATTTTAGCTATGGAGCCTGATGTGATTATTCTGGATGAAC -CTACTGCGGGACTTGACTCTAAAGGGGCAAGCGATATTCTTAATCTTTTGACAAAGATAAAAGAAGAAAC -GGGAGTATCGGTTATTTTGGCAACACATGAAATGGATATCGTTCCTTTATATTGCGACGATGTATTTGTA -ATGGACCATGGAAAAGTAGTTATGGGCGGAAACGTAAGAGAAGTACTTTCAAAGCCCGAGCTTCTGAGGG -AACATTCCTTAAGGCTTCCAAGAATGGCACACCTCATGGAAATATTAAATCAGCGGGACAAGCTCAAGGT -TGACAAAACAGCGGCTACAATATCAGAAGCAAGGGCATCTATTTTAAGTCTTATAAACGGTGCAGGGTAA -TTATATGGAGGAATTTATTGTAAAGAACGGCAAAAGACTAAAGTGCGGATACACAACCGGAAGCTGTGCA -GCAGCAGCCGTAAAGGCTGGTGCAGTAATGCTTTTAGGACGTACAACCATTGACGAGGTTATAGTTAATA -CTCCAAAGGGTATCCGATTAAATTTGCAAATAGGCGATATTTATAAACAGAAGGAATGTATCAGCTGTTC -GGTTAAAAAAGATGCAGGGGACGACCCTGATGTTACAGATGGTATCAAAATTTTTGCTAAGGTTGAGAAA -CTTGAAAAAGAAATTTTGATTGAAGGTGGCAGTGGCATTGGACGAGTTACAAAATCAGGACTTCAATGTG -CAGTTGGTGAGGCGGCCATAAATCCTGTACCAAGGCAGATGATACAGGAAGTGTTAAAAGAAGTGTCTGA -AACCTACGGGTATAAGGGAGGATTTTCTGTTGTAATATCAGCAGAAGATGGCGAGGAAATTGCAAAAAAA -ACCTTTAACCCGAGACTTGGAATAACAGGTGGAATATCTATACTGGGAACCAGCGGGATAGTTGAGCCTA -TGAGTGAAAAGGCTTTGATAGAGACTATTCATAGGGAAATAAATGTAAAAATTACTCAGAACAATGAATA -TTTTCTTGTAACTCCCGGTAACTTTGGCAGGGATTTTGCACTGAAACGGTTTGGATTGGACATTGACAAA -GGGGTAAAATGCTCCAATTATATAGGGGAAACTATTGATTATGCGGTTTATAATAATATCAAGAACATCT -TACTTATAGGACATGCAGGTAAACTGTGCAAAATTGCCGGAGGTATAATGAATACCCATTCAAGGACAGC -AGACGGCAGATGTGAAATATTTGCGGCTCATGCAGCACTTTGTGGTGCTTCTAAAGAGTGTATAAATAAC -ATAATGCAGTCTATGACTACGGACGAAATAAATGTCATACTGAGAGAAGAAGGTCTTGAAGATGCTGTTA -ATATCAGTATTCTTGAAAAAATAAAATTTCATCTTAATTATAGAGCAAACTATAAAGCCCGTATAGAGGT -TGTGATGTTTACGGATTTAAACAGGGAACTGCAAGACAGAGTCTATTATCACACCTCAGGTGCTGTAGAC -ATGATTAAAGAACTATGCAAGGAATCAGATAAGGGGTAAATATATGAGGGGAATTTTATATGGAGTTGGT -GTAGGGCCGGGAGATTGCAAAATGTTGACACTGCAGGCCGTTGAGGTTCTGAAGATGGCAGATGTAATAG -CTGTACCTGATACAAAAGGTGAAAAAACTGCTATGAAAGTAGTTGAAGAATACATAAAGGACAAAGAGGT -GGTATATTGTCCTATGCCCATGACAAGAGATTCTGATTTGCTCGAAAAGAGTCATGGCATAAGCTGTAAT -TTAATAGAGGAGCAATTGTTAAAAGGTAAAAATGTAGCCTTTATTACTTTAGGCGATCCTACAATTTATT -CCACCTATATGAACATTCAGCGGATAATGGATGAAAAGGGCTATATTACACGGACAATACCCGGGGTTAC -TTCCTTTTGTGCTTCTGCCGGAGCACTGAATATTTCTTTGTGTGACAGGGGGGAAGCTCTTCACATTATA -CCTGCATCCTACGGTGAGACTGAAGAACTTCTGGACTTAAAGGGTACAAAAGTGCTGATGAAAAGCGGAA -AAAGTCTGGCGGATATAAAGGTTGCCTTGAAGAGGAAGGGGCTGTATCAGTACTCACGGATGGTAGAATG -CTGCGGTATGGAAAATCAAAGAGTTTACAAAAGTCTTGATGAGGTATCTGATGATTCAAGTTACTTTTCA -ATTATAATAGTAAAGGATAAATAAGTATGGTGACATTTATAGGAGCAGGGCCAGGAGCCGTTGACCTGAT -TACGGTTAGGGGAAAAACGCTGCTGGAAACAGCTGACATAGTTATTTATGCAGGCTCACTGGTGAATCCG -GGTTTGCTTGATTACACTAAAAAAACATGTGAAATATTTAATAGTGCTGAAATGACATTGGAACAAGTAA -TAGCTGTTATGGAACGTGGAGAAAGAGAGAAAAAAAGCACTGTAAGGCTTCATACAGGCGACCCGAGTAT -ATATGGTGCCATTCGTGAGCAGATGGATATGTTGACTGAAAGAGGCATTGAATATACCGTAGTTCCGGGA -GTCAGCTCTTTTTGCGGTGCGGCTGCTGCATTAAAAGCAGAATACACACTGCCTGATGTAAGCCAGACTT -TGATACTCACCAGAATGGAGGGACGCACTCCTGTTCCGGAAAGAGAAGAAATATCCAAGCTGGCCTCACA -TAAATCGTCCATGGCATTGTTCCTGAGTTCTTCATTGTTGGAGGAGTTAGGCCGCAGGCTTATAGCCGGA -GGGTACCAAGAAAACACACCGGCAGCAATTGTATATAAGGCTACATGGCCCGACGAAAAAATTGTACGGA -CATGCGTAGGAGAACTTCATACAGCTGCAAAAGAAAATAGTATAAACAAGACCGCATTGATACTTGTAGG -GGATTTCCTTGGCTCGGAGTACTCAAGGTCAAAGCTCTATGACCCAACTTTTTCTCACGAATTCAGAGAG -GCAGTAAAGTAGTTATGAGGATAACTTTAGCAGCATTTACAAAACAGGGGGGCAGGCTGTGCCTGAATTT -AAAGCAAAAGCTTAACACTCAGGGGTATAATGCCGAGGGTTACTGCAAGTATCACCTTGATGGAGTCGAA -GTCTTAAAGGACGATCTGGAAGAATTTACGAAAAATGCATTTGGTGCTAGTGACGCTATAGTTTTTATAG -GGGCTGCGGGGATTGCCGTCAGGGCAATTGCGCCCTTTGTAACCTCCAAGGACTGTGACCCTGCGGTACT -GGTTATTGATGAAAGAGGCAAGTATGTGATTCCCATTTTATCAGGCCACATAGGCGGGGCAAACGAGTTA -GCAAGTATTATTGCAAAAGTATTAAATGCACAAGCGGTGATTACGACGGCAACAGATATAAATGGGCGGT -TTGCAGCTGATTCATGGGCAGTAAATGCAGGCTGTCATATAATGAATATCAATATGATTAAAAAAGTGTC -AGCAGCAATATTAAACGGAGAAAAGGTGGGGCTTCATTCTGATTTTCCCATTGAAGGGAGTTTGCCTGAT -AATGTTATTATATCCGACAGTGAAAAGGTGGGAATTTGCATATCTGACAGCTCAAAGCCGATTTTTTCAG -AAACACTTCAGCTTATGCCCAAACAATATGTTTTAGGTATTGGCTGCAGAAGGAATACAAAGTATTCTGA -ACTTTTGAATTTTGTGAATTTTATTCTTGATATAAACGGGATTTCACCCTATGCGATAGAAGCTATAGCT -TCTATTGACTTAAAAAGTAATGAGAATGCAATATGTTCTTTGAGCACTGATTGGAAGATTCCATTTTATA -CATATTCGGCAAATGAGCTTGCAGAGCTTCCGGGGGATTTTTCAAAATCGGGTTTTGTAAAAGAGATTAC -CGGTGTTGACAACGTTTGTGAAAGGGCAGCAGTTAAGGCCAATAGTGGAAGACTTGTAGTTCCAAAATGC -AGTTGGGACGGAATAACAGCGGCATTATCAAAAAGAGATTGGAGATGCAGATTTTGACTATTATATCAGC -AAGCTTGGACTATAAATCAGCTGCCATTGATGTCCGGGAAAAATTCAGCTATACATCCACAAAAATCAGA -GAAATACTTAAAAACATAAAAGCTGTTGACGGTGTTTCAGGAGCAGTACTTCTGTGTACCTGCAACAGAA -CTGAAGTATATATTTCAGGAGAGAATATTGAAAATCTGAATCCTGCCATGTTCTTGTGCAGGATGTCAGG -TTTTATAGACCATAAATTGTTAATGCCTTTGTTTAGTATAAGATGTGATTCGGAGTCTATATTCCACCTT -ATGGAAGTAGCTTGCGGGCTTCAGTCAATGGTGCTGTTTGAAGAACAGATAATTACACAGGTGAAACATG -CGGCTGCTATTGCAAGGGAAGAAAAAACCATTGATTCCACCTTGGAGACTCTGTTCAGACTCAGTATTAC -AGCTGCAAAGAAAGCTAAAACAGAAGTTAAAGTAAAAGCAGTTCCTACTTCTGCAGCGGAAAGTGCAGTA -TCTGAATTATCAAAAAAATACTGTTTTACCCATAAAAAAGTTCTTGTAATAGGCAATGGCGAAATAGGAC -GGTTGTGCTGCAAAAAGCTCCTTGAACTGGGAGCAGATTTAACAATCACACTCAGAAAATATAAGCACGG -AGAAATAATTGTTCCTGTAGGCTGCAATACAATTTCATATGATGAAAGAGAAGGGTTTCTTTCCTGTGCA -GATGTGGTTATAAGTGCAACTACAAGTCCACACTTTACAATAACCCGTGATATGGTTGAAAAACACCAAA -GAAAGCCTGAGTTTTTTATTGATTTGGCGTTGCCCAGAGATATTGAACCGGAGATTTCAAAAATTGAGGG -AGTGGAAAGCTATAACCTTGACAGGTTCTGCACGGATTTTTCTGTACTTAATCATAAGGAAGTACGTAAA -ATAAGAGAAGTGATATATGGCTTTATTTTACAATTTGAAAAATGGGAAAATTATCGTAAAGAGGCAGGAT -TAATAAAAGAGTAATGGGAGGTTAACTTGAAACTATATGTTGTGGGCATAGGGCCGGGAGAGGATTGCCA -GCTTACGGGAAAGGCAATCAGGGCTATTGAGGAAAGTCAGCTTGTGATTGGATATGACGTTTACATTGAT -TTAATAAAGCATCTGTTGCCTGACAAGGAAACATTGACAACACCCATGAAAAAAGAGGTTGACAGGTGTA -AGTTGGCTGTAGAAGCCGCTATGGCAGGGAAAAAAGTGGCGGTGATATCCTCTGGAGATGCAGGAATTTA -CGGTATGGCAGGTCTGATATATGAGGTATTGGCAGAATATAAAGCAACTGACATACAGATTGAAGTTATA -CCGGGAATCACCGCGGCTTCGTCAGCGGCGGCAGTACTTGGAGCTCCGTTGACCCATGATTTTGCCGTTA -TATCCCTGAGTGATCTTCTCACACCCTGGGAGGTTATTGGGAAAAGGCTTAGACTTGCGGCTGAAGCTGG -CTTTGCAATCTGTATATATAACCCCTCCAGCAAAAAGCGAAGCGATTACCTCAAAAAGGCTTGTGAGATT -ATTTTGACGGTGGCAGACAGGGATACTCCCTGCGGATACGTACGCAATATAGGTCGTGAGGGTCAGACCT -CAAAAATATTGACTTTGGAGGAACTGGTTCAAGAACAGGTGGACATGTTTTCAACCGTTATTATAGGAAA -CAAAAATACCCGGGTAATAAATGACAGACTTGTCACTTCGAGAGGGTACAAAGGTATATGAAATCATTGA -AAGGCGGAATACGGTTTGCATATGAAGGTGCTTGTTTTTTCAGGAACAACAGAAGGCAGAGAAATATCAC -AATTCCTTGCTGATAAAGGAGTATCTGTTACTGCCTGTGTTGCAACGGAATACGGAAATATGGTTATGCC -ATCTGACAGTAGGATAGAGGTAAGAACGGGAAGGCTGACGGAAGAACAGATAATCAAAATGGTTTCGGAT -TATTCATTTGTGATTGATGCGACCCATCCATATGCAGAACTGGTAACTAAAAATATAAAGTCTGCCTGCA -ACAGCACAGGCGTAGAATATATACGGCTGCTGAGACCGTCAATATCAGCGGGAAAAGTAATAGAAGTAAA -TGATACCAAAGAAGCAGTAAAGTATTTGAATAAGGTAGAGGGCAATATTCTTCTTACTACAGGCAGCAAG -GAACTGGAGGCCTTTACGGGTGTGTCAGATTATGATACCAGAATATTTGCAAGGGTACTCCCTAGTGCTG -AGGTTGTAGATAAGTGCAATAAGCTGGGGTTTAAAGGCAAAACCCTTATTTGTATGCAGGGGCCGTTTTC -ATATGAGATGAATATTGCAACTTTAAAGCAGATAAATGCAAGATACCTTGTGACCAAGGACACAGGCTCT -GCAGGAGGTTTCCAAGAAAAAATATCTGCGGCAGAAGCCCTTGGAGTGACTGTAGTTCTTATATCCCGTA -AAGTTGAAAGTGGCGGACTTACAATATCTCATTTAAAGACAGTAATTATGGATAGACTTGGCTTGTGTAA -GGAGCCTCAACATGGAAGATTCCCTTTGTTTATTGAATTAACGGGGAAAAAGGTTCTTGTTGCCGGAGGG -GGAGAGATTGCAGCCAGACGAGTAAAAACACTGCTGAAATTCGGAGGGGATATTTATCTGGTATCTCCTC -ATCTTATCCCGGAGCTTCAAGAAATGTTCAGCCGTAAGCTGTTTAATTACAGAGAAGGATATTATGAATC -ACGGGATATTCAAAATAAGTTTCTGGCAGTTGCTGCTACAGATGACAGAGAGACTAACCATAAGATATAT -ATGGATGCCAAGGAAAAGGGCATACATATGAGTATAGCGGATTGCAGAGAAGAGTGCAGCTTTTACTTTC -CTGCAATATTTGAATTTGATGGTATAGTGGGGGGACTGGTTTCCAAGAACGGAGATAGTCACAGTCTTGT -AAAGGCTGTAGCTAAAAAGATTCGTAAAATAGGACAAGCTACACATTGAGGATTTCATCATAAGAAAGAA -AGGCTATGGTATTTGACATGAAAAAAATCAGAATAGGCAGCAGGGACAGCAAGCTTGCAATTATACAATC -CGAGATGGTAATGGCTGCAATCAGAGAATTTGACCCTGATATAGAGCTGGAATTGATTACAATGAAAACT -ACGGGAGATAAGATTCTGGACAAAACCCTTGATAAAATAGGAGGAAAGGGCCTTTTCGTCAAGGAGCTTG -ATTATGCACTATACAATAATGAGGTGGATATAACCGTACACAGTTACAAGGATATGCCTCTGGAGGATAA -TCCGAAGTTGCCTGTTGTAGCTTTGTCAAAGCGTGAAGACCCCAGAGATGCCTTTGTTTTGCCTCAAGGT -GAAATTGCAGAAAACAATGAACCTATAGGAAGTTCAAGTCAGAGGAGACAGCTGCAGTTAAAAGCTTTAT -TTCCTAATCGTAAAACAGCCCCAATTCGTGGAAATGTACAAACCCGCCTTAAAAAACTTGACAGCGGTGA -GTTTTCAGCTATAGTACTTGCTGCTGCGGGAATTAAGAGACTTGGCCTTGAAAGTCGTATCAGCAGATAC -TTTTCAGTTGATGAAATTCTTCCAGCGGCAAGTCAGGGTATTATAGCAGTACAGGGCAGAGCCGGAGAGA -ACTTTGATTTTCTGAAGCTTTTCCATAGTGAGGAATCCCTATGTATTTCACAGGCAGAAAGAACCTTCGT -ACGAGAAATGAATGGCGGTTGCAGTACACCAATCGCGGCTTATGCAACCATTGTAGAAAGTGAAATTATT -CTCAAGGGCTTGTACCATAATGAAGCTACGGGGGAATCAAAGAAGGAATGTGTTTCAGGAAGCAGGCAAA -ATCCTGTGGAATTAGGCTATGAACTGGTAAAAAAGATGGAAAGCTGCAGAAGGATTTAAGGGGGGAGGCA -GAGGTTATGAAACATGGATTTGTGGCATTAGTTGGCGCAGGGCCGGGAGATAAGGGGCTTATTACCTTAA -GAGGAGCAGAACTTCTCTCTAAGGCTGATGTGGTAGTGTATGACAGACTGGTATCCCATGAAATTATAAA -AATGATACCGCCTGAGGTGGAAAAAATAGATGTAGGAAAAGAGAATAAATTCCACCTTGTTAAACAGGAA -GATATTAACCGGATACTCCTAAACAAGTCACTGGAAGGAAAAAATGTTATAAGGCTTAAAGGAGGAGACC -CTTTTGTATTTGGGAGGGGAGGAGAAGAACTTGAGCTTTTACAGGAAAATGATATTCCCTTTGAGGTTGT -TCCCGGAGTAACTTCAGCTGTGGCAGCACTGTGCTATGGAGGGATACCGGCTACCCACAGGGATTTTTGC -TCTTCAATGCATATTATTACCGGACATGCCAGAGAGGGAGGACAGCTTTCAATTCCATTTAATGAATTAA -AGGAATTGAACGGAACACTGGTTTTCCTCATGGGATTATCTTCACTGGCATATCTGATGAAGGGGCTTTT -AAATGCAGGTATGGATAAGGACATGCCCGCTGCAATAATAGAGAACGGTACAAGGCCTAACCAGAGAAAA -CTGGTAGCCACTGTGGGTACACTGGAGCAAAAGGCTTTGGAGATGGGAATAAAATCTCCTGCCATTATTG -CTGTAGGTAAGGTTTGCACTCTCTCTGACAAATTCAACTGGTTCATGAAAAAGCCTCTCTTCGGTACAAA -AGTACTCGTTACAAGACCTAAGGCGTCTTCCAGTACAATTGTGGAGAAGCTTCGCCAACTGGGTGCGGAG -CCTTTAGAGTATCCCTGTATTGAGGTGGTACCAATACCTCAGAATGAAAAGCTTTGCAGTGTATGTGAAA -AGCTAAGTGAATATGGCTGGATTTTATTTACCAGTAAAAACGGTATACAGATATTTTTTGATTACTTAAA -TTCCCAAGGGCTGGATGCCAGAGTTCTTGCAAATATAAAAATCGGTACGGTTGGAAGTCAGACAGCGAGA -GCTTTAAAGGAAGTAGGGCTGATTTCGGATTTTACTCCTGAAATCTTTGACGGCAGCCATCTTGCACAGG -GCGTTTCACAGCTTGTAGGAGAAAATGAAAAGGTTCTTATTTGTGATGCGGCAATAGCAAGTGACGACAT -TGTTAATATTTTCAATAACAATAATATAAAATTTGACCGGGTTCCCTTGTACCATACAAATTATATAAAT -GAGAACAGTGATGAAATCAGAAAAATGATTATTGATGGTGAACTGAAATACATAACTTTTACAAGTGCAT -CCACTGTAGAGGGCTTTATGGCATCTGTAAAAGATATTCCTCTGGGAAGTCTGACGGCTGTTTGTATAGG -AAATCAGACGGCGCAAGCTGCTAAAAAGTATAACCTGACATATGTAATATCTGAAAAATCTACAATTGAT -TCAATAACAGACAAGCTATTGGAAATAGGAGGCGGTAATATTGATGATTAACAGACCAAGAAGATTGAGA -ACAGGTGAAGTGCTGCGAAAAGCAGTCAGGGAAACCAGACTGTCAACTGATTCACTTATTCAGACTCTTT -TCATAATAGAGGGTAATAATATAAAGAAGGAAATCAGTTCCCTGCCCGGACAGTACCATTATAGCCCCGA -TATGGTGGGGGAAGCAATTGAAAATGCGCTTAATGCAGATGTAAAATCCGTACTGCTCTTTGGACTCCCG -GAGCATAAGGACGAAAAAGGTTCTGAGGCATACAATGAAAACGGTGTACTACAGCAGGGAATACGTGAAA -TAAAGCAGAGGTATCCACAGATGCAGGTAATAACGGATATTTGCATGTGTGAATACACATCTCACGGGCA -CTGCGGAATTTTGGAGGGTGAAAGGGTAGATAATGACAGAACCCTGCCCTATCTGGAAAAGATAGCTTTG -TCCCATGCAAGGGCAGGAGCGGATATAGTAGCTCCGTCGGATATGATGGACGGCAGAATAAATGCCCTGA -GGACGGCTCTGGATAAAAATGGATTTACAGACATTCCTGTCATGTCATATGCTGTAAAGTATGCCTCGTC -ATTTTATGGTCCCTTCCGTGAGGCAGCAGGCTCTGCGCCTGCATTCGGAGACCGTAAAAGCTACCAGATG -GATTATCATAACAGACGTGAAGCTGTAAAGGAAGCACTTCTTGATGTTGAGGAAGGCACGGATATATTGA -TGGTTAAGCCTGCACTGGCTTATCTGGATGTTATAAAGGAGGTCAGGGAAAAAACTCAGCTTCCTCTGGC -AGCCTACAGTGTCAGCGGTGAATATGCCATGATAAAGGCTGCCGCCGCTCAGGGACTGATTGATGAATAC -GGTGTAATGTGTGAAAGTGCAGTCAGCATTTTCAGAGCAGGAGCAGATATGCTTATAACTTATTTTGCAA -AAGAGATTTCCCAAGCAATTAAGAAAGGGGATATAGGATGATATCTAGTAATGGTTTGTTTGATAGAGCA -AAAAAAGTCATTCCGGGTGGTGTAAACAGTCCCGTAAGAGCATTTCGAGCAGTGGACTTAAATCCTTTAT -TTATAAGTCGTGCAAAAGGCTCAAAGCTTTATGATGTGGAAGAGAGAGAGTATATTGACTATGTCTGTTC -ATGGGGCCCTATGATTTTAGGCCACAGCAATGACCTTATACTGAAAAATGTTGAAAATGTATTGCATAAC -GGACTTAGCTTTGGAGCACCTGTTGAAACTGAGGTACAAATAGCAGAGATGATAGTCTCCATGGTACCGG -GAGTTGAAATGGTCAGAATGGTGAACAGCGGAACAGAAGCGGTTATGAGTGCTATCCGGCTGGCGAGAGG -CTTTACAAAACGGGACAAGATTATAAAGTTCGAGGGCTGCTACCATGGGCACAGTGACAGTATGCTTGTA -AAGGCAGGCTCAGGTGTACTGACTGCCGGAATCCCTGACAGTCTGGGAGTACCACAGAACGCAGCGGGAG -ATACATTAACTGCTGTTTACAATAATATTTCCAGTGTTGAACAGTTATTTCAGGAAAATAAGAATCATAT -AGCAGCTGTAATTATAGAGCCTGTTGCAGCAAATATGGGAGTCATTCCTCCGCAAGAAGGTTTTTTGAAG -GAATTGTCCGGTATTTGCCGTCAAAATTCCGCATTGCTTATTTTTGACGAGGTTATTACAGGTTTTCGCC -TTGCAGCAGGGGGAGCACAGGAGTATTTTGGAGTTGAAGCTGATATTGTTACCTTCGGTAAAATAATAGG -CGGTGGTATGCCGGTGGGAGCCTACGCAGGAAGAAAAGAAATAATGGAACATGTAGCTCCTTGCGGAGGT -GTTTATCAGGCAGGAACCCTTTCAGGCAATCCCGTTGCAATGGCAGCAGGACTTGCACAGCTTGAGATTT -TGAAAAGCAAGCCTGAAATATATGAAGACATTAATAAAAAGGCTGAATTTTTAGGAAATGGATTTGAAAA -AATAGTACAGAAATACAAGGCTCCAATAACATTGAACAGAGTTGGTTCTTTGCTTTGTGGGTTTTTCTCA -CAAAACCCGGTTACCAACTATCAGGAGGCTAAACTAAGCAATACCAACTATTACGCCGCTTATTTCAAGA -GTATGCTAAACAAAGGAATTTATCTTGCACCGTCACAGTTTGAGGCAATGTTTGTAAGCTCCGCACATAC -TTATGAGGATATTGACGCTACATTGAAAGCGGCAGAAGAAACCTTAGTTGAAAATATTTCTTTAATGGAG -GAACTAATATGAAGGCAATACTGATTCTTGCTCATGGAAGTCGTGAAACAAAAACTATGGAAACATTGCA -AAAGATAACTGATATGACAAAAGCACAGCTTGCCGATGTTATGCTTGAAACTGCATATATGGAGTTTTGT -GACATAAATCTGGAGAAGGGACTTGATATGCTTATTGCGAAGGGTGCTGACGATATAACAGTAGTACCGT -ATTTTCTTTTTGAAGGAATACATATCAGAGAGGATATACCCGGAGAGATAGAGGAATATCTTGAAAAGCA -TCCCGGTATTAAAGTGAATTTAGGAAATACTCTGGGAGCTGATCCAAGACTTGCAGATGTTCTGGCAGAC -CGAATCAGAGAGGCATTATGAAAAAGAAACTGTATATAATAGGTGCCGGAACAGGCTCCGAGGATTTTCT -GACACAGAGAGCCTTGAAACTTATGGAAATCTGTGATGTTATATACAGTACTTCACACAGGTTTTTATCT -GATTCAAGAATTAAGGTTACAGAGTGTTCTGTGACAGAAATACCAAAGCTCATTGAGGCTTCACAAGACC -AGAATATTGCTTTGCTGGTTTCGGGAGATACAGGATTTTTCAGTATTACAGGAAGCTTGTCAGAAAAACT -GGAGAATAAAGTTGATATTGAAGTGGTGTGTGGTATAAGCAGCCTGCAATATTTTTGCTCAAAGACGGGA -AATAGCTATGAAAACATAAAGGTTGTCAGCCTTCACGGTCGAGAAAGAAACATACTGGGACTGATATCAT -ACAACCCGAAGGTCTTCGTCCTTACCGGAGGAGAAAATAAAGCACATTCAATATGCAAAAGTCTTTCAGA -ACATGGTTTGACAGAAGTAAAAGCTATTGTCGGAGAAAATTTGTCAATGCCTGAGGAACGGATAGTAAGG -GGAACGGTGAAAGAGTTAGCCGGATACACCTTTGGTAATCTTGCAGTTATGCTGTTGGTAAATCAGAATT -ATGTTAACTGTTATATTCCGCTTAATGATAAGGATTTTCAACGTGGAAACGTTCCAATGACAAAGGAAGA -AGTGCGTGCTGTCACCCTTGCAAAGCTGGCAATACAGCCTTGTGATACTGTTTTTGATATTGGAGCAGGC -ACCGGCTCAGTAGCCATTGAAATGGCAAGAAGAGCCTTTGACGGCAGGGTTTATGCTATTGAAAAGCATC -CCGAGGCTTTGGACTTGATATGCAAAAACAGAGTGAAGCTTGGAGCCTATAATATCAAGGTAGTTTCAGG -TACTGCGCCGGATATATTTGAAGGACTTCCCGTACCTGACAGAGCATTTATAGGCGGAAGCAGCGGAAAT -ATGGCTGAAATAGTCTGGTACCTCACGGAGATAAATCCCGGAATACATATTGTAGCCAACGCAATTACAT -TGGAAAGCCTCAACGCTGCCATTAATTCATTTGAAGAGAATGGCTTTGAAACAGAAGTGGTATGTATTAA -TTCATCTGTTTCAAAAAAGGTTGGAGGCTACCATATGATGAATGCAAATAGCCCGGTATATATTATTACA -GGTAAAATCCTTTAGGGGGTGGTTATAATCGAGACAAGCAAAACTGCTAGAATTATGATAGTAGGAACAG -GGAGTGGGTGCGGTAAAACCACTGTTACCTGCGGAATACTCAATGCACTGGTCAACAGAGGGGTTAGAAC -CTCTGCTTTTAAGTGCGGACCTGACTATATCGACCCCATGTTTCACACCGAAATAACAGGTATCAAGTCC -AGAAATCTGGACACTTTTCTCTTGGGAGATAATAACCTGAAGTACCTTTTGGACAAAAATTCTGCCGGAG -ATGACATTTCTGTTATAGAAGGGGTTATGGGTTTTTATGACGGACTTGGAAATGATGGAAGTCATTCGTC -TTATTCCATTAGCAGACTTACGGGAACACCTGTGGTACTGGTGGTTAACCCCAAGGGAATGGCTCTTTCC -ATATCCGCAGTAATAAAAGGATTCAGAGATTTCATGCCGGAAAACAATATTGAGGGTGTTATCATAAATT -CAGTTTCACCCGGACTTTATCAGATGTACAAGGCAATGATAGAGGAAAAGACAGGAATACGGGTACTGGG -TTTTTTGCCAACTATGCCGGAGGCTGTCATTGAAAGCAGACATTTGGGACTTGTTACAGCGGATGAAATA -AAAGATATCCGAAAAAAGCTTAATATAATGGCAAAGAATGCAGAAGAGTTTATTGATATTGATGGGCTTG -TGAGACTGGCACAAACAGCGGGAACTTTGGAATATGACCCTGTTTTAATTAAAAAAAAATACAGCTGCAG -TATTGCTGTGGCAAAGGACAGAGCCTTTTGTTTCTACTATGAGGACAGCCTTGAGTTACTAAGGGAAATG -GGAGCGGAGCTTACATACTTTTCACCCCTTGAAGATAAAAGCTTACCTAAAAATATACAGGGACTAATAT -TGGGGGGCGGTTATCCCGAGCTGTATGCAGAAAAACTAAGTTCAAACAAAACCATGCTAAAGAGCATAAA -GGAGTTTGTTTCAAAGGGATTGCCCACATATGCTGAGTGCGGAGGCTTTATGTATCTTCAGCAATCAATT -TCAGATAAGCAAAATAACAAATATTCAATGACGGGAGTTCTTGACGGAAACAGCACAATGAGTGAAAAAC -TTTCCCGATTCGGTTATACAACCCTCATTGCAAAAGAGGACAATCTCTTTTGTAAAAAGGGTGAAAGTAT -TAATGCTCACGAGTTTCATTACAGTGACAGTGACAACAACGGAAACAGCTTTGAGGCAGTAAAGCCTGAT -GGCAAAAGAAAATGGGAATGCATTTTTGCATCCGATACATTATTCGCAGGATATCCGCACATACATTTTT -ATGGAAATACAAAGTTTGCAGAAAGCTTTTTGCAAAAATGCTGTAATTTTAGTAAACACATTTAGGAGAT -GATTTCTATGGCAAAACCAATTATGATTCAGGGAACCATGTCAAATGCGGGCAAGAGCCTGCTGACAGCA -GGATTGTGCCGCATATTTACACAGGATGGCTATAGGGTGGCGCCTTTTAAATCTCAGAATATGGCCCTGA -ATTCATATATCACGACTGACGGCTCAGAAATGGGGAGAGCTCAGGTAGTACAGGCCGAAGCGGCAGGAAA -GGCTCCTGATGTGAGGATGAATCCCATTTTGTTAAAGCCTACAAGTGAAAAGGGTTCACAGGTGATTTTG -GGGGGTAAGCCAATAGGAAATATGACTACTACGGAGTATTATGCACACAAGCATAATCTGTTGCCCCATA -TAAAAAGAGCTTATGAAAGTCTTTCGCAGGAAAACGATATTATAGTTATTGAAGGTGCAGGCAGTCCTGC -CGAGATAAATTTAAAGCGGGATGATTTTGTAAACATGGGATTGGCAAAGATGCTGAAAGCTCCTGTACTA -ATTGCAGGGGATATTGACAGGGGAGGTGTTTTTGCATCTCTTTATGGAACAGTTATGCTGTTTGACGAAG -ATGAAAGGAAACATGTCAAGGGAACAATAATCAATAAATTCAGAGGAGATGTAGAAATTCTGAAACCGGG -TCTTGATATGCTTTGTGATCTTATACATGTTCCTGTTGTGGGTGTTGTACCATATCTTCATGTTGATATT -GATGATGAGGACAGCCTCTCTGAAAGATTTTCCAAGAAAGGGCCGTTAGGCCTTATTGATATTGCCGTAA -TCAAACTCCCCAGAATTTCCAATTTTACTGACTTTAATGCACTTGAACATATTGAATGTGCAAGTGTGAG -ATATGTATCAGGTACCAATGAGTTGGGAAACCCGGATTTGATAATTATTCCGGGCAGTAAAAATACCATG -GGCGATTTGAAATGGATGAGAGAAAATGGACTAGAAGTGTGTATTAAAAAGCACGCAGCAAAAAACAAGC -CTGTATTTGGAATATGCGGAGGTTATCAGATGCTGTGTGAAAATCTCGGTGACCCGTACGGTGTTGAGCA -TGGCGGGGAAATGAAGGGTATGGGGTTGTTGAAATCTACTACTGTTTTTGAGAAAGAAAAAACACGTACA -AGAGTAATGGGTACCTTTAGCAAGGTTGGAGGAATATTCAATGGCTTAAGCGGTAAAACATTTGAAGGTT -ATGAAATTCATATGGGTTATACTGCTTCGGAGGAAGGAAACGAAGGTGATTCATCCCTTTCTAATTTGGC -TGAAATCAGTGGCAACGAAAAGCCGGACGGTATGCAAAAGGGTAACGTATACGGTACATATGTTCACGGA -GTTTTTGACAATGATGAAATACTTTCAGAGATTGCAGCAGCATTGATGAAGGAAAAAGGTCTTGAATATG -AGAAACATACTTTCTTTAACTTAAAGGAATATAAGGAAAAGCAATATAACTTGCTGGCGGACGCTTTAAG -AGAATGTCTTGATATGGAATATATTTACAAAGTTATTGAGGAAGGAATCGAGAATGGAAATAATGAAACC -AATGGATATTGAAAATAAGAGCTTTGAGATTATAAGCCATGAACTTGGAGACAGAGTTCTGGACAAGAAT -TGTGAGCCTGTAATAAAGAGAGTTATTCACACCACTGCTGATTTTGAATATGCAGACAATCTGGTGTTTT -CTGAGGGTGTTATAGAGAAGTCTGTGGGAATTTTAAAAGCAGGTGCTTGTATTGTCACAGATACTCAAAT -GGCTATGGCAGGAATAAATAAAGCTGCTGTTGCCCGCTGTAGCTGTGAGGTTATGTGCTTTATGTCAAAT -AGTGAAGTGGCTGAACAGGCATTGGCAGAGGGAACTACCAGAGCTGCCATATCCATGAGAAAGGCTGCTG -AAATAGAAAAACCCCTTATTATAGTGGTGGGAAATGCACCTACAGCATTAATTGAGCTTAATAATCTGAT -AAATGAAGGTAAGGTTGAGCCTAAACTCATTGTTGGTGTTCCCGTGGGCTTTGTAAACGTTGTTGAATCA -AAGGAATTGATAATAAACCGGAATATTCCTTCTATAGTAGCCAGAGGCCGTAAGGGCGGCAGCAACGTGG -CAGCTGCAATAGTTAATGCCTTACTGTATATGGCTTCTCCCAGAAATTCAAATCAATAGGAGGCTATATG -AAAATAATAATTGAAGTCGCCATTGGTTTTATACTTGATTTGATTTTTGGCGACCCTCCATGGCTGCCTC -ATCCCATAAGGCTCATAGGTTGGTTTGTTTCAAAGGGTGAGAAGCTTCTAAGACAGGCTTTTCCAAAAAC -ACAAAAAGGTGAGTTTGTTGCAGGAGCAGTTCTTGCCATATTAATTACGGCAGGTACATTTGTTATACCG -CTTTTGCTATTGTATTTTCTAGGCAAGGTAAGTATATATATTGAAGTGGCTGTTGCATCCCTGTTTTGTT -ATCAGATACTTGCAACAAAAAGTTTAAAGACTGAAAGCATGAGGGTTTATTATCATCTGAAAGACCATGA -CATGGCAAACGCAAGGAAGTATTTATCATGGATAGTGGGACGTGATACTCAAAACCTCACTGAAGAGGGG -ATAGCCAGAGCAGCAGTCGAAACTGTTGCTGAAAATACCTCGGACGGAGTAATTGCACCTTTAATATTTC -TGGTGCTTGGCGGAGCACCTCTTGGATTTCTATACAAGGCTGTTAATACAATGGATTCAATGATAGGCTA -CAAAAATGACAAGTATCTTTATTTTGGCAAATTTGCAGCAAGATTTGACGATGTTTTGAATTTTATCCCT -GCTGTTCTATCTGCGTATATGATAATCGCGGCTAGTTTTGTCTGTGGATTGGACTATAAAAATGCATTAA -GGATATACAAGAGGGATAAGAGAAATCATTCCAGTCCCAACAGTGCAAAGACAGAAGCAGTATGTGCAGG -GGCACTGAATGTTCAGCTCGCCGGGGATGCATATTATTTTGGAAAGCTTGTAAAGAAAAAAACCATTGGA -GATAATAACAGAAGCATAAAAACAGATGATATAAAAACAGCCAATAAGCTTATGTACATAACCGCATTTA -TAGCATTTTTTATTTTGTGTGGATTCAGATTGGTTATTTTTCAGGATTAAATTCTTGTCTTCAGAGGCTG -GCCCCCTTGACCTGCTGACTGCACAACATTTTTACAAGGGGATACGGGAGGAGATAAATGAGGAAACTTA -TTCACGGTGGAGATATTTATAGTAAAAGAAATTTACCCAATAATACAAAGCTGATTGATTTTTCCGCAAA -TATCAATCCTTTAGGGTTGCCGGAAGGTGTAAAAAAGGCCATCCTAGATAGTATTGACGATTTCTGCAAC -TATCCTGATCCCTTATGCAGGGAATTAAAAAAGGAAATCTCTGCTTATGAAAATGTACCCGAAGAGTATT -TATTCTGCGGTAACGGAGCCGCTGATGTCATTTATAGAATTGCTTCGGCAATCAAGCCTGGTAAAACCCT -CTTAACCGCACCTACATTTTCCGAGTATGAGGAAGCGGTAAAAGTATTTGACAGCAATATCACATATCAT -TATCTACTAAGAGAAAAAAATTTTAATATTGATACTGATATACTTGACAATATTACTTCTGATATCAGGC -TAATGTTTTTATGCAATCCCAATAATCCTACAGGTATTTTGACAGAAAAGGAGATGGTCTTGAGAATCGC -TGAAAAGTGTAAGGCAACAAATACAATATTGGTAGTGGATGAGTGTTTTATGGAATTTTTAGAGAATCCG -GGGGATTATAGTATTGTGGACAGCCTTGACACTTATGACAATATAATTGTCCTGAAAGCGTTTACAAAAA -TATACGCAATGGCTGGATTGCGTTTGGGGTATGGAATTTGTTCCGATGAAAATATTATAGAAGACCTCCA -CAGGGCAGGTCAGCCTTGGAATGTGTCTGTAGCTGCACAGAAGTGTGGAATGGCCGCACTTAAAGAAATA -GATTATGTTAACCGAACAAGAAAATTAATTAAATATAACAGAATATTTTTGCAAAATAGCCTTAGAAAGC -TTGGCTTTGAAGTTATAAATTCTAAAGCAAATTATGTTTTGTTCAGAACAGAAATAAAATCACTTTCCTT -TAAACTTGAAAAATTCGGCATATTGATACGCTCTTGCGATAATTATAGAGGTTTGGACAATAAGTATTTC -AGGATTGCTGTAAAATCAAGAGAAGATAATGAATATCTTGTAAATTGTATAAAGAAAATCCTGTTGGCTT -TACACTAATTATCAGAATGTGGTAAAATTTAGTAAGGCATTACTTTTAATCTTACTTTTATCAAAAGGAG -AAAATTACATATGTCGAAATTTGATAAGTATTTTTTAATGAGTTCATCGGATGCAGTTGATTATGCAGCG -GAAAAACTCAGTATATTTGCCTGTGATTCAGAGCTTGACTGCAAAGAAATAGGTGATGGGAATCTAAATT -ATGTTTTTCGTGTTTGGGACAAAAAATCTGATAAATCAGTGATAATAAAGCAAGCTGGATATACTGCAAG -AATTTCTGACGATTTTAAGCTTTCACCTGATCGCAACAGAATTGAGGCAGAAACTCTTAGATTTCAAGGC -GATTTGGCTCCGGGTCTTGTACCCATTGTATACAAATATGACGATATTATGAGCTGCTGTTCCATGGAGG -ATTTATCCGACTATACAATAATGCGACAAGCACTTCTTCAACACAAGATTTTTCCGAATTTTGCGGAACA -TATAACAACATTTATGGTAAACACTTTACTCTTAACTTCAGATATCTTCTTGAATCATCAGGAAAAAAAA -TCACTTGTAAAAAGCTATACAAACCCGGAACTTTGCGAAATAACAGAGGATTTGGTGTACACTGAACCAT -TTAATGACTATAAGCACCGCAATGATGTATTTCCACCAAACCTTGATTGGGTAAAGAAAGAGCTTTATAG -TGATAATGAGCTTAAACTTGAGGTTGCAAAATTGAAGTTTGAGTTTCTGACAAACGCACAGGCTTTAATT -CATGGTGACTTACACACAGGTTCTATATTTGTAAATGAAAATTCAACAAAGGTAATAGATCCTGAATTTG -CATTTTACGGGCCTATGGGTTATGACGTAGGAAACATAATCGCAAATATGATATTTGCCTGGGTGAATGC -TGATGCTACAATGGATAATGAAGATGAGAGCATAACCTTTAAAAGCTGGGTTGAGAATACTATTTGTGAG -ATTATTGATAAATTCAAAGCTAAATTCTTTAAAATATTTAGAGAAGAAGCCAAAGAAATTCTGGCAAAAA -CCCCCGGTTTTTCTGAGTGGTATCTAAGTCAGGTATTACATGACACTGCGGCAGTAGCAGGGCTTGAACT -ATGCAGGCGTATCGTTGGTATGGCACATGTTAAAGATATTATTTCCATTGATGCAGAAAGTGCAAGATTA -CGTGCGGAACGTATTTGTATAACTATTGCAAAACGATATATAAAGAATCGTGAAAGTTATAATTTTGGAG -AACAGTTTGTAAATACACTAAAAGAGGTGGAAAACGAATTTTCACAATAAGAGAGGTTGTAAAATGACAG -ATATTGCAAAAAATGTATACAATATTGAAACTGTTATATTAGATGATACTCACAGTGAGTTGATAATCCT -TGACCAGACCTTATTACCTGCTGAAACTGTCTTCTTAAAATTAAAAACTCAGGAAGAAATCTGGGAAGCC -ATATATAAGCTAAGGGTAAGAGGTGCTCCGGCAATCGGTATTGCAGCTGCATACGGGATTTACCTTGGAG -CCAAGGCCTCCAAAGCGACTGATTATGACGGATTTTACTCCGAAATTATTAAGCTAAAAGAATATCTTGC -GTCCTCCAGACCAACAGCCGTTAACTTGTTCTGGGCACTTGACAGAATGGATGAGTGTGTTAAAAGAAAC -AAGGAAAAAACAGTCAACGATATAAAGTTTGATTTGCTCAAGGAATCACAAAATATAAAACAAGAGGATA -TATGGGTATGCAGAAGTATAGGCGAATATGGACTTACACTTCTTAAGCCGGGTATGGGGATTCTTACACA -TTGCAATGCCGGACAGCTTGCCACATCCAAATACGGAACTGCACTGGCACCAATATACGTTGGACACGAA -AAGGGTTATAACCTGAAGGTTTTTGCCGATGAAACCAGACCGCTGCTCCAGGGAGCCAGATTAACTGCTT -ATGAATTAAATAAGGCAGGTGTGGATGTAACACTTATTTGTGATAACATGGCTTCAGCAGTTATGAAAAA -CGGATGGGTTCAAGCAGTTTTTGTGGGTTGCGACAGGGTGGCCGCCAACGGGGATACTGCGAATAAGATA -GGAACTTCGGGAGTAGCCATATTGGCAAAAAACTATAATATTCCTTTCTATGTTTGTGCACCGACGTCAA -CAATTGACTTGAGCTGTGCTTCGGGAAAAGATATATGCATAGAGGAGCGTAAGCCGGAAGAGGTTACTGA -AATGTGGTATGAAAAAAGAATGGCACCAAAGGATATTAAAGTTTTTAATCCTGCATTTGACGTTACCGAT -GAAAAATTCATTACAGGAATAATAACAGAATACGGTATAGTCAAAGCTCCCTATAGTGAATCGCTAAAAG -AAATATTTAAACGTAAAAGAGGTACGGTGCAATGGTAGAGAAAAACAACTCCAAATATCTTACTGATGAT -GAAGCCGCACGTGCCATAGTTGAAATAGGAAAGAGAATGTATTTAAAAGGCTTTGTGGCTTCTAATGACG -GTAATATAAGCATTAAGACAGGTGAAAATGAAATATTGACAACTCCAACAGGTGTTTCCAAGGGATATAT -GACAAAGGAAATGCTGGTGAAAGTTGACTTGAACGGCGAAATCATATCTGGAAACACAAAACCCTCATCA -GAATTGAAAATGCACCTGCGTGTATATAGTGAAAATCCTGATGTTATGGCTGTAACACATGCACATCCTC -CGGTAGCCACTTCCTTTGCCATTGCGGGAATTGAGCTTGACAGGGCTATACTGCCTGAAGCAATTGTTAA -TCTCGGAACTGTACCAATAGCTCCCTATGCCACTCCGGGCAGTCAGGCTGTTCCCGACTCAATAGCACCC -TTTTGCCGGGAGTACAATGCAGTACTTCTTGCAAACCATGGAGCTGTAACGTGGGGCAAGGATGTATTCG -AAGCATACCACCGCCTTGAGTCGCTGGAGTACTATGCCACGGTATTAATGTACACCGGAAATATAATCGG -AAAAGCCAATGAACTTAGTTCTAAGCAGATTTCCCAACTGGTTGAAATTCGCCGGAAGCTTGGAATTAAT -ACAGGCGGAACGCCAAAAGTAAAGGATTTGGAATACAATACAACTGATAATTCACAGGACGAATTTTTAA -TCCGTGATATAGTTGAGCAGGTTACAAAAATTGTGCTAGAGAAGTATAAAAGTAAATGAATACTGAAAAT -GCGGTAAGTTAGTTTATGCCTATACTATTGCAAGAGCTAAAAAATGCAAATATATTTATACTATTGGAGG -CAATATGAATGATAAATTTAGTAAAGTTATACTGACTGGTATATTAATATGTCTAATTGTTATTGCATTT -AAGCCCAATAATAATCAACCTTTTACGACAACAAATCCGAATCATAATATTAGTAATGGTGAAGAGATAA -TACAACTTTCACCAAACAAAATCGCAGTTGTCGATAATAGGAATAATTCTGGTTTATGGGGAACAATTCT -AGTCTTTAACTATAATCCAGTTAAAAAAGCATTTGAGTATGAAAGCACGATGAACTATGAAGACTATTTC -AGGAACCCACAAAAATATGGCTTAGAATCGAGTAAATAACGATATTCAAAGATATCCCATATTCAGCTAA -AATGAATTAAGGTGTTATTTTATTTATTTAAGGAAATTAAGAAAGTCCCTGCATTTATGATTAATTCCTA -TATTGTTATTTGCTTAATATCTTCTGTATTAGTAAAAAATTACAATATAAAAAATATTAAGGAGTACAAA -TCACATGATAAAGGTATTAAGCTTAAATGTCGATGAAGTGTTAAGTTTTCAAGCACAAAATGTTTTAAAA -AAACGATAAAATTGATGTTTTCATTGGCAAAGGCCCTACAAATAAGGACAATCAAATAAAGATAGTTCTT -TCCGGTATTTCGAATAGTGAAAATACTATGTTCAATCCATTCGGTAAAAAAATAGTTGCATCCAGGGAGG -AAAAAAGGTTTTTACTCAATATAGACCGCATCCTATACTTTTATGCAGACAATAACGGAGTAAAAATAAT -AGCGGATAATAATTCTACGTATTATGTGGGTCATACGCTCCAATTCTGGGAGAAAAAACTCTCTCTGGAG -AGCTTTTTCCGATGTCATAAGGGATTTCTGGTGAATACAAATAATGTAATAGAAATCGTCCCTTACTTTA -ATTCTACCTTAGCATTGAAGTTTAAAGAGCACAAAAATATTATCCCGGTAGGGAGAAAATATTTGAAGGG -ATTTAAGGAGTCAATAAGCTGGTAACCGCCAGCTTATTTTTTTATCCCTTTTTATTTACGGAATTAATTT -CACAATTAAGTTTTTACAGTTCATATTATTCATTTTGCATTTGACCGTTAGCAGTAATATATGTTTTTCA -AATTTACAAATAATGTTTTTGTACTTGAACTGAAACCTAAAGAAGTCGGTACAAAAAATTAATACTAAAA -GGAGCATTCCTGTAAGTAAGAAAAATGGTCTTTGAAAAAATTAATACCCTCACGTAAAATATGAAATGTG -CTGAACACCACAAATGAAGGCACAAATCAAATAAACGGAGGGTAACTAATATGAATTGTACACAAAACAA -TAAGTTAATGCAAATCACACCTGAAACAATGGTGGTTGGAGTAGATATCGGTAGCGAGGTCCACTTCGCC -AGGGCTTTTGATTTCAGAGGATTTGAATTTTCTAAAAGAGCATTTAGGTTTGAGAATACAAGAGAGGGTT -TCAATGCCTTTGATATTTGGGTTACAGACCTGATGAAGAGAAATCAAAAGACAAAAACATTCGTAGGAAT -GGAGCCCACCGGGCATTACTGGTATGGGTTTGGAAGTCACTTGCAGAACATGGGTGTAGAGTTTGGTATG -GTTAATCCTTACCATGTAAAACGCTCAAAGGAACTAGATGATAACACCCCAAGCAAGCATGACCGTAAAG -ATCCAAAAACGATTGCAATGCTAGTCAAGGACGGAAGATATCTAATACCGTACATGCCTGAAGGTGTATA -TCGAGAAATAAGAAATCTGATGGAATTACGCAGGCAAAATGTTGTGCAGTTGATTAGCATACAAAATAGA -GTAAAACGATGGTTAGCAATATACTTTCCTGAGTTTAGTACTGTTTTCAAGAAATGGACTGGAAAGGCGG -CGTTGCTTACACTGAAGCATTTTCCTACTCCACAGGCAGTAATTAAAACAGGTGAGGAAAAAATAGTAGC -AACATGGAAAGAGGAAGTCAAAAGAGCGGTTGGACATAAACATGCCCAGAAGCTCATAAAAGCAGCAGAA -GAATCCATTGGACTAAAGCATGGTCTGGAATCAGCAGTTCTGGAGATTGAAACTCTTCTAGACGAATATA -TGATTCATGGTCACAGGCTTGAGCTGATAATGCAAAAAGTAGAAGCACAAGTAAAAGAAATTCCGAGTGC -AAGTATGCTTTTAGGTATAAAAGGAATAGGAATTGTAGCTGTGGCAGGGTTCTTAGGTGCTGTAGGAGAT -ATTAGTAGATTTGATGCTCCAGAGCAAATAGTAAAACTATTTGGGTTAAACCTAAGAGAAAACAGCTCTG -GCAAGCATCAAGGCAAAACAACAATAACCAGAAGGGGACGCTCTGACGGCAGATATGCCATATTTCAAGC -AGTATTGCCATTAGTAGCTAGAAACCCTGAATTTAGGCAGTTGCACCTATACTACATTAATAGAGATAAC -AAGCCACTTAAGAAAATGCAGTCAATAGTAGCCTTATGCGGCAAGTTGATAAGAGTATTTTATGCAATAC -TAAAAACAGGTAGCCACTATGATGCTGAAAAGATGATGAACGATATTAAAAGACCAATGATGAAGGCAGC -ATAGCCTACTGATTTGAGGACTATGCCATAAAGAATCTGAAACCAATGACTGCGAGTAACGGATATATGG -TAAGAAAAAGTGATGTTTAAAGTGTATCGATTAGTTTTAGAAGAGCATTGACAATTGAGAGCCGGGATAG -TCAGGTTGAATATTTTCCATTAGGGCACGACCCAGTTTAGGAGCATGACTGACATTCCACCTCTGGACAA -GACAGGACGAAGGAATTTAGGGCATGACCCAGTGAGACATAGGAGGTTTGTCGCCAGAGACATGTGGAAG -CCATTGGCGTGATAGCAAAAAACAAGCGCAGTCTAGCCGAAGGCTAACCAGTACAATCCAGTATTATACT -AATACAGAATATTTGTCCAAATAACGCTCTCGGGTTGATATGAAATTCTAAGATTAAGCGAGATAATACG -AGTAAATGAAAGATATTATAAGGAGGAAATTACAATGCCGGATATTAAAGTAAAGGACCCTAATTCATTA -GAGGTAAAAATAGATGGTAGGGTATACGACCTAAGCAAAATACCGGAGTACAAGGACTTACTAGTTCAGA -AGGAAGTTGCCAATGTGCTGAATCAGTTAAGTCTCAAGGATATAACCGAGAATCTTTATCTTACGGTTGA -ATTGTTTTACGTTGCTTACAACGGTGTTGCCGGTGCTAGAGGAGGCACAATACAAGCAGAGATTGCATCT -ATTCAAAGTGACTTGGCATTGCTTTGCAATGAATGTGTAGAGACAATGACCAGTTTTAAAGAAGAAACAG -GTAACATTCTTACTTTACTGCGTGATATGTACAGGTGGCTTACACAAGGAGAAGAGAAAATGGCAATAAA -AAAACTTTCTCATTGTTCTGAATCATCTGCAACAATGTCAGCAGCCGCAAACCGTCTGGCTGAAAAGTTC -AAAGAACTGCAAATAAGGTCTACAAAAGCTCGTTCAAATACTATCGAAGAAGAGGCAAGTGAGCAGGATA -AGAAATTAGCGGCTGAAAAAGCTGAAAGAGAGCTGAAAGCAAAACAAGAAGCTGAAAAGATCAACCAGCA -GGAACTGGTGGCTCAAATCGGAGAAATACAGCAGAGGTATGACGAGGCAAAAGCAAGAGAAGAAAAGGAA -GCGACCAAATCGCTGATAATGGGTATTACGTCAGCAATTGCCACTTCCGTAAGTGCCGGACTTGGTGCAT -TTGCCGCGGCAAAAAATCCTATTTCTACAGCAATATCGGGAACTGTATCTAGTATGGAATTATCAAAGGC -ACAGAAAGAGGTAAATGATAAAAAAGCTCAATCGGATAAAGCACAGCAAGATCTGCTGACTGCCAAGGAT -AATCAAACTAAGAAGAAAAATCGTGTAGAAAGTCTCACAACAGAAATTGCAGCACTTAATAAACAAATTT -TAGAAAATGAGAAAAACCAAGAAACTCTGGTGAAACTAAAACAACAGCTTGATACCAAAAACGGAGAACT -TACAAAAGCAAAAGATGATTTAAAAGCAGCAGACAGCAAGGTTGAAGAACTTCAAAAAGTATCAAATAAT -TCTACAGCTGCTTATACAGCTGCGGCAACTTCACTTCAGGATTTGGCAAAAAGTACGGGGCAAATGACTC -AGGCAGCAGCAAATGCAGAAGAATCCATTCATGCTGAAAAAATGAGCTATCTTAATCAGAAATTAAATCT -TGAAAAACAAAAAAGAGAATCTCTTGTAGCATTGACACAGTATGCAGAAACGGTCAAGAATCTTAAAGCT -GATGAGAGTATGGCTACAGTATCCGTAAATTCTTTGCACGCTGCTGTTGAAGCACTGGGAAAAATCATTG -CAACCCTTACAAATGCAAGTTTATTCTGGGATCAGATGTCGTCCTTCTGTAAAAAAATGACTAATCAAGG -TTTTCAGCAAGATTTAAAGGATTTGATTGCACCGGATACCGGATTAAGTCTGGAGAAAAGAATAGAAGAA -TATAAATCGTTGCGGTTTATGCAGCAATTTTTAGGATATATGTGTCAATGGGTAGCCATAAACGGTTTGT -CCGGAGAATATCTGATTACTGCCAGTGAAGCACAGAAAAAAGCCGTGGAATACCTGAAACAGTCTCCCAC -AATTGAAGAAGCATTAAAAAAGGCACCCGAACTGGCTAAAAACATGGAGTTGATGCTAAACAAAAACTTG -CTGGAATCTGGAAAAGTAATTGCTGACCTGGAACAGCAAAAATCACTTATTGAAAATAAAAAAAGTTAAA -GGAAGGCGAGTATGGATACTATTCAGAAAAATAACTTCGTAAAAGTAATTGAGGCCCTGAAAAACGCAGT -GGAACAAATTAAAGAACAGAAAAAAGATACAGCTATAAACACTATTTTAGGGGTTGCAAATAATATTGGA -TTTTTAAATAATGCATCTGTTAAATTAAAACTTTCGGCAGAAGTAGAACAACAAAAAATTACTGATACTA -TAAAAGAAATTATATTAAGTGAAGCTTCAATTCATGAAAGCTACTTAAACACACAAAAATGCATTAATGA -TCTAAATGGTGCGATATCAAATAATAATATTAAAAAAAATGAAATTCTCAAACAGATTGAATCACTCAAA -AAAGAACTAAATGAGGATGAGAGACTTCTCCGGGAGCATAGGAAGAAATTAGATGAACTGAATGACAGTT -CGGCATTTAGTATAATCAGGTCTATTCTTTCACTTGGACTTGACAGAGCAATTATGGGTGTTCAATGCCT -TATTAATAACGATGCAGGCAGAATAAATGAACTGAATGATTCAATTAAGAAATATAACGAGATTTTGAAA -AATAACTCTGACGAATTTAATAAATCAGATGACTTGTTAAAGGGTTTAAGTGAGCAGAAAAAGTTGTATG -AAGTAAGCATTGCAAAGTTAAAGGAGAAGGAGAGTGTTCTTCATACAAGTGAGCAGGTATCCAGAAACAA -CCTTGCCTTTATAACCAATGCAGCACTATTTTATGGAAGATTGTCTGTTATGCTCGACCAGATAGAGCAT -AGAATAGACGATGTGGTCGATATAGTCGAAGAACTCAACGATAAAACGCCCACGATAATAGATTTTGACA -GCTCCGGTACAAGCCTTATTTCTTTAAAGGAAGCTATGGTAAAGTTTGACAAAATACTGGAGACCAGTGA -GGTAGCGTAAAATGCCAAGTGTCAAATTTAAATATCCTGATGAAAAAAGTGTATATCCCAAACTAATTTC -AGCGGTGAATGCTTTGTGTATCGCAATGGGAAAAAGCTGTACATGCACGTCGGGTTACAGAAGTCTGGAA -AAACAAAAGATAATAAATGCACAAAAACTGGCGGAGAGAAAAGACAACTACCAAAAGCCTAATGGAGCTG -TATACAATAAACAAGGCCAGTGCATTGCAGCAGAATATGGCAAAAGCAATCACTGCTACTGTATTGCAAT -GGATATTTCGGATGGGTGGTTTAAAGCACTTACCAATAAGGAAATTGAAAAATTCGGTCTGGTAAAGCCA -ATGAGCTATGAGCCGTGGCACGTTCAACTTATAGAGCATACAGGTCTTACTCTAGCACAAAAAATTGCAC -TAAAAGAGAGCGTACTGGGAATAAAAAGGAGTTGAACCAAATATGAATGAATTTTACAGTTGGGATAATC -TCAGCTCTTTTTCAGGAATAGTTGCATGTGTAACCCTGATAATTCAATTTACAAAAGTGTCACTTGACAA -AGTATGGAAAATACCTACAAGGTTTGTTGTTTGGATATTATCCTATATACTGCTCATTATTGTCAGTTGG -TTTAACGCGGGAATAACAATCAACATAGTTCTTATGAGTGCATTAAATGCCGTTGTTGTAACTTTGGCCT -CAATGGGTGCATATGAAGCAACATTTAGAAAGGTAGATGAAAAGCAGAAATAAAAAACATATCTCCTGTG -ACGGGAATAGACCGTACGCAGGAGATTTTTCTTTAATTTTTATGTAAACAAGTTCAATAATTATCATAAA -TTGACAGTAAAGGTTTTATATGCTAGACTAAAGGACGGGTTTAACGTGTTAAACCATAAGCTGTTTTTAA -AATGCTTTTCCAAAAGGTATTAAGGTTAAATTTGGGGATTTAGCTTTTAAAATTCCGAATTTAGCTCAAA -ATACAAAAAATTATAAACTTTTATTAAGGGAGGAAAGTAAAATGAAAAAGTTTTTTGCTTGCTTGCTTGT -TTTGGCTATAATTGTTACGATTGTACCAATAAATATAGCAAGTGCAGAGACAGGGGGATATTACGCCACC -GGGAACTACAGGAACGTCTTCGTTGAAACAGGAAGGACAGAGGCTCAGGTACAGGATAAAATGAATACTA -TGTTTGACAAGTTCTTCAAAGGAGACACAAACAATCAGAGGCTATTTTATGAGACCGGAACCGACGAGGC -ATACATAAGAGATACCGGAAACGGTGATGTACGTTCTGAAGGTATGTCCTACGGTATGATGGTTTGTGTG -CAAATGGACAAAAAGAAGGAATTTGATATGCTGTGGAAATGGGCTAGAAACCACATGTATCAAACCTCTG -GTCAATTTAAGGGGTTTTTTGCATGGCAGTGTAACTATGATGGTGGTATAATAGACAGCACTCCTGCTTC -TGACGGTGATGAATATTTTGCAATGGCTTTGCTCTTTGCTGCACGCAGATGGGGAAATGGAACAGGTATA -TACAACTATGAAGCAGAAGCACAGACTATATTGGATGCAATGCTTCACCAGTCAGACGATGGTGTTGGAT -ATAATATGATCAATAAAAACGCAAATCAAGTTGTTTTCTGCCCAAGTGCAGGAAATTATGATTTTACAGA -TCCGTCCTATCATCTCCCGGCATTTTATGAATTATGGGCAATGTGGGGACCTGAAAGAGACAGAGCTACT -TGGAGTAAAGTAGCTGCTACTAGCAGGGAATTCTTAAAAAAGTCTACTCATCCGACAACAGGACTTAACC -CAGACTATGCAAATTTCGATGGTTCAGCAAAAGAAGTTTCATGGAGTTCAGGTCATGGTGATTTCAGATT -TGACGCATGGAGAGTTATTCAAAATTCTTGTGTAGACTATGCTTGGTGGCAAAAAGACAGCTGGCCTGCA -ACTACATTTGCACCTAAAATTCAGGCTTTCTTTAAAAACCAAGGGTTATCCACCTACGGAAACCAGTATA -CATTATCCGGTTCAAAGCTGAGCAGTGATCATTCTCCGGGATTGGTAGCTATGAATGCCGTATCAGCTCT -GGCATCAGATGCAACAACTGCTAAGCCTTTTGTTGATGAATTATGGAATACTGCTGTTCCATCAGGTCAG -TACCGTTATTATGACGGAATGCTTTATATGCTTGGAATGCTTAACGTAAGCGGAAACTTCAAGATATGGG -GTGCACCTACAGAGCCTTCGGTAACACGTGGTGATATTAACGATGACGGCACTATAGATTCTGTTGACTT -TGCATTGCTGAAGTCTTACCTGCTGGGTAGGACAACTACATTGCCTAATATGAAAGCAGCAGACTTAAAT -GGCGATGGTGTAGTGGATGCAATGGATTGGGCTGTACTTAGGCAGTATCTTTTAGGTATAATAAAAACTC -TATAATCACTCTACGTATTATTTTTATAAAGGGCAGACCCGTTGAGGTCTACCCTTTAATTGTATATAAC -AATAAACCCCCGGCTAAGCCGGGGTGAGCCATAAGGCTTTAGCTTCAAGTAGAAAAAATAAAACCTCCAA -TGTTAAAATAGTGTAGGTTTGCCAACCACATTAAAAAACAAAGGAGGGTCCACAATGGACAAGAATAATT -TAGCACATACGACATGGGAATGCAAATATCATTTGGTGTTTGCAGCAAAGTATCGTCGACAAATAATATA -CGGGAAAATAAAGCAAGATATAGGTAAGATGCTGAGGGAACTGTGCGAAAGGAAAGGTATAGAAATTATA -GAAGCGGAGTGTTGTAAGGACCACATACATATGCTTGTTAGGATACCACCTAAATATAGTGTATCAGAAA -TAATGGGATATTTAAAAGGCAAAAGTTCTTTAATGATATTCGATAAATATGCCAATCTAAAATATAAATA -TGGTAACAGACACTTCTGGTGTAGAGGATACTATATAATGAATCCAAGAAACTAGACGACAAAATCCAAA -AAATTAGTTAGAATAAAGCTATGAAAAAGAGAAGAACTTTTACCCCTGAACAGAAAACCAAAATAGTCCT -CGAAGTCTTAAAAGAGGCACAAACATTGACAGAGATCGCTGCTAAGTACGAAATCCAACCAAATCAGCTT -ACGCGTTGGAAATCTGAGTTCATAAAGAATGCCAACCGTGCTTTCAGTGTTGATGCTGATGAAACCGAAC -AATTGAAGCAGGCACATGAAGCTCAGATTGACGAGCTTCACAGGCAAATAGGTCAGTTAACCGTAGAGCG -TAACTGGCTCAAAAAAAAATCTGAACAATTCGGCCTCCCGACAGAGCCGCCAAAGCATGGTGGATAAAAA -ACATAAAAAGCTGACCATTACTCGGCAGTGCCAGTTGCTAGGGCTTAATCGGAGTACGCTTTACTATCAG -CCGCACGAACCGGATCGCAGCGAAGAATACCGTGTTAAATGGCTTATTGATGAAATCTATACGAGAGACT -CTTCACTTGGGTATCGGCGTATGACGCATATCCTTCATAGGGATCATGGCATAAACATCAACAAGAAGCG -TACCCACCGTTATATGAGGGAAATGAACATTTATGGAATCTGCCCAGGACCCAACCTAAGTAAACGGGGC -CGATTGAAGTATGTCCATCCATATCTTCTCAGAGGGCTTACAATTGATAGGCCTAATCAGGTATGGTCAG -TGGATATTACCTGTTGTCGGATGCCCAAAGGTCATATGTATTTAGCAGCTATCATCGATTGGCATTCCAA -ATATATCGTCGGTTATGAATTATCCAATACCATGGATAAAAGTCTTGTCCTCAATCTGGTGAAAAGGACT -ATCACAGCACATGGGAAACCCGAAATTATTAACAGTGATCAAGGATCCCAGTTTACCTGTGAAGATTATA -TAAATCTTTTGAAAGAGAACAACATAAAAGTATCAATGGATGGAAAAGGTCAAGCCCTTGATAATATCTG -TATTGAACGCTTCTGGCGCAGTCTGAAATGGGAGAAGCTATATCTTGAGGAATATTCCACACCTAAGCAA -TTACGTAACATTATTCAGGAGTATATAGCTTATTACAACATTTACCGTCCACATCAGACCTTAGAGTATA -GGACACCAGGAGAAGTTTATTATAGAACCCTAGCAGAAAAAACTGCCTAAGCTTAGGCAGATATCTATTC -TCGCTGTAAGGCAGGAGCCTTTATAAAGCTACCAAGAATAGACGTTGGTATCCAAACTTGTCAATTAAAC -AACATTTTTAAGACCTTGACAAGCTCTAACAAACACTATACACCCATCGAAAGGAGACCTAACTAAAATT -TAAAAATGTTTGTCTTGACATTGGGGGGCATTATACTATGTTGATACAGTTGGCAAGAATGCGAAGAAAA -TTGAAGAATATATTAGAAAGCAGTTGCAAGCAGACATAGCAAGCGACCAGTTAAGTTTGATAGAGTACGT -GGACCCGTTTACGGGTAAGCAAGGAAAGAAGAGCAAGTAGCCGACCGCTTTAGCGGTAGTGAGTAAATAA -ATGCGGTTGGCGAACTATTCAATAAGCCTTAAGGCTCAAGCAAGTAACATGCCCTTATAGGGCTAGTGCA -AGCCACCCGCTAAGCGGGTGGTCCTGACTTTTTATGCTCAAATAGCTTATTTGACAGACCTGGAGTAGTA -AATTAAACTAAAAACTAGATTTAGTTAATTTACAACACCGAGGTAATATAATGGATGAAATTAAAATATT -TGATGCAGAATTACGATTTATGAACATTATCTGGAAAAATGAACCTATAAAAAGTACCGAGTTGGTTAGT -ATTGCAAATGAGGATTTGGGATGGAAGAAATCAACTACATATACGGTCATTAGAAGACTCTGCGAGAGAG -GTATAATTAAAAATAAGAACACCAGAATACAATCTCTTGTGAAGCGTGAGCAGGTAATGCAGCACGAAAC -ACAGGAACATATAGAAAAGATATATTCCGGCTCACTAAAGCTATTTTTTACTACATTTTTAAAAAGAAAA -AAATTAAGCAAGGATGAAGTAGAGGAGCTAAGAAAGATAGTAGATGAAAACAGTTAAATTATAGTTAATT -CGCTTTTATAATAGAATATATTATGTAGAGAAAGGCCTTAAGGGGAGTATCACAGTCGCTTTTAAACCAC -ATACTGAAAGCACCGACAAGTCCCGAGGCATAGAATTCAAGTACATATTTGTTATTGAAATCTAGAGAAA -CCTTAGAATACTTTGTAAGCAGGCTTTTTATAAAATTTTGTAGTTTTCCTTCAAAACTCTTATTTCTGCT -ATCACTGAAGAATCTCATGAGAAAATCCCGGTACTCATTGAAAAGAAATACTACTTGTTCGGTGAAAGTA -TCAGTAGTTGCACTTCCTGTAGCCATAAATAATTTATGGATCTTCAGTTCAATCTCAGACAATATTTTAT -TTTCAAGACAATCGAGAGCATCATATATATCTTTAAAGTAGTCATAAAATGTAATTCTGTTATATCCGGC -GGTATCAGTTATTTTTTTTATAGTTATCTTTTCTATATCATAATTTCTATATAATTTCCAGAATGCATCC -AATAAAATATCCATAGTAAATTGTCTACTTTTTGACATTTTAATCATTGTTTACCTCAAAAACATACACT -TGGTACGTTATTGTATGTTGAAAAAGCTCGTAGCTGTTTTATTCTAATTATATAACATATTATGAAGGAT -TTGTAAAATGGAAACAAAAAGGTATAAATATGGTATATTCATAATTTTTGCCGTTTGTCTGCTTGTAGTG -ATATTTTTCTTAATGTTTATGGAGGATAGTAACAGCATTCCGACACATGGCGGTTTAAGTCCCAAGGATT -TATCCATTAATGATATAAAGTACCCGGGTACATTTTTTGATAATTCGAAAGTCCATACCATCGATATTCA -GGTTGATAACCGTACTTGGGAAAACATGATAGAAAATGCCGCATATGAACAATACATTCCCTGTACTATG -ATTATAGACGGTGCCAGAATTAATGAAGTTGGGATAAGGCCAAAAGGAGATACTTCTCTCAAACAGGTAA -TTGATATGGATTCTCAGAACTTTAGCTTCAAGGTTGAGTTTGACCACTATAGAAATCAGACATTTGATGG -TCTTGATAAGATGGTACTCAACAACTGTTTACAGGATACAACTTATATGAAGGACTACCTGGCACAGCAT -ATGATGAACTACATGGGGATTGCGGCACCATTAACAAGCTATGTAAATATAAAATTGAACGGAAAGGATT -TTGGATTTTATCTGGCCATAGAGGCGGTTGAAAAATCTTTTTGCCTTAGGAATTTTGGCAGCATTGACGG -AAAGCTATATAAGCCGGATGCACTTGATTTACCAAAATACGATTATATAAAAATTATGGGTTATGAGACA -GAAGACGGCCAATCAGCAGTCGAGAACTTTATAAACATTATGTCAGGCAATGCATATAAAGGTTGTGACA -GAAGTACAAGGGTCGACATGGTTGGCGATATGGCAGGTTTGCTTATTGATTCAAACGGAATAAACACCGA -TGTAACAGGTTTGACATATATTGATAGTAACCCAAAGAGTTATAAAGCTATTTTGGAGTCCAGTGTGTTT -TCCATAAACGAAAGTGATGAAAGCAGGTTGATTAATTCAATAAGAAAGCTTAACAGGGGTGAAGATCTGG -ATAACATAGTAGACACTGATTCTTTAATAAAGTATTTTGTAGTGCACAACTTTGTAAATAATTATGATGG -ATATACAAGTGTTTTTTCACATAACTATTACCTACATGAACGTAATGGTAAATTGTCAATGATACCTTGG -GATTATAACCTGGCTTACGGTTCCTTTTCAGTTGAGCCCGGAAACTCATCTTCCAGTCCTTTCGGCAATT -ATATTAAAACAACAGATGCCCTGTACGGTATGAGTTCTGCAAAAAGCATGGTTAATTATCCTATTAATAC -ACCTGTATTTAATACTGATTTGGAAAAAAGACCTATGATAAATCAAATACTTAAAAACAGTGAGTATTCA -GATAAGTATCATCAGTATTTTGAAAAATTTATTACTGACTATTTTATTAGCGGTTACTTTGACAGATTTT -ATGAATCCACTGTTGATATGATATCACCATATGTGAAAAATGATAAAAAGAACTTTCTTACTTATAGCCA -GTTTGTAAACGGAATCAATGAACTTAATAAATTCTGCAAACTGAGAGCAAAAAGTGTACAGGGACAGTTA -ACTAACGCTATCCCATCGACATTAAAAGGACAACAAGAGCATCCCGAAGCTCTTGTTGACACACAGGATC -TGGATATGACTAAAACAATTACAACGTATTCTATACTGGGAATTACAAATGAAGATATTGATGGGGTATT -AAAAATACTTATAAACTACATTCCGAAAGATTATAAAACAGACGGTAAAATAGATATGTCAAAATTCAAA -GCATCAGATATAACATATCTAAAAAAAATCTTCGGGGTAATGGTGCCCTTAGCTTTTGAGGTCTCCAAGA -GCACCAAGGCATCAGACAATACTACCGTCAATACAAGACTATCCCGGATATTACTAATTTTGTCATTAAT -TGCAATGATTATATTTACTATATTGGTAAGCAGGTATTCACGTGTAAAGTATAAAAAAAGAAAGGTAAGG -AGGGAGAAACTTGAAATTACGTCATGAATACAAGATATTTCTTAATTATTCAGACTATCTTACCGTTCGA -TCACGATTAAGAGCAGTAATTCAGCATGATAACCACGTTGACGAAACAGGTGAATACAAAATAAGAAGTC -TGTATTTTGACAACATTTATAACAAGGCTTTATATGAAAAAATCAGTGGAGTAAGTAAGCGTGAGAAGTT -CAGAATCCGTTGCTACAATGATAATTATGACTTCATAAAACTTGAAAAGAAAAGTAAAATCAATGGAATG -TGCAATAAGGTTTCGGAAACAGTCACCAAAGAGGAAGTAAGGTGCATAATCAATGGTGACATCGATTGGA -TGCTTGATTCCAAAAGGCCGCTTGTTTCCGAACTGTATACAAAAATGAAAACAGAGCAGTTAAGGCCTAA -AGTGATTGTGGATTATAACCGTGAACCCTTTGTATACCCTGCAGGAAATGTCAGAATAACATTGGACAGG -AATGTACGAACAAGTATAAACAGTATTGATATGCTTGACCCTGATGTTCCTACGGTTCTGGCAGAGGGGC -GGACAATTATTTTAGAGGTCAAGTATGATAACTACAAACCGACCATGATTTCAGATATAGTCATGGTTCA -GGACAGGCTCATATCAGCCTTTTCAAAATATGTAGCCGGCAGAAAATTCGGATAAATACTTTTAGGGGGT -AAAGTAAGTGGACAGTTTTTTAAATTCAAGTTTTATAAAGAATGCTACAGCAGTAAGCGGTTTTGATATG -TTTGTAGGAATTATCGTTTCATTTATAATAGGCTTTTTCATTTTTACGGTTTACAAGAAAACTTTTTCGG -GGGTAATGTTCTCGTCAAATTTCGGATTATCATTGGTAGGAATGGCAATGATAACATGTGCGGTTATATT -GGCAGTTTCCAGTAATGTAGTACTTTCCCTTGGTATGCTCGGTACACTTTCCATAGTGAGATTCAGGACG -GCACTCAAGGATCCCTTTGATATTGTCTTCTTATTTTGGGCAATTACATCGGGAATAATCGTTGGTGCCG -GAATGATTCCACTAGCAGTTGTAACAAGTCTGTTAATGGGTATTGTGATGACTGTTTTCGTAAATAGGAA -AAGCAGGACTACACCCTATATAATAGTAGTAAATTGTGAGAACTCAGATATTGAAGACAGCGTACTGAAT -CTAATTGAATCAAAATCTGCAAAGTCGACAGTTAAAGGCAAGACGGTATCCAGGACAGGGATGGAGCTTA -CAGTAGAGGTTCAATTAAAGGATGGATATAGTAAATTTGTCAATGATATAATTAATATCGAGGGTGTTGT -AAATGCCGTTATGGTCAGCTATAACGGAGAATACATGGGGTAATACGCTTTTTTATGGAAAGGGGATTAA -ACTGTTGGATAATTTTGTGACTGAGTCAAATAGAAAAAACAAACATAATAAGATTTTTGTAAATACTATA -TTTCTTCTGTTAATGGGGTTTGCATTTGCAGGACTTATCCTATTGATTAAATCAGGAGGAATAGATGGTT -TTGATAGTACCGTTTACGATTCATTGAGAAGCTTGAAATCGCATACTACAAAACAAATTGTTAAGTTTCT -GGGAGGTATAGGTGATCCGCAAGTGAATTTATACTTGGGACTTGCAATAGCGGCACTTGGAATTGTAGTT -TTTGCTAATAGGGGAGGGTATTTTAAGTATATTTTGTATGCCGCAGCAATATTGATTGTATCTTTTTTAA -ATCCACTGTTAAAAGAAGTATTTAAACGTCCTCATCCCGATGCTGAAGTGGACAAATTCTCCTTTCCAAG -TAGCCATGCCGCAATGGCATTCATGTTTTATTTGGTGCTTTATATTGTAATTAACAAACATATAAAAATG -AAAGTGGGCAGAATTGCACTGGCAGTTTTCTGCATCATCATGCCTATACTTATCGGTTTTAGCCGTGTTT -ATCTTACAAATCACTATGCGAGTGATATTATAGGCGGATATCTGGAATCAAGCATAATATTTACAATAAT -GTTACTAGTTAACAATATTGTAAAGTGTTTTTCAGAAAAAAATAAATCTTAATATTACATAAAAATGAAC -TTTTCCTTAATATTTAACGTCAAAATTGATAATAATTACTAGTGTGTTATAATTGTTTAAGAAAAACAGG -AAAAAGCTGCTATATTATATACTCGGCTGAAAGCGAGGAGAAATACTAAATGTCAAAAAAATTATTATCA -ATAGTCGTACCCGTTTATAATGAACAGGAAGTAATAAATGAGACCTTTAAAAGACTTTCCGGTGTATTCA -AAAACTATTTTATGGGTGTAGAATACATTTTTATAAATGATGGAAGTAAAGATAATACATATTTTAAGCT -CAAAGAAATTGCAAACGCAAACACATGTGTACGTGTTATAAATTTCGCTAGGAATTTCGGACACCAGATA -GCTATTACAGCAGGCATGGACTATGCACAGGGTGACGCTGTAGTAATAATAGATGCTGACTTGCAGGATC -CGCCTGAAGTTATTCTCCAAATGGTAGAACAGTGGAATCAGGGCTATGAAGTGGTCTATGGCAAGAGGCT -TCAAAGAGAGGGAGAAACCTTTTTCAAGAAGCTTACGGCAAAAATGTTCTATCGATTCCTTGATAGCATG -ACAGATGTTAAACTACCTGTTGATGTTGGTGATTTCAGGCTTATTGACAGAAAAGTGTGTGATGCCATGA -AATGTCTGCCCGAACGCTCCAGATACGTCAGAGGACTGGTTAGCTGGGTAGGCTTCAAACAGACCAGTGT -AGAGTATAGACGTGAGAAGCGATTTGCAGGTGAAACCAAGTATCCTCTGAAAAAAATGCTCAAACTGGCA -GGGGATGGTATATTCTCATTTTCATATAAACCGTTAAAGCTTGCAACTTTTGCCGGAATGCTTGTTTCAG -TAATAAGCTTTATATATCTGATAGTTGTTTTGGTACAGAAATTGGTTAAAAACAATGTTGCCTCAGGATG -GGCTTCCTCAATGGCTGTATCCTTGCTTTTTAACGGGGTGATGCTTATAGTTATAGGGATAATGGGTGAA -TACGTGGGCAGAATATACGAGGAGGTAAAAGCTCGTCCTTTATATGTTGTCGGAGAATTAATGGGATTTG -AGGACGAGACCGAGAGGAAAAACGACATTAAATGAATTCAAGAAACAGAGATGTACTAAACAAGACAATA -ATAATTATTATGGCAGTACTTACTGCATATTTACTGTACCTTAATTTTTTGTACTCCGCATATAATAATG -CCCTCATATACACATTGTTGGTAGTTCCTACGGTATTCATTATATATCTGCTTGCTTATAAGATTAACAT -CTCGCCTCTTGCGTTTTTTATTACGATATTCGTTTTGGCATTTTTTTCCAAAGGATTGATTGCAATCACG -TCCAATACTCTCCCTATATCGGACTTTAATACATTTTATAATTGTGCTGTAAGACTTATTAATGGAGACA -AGTCCTTTGGACATGGGTTTTACTTTACATCATTTGCATATCAAACGGGACCGGTAATTTATTATTCCAT -GATTATGAAACTATTCGGTACGGGACTTTTGCCGTTGAAGCTCGTAAATTGTTTTTTCATGGCAGGCTCA -AATTCTCTGGTTTACCTTATAGCCAGAAAAATATCAAATGATTACACCGCAAGGTTTGCTGCGTTGTTGT -ACCTTTTGTATCCTGCACCTTATTTTCTGGCTCCGGTACTGACAAATCAGCATTTTGCAGCATGTATGTT -TCTTCTTTCCATATATCTGCTGCTAGAAACCCGCATAAACTTTCCACTAAGAAACCTTACTGCCGGTATA -GTCCTTTCCTTTGGTAATACTGTCAGACCACTTGGGGTTGTTATACTCGGAGGTGTTGTGGTTTGGGCAA -TTACACAATCCATCAGGGACAAAAAGCTTGTACGGATTGGTGGCTCAGTGATTATGATTGCAGCTTACTT -GCTTATGAGTTTTACTTTTTCAACGATAGTAAAAAAGGCGAACATAAACCCGGAAGGCTTGAACAATAAT -TATCCTTTGTGGAAATTTGTAGTTGGTTTCAATTACGAAACAAAGGGAACATTTTCTTATCCTGACCAAA -ACGAAATATTTTATATAGACGATTTTGAAAAGAGAAATGAAGTATCAAAGAGGGTTATTAAAGAACGAAT -TTCCATCAGCCCGGCGAAAATGTTTAATTTGATTAATACAAAACAGAAGATTATGTGGAGCAACTTTGAT -ACCATGAAGTGGGGTTTCTATGATAAGGTGGACAATCATCTGGTGCCTTCGGAAATCCTAAAAAAATACG -AACTCCCCATCCTAAAAACAGAAAAAATGTATTATATCCTTGCATTTATGCTTATGTTCGCAGGGTTATT -CCTGACCTTAAGGAAAAAAACTGAAACAGGTATAGTCTTGATAGCTTCAATTCTCGGATGCTATTTTGCA -GCTCATGCTATAATTGAAGTACAGGTCAGATACAGGTACTTTGCAATTATGCTGGTGTTTGTGCTTGCTG -CAAAGGGAAGTGAGCTGCTGATGTCGGGGTTTCACGGATATAGAAAAAAATATAGACTCTAACCTGACAA -ATAGGGCAATTCATTATATAATAAAATAAAGCATTGCTAATAATGCGTAATACTATGCCGGAAATGGAGA -AATTATTCATGCAACAATACCTTGATTTATGTAAACACATACTGAATAACGGTATAAAAAAAGAAGATAG -AACAGGAACCGGAACAATAAGTACCTTCGGTTATCAAATGAGGTTTGATCTTCAAAAAGGCTTTCCTTTA -TTAACAACAAAAAAACTTCATTTAAAATCAATAATACATGAACTACTCTGGTTTATCAGCGGAAATACCA -ACATAAAGTATTTAAAAGATAACGGAGTTTCCATCTGGGATGAGTGGGCAGACGAAAACGGTAACCTTGG -CCCTGTCTACGGGCATCAGTGGCGTTCATGGGATACAGCAGACGGAAGAAGCATTGATCAGCTCAAGGGA -GTTATTGATCAGATAAAAAATAATCCTGATTCCAGAAGGCTTATAGTAAGCTCATGGAATGTTGGAGAGA -TAGAAAAAATGGCTCTGCCGCCCTGTCACTGTTTTTATCAGTTTTATGTGGTTAACGGGACGCTGTCCTG -CATGTTGTACCAGAGAAGTGCAGACGTTTTTATAGGTGTACCCTTTAATATAGCTTCATATGCATTGTTT -ACAATGATGATAGCCCAAAGCTGTGGACTGAGAGCCGGTGAGTTTGTCCATACTCTTGGAGATGCACATA -TTTATCTTAATCACGTAGAACAGGTTAAACTACAGCTTAGCCGTGACCCAAGGCCGCTGCCAAAAATGAA -CATTAATCCTGATATAAAAGATTTATTCCAATTCAAATACAGTGATTTTACATTAACCGACTATGATCCT -CATCCCCATATCAAAGGAGCGGTGGCAGTATGATTTCAATGATATGGGCTATGGGCCGCAACAACGCCCT -TGGATGTAAAAACAGAATGCCCTGGTACATTCCCGCAGATTTTGCATATTTCAAAAAAGTTACAATGGGA -AAACCGGTCATTATGGGGAGAAAAACTTTTGAATCTATCGGTAAACCTTTACCGGGCAGAAAGAACATAG -TAATTACTCGAGACACAGGATATGATCCACAAGGCTGTATTGTGGTTAATTCTATAGAAAAAGCCATGGA -GTATACAGAAGAAAAGGAAGTCTTTATAATAGGGGGAGCAGAAATATACAAAGAATTTCTTCCTATTGCA -GACAGACTATATATAACTCTGATAGAAAAAGAGTTTGAAGCGGATGCATTTTTCCCGGAAATAGACTATA -GTAAGTGGAAGCAGATATCCTGCGAAACAGGAATCAAGGATGAAAAAAATCCATATGAGTATAAGTGGTT -GGTATACGAAAGAGTTAAACAATAAGGTAAATAAGAATGTATAAAAATGTTGACAGAGTGAAGAAATTTT -GTTATCATATTTATGCAAAACAAGAAGAAGTCTTTCCACTTCTCACCTGTGCGGACAATGATTTGCCGGG -TAAATATCGGTTTTGAACATATTTATATGTAATAGCTGAGATTTGAGATTATTAGTGGATACTTGCTTCT -ATCCACTTTTTTTATTGTTTAAATATTATATGGACTCGAAGAGAATCTTCTTGCCTGTTAAATGCGGAGG -TGTCAGTTATTAGCAAAAACGAATTAATGATCAATGAGGAAATAAGGGACAAAGAAGTTAGACTTATTGA -TGCTGATGGTACTATGATAGGTATATTAGCAACTAAGGAAGCCCAAAAACTTGCGAATTCAAAAAACCTT -GACCTGGTAAAGATTGCTCCACAGGGAGTACCGCCGGTCTGTAAAATAATGGACTATGGTAAATATTTGT -TTGAACTTGCCAAGAAAGAGAAGGAAGCAAGGAAAAATCAGAAGATCATAAGCATAAAAGAAGTTAGATT -TTCCCCTTCTATTGAAAACCATGACTTTGAATTCAAAGTTAAGAATGCATATAAGTTCTTAAAGGATGGA -GATAAGGTTAAGGTTTCCGTTAAATTTAGGGGAAGGGAAATGCATTACACCTCAATAGGCAACCAAATTC -TCGACAAGTTTGCAGAAGCAGTAAAAGATGTTGGAACAGTTGAGAGAAGACCAAAACTTGAAGGCAAAAG -TATGATAATGATACTTAATCCAAAGCAGTAGGATAGGAGGAGAATGATATGCCAAAGTTAAAGACACATA -GTGCATCTAAAAAAAGATTTAGAGTTACAGCTACAGGTAAGATTAAAAGAGGCCAGGCTTGGAGAAACCA -CAGGCTTATATCAAAGTCTAGGAAGGCTAAAAAGCATCATAGATTAGGTGCATACGTTTCAGCTGCACAA -GAAGCTACTATCAAAAAACTTATTCCATATAAATAGAAGGAGGACGAAGGTTTATGGCAAGAGTTAAAGG -TGCGGTTAGAACCCGTGCAAGACATAAAAAGATACTAAAGCTTGCAAAAGGATATTTTGGTGCAAAGAGC -AAGTTGTTTAGAATGGCAAACCAAGCTGTAATGAAATCCTTGAACTATGCTTACAACGATAGAAGAGCAA -AGAAGAGAGATTTCAGAAAGCTTTGGATCGCAAGAATTAACGCTGCTGCAAGAATAAACGGTTTAACATA -TAGCAGATTTATCAGCGGTTTAAGGAAATCAGGAATAGAACTTAATAGAAAAGTTCTTGCTGATTTGGCA -GTTAACGATGCAGCTGCATTTGCACAGCTGGCAGAGACTGCTAAAGCTGCCAAATAATAAGTTTAAATAT -AATGCAGTACTTAAAAGGAGTCCTTACAGGGCTCCTTTATTTGGCTTCACTGATTACCGCAAAGTTATGT -TTGAAAGGAGAATCAAAGATGGACAGAGTAGTATTTCTAGTGGATATGAACGCATTTTTCATAAGCTGCG -AAATGTCCAGAAATTCTGAAATAGTGGGTAAGCCGGCTGCTGTTGCCGGCAATCCCAGAACAAGGACGGG -GATAATTCTTGCGGCAAATTACGAAGCGAGAAAGTTTGGGGTTAAAACTACAATGGTTATTCATCAGGCT -CTGAAACTTTGCCCTGAAATGCTGCTTGTCCCGCCGGATCACAGGTTCTATGAAAAAAAGTCAATAGAAG -TAATGGAAATATTGAAAAGATTTTCCCCTGTAATAGAACAAAATAGTATAGACGAGGCATGGCTAGATAT -GACGGGGACAGAAACACTTTTTGGAAGCCCGATGGATGCAGCACATCAGATAATGGATGCTATAAACGAT -GAACTTGGCCTGTGGTGCTCAATAGGAATTAGCGAAAATAAGCTGCTGGCTAAAATAGCATCCGAAATTA -AAAAACCGATGGGTATCACTGAACTATGGCTTAAGGATGTACAAACCAAGCTATGGCCTTTAAAGGTTAC -GGACCTGTACGGAATAGGCAGGCAGACAGGCATGAAACTCAACAATATAGGTATTGAGACTATAGGAGAA -CTGGCAAACTATAATTCTCAATCCTTAATTAAATACCTCGGCAGACAGGGACTGGAACTCCAAAGAATGG -CAAACGGTATTGATACCTCGCAGGTCACACCCCATGTATCAGGCGAAATGAAGTCAATTGGACGTTCTAA -TACACTTGCTGAGGATATAACCGAAATTGAAGAAGTCAGAACAACTTTTATTGAAATGTGTGAGGAAGTT -GGCTATGAAGCTAGAAAAAACAACAAAAAGGCACGTACTATTCAAATAACTATAAAATACTCGGATTTTA -AGACTATAACAAGACAAACAAGCATAGAGCCAACCTATCTCACAAAGGACATATACGAGACAGGCTTTTC -TCTGTTAAAGAAAAACTGGAATAGTTTAATGCCTGTCCGGCTAATAGGGATAAGCATTAGTGGCTTTGAA -AATGAAGGCCTCTCAGGACAAATGTCACTATTTGATGAAGCTGATTTGTGTGACAATTCGTCCCGAAAAG -AAGAAAAACTTGAAAAAGCAATTGACTCAATACGAAGTAAATTGGGGGCAAATTCCATTAGCCGAGCCAT -ACAAATTAAAAAACCGGGAAACAAATAGTTATTTTTTGCATTGAGGGTTGTTTTTCAGCATAATACGTTG -TTTATGGTAAATGAATTTTGTCAAAGTGCTTGAATCCTGTGGAGAAATATAAACAAAATTTAAGCCTACT -TCGTACTTTTTATTCTCGATAGTTGTGGAACGGATTGCTTTTGCCAGTACCCGTATATTTCCCATACCCT -CAAGGTCTATAGAGATGTCTGCTAGCAGTCCGTAATCAATTGTATTGTCCAGTATCAGGCATAGTCCGTT -TCCGCTGATGTTCTTGGTGTGTGCACTTTTAAACCCGGCTTCTGTTAATTCTTTAAATTCAGGCTTTTCG -TTAGTTAACGGGCGGTCAGCGGTTACAGCATACTTGCAGTCAAGTACTGCATCCAGCCTGTAATTCATTC -TCCTCTGAATTTTAGTAAATTCACTGGTTATTGACGCTTCAAAGGTTTCCAGATACCCTGATTTTTTATA -TTCCTTTACAACTGCATTAAAGAACATCAGTTCTTGTCTTTGGTTTAGAAAGTAGACGGTGATATTCAGC -CCGGCTGACAGATACTTATATCTGCCTTCACTTATGGGTGCAGCAATAGTAATGGTATTTTCGTCAATAA -CATCAACTAATTGGCTGATATAACTGGAAGATTGAGAGGGGAAGCTTTTTATGTACTCCGGTATTTCAAT -TTCCAATTTTGTCCCAATAATAATATCATTAGCATTCATTAGAATTCTCCATAAATAAATTATATTTATT -TTTATATTTTTATATACTAATATTATATTCTTATTGCAATAAATTATAAATCACCAATAAATGACTTTCC -AAGTAGTGGACATGATTTTTAATGTGAGATATAATTAACACTGGCAAAGAGGATATATAATTTATATTTG -GCGGATGTGATGAATATGAAGACTTATTTTACAGGAAACAGTTATAAGACAGCAGGCGATAAACGGAGTA -TATTTGACAAGCTTTTTCTCAATACCAGATGGTATTTTGTTTACGGCTATGGAAAAGTAGTTGTAAAGGC -ACGGAACCTTGCAGTTAAGAATAAGTACGATTCGGAAAAATGGGCGGCTTCCAGTTATAATATAGTAGAA -TGTATTGAAAAGAGCGGTGGCAAACTTTTTATTGAGGGCTTCGATAATATTACAAAGACTGATGGGCCGG -TTGTGTTTGTCAGTAACCACATGAGCACATTGGAGACCTTTGTATTTCCTTGTATAATTGCACCTTTAAA -GGAAGTTACCTATGTTGTAAAGGATTCTCTTGTATCAATGCCAATATTCGGGTCTATTATGCGAAGCAGA -AACCCTATAGTAGTATCCAGAAAGAACTCAAGACAGGATTTACTCAATGTAATAAACAAAGGAAAGGAAA -TACTGGCTGGGGGAAGGTCTATAGTTTTATTTCCGGAAGGAACAAGGCAAGAACAATTCAATCCTGAAAA -ATTTAATTCACTGGGTATAAAGCTTGCCAAAGAAGCAGGTGTACCTGTAATACCCGTTGCTATAAAAACC -GATTTCTGGGGAAATGGTAAGCTTATAAAGGACATTGGCCCAATCCGAAGAAAAGAACCTGTTTGCATTT -CCTTTGGTGAACCCATAACCATAACGGGAAACGGAAAGGCGGAACATAAGCAGGTAATAGAGTATATAAC -TGAAAAGACAAATGAATTCAAAAAAATCTCATTTTAGTCTTGTAAAATAAATTGCTTCCTAGTAAAATAA -TATAATGAGATTCGGGGTGTGGCTCAGTTGGTAGAGTGCGACGTTCGGGACGTTGAGGCCGCTGGTTCAA -GTCCAGTCACTCCGACCAAAAAAGGACTTACTGATATATGTCGGCAAGTCCTTTATCTTTTATTCACACC -TCAGTGCTTACTCATGGTATAAGAAATACTTTGGTCTATTGCTCAAAGGGTATTCAGAAAATTTTTATCT -GAAGCATTAATAAGTTAAGATTATTGTATAATACTATAGAAGAATTATTAAAAATGTATTACCATATATA -TTATGTTCTGCTATAATATTTTTGGTACTCGAAAGATTATTTTGGTAAAATCGGTTTAAGCTGTATATAA -CAGATTGCCGCAAAATTAAATTAATAACCGAGTTCTTTTTTTTTGCTATTTATAAATATTAGATATATCG -GAGGAAAAAATGAGTGTTAAACTGTCGGATGCGTTATTGAAGAGTGTTGAGAAACCATCTAGATATACCG -GTAATGAATGGAACAGCGTCATAAAGGACCCTAAAAGTGTAGATATACGTTTTGCATTTTGTTTTCCAGA -TTCTTATGAAGTAGGCATGTCCCATCTGGGGATGAAAATACTATATCATTTGTTAAATGAAAGAAATGAC -TGCTACTGTGAAAGGGTATTTGCCCCGTGGACGGATATGGAAGAAAAAATGAGGCTGAACAATATTCCTC -TTTATGGGCTTGAATCTAAAGATCCAATCAGGGATTTTGATTTTGTAGGGTTTACACTTCAGTATGAAAT -GAGCTTTACAAATATAATAAATATGCTTGATCTGGCAGGGATTCCTCTAACATCGGACAAGAGGACTGAC -AATGATTCATTTGTTTGTGCAGGAGGCCCCTGTGCGTATAATCCTGAACCATTAGCTGACATAATCGACT -TTTTTATGATGGGCGAAGGAGAAGAGATAATCAATGAAGTAATGGATGCATATGCAAAGTGGAAAGGAAC -CGGGCGTTCAAGACAGGAATTTCTTGAGGATATAGTAAAGATAGAAGGTATTTATGTTCCGGCATTTTAT -GATGTGTCCTATAATGAGGATGGAACTATAAGAAGCTTTGAACCAAAAAAGTCGGACTATCCCGTAAAAA -TTAAGAAAAGAATAATTAAGGATATGGATAATGCATATTTTCCTGATAAGATTGTAGTTCCATATACTGA -TATAGTTCATGACAGAATAATGCTGGAGGTATTCAGGGGATGTACCAGAGGATGCAGATTCTGTCAGGCG -GGATTTATATACAGACCTGTTCGTGAAAAGAGTCACAAACGTCTGATTGAACTTGCCAATAAGCTGGAGG -AAAGCTCGGGTTACGAGGAAATCTCCCTTACCTCACTAAGCACAAGTGACTATACAGAGCTTCACGAACT -GACAACAGGATTACTTGACAAGATGGAAGAGAAAAAAGTAAATCTATCTTTGCCTTCATTAAGAATTGAC -TCCTTTTCACTTGATTTAATGGAAAAAGCCCAGAAAGTCAGAAAAAGTGGTCTAACCTTTGCTCCAGAAG -CGGGAACTCAGAGACTCAGGGATGTAATCAATAAAGGTGTAACAGAAGAAGATTTAATAAACGCTGTATC -TCTTGCTTTTAACGGCGGCTGGAGCAGTGTGAAACTCTATTTTATGCTTGGACTTCCTACTGAAACAATG -GAAGATGTTGAAGGAATTGCTGACCTTGCCTACAAGGTAGTAAATGCTTATAAAAACGTTCCCAGGGAGA -AGAAAGGAAAAGGCTTAAATGTTACTGTGAGCACGTCATCTTTTGTACCTAAGGCCTTTACACCATTTCA -ATGGGAACCTCAGGACACCAGGGAAAGCCTCAATGAAAAGCAGATGTTCTTAAAAAGTAAGATTCGTTCC -AAACAGGTAACTTATAATTACCATGAAAACCGTTTGAGCCTTCTGGAAGCAGTGTTCGCCAGAGGAGACA -GAAAGACCTGCAAGGTACTTCTGAAAGCTTGGGAGATGGGCTGCAAATTTGACAGCTGGGGTGAACACTT -CAAGTTTGATGTATGGATGAAAGCCTTTGAAGAATGTGGGGTGGACCCATATTTTTATGCAACACGCAAA -CGAGATTATGAGGAGCTACTGCCTTGGGATCATATTGATATAGGAGTTTCCAAAAAATATCTTATAAGCG -AATCAAAAAAGGCACTGGAAGAAAAAATTACGCCCAATTGCCGTGTAAATTGCGGTGGCTGTGGTGCTAC -AATATTTGAAAGCGGTATTTGTGGAGGTAATTAAATTGACTATTATACGTGTAAAGTTCAGACGTGGCGA -TGAAGTAAAATTCATTTCCCACCTTGACCTTATGAAGGTATTTGAAAGGGCTATAAGAAGGGCAAGACTT -CCAATAGCCTATTCACAGGGCTTTAATCCTCATCCGTGCATGGTTTTCGGTTTGCCTTTGGGTGTGGGAG -TTACAAGTGAAGCAGAATACGGTGATTTCGAAATTACCGATGATGAAATGCCTGCACAGGAATTTGTAGA -CAAATTGAATGAACAGCTTCCTGCGGGAATTGAGATTTTATCGGCAAAAAAGAAGCTATCCAAACAAAAC -ATAATGGCTACTATAGCTGCAGCCGAGTATATTGTAATTGTAGGAACTCCCGCAGAATGTAACGAAAAGA -CTATTAAAGGAACTATTGATAAATATTTATTACAAAAAGAAATAATCGTTAAAAAAAGAACCAAGAGCGG -AGTGAAGGACGTCAATATCAGGGATATGATATTTGATTTGAATTTCAAGCTTCAGCCTTGCGGAGCTTTC -AACATAATGAAATTTACGGTTCTTGTAAGTGCAGGAAGCAAAGCAAACTTGAAGCCTGACCTGCTAATTG -AGTCCCTATGCGGCTATCTTGGATTCGAGTTTGAAATCGACAGGATTCATAGAACAAAGCTTTTTGTAAG -GTCACAGGATCAGCTCCTGGACCCGATGGAAGACGTCATTTGAGGTGATTAGATGGTTAATGAGATTATA -GTAGATGTCAGTCCGGGTGAAATCAGGGTTGGTATTCTGGAAGATAAGGAACTGGCTGAGATTCATATAG -AAAGAACAAATCATCAGGGGCTTGTAGGCAATATCTACAGGGGAAAAGTGAGCAGTGTGCTGCCTGGTAT -GCAGGCCGCCTTTATTGATATCGGATATGAAAAAAACGCATTTTTGTATGTTGGTGATGCAGTTCCCAAA -AAGGAATATTCCGATGATGAATCAGAGGTTAACTGCAATTATGAAGAATACAATATTAGCGATATACTCA -AGGTAGGGCAGGAGATAACAGTACAGGTTATAAAAGAACCTATAGGAACAAAGGGCCCCAGAGTGTCAAC -TCACATAACTTTACCGGGGAGAAACCTTGTTTTGCTTCCCAATGCAGATTATATAGGAATATCCCGCAGA -ATTGAAAACGATGCTGAAAGACAAAAACTCAAGAAAATAGCCGAAAAACTAAAACCCCAAAATATGGGAT -TGATTGTTAGAACAGTGTCTGAGGGAAAAGAAGAATCTGACTTTGTAGAGGATGTTTCTTTCCTTATAAA -GCTGTGGGCAAAAATAAAGGAAAGTGAAAATAATGGCCCTGTACCAAGGTGTATCCACAGAGATATAAAT -CTCATATACAGGTCAGTCAGGGATTTGTTCACATGGGATGTAAACAAATTTATTATCAACAGTGAAAAAG -AGTACAGTAAGGTACTTGAACTTGTTGAAATGATATCCCCATTGCTAAAAAGCAGAGTAGAGTTGTTTCA -GAAGGATTATAAGATTTTTGATTACTATCAGATAGAATCAAAAATCGAACGTGCTTTATCCAGAAAGGTA -TGGCTTAAATGCGGAGGGTATATAATTATAGACAAAACCGAAGCTCTTACTGTAATTGATGTTAATACAG -GTAAATTCGTAGGAGAGAGTAATCTAGAAGAAACAGTACTTAAGACCAATATCGAAGCAACCAGAGAGAT -AGCAAAACAGCTTCGACTCAGAGACATAGGCGGCATTGTAATTATAGATTTTATTGATATGAACAATGCC -GAGCATCAGCAGTTGGTATTGGATTCCCTTAAACAAAGCCTGAAGGATGACAGGACCAAAACCATAGTGC -TAGGTATGACTGAGCTTGGTTTGGTTGAAATGACCCGAAAGAAGATAAGACAGGAGCTTTCTACAGTTAT -AAGCTGTGACTGTCCAATATGTGACGGAGCAGGAAGGGTTTATACTGCGGAAACCAATGCGATGAATATA -CTCAGGGAGGTCAGGGAGCATATGAATAGTACATCGTCTAAGAAAATTAGACTGGAAGTACACCCCACCG -TGGCTCATGCAGTTGAAGAGAATATTCAAAGCCTGTTAGAAGATTTTACTGAAAAGAAGGATAAAAAAAT -AAAAGTTACGGCTGTCAATGATATAAGACCAGCAGGCTATAGAATTAAAGACATTGACACTGATTAGCTC -ATGTGCTAAAATATATCGGTAGCCGCACGGCCAAGGCTCCTTAAATATAATTCATTTGAATTATTGCCTG -TGATGAATTACTCCTGTTGATGTAGTATATACGTCATTAAGCCGGCGAGATTGATAGTGGGAGGTGTATA -TATGTACGCAATTATAATGACTGGTGGAAAGCAGTACAAAGTTCAGGAAGGCGATGTAGTTTTCTTAGAA -AAGCTCGCTGCTGAAGAAGGATCTTCAGTTACTTTTGATAAGGTTCTTGCTGTATCAAAGGAAGGAAATT -TAAGCTTTGGTGCTCCTGTTCTCGAATCAGCTTCTGTAAGCGGAAAGGTTCTTAACCACGGAAAAGGTGA -AAAGATTATCGTTTTCAAATACAAAGCAAAGAAGAACATCAGAAAGAAAAAGGGACACAGACAGCCATAT -ACAAAGGTTCAAATCGAAAAGATCAATGCTTAATTAAGGATAACGGTTAGATGATTAAAATTAATATAGG -CAGGGATTTAGCAGGTACTATTAAGAAGTTTGTTATAAAGGGACATGCAGGGTATGCCGAAGAAGGCAGT -GACATTGTATGTTCAGCCGTTTCTGCAATAGCTTATACAGCAGTAGGAGCTATTGAAGGGCTGATTGGTC -TTAAAGGTTTTTTTAAAGAGAAGAACGGATTTATGTCATGTAAGCTGGACATGGAATTGTCTCCCGAAAA -AAGTCATGATGCCAATGTAATAATGGCTACAGCGGAAATAGGATTCAAACAGATAGAGTATGCTTATCCC -GACTATGTGAAGGTATTGGATGAGGAGGTGTAATCTCATGATAAAGATTAATTTACAACTTTTTGCTCAT -AAAAAGGGTGTTGGTAGTTCAAGAAACGGACGTGACAGTGCAGCTAAAAGACTCGGTGTCAAAAGAGCTG -ACGGTCAATTCGTTCTGGCAGGAAACATTCTTGTTCGTCAAAGAGGTACAAAGATTCATCCCGGTGTAAA -CGTAGGAATAGGTAAAGACGATACCTTGTTTGCATTGAAGGATGGAAAGGTTAAGTTTGCTAGACTTGGC -AGAGATAAGAAGCAGGTTATGATTGTTACTGCCGAGTAACAAAAAAATTATCGCATTAAAAAAGGTAGAA -GATGTGATACGCATTTTCTACCTTTTTAGCGTATAATAAAAGTAAATTTTTACATAAATTATTTGTTTCG -GGATAAAATAAACAAAGTTCTGGATTTTATAAAAAGAATATTTGTTTTTATGGAGAGAATATAAATGTTT -AGAGATAGTGCTAAAATATATGTCAAGGCCGGTAACGGAGGAAACGGAATGGTTTCATTCCACCGTGAAA -AGTACATAGCGGCCGGAGGCCCGGACGGCGGCGATGGCGGAAAAGGCGGAGATGTTATCTTTGTAGTTGA -TGAAGGGCTCAACACCCTGATTGACTTCAGATACAAAAAAAACTTCAAGGCTGAGCCGGGACAGGACGGC -GGCACATCCAACCGTTCCGGCAAAAACGGAGAAGATCTTATTATCAAGGTTCCTCTTGGTACCGTGGTAA -AGGATGAATTAACTGATATGGTGCTTGTTGATTTGATAAAGCCTGGTCAAACATGTGTTATAGCAAAAGG -CGGAAGGGGCGGAAAAGGAAATCAACACTTTGCCACACCCACAAGGCAGGTCCCGAACTTTGCGAAAAGC -GGTGATCTGGGCGAAGAATACAGCTTGATTCTTGAAATGAAGATGATTGCCGACGTGGGACTTGTAGGAT -ATCCGAACGTAGGCAAGTCTACAATATTGTCCATGGTTTCTGCTGCAAAGCCCAAAATAGCAAATTACCA -TTTTACAACTCTAGTTCCAAATCTCGGAGTGGTACAGATAGAGCATGGGAAAAGCTTTGTAATTGCTGAT -ATCCCTGGTCTTATTGAGGGTGCCCATGAAGGTGTGGGACTTGGTCATCAATTTCTAAGGCATGTAGAGA -GGACAAAGCTTCTAGTACATGTTGTTGATGTTTCCGGGGTTGAGGGCAGAGATGCAGTGGAGGATTTTGA -TACTATTAACTCCGAACTCCAAAAATATAATCAGGTTTTATCAACAAGACCACAGATTGTTGCCGCTAAT -AAAATGGATATACCCGGTGCGGAGGAAAACTACAAGGCTTTTAAGGAAGAGCTTGAAAAAAGAGGATATA -AAGTTTTTGGTATATCTGCAGCAACAAACAAGGGCTTGAAAGAACTTTTGTATGCTGTTTCAGAAACCTT -AAAAACTCTTCCTGACACTATTCTTCTGGATGAAACACAGAATGAAGAGGTTGTATACAAGGTACAGGAG -GAAAAGCCTTTTGAAATACACATAGAAGACGGTGTATATGTAATTGAGGGTAAATGGCTGAGAAAAGTAC -TCGGTTCTACAAATATTACAAATTATGAGTCACTACAGTATTTCCAAAGAGCACTTAAGAAAAAAGGTGT -TATTACGGCTCTCGAAGAGATGGGAATACAGGAAGGTGACACAGTCAGAATTTATGATACTGAATTTGAT -TATACCAGATAATAAAAAATATGCATGGATATTTTCTGTGCAGATATGGAGGTTCAATGCTTACAGGTAA -ACAAAGAAGCTATTTGAGATCAATTGCAAATAATCTTCATCCCATTTTTCAGGTAGGAAAAGGCGGGGTA -AGCGATAATCTGATAAAGCAGTTTTCCGACGCGTTGGAAGCTAGGGAGCTGATAAAGGCCACTGTCCTAA -AAAATGCAGAATGTGATACGAAAACCATTTGTGAAGAAATAGCAGAACAGACAAATTCCGAAGTAGTTCA -GGTTATCGGAAGTAAATTTGTACTGTACAGGCCATCTGAAAAGAATTCCGTGATAGAGCTGCCCTAGGGC -GGCTTTTTTACCGTTATAGAAAAAATTGTAATAAAGTTCTCCTGTTCTGAATAATATAATAAGTGTTTCA -ATTTAATAAACTTAGAAAATTTTCAGGAGGGTATATGAAAGAAAACTACGCTATACAAAACAATACTTAC -AAATGTCTGGATAAATCTACAATAAAAAAGCTAAGTGACAATGTACTGCTTGAGAAGACCAAAGATACAT -ATAGGTTTCTGAAATTAAATGAGATATACCTTAAAAATATAAGAGATGATTACGGAAAACAAAAAATAGC -CCAGCTGAGAGTTCAGTTTATTCATCATCAGCTGGACCTGCTTATTAGAGAATGTTTTGCCAGGGGGTTG -AAGCATGGATTAAATAACTATTACTAAAACACCTAATTATTATCCGGCTTTTAATTGCTGGTATCAGTAA -GTACCGATAAAATTTTGCTATACAATTTTTCAGAATTCTGAGCCCAGTTGTCACAGATTTTATTAGCGTC -ATTACGGCTTCCTACAGACATTTTTAAATCAATATAGGTAAAGCTGCCTTCACAAATCCTTAGACTAACG -ATATACTCATTTTCTTTAACTGCAACAAAGTCTGACTGTATATTTATTTCATTTTTCTTACTTTTTTTAT -ATTTAGCTAAAGCCTCATCAATCCTGGCTTTTATTCCCGCAGGAATTAATGAAGTAAAATACTCCAGACT -TTGTTTTCCGGCAGGAGAAATACTATATGAAAGCTTTTCGTCAGCATCTATTTTTGTAAGGAACTTTCCT -TCACAAAGCTCATCAAGATATTGTTGAAGAAATATATAATTCATCAGCTTGTTTTCTAAAATAATTTTTG -TTATAAGCAAATTGGTAACTGGAGATTCCAGGTTATGAATAATATATAAAAGTATCAGCTTGTTTTCGGC -AAGTTCTCTGCTATTTTCAATAGAACTCATACATACCTCCGTTCTTAGCTGTAATTTTAGCTTAAAATAA -ATTCAAATATATTATAAATTATATCATAAAGCCTTAAGGTTTACTATATTACCCAAAAAGTCTTTTTATA -TGTTCAAAATTGAGCTTTATTTCCCGTGCATCACGTTTATAGTTAATGATATAATATTTGAATCAAGATT -AAGCTTAAAAGGAGATACACGTGTCAAATAACTTATATAAGGAACTGGAAACACTGGTACATAGCATGGG -GGGAACCTTCTTTGGAACTTCGGAAGTAGCGGAACATTTACCTGATACTCTAAAAAGTTATCCCATTGCA -ATAACCTTCGGTATCAGGCTGTCGGATGCTATAATTGATGAAATAGGCGGTGAGCCCACTTTTACTTATT -TTAACCACTATCGTTCTGTAAATGCACTGATTGACCAAATATCATTAAGACTTGTACTGGCTGTTCAGGC -ACACGGGAAAAAGGCATATTCTATTGCGGCTTCTCAAAGCATACCCTCGTCACCAATACCGTTTAGCGGC -GTATTCCCGCATAAAACGGGCGCCGTTTTAGCAGGTCTTGGCTGGATAGGCAAAAACGGTTTATTTATTC -ATAAGGATTACGGGCCTAGGGTAAGGTTAGGAACTGTTCTCACAGATATGGAACTTCCTTATGAAAACAA -AATGATGGAAGGTAATTGTAATTTTTGTAATAGGTGTGTAAAAGCCTGTCCTGCTCTTGCCCTTACAGGG -AATCAGTGGGAGCTTGGAAAACCACGCGAAAACGTTGTAGATGCAAGAGCTTGTTCCGAATATATGAACA -GGAATTTTAAGCATATAGGCAGAGGTTCAGTATGTGGTATATGCATCAAGGTATGTCCCTGCCCGGTGAG -TTGAACCTGACAGTATAAGTTAAAGGAAAAATGTCAGCCGCGTGGTTTGTACACGTTGACTGGAGAAATT -ACGTATGATATATTCTTTTTAGCATAGCAGTTATTCTTATTTAATGGTTTATTTTATAATATAATCCCTA -GAGTATACTACTTTCAGGGATTTTACTTTTGTTCAGGAAAATACATTACGGTGTCAAGAACATCGTATAC -ATTGGGTGGGTTATATGTCTATAGATAGGAAAAAAGTTGAGGAGCATATCAGAGGCTTACTGGTTGCTAT -CGGAGAGAACCCTGACAGGGAAGGGCTGAAGGAGACTCCTTCACGAGTCGCCCAGATGTATCAGGAAGTT -TTTGAGGGTATCAGCTATACAAATGACGAGATTGCTGAAATGTTTAACAAGACATTTGAAGAAGATTTGG -TGATACCAAAAGATAACAAAGAAATAGTATTGGTTAAGGATATAGATATTTTCAGCTATTGTGAGCATCA -TATGGCACTTATGTACAATATGAAAGTTGCAGTTGCCTACATACCTAACGATAAAATACTTGGCCTGAGT -AAAATAGCCAGAATTGCCGATATGGTCGGAAAACGTCTTCAGCTTCAGGAAAGGATAGGGTCAGATATAG -CCGAAATTATGCAAAAGATAACCGATTCAGAAGATGTTGCCGTAATTGTTGAAGGGCAGCACGCATGTAT -GACAACCAGGGGTATCAAAAACACAGGCTCTCGGACTACAACCACTACCCTTAGGGGAGCTTTTAAAACC -GATACAAATCTTACAAACAGATTAATGATGTTATATAAGTAAAAAGGGAGGTTAATATGAAAAAAGTTCA -CAAAATATTAAGCCACCCACAATTCAAAAAATATATGGAGTTGAATTTCCAAGCTGAACAAGACCGTAAG -TTTTGCCGTCATGACATTCAGCACTCAATAGATGTGGCAAGGGTTGCTTATATTATTTCATTGGAAAACA -ATTATAACCTTGACAAGGAAATAATTTATATAACAGCACTTCTTCATGATATTGCGAGATGGAAGCAGTA -CAGCGAGAAGGTTGACCATGCTGCCGAAGGAGCTGTTTTAGCACGTGGAATCCTAAGGGATTTGAAAATG -GATAATAACGACACTGAAATGATTTTGGATGCAATAGCAAAGCACCGTAAAAAGGAAGGACACAGTACGC -CTCTGAGTAAGGTTTTATACGCAGGTGACAAGTCGTGCCGTCAATGTATTGTCTGTAGCATGGTTGAGGA -ATGTAATCGGTATGAGGACGGTTACAAGCCTGTACTTTATTATTAAAAAAAAGGATATTAAAAATATGAA -AGTTGAATTCTTAAAAATTGGTAACAGTATCTGGAAATGGGGCAAAAAGACTTATGTTATGGGAATACTT -AACATAACGCCGGATTCTTTTTCCGACGGAGGCAGCTACACAAACCCAGAGATTGCACTTAATCAGGCAT -TACGGATGATTGAGGAAGGTGCAGATATAATAGACGTTGGCGGAGAAACCACAAAACCGGGTGCAGTACC -TGTATCCTCTGAAATTGAACAGCAGAGGATAATACCTGTGATTGAAGCTCTTTCAAAAGAAATAGCCTTG -CCCGTTTCCGTAGACACATACAGGGCGGACACTGCAGAACTTGCCATACAGGCAGGTGCAGCTATGATAA -ATGACATCTGGGGACTTAAGTATGATTCCCGCATGGCTTCAATTATTGCAGAGTATAATGTATCTGTATG -CATAATGCATAACAGAACTACGGGAACGGATTATGGAAAAGACCTTATAGGAACAATACTAAAGGAGCTT -GAAGGAAGTATATTAATAGCAAAAAACGCAGGCATAGGGGATGATAAAATAATTATAGATCCCGGTATAG -GTTTTGCGAAGACTTGGGAACAAAACCTGGAGGTAATGCACAGCCTTGAGGATTTTAAAAGATTAGGTTA -CCCAGTACTGTTGGGAACTTCAAGAAAATCCTTTATAGGCAAGGTTCTGGGGCTTGAAGTACCTGACAGG -CTTGAAGGTACACTGGCAACAACGGCAGCGGGTATTTCAAAAGGTGTTGATATTGTTAGGGTACATGATG -TTTTGCAAAATGTAAGAGTAGCAAAAATGACGGATAGTATGGTGAGATAAATGGATAAGATAATTATTGA -GGACTTGGAATTATACGCATATCACGGAGTGGCAGAAGAAGAGAAAAAACTTGGGCAGATGTTTCTTATT -TCTCTGGAAATTTCAGCTGATTTAAGCACTGCTGCCAGAAACCATGATTTAAGTTCTACATTGAATTATG -CAGAGGTATGCAGAGTTGTTCAGGAGGTTGTACAGTCGGATAAATATGATTTGATTGAAACGGTTGCATA -TAAAATTATGGAAGGTATATTTATTAACTTTCACAAGGCGGTGTCAGTAAAGATAAAGCTCAAAAAGCCA -TGGGCTCCCATGGGATATCATCTTAGATACGCAGGGGTTGAATTTGAGCGTACGAGAGGTGATTTCAATG -TGTAATAGTGAAGTTACTGCATATATAGGGTTGGGTTCAAATATAGGTGACAGGAAATTTCAACTTAACC -GGGCAGTGGAGCTGCTAAAAGGGGCTGAAAAAGTTGAAGTTACGGCTGTGTCCTCTTATTATAATACCGC -TCCGGTGGGGTACGAACAGCAGCCTGATTTTTTGAATGCAGTGGTTGAAATCAGGACAGCCTTGTCTGCC -TATGGGCTTTTACAGTTGTGTTCGGAAATAGAAAAGGAACTTAAGAGGGAAAGAATAATACGCTGGGGGC -CAAGGACTATCGATCTTGATATTCTGCTTTTCGGCAATGAAATCATATATAAAAAGGATTTGGTAATTCC -TCACCCGAGGATGCATGAACGGAGGTTTGTACTGGAGCCTTTAAATGAAATTGCCCCGGAGGTATTGCAT -CCTGTTTTTAACAAATATATACGAGAAATATTTCATAGTAGTTTTATGTAATACAAATGGAGGAGTTTAT -GGGTAGGAAAGGTTTGGTACACATCTATACAGGTGATGGTAAGGGTAAGACTACAGCTGCAATAGGACTT -GGAGTAAGAGCCTGTGGAGATAATATGAAGGTTCTTATGGTTCAGTTTCTCAAAAGTAGAGATACATGTG -AGCTCCATTCACTAAAGAAGCTGGAACCGGAGTTTACCGTATTAAGAGGGTTCAGCTGTAAAAAGTTTGT -CTGGAATATGACCGAGGAAGAAATGGAAGAAGCACGTAAAGAGGCCACTGAAATTTTTCTTAATGTAAAA -AATCTTGTTTTACAGAATAAGTATGATCTGGTTATTCTGGACGAGCTGATAGGGGTTCTGACTAACGGGT -TTATCAAAGAAGACGATGTTATTGCTATGATAAAAGATAAACCCCAAGAAACAGAACTTGTATTAACCGG -GAGAAATGCAGGAAAACGTTTGATAGAAGCTGCCGACTACGTTTCTGATATTAAAGCCGTAAAGCATCCG -TATCAAGAAGGCATTTCCGCCCGAAAGGGAATTGAATTTTAGAGTCACTGCTATTTTTGCAATGTTTTAC -GGTACATGTTTATATATTCATGTGCTGATTTTTCCCAGCTGAAATCTGTTCTCATACCTCTTTGAACAAG -AAGGTTCCAAATATCCTTTTTGTTACAATAAAAATCTACCGCACGCCTGATGGTATTAAGCATATCGTGT -GCATTGTAATTTGTAAAAGTAAAACCATTCCCCTCTCCTGTAGCCTCATTGTATGAAACAACAGTATCAT -TAAGGCCGCCTGTTTCACGAACTATTGGAACTGCTCCATAGCGGAAACTGAAAATCTGACCAAGACCGCA -GGGTTCAAATAGCGATGGCATAAGGAACATATCTGACGCAGCATAAATTCGCTGAGCCAGTATATCGCTA -AAGGTTATGTTTGCTGAAACCTTGTCTTTATGCCAGTATGCTGCGTTTTCAAAAATATATTTGTAATGCT -CGTCACCTTTCCCGAGTATAATAAGTTGAATATCCATTTGCAGGATTTCTTCCAGTACACGTTCAATAAG -GTCAAATCCTTTTTGAGGGGTTAGCCTTGAAATAATACTGATTATAGGTACTTCTGACTTTACAGGAAGG -CCTAAATCCTGCTGTAGCCTTCGTTTGTTTTCATACTTTTGTGATATCTTGTCAGCCGAGTACATAGCAT -ACAACCTGGTATCATTTTCAGGATTGTTTTTTTCATAATCAATACCGTTCAATATTCCATATAAATCATT -TGACCGACTGATTAATACACCGTTGAGACCCTCACCAAAAAAATCGTTTTTTATTTCATTTGAATATGTT -GGACTCACAGTACTTATTGAATCTGAATAAACAAGGCCGGCTTTTAAAAAAATTACATTCCCATTAAATT -CCAAGCCTTCAGAGGTGAAATATCTCCAATCCAGTCCAAGCAGCCCGGGTAGTACTTCTTTTGGGAAAAT -ACCCTGGTATTTCAGATTGTGAATTGTAAATACGGTTTTAATGTTTTTATAAAAATGTTTGCTTTTGTAA -GTAGCTTTTAACAGGAGACTTACAACTCCGGTCTGCCAGTCATTGCAATGTATTATATCTGCCTTGAAAC -CTACAAAAGGAAGCATTTCTAAAAGTGCTTTACTAAAAAAGGTAAACTGTTCGGCCTGATCAAAGTCACC -ATAGAGTTCAGGCCTGTTGAAGTAATATTCATTATCAAGAAAATAGTATGTTAATCCTTCGAATTTTAAT -CTAAAAATGCCACAATACTGATGTCTCCAGGATACGTCAACATAAATGAAGCCCAGATATTCCATCTGTG -ATTTGTACTGTTCAGGGATTACCTTGTATTTGGGCATAACTACACGTATATCACAGCCCAGCTTTGACAG -AGCTTTCGGGAGGGAGCCTGAAACATCGCCAAGACCTCCGGTTTTTGCAAAAGGAATTACTTCTGAAGAA -GCAAACAAAATGTTTATATTATTCAACCTGTTACCTCCTATAAATACTAGTGGTATAATTTTCTTTAAGA -TAATTAAAGTTTATCAGAAATTGTTTCAACCTACAATAAACGGGGAATAAAGTCAGCATAACAGCAAATA -CTCATTGACACAGAGTTAAGGTTGGATTATCCTTGTATTAAAAAATTTAACCATGCATGAAAACCGCAGG -CAATAATAATCGGAGGGCATTATAAAATGATATTTCAAACAAGGGGTACGTGCTCAAGTCAGATAAGCTT -TGAGATTGAAGAAGGAAAATTGAAAAATGTGCAGTTCAGCAGAGGCTGTTCCGGGAACCTTCAGGGTATC -AGCTCGCTTGTTGAGGGTATGCCGATATATGAAGTAATTTCAAAGTTAAAAGGTATTGATTGTCAGGGAA -GAGGTACTTCGTGCCCAGATCAACTGGCAATAGCTCTCGAATCGGCATTAAAAAAACAGCAGGCAGGATA -ATGTATATGTAAATAATGGATGTACTATCTATCAATTTTTAATGGAAAGTCGTATAATGTTAATAACACT -TATTTATTACTACTTTAATGAGGGAGGCGTTTAACAATGGATTTAAAGGATTTACTCAAAAAGAATAAAA -AGAAATCAACAAAAAAACAGACTGCTAAAAATGTTGCAATCGGTGCAGGAATAGGTACAGCCGTTGGTGT -AGCTGCGGGAGTACTTTTAGCTCCCAAATCAGGCAAAGAGACAAGGGAAGACATTGCCAAAGTAACAAAG -GACACACTTGAAAATGTTAAGGACGGCTTAAATGCTGCAAAGGAAAAGATAGAAGATATGATAAAAAAAG -AAAACGACTGCTGCTGCTGTGAAAAAGAAACTGCTGAGGAATGCGTCTGCACAGAGGAAGAAAAAGCTGA -GTAAAAGGCTTTTTATACACGAAAGGATGTTGTACATATGGCCATTACTATAAACCTGAGTGTTGTTGCA -TGGTTCATCATATTTTGCATAGCTGTTACAATCGGTGTCCTTTTAATAATCTTTTTGAGAAATTGCTTAA -AGATTTCGGAAAAGGTCAACAAAATTTTAGATGACAATGCTAACTCAGTCGAAAAGACACTGAAGGTTTT -ACCCGAAGCCGTCACAAGTGTGGATGAACTTGCAAAAAGTGCAAAAGGTACTTTGGATAAGGCTACTTCG -GTAGTAACAACAGTTGAAGATTCGGTTTCTGATACTATAGACTCGTTTTCTTTTAATGCTGAAAATATAT -TAAGCATTATAAATATTGCAAGCTCTGTAGTAAAATCTATTATCAGTGCATTTTCTTCAAAAAAATAGTT -TTTATTGTAATTGTATTTTTCAGACACTCAAAGAAAGTTCTACTTGAGTGTCTTTTTATGTACCCCAAAC -AACTAATTTTATTGTAAAAGCTAGTATTGTGTGGTATTATTTACTTACAAATTCCTACCAATTAATTTTA -TATTTCTACTAATGATTTTTAAAATACGTTATGAGGTGAAATACTGTGGATGGAAACATAAGGCTAAGTG -CTACAGTAATAAGTTGTATGGGCAGCAGCTCAAACAAAGACGATTTTTATTTTAACGGCAGCTTTGCAAA -TTGCCACAATACTCAAAGTATTCAGTGTTCTTTTGAAAAATCCTCAAGTAACTTTGTTTTTGCTGTTTCA -GATTCCCTAGGAATTGATGACGGCGAAACTGATAGTATATCTGCCGTCAGAGAAATAAAAAGATACCACG -AAAATGCTAAAAAACAGCGTTTTTCTCTTGAAGGCATTACCGAAAAAATTTATGAAGCGGTTCAGCTTTC -CAGTAATCTAATATACAGTAAATCGGTGATTTCAAGTCAGAATAACCCGATACTAACTGGTTTTTCTTCA -CTGATTATAGAAAATAACAGGGCTGTAATAATGAATCTGGGTAATAACGGTGCGTTTCTGTTCAGACATG -GCCTTCAACAAGAGATTTTTCCAAATGGTGAAAGTAGGAAAAATGAGAAATTAAAAGCTCTTGGAATAAC -TCCAAACACTGCAGAGCTGTATAGCGATACCGAAAAAATACTAAAAATAGCAGAACAGGAATCAAAAACC -AAAATAAAGCTTTCTTCCAGTATAATAATTGAAGAAGGCGATATCATCCTCTTATGCAGCGATGGAGTGC -TAAACAACTTAAGCAGGAGCAGGATTGAAGCGGTGATTGATTCCGGTTTGGACCCTCAGAAGATGGCCAG -CGTTTTGTTTCAGGAAGCTTCCAAGAACGGAACGGATCAAAGTGTTACTCTTATGGTTATCAATGTTGAA -GAGGTAAGACATATTTCGATTCCTATACAAAGAAGAACGGAACAGTTTGATTTGGATGAAGATGAGGACG -AATTTCTGGATGAACCTAAAAAAGGCCACAATGTCGTTAACTACATATTGGGATTTATATGTGTGCTTAT -AATATCAGGAGTTTTATTTATGGGATATCTTATAGTCAGCAACAAGGGACTATTTGGATCTGACAGTAAG -CAGTCAGATCCGACCCAGGCAACCCAGACTGCATCAGATACGACAAACGTACCAACAGTATCTACAGATA -CACAGAGTACCGCAACAGATTCGGACTCTCAATCGGTACCATCGAAAAGCAGTGATGGTAAAAACAGCGA -TACTAACGTTGATGATTTGGATAATGAAAATTCAAGTGAACCACCATCAGATAATATAAAAAATACAGAG -CCCACAAAACCTTCTAAACCTTCGGGTACACAGCAGGAAACTGCCGAATATACTGTGCATGTGGTTCAAC -AAGGAGAAACCCTTAGCTCTATTAGTACCAAATACTATGGAACACCTTCAAAATATAATGAGATTCTCAA -ATACAACAATATGAAGAACGCAAATAGTATTAATATAGGTGACGAGTTAAAAATACCAAAAACAAAATAA -GGATTTTGATAAAAAAGGGAGTACAGCCGATTTACAGTGCTGCTCCCTTATTTTTTACAATTTTAAGGAA -AAAGGTTACAAAGCTGTTGGTTGAAAAAATATCCATATCAAAATAAAATAGTTATATAAAATATGGAACT -TTAATAGTCATATAACGTCTAATTTTTTGGTAGGATTTACATGTAGTTAAACTAATAAAAAACAAGAGGT -GATTGTATTGAAAAAAATTATTTCAATGGTATTAGTGGTTGCTGTCTTAGCTGTTTTTATGATTCCTGCA -ATGGCAGCCGACAGCTCAACACAGGTAGACAAAGAGCTGGAAAAGGCTATTAAGTTTGTGAAATCAAAAA -TTGATATTCCGAAGGAATGTACTAAATTCAACTACAATATTTATAACAGAAATGATAAAACTGTATGGAG -TTTGGCTTGGATTGATGAAAATTCGCAAAAAGGTATAAATGTTCAAGTAGATGACGAGAACTTTATATCA -TCCTACAATACTTATGATTACGCAACTAATTTTGATAAAAAGATACCAAAATACTCCAAGGAACAGATAC -TAAAGATAGCAGAACAGTTTGTAAATAAGATTAACCCTAAAGTTATGGATCATTTTAAACTTGTTGATAT -CGACACTTATGGATATAACGGCGGGTATATAATTAACTATGTCCGAGAAGTGAATGGTATAGAATATAAA -AGCAATTATATTACTGTATCCGTTAATTCCTATACCGGAAAGGTAATGAGCTATACATGCAATTACTCAA -AAAACATAAAGTTTGAAGATGCTTCCAAAATTATAAGCCTTAATGAGGCACAAACGGCATTTGCCGAAAA -GCTTGGACTTAAACTGGTTTACAATGTAAAATTGGAAAATGAAAAGCCTGTAACATATCTTGCTTATGTT -CCGAAGACAGACAATAAATATATTGATGCTATTACTGGAGAGGTTGAAACATCAACAAATTATAGATTCT -TTGAAAGTGGTTCATCTTCCGAAGCCCAAAAGTTAGCATTGATGGATGCTGCCGGAACGGTTTCAAATAT -TGCACTAACTCCTGATGAACTGGATGCTGTCAGTAATATATCAAACCTTATTACAAAAGATAATGCCGAC -AAGAAATTGCGTTTAATAAGCAACTTTAGTCTTGACAATTCATTTAAATTGACAAATGCGTACTTGGGTA -AGGATTGGAGAAACAGCAATTCACTTGCATGGACCTTGACTTATACTAAGATTCTGGACGAAAGTAAGAA -GCAAACAAGAGATGTACAGATTACAGTAGATGCAAAAACAGGGGCAGTGATAGAATTCTGGACTAACTAT -ATATCGTCTGTAGGTGCAGTTCCTCAAAAGTCTGTTGAACAGGCTAAAGCAATATGTGACGGAACTTTAA -AAGCACTTATTCCTGATGTTTATGCAAAAGTTAAATACGACGATTCATATATTAAATATAATTCAGAACT -AAAAAACAGTTATACATTTAGGTATATAAGAACTGAAAACGGACTGGAGTGTCCTAATAACTATATTTCA -ATATCTTATGATAATTTGTCAGGAAATATCAACAGTTTTTATACCTATTGGGCAGAGGATTTGAAGTTTG -CCGACCCTAAAAATGTTATTACAGTTAAAGAAGCAAACAAGGTTCTATTTAATAAAATAGGGTATGGAAT -ACAGTACATACCGGATAATCAGGATTCTGCTGAAACAATGATTGAAGATTACAAGCTGGGCGTACTGGAT -GTTGAAAAGGCTGTTCTCGGTTACTTTGCAGATAGCACAAAGCCATGCATTATCAGTGCTGCTAACGGTG -ACATTTTGGATAGTTCAGGAAAAGTATACAATGATAATAAAATCGAAGACTACACCGATATTAATGGTAT -AAAAGCAGCAGATAAGGTAAAGATATTAACACAGCTTGGTATAAGATATACACAGGATGAATTAAAGCCA -TCTGAGGCACTCCTTCAAAAGGACTATTTCGTTCTGCTCTGTAAGCTTAATGATTTATTTTACATGGATA -AGATTACTGATTATGATAAAATAATTGAGAATATGTATAGTCAACTGATTTCCGCGGGGATTATAACAAA -GTCGGAGAAGGCTCCGCTTTCAGTAATTACACGTGAGGAAGCAGCTAAGTATTTTATAAAATTCAAGGGC -TTAAGTCAGGTTGCTGAAATAAAGGGTATCTACAAAAGCAGTTTTAAGGATGCAAATAAGATAAGTCCCG -AGTTTTTGGGCTACGTATGTCTGGCATCAGGTCTGGAAGCAATGAACGGCAGCAATGGAAACTTTATGCC -TAAAAATAAAATGACAAGATTGGAAGGACTTATGACTGTATACAATTATCTGGCAGCAAGATAATTGCAG -TAGAACAAATCAATAAAAATACAAAAAAAGAGGGACTGACAATAATTGTCAGTCCCTAAAATAATAGGGA -TTTATCAAAAATATAGAAATAAGCACCATAATTACATGAATTAATACTCATGTATATGTATAATTATACA -ATATTTAAAAACATAATTCAAGAAATAATTTAATAATTTACCATAATAAATTATTAAAACTGTATTTGAC -AAATATATACTTTGCTCTTATATTTGACTATATCATCTATTAAAGTTAGAATTAAGGAAATACATAAAAT -AAAATTACGGAGGTATTACAAAAAATGTTCACACACATTGTTTTATTCAAATTAAAAGATAAAAGTGAAG -AAACCATTCAAAAAACAAAAGATTTATTACTGGGTTTGAAGGGACAAATACCTTGTTTGAAGTTTATAGA -AGTAGGAATAAATGTTATTCATTCTGAAAGATCATATGATTTAGGTCTTTATGCCAAGTTTGATTCAAGG -GCAGATATGGAAGCTTATCAGGTTCATCCTGCACACCTTGAAGTTGTTGAGTATATAAAGCTTGTTAATG -AATCTTCTATTGCAGTTGACTATGAAAGCTAAAGACTTGATATTAATTGGAGAAAATAAATGAAAAAGTA -CATTGCAGGAGCTTTAGCATTGGCAATTACCGTGTCTGTTACCGCAGGATGCGGAGTTAATGAGTATTAC -TCTGGAAATAAGACTTCTGAGGTTACAAATAGTACTTCAGCCGCAGTTACATCTGCACCTTCGCAAACAG -CTGTAAACACTCAAACTCAAGGGAACTCTGCCAAGGAAGCTGATAACTCTCAAAAAACTGAACCATCGGT -AATTAACTATAATGAGATTAAGCCCAACGAGGCAGGACAGATAATGGTTGTTATGTTTCACAACTTTGTT -GAAACATATCCAAAAGGAAAAAACGAATACACCACTAGCTTTTCAGAATTTGAAGGCCTGCTGGATGAAT -TATATCAAAAGAAATACAGGCTTATAAGCCTTGAAGATATGCTAAAAAATAATATTGACGTTCCAGCAGG -GTGCATACCAATGGTTTTCACTTTTGATGATGGGACAGCTGGTCAGTTCAATCTTATTGAGCAGGACGGA -CAGCTGATAGCAAACCCAAAATCAGCAGTTGGCATAATGGAGAAATTTAACAAGAAACATCCTGATTTCG -GACTTAAGGGTACATTTTATGTTAATCTTGGTATAGAAACTTTTAGTGGTGTAGGAACAATTCAGGACAG -GCTTGGATATTTGGTTGATAAAGGCTTTGAAATTGGTAATCATACAAAGACACATGTATCTTTACCGGAT -GTAAAAACTGCAGCAAAAATGCTGGAGGAAGTAGGTGGAAATCAGAAGTTAATGGAAGAACATATACCCG -ACTACAAGTTTAAGGCATTTTCATTACCATTCGGAAGTGCATCAAAGAATTTGAAGGAATATGTTATTCA -AGGGAATTATCAGGGTACGGAGTACAGACATACATCAATAGTGCTTGTAGGTGCCAATCCATCGCCGTCA -CCTGTTTCACCTAAATTCGATCCTTTAGCTGTACCTAGGGTAAGGTCTACGGGTCAGGACAAGGTGGAAT -GTGACCTTGCATGGTGGCTTGATACGTTGGAAAAGGGAAGTTCACAGTATATCAGTGACGGTAATAAGGA -TACTGTGGTTGTACCTGCTTCAAAAAAACAAAATGTTGATACGGAAAAGTTAAACGGTAAGCAGCTCATT -ACCTATTAAACACAATTAATTATCTTAATTATAAAAAGCTGCCGTACTTTCTGTCCGGCAGTTTTTGTAT -TTATAAGGGGAATAAATATCTACTTATTAAAGCATACTTTATATAATTACTTTAATCATTATTTCCCATT -AAATAAAAAATTTACAGGGCAAATACCTCCGATTTCTAGCGTTATACGTCCAAACTAATTAATACAACAT -TTACAATAAAATGCTAAACATAGTATAATAAATGTTAATATATGGATAATAACTGCCGGTTTGTATCATG -TAGAGAAGGAGTGAATATATTAATGGGTCAAAAACAGGTAAAGAAGATACAAACAGATGATGATGTTAAA -AGAAAAGCTGTAAAACAAGTTGTGTTCCATATAAAGAAGAAAATTACTTCGGAATACTTGGGGATTGAAT -ATATTAAGGAATGGCTTTTGCAAATTGAAGAATTACTTGCAAAAGAAGAATTTGATATAAAGGAATACAT -CAATGCAAGAAAGGAGTTGAATGACATAATAGAAAGAACCCTGGATGAGCAAATGAGGTTTAAACTCCGG -GATTCATGGCTAAGTATGGGTAAGGCATTGGAAAAAAAGGCAAAGATTTACTAAGTAAGTTTATACGAAA -GATAAAATCGGAGGGAAAGATGTCTAAAAAGCAATGTAAAGTAACTACCGGCAAGGAAGTAGATATTATA -GATAAAATTAAAAGGGATATAGAATTTGAGTTTCTAAAAAAGGGAATCCGTGTATCGTGTATGAATTTAA -ACTTAAATTCAGATAGTATATCACTTAATATTTTACTTAGCAGCAATAGAAGGCTGGCATAGTTTGTCTT -TTACGGAAATTATTTAAAGGAGTATAACAGGAACTTGTTATACTCCTTTAAAAATATATTAAAAACTTTT -CTAATCTAAAGAACTTAAAAACGATTTTGCATTTTCAATGGCCTTTTCTTCTGTTTCACGTGCAGGGCCT -CCAACCAACTTTCTGCCTGAAACACATTTTTCAAGACTTATTTCAGTGTACACATCCTCCTGGATTTTGT -CTGAAAAGCTCTTGAACTCTTCCATTGTCATGTCGTCAATAGCTTTGCTGTTTTCAATACAGTAAAGAAC -CATTTTTCCGATTATTTCATGGGCAGTTCTGAAGGGAATACCTTTTTTTACAAGATAATCTGCAATATCA -GTGGCATTTGTAAAGCCGCCTTGAGCTGCCTTATACATATTTTCCTTTCGTACTTTCATGGTACCAATCA -TATTTGAAAAAACAGGCAGACACATTTTTACGGTATCGACAGCATCAAATATTGCTTCTTTATCTTCCTG -CATATCCTTGTTGTATGCTAGAGGCAGGGATTTCATTACAGTGAGGAGAGTCATAAGACTCCCGTATACC -CTGCCTGTTTTGCCTCGTGCAAGCTCTGCTACATCAGGATTTTTTTTCTGAGGCATAATGCTTGAGCCTG -TGCTATAGGCATCATCCAGTTCAACAAAACTAAACTCATGTGATGACCAGAGAATAACCTCTTCGCTTAG -CCTGCTTAGGTGCATCATTAGTATTGACAAACAGGAAGCAAGTTCAATGGCAAAATCCCTGTCGCTGACA -CCATCAAGACTATTACTGGTTACATCATCAAACCCCAGCTCCTGTGCAACCATGTACCTGTCCAGAGGAT -AGGTGGTTCCTGCAAGGGCACCCGATCCAAGGGGGAGGATGTTCATTCTGGAATAGCAGTCACAAAGCCT -CTGATAATCCCTTTTAAACATTTCAAAATAAGCCATCATATGATGAGCCAGTGTAATAGGCTGGGCTCTT -TGCAGATGGGTATATCCGGGCATAATTGTATCAAGATTTGATTCTGACATTTTTACCAGAGTATTTAAAA -GAACTGCAACCATTTCTTTTATTGAAATTATTTCGTCTCTCAGATACATACGGATGTCCAGAGCAACCTG -ATCGTTTCTGCTTCTTCCTGTGTGAAGCTTCTTTCCTGTATCTCCGATCCGGGATATGAGAATTTTTTCC -ACATTCATATGAATATCTTCTGCATCAATTTCAAAATCAATTTTTCCTGCTTCTATATCATTTAAAATAT -TTTTGAGTGAACTTTGAATCAGGCTGCTTTCATCAGCTGATATAATACCGCATTTTCCAAGCATGTTTGC -ATGGGCGATGCTGCCCAGAATATCGTGCCTGTACATTCTGCTGTCAAAACGTATGGAAGAATTGAAATCA -TCCACCAGTTTATCTGTTCCTTTTGCAAATCTACCGCCCCAGAGTTTCATAATATACACCTCAATTAAAG -TAGGATTAAAAATCTAATATATCAAACAAGGGCATACCTGAATAATCAAGAGGTCTTTTGAAAACCTATG -GTCTACCGGTATGCCTTATTTTATATAAATATTCTATTTGATATCCTTGTTTTGTAACATTTGAGCCCTA -ACCTTCATTGGGAGACCAAAAAGGTTTATAAATCCTTCTGCATCCTTTTGATTGTATACCTCGTCTTCAC -TGAAGGTAGCAATTGCTTCATTATACAGAGAGTATTCAGACTTGGCACCTGCAGGCATACAGTTTCCTTT -GTAAAGCTTCATTCTTACAGTACCTGTAACGGTTTCCTGAGTCTTATCAACGAAAGCTGACAAGGATTCA -CGCAGAGGTGTGTACCACTGTCCGAAATATACAAGTTCTGCGAATCTTTGTGCAATAATATCCTTGTAAT -GGAGAGTATCCCTGTCAAGACAGAGCAGCTCAAGTTCCCTGTGAGCAGCATATAAAACTGTTCCGGCAGG -AGTTTCATATACACCTCTTGATTTCATTCCCACAAGCCTGTTCTCAACCATATCAACTATGCCGACACCG -TTTTCACCTGCCAGCTTATTGAGAACATCCATCATTTCAATAGGGCTGTATTTAACGCCGTTAACCTTTT -TAGGAACACCTTTTTCGAAATAAATCTCTACATATGTCGGTACATCCGGAGCTTTTTCCGGAGAAACCAT -AAGCTTTAAAAGCTTATCATACTGTGGTTCATTCCAAGGGTCTTCCAGATCGGAGCCTTCATGGCTTAAA -TGCCAAAGGTTCCTGTCCATGCTGTAGTTATCCTTTTTGGTTACGGGAATAGGAATATTTCTTGCTTCAG -CATAATCTATAGCGTCTTCTCTTGACTTTATATCCCAGATTCTCCATGGTGCAATTATTTTAATATGGGG -AGCCAAAGCTTTTACTGTCAGCTCGAATCTGACCTGGTCATTACCCTTGCCGGTAGCTCCGTGACAAATA -GCTGTACAGCCTTCCTTGATAGCAATTTCAACCATTCTTTTTGCTATAATAGGCCTTGCAAAAGATGTTC -CCAGAAGGTACTTTCCTTCGTAAATCGCACCTGCTTTCAAAGTAGGATATATAAAATCGGTTATAAATTC -TTCTTTTAAATCCTCTATGTAAAGTTTTGATGCACCGGTTTTAATTGCTTTCTCATTTAGCGGTTCAAGT -TCTTCGCCCTGTCCTACGTCTCCAGCCATGGCAATAACTTCGTAACCGTAGTTTTCTTTAAGCCATGGAA -TAATTATTGAGGTATCAAGCCCACCTGAATACGCCAGTAAAACCTTTTCCTTACTCATTTCAACCACCCT -TTCCGCTGATTCTACAGCAATAAAAACGAATATAAATATAGATTTACTTTCTCTCCAACAACATATATAA -AAAGTATGCTAAAATATATATGATTCTAAATTAATCAGCAAAAGAACAATGTCCTAAGGAACTGCTTTCT -TGCTGATCTGTAGCTTGGGTTTATTATACAACAAATTGTATAAATATGCAACACTCATCTATAATTATAC -ATAAAGATTAACAAAATTAGTTCTGTGGAGGGTTTTACGTGATAATAATGGGGATTGACCCTGGATTTGC -AATTACAGGCTATGGTGTTGTAAAATATGAAGGGAACAAATTTTCGGTTTTAGATTACAATGCAATTACT -ACAGTTGCATCCATGAAATTTTCAGATAGGCTTCTGGTACTGTACAACGAACTTGAAAAGTTGATAAATA -AGTTCAGGCCTGATGCCATTTCCATTGAAGAACTGTTTTTTAATAAAAATATTAAGACTGCACTTACTGT -GGGACATGGCAGAGGGGTAGCCGTTCTTGCGGCAGCAAAATCAGGAATAGATATTTTTGAGTATACACCG -TTACAGGTCAAACAATCGGTTGTTGGGTACGGCAGGGCAGAAAAGGCTCAGGTACAGCAAATGGTAAAGG -CAATATTGAACCTCCCGGCAATTCCAAAGCCGGATGATGTAGCGGATGCTCTAGCTGTCGCAATATGCCA -TGGAAATTCTCATAGAATGGGTGCATTATTGGGAAACGACAGGTTCTAGAATTATTACTTAATTTTTGGA -GAATAAAAATGTTTGCATACATAAAAGGAACAGTTGAAGAAAAAAACAATGACAGTATTATAGTAGAAGC -CGGAGGAATCGGATACAGGATATTTACCGCACTTTCCACAATAAATAATATGGGACAGAATGGTACAACT -GTAAAGATTTATACTCATTACTACGTCAGGGAGGATATTGCAGTCCTCTACGGCTTTGGTACAGTTGAAG -AACTTACTATGTTTGAAATGCTTCTGACGGTTTCAGGGGTTGGCCCGAAGGCTGCAATATCCATGATTTC -AACGCTTTCGCCCTCAAGGTTTTATTTGGCTGTTGTCTCACAGGATACAAAATCACTGACAAAAGCTCCG -GGTATAGGAATGAAAATGGCTCAGCGTATTATCCTAGACCTAAAGGACAAAATATCAAAGGAACAGCTGA -CATCTTCAATTCCGATGACTAGTCCCGAAAACAACGAGGTTACCGGGGATTCTGTCCTGTCAGAGGCTGT -GAGTGCATTGATGGTTCTGGGATACGGTTCAGCGGAAGCGTCAAGCACCATAAGCGGTATTTACGAAAAA -GGAATTAGCGTGGAAGAATTAGTTAAGAAAGCACTTAAGTCGCTTTAGTGCAGCTTTCTTATTAACTCCG -GTGTGGCATGAATAAGAGAAGAAGTTTCAATATATTTTTGGCGGCCGTAGCTGGCAGCTCATGGAGGCAA -ATATGACGGAATTAACTGATGAAAGGCTTGTTGAGGCCGGTACTCGTTCTGATGATTTGGATGAGGTAAG -TTTAAGACCCAAACGATTCGGAGAGTACATAGGACAGGCCAAGGTCAAGGATAACCTGACAGTATTTATA -GAGGCAGCAAAGAAAAGGAAAGAGGCACTGGATCATGTTTTGCTTTACGGACCACCGGGACTCGGCAAGA -CCACCCTTGCAAGCATAATTTCATCTGAGATGGGGGTAAATCTGAGGATTACATCCGGGCCGGCGATAGA -AAAGGCGGGTGACCTGGCGGCAATCCTTACAAACCTGGGTACTCATGATGTATTGTTTATAGACGAAATA -CACAGACTTAACAGAAGTGTGGAAGAAATACTTTATCCCGCCATGGAGGACTACGCACTGGATATTATCA -TAGGTAAGGGACCAAGTGCCAGATCAATAAGGCTGGATCTTCCAAAGTTCACCTTGATAGGTGCGACAAC -AAGAGCCGGACTTTTGACCGCACCGTTAAGGGATAGGTTTGGTGTTATAAACAAGCTGGAAATGTATTCA -GCGGAGGAACTAAAGGAAATTGTACGGCGTTCGGCGGGTATTCTTAATATCGGTCTTGACGATGAGGGTG -CTTATGAAATTGCCAGAAGATCAAGAGGAACCCCAAGAATAGCAAACAGACTGCTAAAAAGGGTGCGCGA -TTTTGCACAGGTAAAGGGCAGCGGAACTATAGAACTTGAACTGGCAAAACATGCACTAGATGCACTTGAG -GTTGATGAGATAGGCTTGGACGGAGTTGACAGGAACATGCTGTTGAGTATAATTAACAAATTCGGAGGAG -GGCCGGTAGGTCTGGACACATTGGCGGCTTCAATAGGAGAAGAAGCGGGTACTATTGAGGATGTCTACGA -GCCGTATCTTATACAATTGGGATTTATAAACAAAACTCCAAGGGGCAGAATGACAACAAAAAATGCTTAT -GCACATTTTGGATTAGAGTATGACGGTTAAACAAGACTTCATTCATTTGGAGAGATTCTACTCCCATTAA -ATGTTAACCGAGCCCTATAATGGACTTATCTGCTTCCTCGGCTTAGTATCGGATATATAATGAAAGAAAG -AGGATAACACAATGAGAGTACTATTGCATATGTGCTGCGGGCCTTGCTCCACGTACCCTGTACAGGAACT -TCTGGAGGAGGGCGTTGACATACAGGGGTATTTTTACAACCCCAATATACATCCTATAGAGGAACACAAA -AGACGTAGGGAAAATGTCGAAAAGTTCAGTAAAATCAAAAACATTCCTGTTATTTATGATGATGATTTCA -GACAGACTGAATGGGAAGGCATGAAGGGTATGGGAGGTTCACGGTGCCTCCACTGCTATAGCGTTAGACT -TGAAAGTGCAGCAAAGCTTGCTGTTCAGAAGGGGTGTGACGCATTTACCACAACACTCCTTGTTAGCCCG -TATCAGAAACATGATTTAATAAAAGAACTTGGAGAAAAATACGCTGCACAATACGGAACTACATTTCTGT -ACAGGGATTTCAGACCCGGCTTCAGACAGGGGCAGCAGATGGCAAAAGATATGGAGCTGTACCGTCAAAA -ATATTGCGGATGTATATTATCACTTCCTGTAAAATAAATATATGGATATTCTATCCATACATTTGCCATA -ATTTTTACATTAAGGTTACATTTGTTTTAAAATGTCTTATTTTTATTCCTTTATTATCAAAACAATATAT -AATAAGAGGAGATACAAATTAATGGTAAACTATGAGGTGACATAAGACAAATGAAGAAAAAAGTGTATTT -TAAAAAAATTATGGCATGTATTTTGGGATGTTTGTTGGTATTCATAACTCAGTATTCAGCATTTGCGGCA -CAGTCATTGACTATGAGTTATGACGGAAAGAAAGTGGTGTACTCTGACACCATTTATAAAGTAAAAATTG -ATGGCGAAGAAGTTAAAACTGACTTTCCGGGAATTATTTATAACAAAGTAGCCATGCTGCCGGTAAGTGC -AGTGTTCGGAAAGCTGGGAGGCAAAGTTGTATGGAACAGTAAAAGCCAAATTGTGGACGTTACATATAAC -GGATCAAGTCTCCGGTTCAAGAATAACGATGTAACTGCTAAAATTGATGGTAAAAGCTATAAGCTTACAA -ACCAGGCAAAAAATATTAATGGCAGGATTATAATACCTGTAGACTTTATAAAAAATATAAAAGATCTTTC -AGCGACAGTAGACATTAAGACAAAATCAATAAATATTAAAACAGCAAAAGTTGCTCCGCCAAAAAATGAA -AATCAGAACGTTAAACCCGAAGAGCCAAAAAAACCGATAAAAGAAACTCCGTCTGATAAAGTTAAGGGAG -CACCTGTCAAACAAGTAATTAATTCTCATATTTCATACATAAGTAATCAGGACAGGATATACTTTACGTT -CAAAGGAATTGCACTAACAAGTACCGGCTCTGAAATGAAAAAATACTATACTGAAAATTATGATAAGGAA -AACTGCAAATATACTATTACAATATCTGCAAAAAGTAAAATAAGCCTTGCAGAAGGAACTTTTAAAATTG -ATGATGATAGTATTGATTCCATTGTTGTTTCACGGGACAAGGAAACATTGGATACCAATATTGATTTTAA -TGTAAAAAAAGAATATACATTTTATACATCATATAATGAAAAATTAAAACAAACGGAAGTAAATCTTTTG -ATTCCTGCAAAAGAAGGCGAAAAACTGGTTGTAATTGATGCAGGGCATGGAGGAGTTGACCCGGGAGCTT -TAGGAGGCTCTATCCGTGAAAAGGATGTCAATCTGAATATTGCATTAAAACTTGAAAAATTATTAAAAGC -TAAAAATATAAATACTTTTATGCTAAGACAGGATGATACATTTGTTTCTCTTTATGACAGGCCTTACATA -GCAAATAATTTAAATGCCACGCTGTTTTTAAGTATACATAATAATTCTTATGATAAAAGTTCCGCAAGGG -GTACAGAAACCCTGTATTACCCGGAAAAAGCCGGTGATAAGTCATTTACAGGACAAAAATTTGCAAAGTT -GGTTCAAGACTCACTTATGAGCAAGCTGGATACATTTAATAGGAAAACAATATCAAGGCCCGGGCTTGTT -GTTCTAAAATATACTCATATGCCTTCAAGTCTTGCAGAAATTGGTTTTTTATCGAATCCTGGCGATCTGA -AAAAGCTCATTAGCCAGGATTTCCAGCAGAAGACTGCCGAGGCATTATGCGATGCAATAGTTCAAAGCTT -GGAACAAATAACTAAGGAACAAGAAATTAAGGAACAAGAAGTTAAAGAACAAGAAATTAAAAAGCAAGAA -ACTCAAGAGCAAGAAACAACAGAAAAATAAAACATAAGATTACCAACACTTACGGGAAATAATAATTTTT -ATATATATAGTCTATAATTACCATATATTTCAAATTACTCTGAGGAGGACTATGTATGAAAAAAATTATT -AGTATTGTGTTGGTAATTATGCTTTTATCGACAGGATGCTCTTTTATTGGTCACAAAAATGAACAAGAGC -CTAGCATTCAGGCAGCAAATCAAACAGTTAATGCTTCCGCATCAAACACCGCTCAGGATTCCAAAGCAGC -GGCTTCCGCCACATCAACCAATTCAAATGGGTTAGCTATGACTTCCGGGACAACAGCAGCTCCTACTACA -ACAAGCTCAATGGTAAGCGGCAATTATACCGACAGTCAGATAAAAGACCTTGTCATAGACAACGGAGCGG -GGAAAGGTATGGCAGCTGCTTCTGATAAAAGCAATCTTCTCATAACTTTATATTACAAAAACCAAAAGGG -ATTGATTATTCCTGTTACCAGAACAGTTAAAAAACAGGAAAGCCTTGCAAAGGCAGCAATTCTCGGGTTG -GTTGATGAAGCTGTAACAAAAGAACAACTGGACTACTACGGACTTTACCCTGTACTGCCCAGAGGTACAA -AGATAAAAGGAATAAATATAAAAGATAAGGTTGCTGTAATTGACTTTTCCAAGGAATTTTTAAATTTATC -GGGTAAACAGGAAGAGCAGGAGGCAGTAGCTTCGATTGTGTATACTCTGACAGGATTCTCAACAGTATCT -GATGTAAGAATCAGGGTTGAAGGAAAAGAAATAACCACTCTTGAAAATGGAACGGATTTATCGATTCCCA -GAAACAGAAGCAATACACTTATCAATACAAGCGACACCCAAATAAAGGATGGATGTGTGAAATGCGATTT -GTATTATGTTTCAGATGACAGCAATAACCATAATTATCTTGTTCCAGTGTCTATACAGATACCCCAGACA -GACCCTCGCGGTATACCCGGACTAATATTTGATGAGCTTGGTAAAAAGCCCAACGAAACAACTTATTTTA -CATCTATGCCAGAAGGAACAAAATTGCTTTCTTTTAATCGACAGGGAAGTACTGCTGTTCTGGACTTTTC -AAACCAGATTACCAACTATGGCGGCTCTGAAAAAGAAGATACCTTGTTAAATCAAATATATTATACAGTC -AGCCAGATGAAAGGAATACAAAAAATTAAGCTGCTTATAAACGGTAAGGAAAAGACTCTGCCTGAAGGTA -CGGAAGTGGCATCAGCTAGAAGTGTTCCAATAACCTTTAATAAGGTAATAGAGAACTAAGAATTTATGTA -AAGTATACAAAACATATAATATTAGTGATAATTATTTATCTAAATATGCGGATGATTTTTTAGGATATTT -GGGTTATTATTATTTTGTTTTTAAGATATGGAGGGGGAATATGTTGAGGCATGACGGAAGAAGTAACACG -CAATTAAGGTCAGTAAGGATACTGAGAAATTATATCAAACATGCGGAAGGGTCAGTTCTCATAGAAGTTG -GAGATACAAAAGTTATTTGCACCGCTTCTGTTGAAGAGAGAATCCCTCCTTTTAAAAAGGATTCAGGAGA -AGGTTGGGTAACTGCTGAATATTCTATGCTTCCGAGAGCTACAGCTGTAAGGAATCAAAGAGATATTTCT -AAACTAAAGCTTAATGGAAGAAGTTCTGAAATTCAAAGACTAATAGGAAGGTCACTTAGAACTATAGTTG -ACTTGAAACTTTTAGGTGAGAGAACCATAACCATTGACTGTGATGTAATACAGGCCGATGGAGGAACCAG -AACCGCTTCCATCACTGGAAGTTATGTAGCATTGGTGGATGCATGCAGGACACTGGTTAAAAAAGGGCTA -ATTTCAAAAATGCCGGTTACAGGAACTGTTGCAGCAACAAGCGTGGGAATTGTAAATGGTGAGGAGCTTT -TAGACCTCTGTTATATTGAAGACAGTAATGCAGAGGTTGATATGAACGTTATAAAGACAGATAAAGGCGA -ATTCATTGAAATACAGGCTACCGGTGAAAAATCAAGCTTTAGTAAAAAACAGCTGGATCAACTACTGAAT -TTGGCTGAATCAGGAATACATGAGCTTATAAAAGCTCAGAATGAGGTCTTATGGAAAGATTAATTGCTGC -TACAAAAAATAAGGGAAAAATAAATGAGATAAAGCAGGTATTGTCAGGATTGCCCCTTGATATTATATCA -ATGAGTGAAGCAGGTATTGATATTGATGTAGTTGAGGATGGTGCAACTTTTGAAGAAAACTCTCTGAAAA -AGGCCCTTGAAATATGTAAAGTGTCAAAAAGCATGGTATTGGCTGATGATTCAGGATTGGAAGTAGACTT -TCTTGGAGGAGCTCCGGGAATTTATTCTGCAAGATTTGCAGGGCCTGGTGCAAGTGATACCGATAAAAAT -AATAAATTGTTGAAAATGTTAAAGGATGTACCCTTTGAGAAAAGAACCGCAAGGTTTGTATGTGCAATAG -CAGTAGCATTTCCTCACGGAAGGCACTTTGTAGTCAGAGGAACCTGCGAAGGGTTTATTGATTTTGAATG -TAAAGGCAGTAACGGCTTTGGTTACGATCCACTTTTCTTTATACAGCAATATAATAAGACTATGGCAGAA -ATAGACGCAGATTTGAAGAACCAAATAAGCCATCGTGCAAAAGCGTTGGCATTGATGCAGGGAAAATTAC -AAAAATATTTATAACAATTGTTGAGCAGGTTTAGTTTTATGGGGGAATATTGGTAAAATGAAAGTACTTG -TTATGAGTGATACCCACGGGTATATTGCTAATGCGAGGAGAGCAATAGAAAAAAATCCCGATGTTGAGAT -GGTAATACATCTGGGTGATTATTGCAGGGATGTGGCAGAGCTTGAACAGCTATACCCTGATAAAAGGTTT -GAGTATGTTTATGGAAACAGTGACTTTGGAGTTGGAGAAACAGAGGCAGAAAAGACTCTTGAAATTGAAG -GTAGGAGAATATTTTTGACTCATGGACATAAATACTCTGTAAAGTGGGATCTCAATCGTATACATGCTAA -GGCAGAAACGGAGAATGCACATATTGCTCTTTATGGTCATACTCATATAGCATTGGTTGAACGGGTTTGT -GACCGAATGGTTTTAAATCCGGGAAGCATAAGTGAATCCAGAAGTAATTTATCAGAGTCATATGCAATTC -TGGATATATCACCTGAAAAAGTTGATGCTGAATTCTTTTATATTTAGCAGTGAACATAAAAATCACTAAA -ATTAAGAAATAAAATGTTGACAAAAGATAATGTACCTTGTATAATAGTAAAAGTCAGCTGGGGGACACGT -CCTAAATGCTGAAAAAACAAGGTATTGCGGGTGTAGTTCAATGGTAGAACATCAGCCTTCCAAGCTGATT -GCGTGGGTTCGATTCCCATCACCCGCTCCATTAAAAACCTAATATGTGCCCATAGCTCAGCTGGATAGAG -CAACGGCCTTCTAAGCCGTAGGTCTTGGGTTCGAATCCCCATGGGCACGCCAGAAATGCATCTACATATT -TGTGGATGCTTTTTTATTTTATTTTGAATAATTCAAATTGTCGTAAATATTGGAATGCTGCATTATAAAG -TTTGTATTATTGTTTTTGTTTATAATATCAAGAAGTCTCTGGATTTCTCTTACTTCATACTTTTTCATAT -GAGGAGAAGCCAATATCTCCAAAATGATTTCGGAGGGATCAACTTTAACCTTTATTCCTTCGGCAGGAAG -ATTCTCCAGTCGGAAATGAAATCTCCGGCTAACTTCGCCGGCAAGGACATTTTCATCTGATAAGCCTGAA -ACAGTTTCTGATTCTTTTTTTTCCTTATACAGAATGACTCTGAACTCATTTTCGTAAATGAACTCTTTTC -TTTTATTTTTAAATGGAAGTAACTCATTGTATATATAATTGATATCATTTTCAGTTTCAAAATCTATATA -ATTCACTTCTGACATTACCATTTTATAACCATGGGGAATTACCAGCGAGTTTGTAAGCCTATCAATAGTG -GTGTTAACTGCAATCCCAAAGCCTGCTTTTGAGTACAATTCCCACATTGCCGCGGACTCAGTGTCATTTA -TATGCCAGCAGCTTATTGAAGCCTTTTTTCTTTTTTCATTAAAAACATTTTGAAATTCCAGTCTAATATC -AGTTTCATTTTTAGCAGTACCGTAATTCTTATAAACCTCTATTAAACTTTGGAAAGTCTGCTTTGGGATT -GCACCTTCATATTTGTCCTTAAAACTGTCGGCACGGGCAAAATATAATTCACCGTTAATCAATGTCAGAA -ATTTTATCAGGTCGTAGTATCTCCACAGTTTTTGATCTTTCACTTTACCCTCCAAAAAGCTTTATATATT -TATATAATTCCAAGAACCAGTATTATAGATGCATATAAAGTAAAAGGTACAAATTGTAAACAATTTGTAC -CCAATATTGAACTAATCAATGAAGTAGAGTGTATTAATATAAATCAAAGGTAGAATGTAACAAATTTGAT -TGTAAAGAAATCGCAAACAATAATGTCATCGGTTTCAGCCTGCCTCAAAACAAGATAGTTGGCGCCTACA -GCCAGCAGTCTTCCGAATTTATCTACAAGAGTGCCTGTTCCGATAAGAAACTCTACCCTAACGGTTTTAC -CGATCTGTGTTCTTAAAAATCCGTTCATAAACTCGGTACTTTGAGTTGTCATCGGCTGGGGTTCAGTTGT -AGGGGTGATCGGCGACAATGGATTCATCTGCTGATTTAAATTCTGAGACTGTGTCATTGGCTGGTTTGGA -GCATTCATAAATGGTATGGCCTGACCAGCCGATGTAGAGCCGATAGGAAATGCTGTAGAACCGAAAGGGC -CTCCTGTAGGTATTCCGGTAGGAAAACTTTCTGCATTAACTATATTATTATTTTGACGGTCATCAAAATA -ATAATCAGGTATGTTGTAATATGGAGTATGTGAGCTTTTCATAATCTGATTTCCTTTCTTTAAGATAAAT -TGAAATTTAGGTACTTGCATATTTTTGAGTAGGGATATAGTAACAGTGCTGTTTTACCCTGGTTAAATAT -GTTCCGTTTTCACCCGGCGGAAAAAAGGAGATACATGAAGGTTTAAACGGGTTGAAATACCATAATGAGT -TAGCTATAGCACCAAGAGTGTTCCCTGTCATAGCCCAGTCAGCTATATCATAATGAGTTTGTAAAGGAGT -CATATTATATATGTTTTGTGGGTTATACTGTCCATTTACGACTTCCATTACACAAGTAAACTGCCGGGGC -TGGAATATTGCCGCTCTGATGTCACCATGAACAAGTCTGAAAAACTCGCCATATGGAACCGTTACCCGGT -TCATTACGACAGACGCAACCCCCTTCATTCCATCGTCACCTTCACCTTCGGCTTCACATCGTATTAATCT -TGCAAGCAGTTCCCGATCCGTTAATGGCATACTTAATCACCTTAAAAAATAATTTTCGTGTTCACATTAG -TAGTATATTAATAAACCGGACTTTATGTTACATAAGATTTCAAATAATTTTTAGCTCGATGATAGGTAAA -TACTGAGTTGTAGTCAAAAATTTAAAATATGACACTGTATTATGTAAAATCCATAAGTTCAAAATAAAAA -GCCGGAAATCTCCGGCTTAACATCATCCTATTTCTGAAACAAAGTGTTCGACAATTCCTCGGGTAAAGTG -GGATGCTGCTTTTTCAATAAATCTCGGAAAATTGATATTGGCATGCTCGTCTGCTTTGTCAGAAATAACA -CGGAATATAATATAGTCAATACCATGCTCGTAACATACCTGTGCTACTGCCGCGCCTTCCATTTCTATAC -ACTTAAGATTCTCGATTTCCTGAGAAAGGCTTAAAACCTTATTACTATCTGCAATAAATTGGTCACCACT -TGCAACAGTACCTGTTATAATATTGGGAGTAACTATATCAAATTCTTTTAATATACTTTCCTCAACATCA -GAATTCAAACAAGTAGATACATAAAACTCAGCAGATTTTTTACCCAGAGATACCATGTGGGGAGGAGCAA -TAAAAGTTCCGACTCCTAAAAGAGGAATTTCAAACTTGCTGAATCCCGGCAGGGAGCTAGCATCCATGTC -GTGCTGCACCAGCTTGTCTGCAACTATAATATCACCTATTTTCAGGTTTTTGTCAGCCCCTCCGGCAACA -CCTGTAAAAATAACAACATCTACATTAAATGTTTCTATAAGCGTAGTAACGGTTGATCCTGCAGCAACCT -TGCCGCACTTTGAAAATACCAGGACAACGTCTTTACCAAAGAGTTTACCGATATAATATTCACGCATGGC -AATAATTTTTGTTTCGTTTATTAGCATACTCTCTGCCAATAGCTTTATTTCCTGCTCCATAGCTCCAATT -ATTCCTATAAGCATAATCAATCCTCCGGCTTTATAAATTTAAAAGGTCTGCAAGCAAATTTGCCTACAGA -CCTATTATAATGGAAAAAATATTCAATTTAAACTACCAATTCCATAAATTAACTTTGTAACACCTCACCG -TTTGTGCTTATTGTTACTATACTCCAAGGCAGCATTTTTCCCGAATTAATTAACGCAGTTTTAACAGCAT -TGACAATGCCTCCGCAGCAAGGTACTTCCATTCTGACAACTTTAACACTGTTAATATTATTGTTTGCAAT -AATTGCAGTAAGTTTTTCGGAGTAGTCACCTTCATCGAGCTTTGGACAGCCTATGAGTGTAATTCTGTTT -TTCATAAAATCCCTGTGAATGTTTGCATATGCGAATGCGGTACAATCAGCTGCAATCAGTAGATCGCAGT -TGTCAAAGTACGGTGCATTAACCGGAACAAGTTTGATTTGACATGGCCATTGCATAAGCTCTGATACCGC -TGACGCAGCGGGTTCCTTTGCCGGAGCTTTTCTTATAGCCATTGCTCTTGAACCGGGACATCCGCCATGG -GTATTATGCTGTCCTGTCTGATTCTGTGCAGCTGCTCTCATTGCAATGTTCTTTTTTACCAGTTCTTCGT -CATATGCTTCTGCTTCACGTTCTTCAATGGTTATAGCATTTGTAGGACATGCCGGGAGACAATCTCCAAG -CCCGTCACAGTAACTGTCGGAAATAAGCTTTGCCTTACCGTTTTCCATAACAAGAGCACCTTCGTGGCAT -GCGGTCACACATAAACCGCAGCCGTTACATTTTTCTTCATCTATACTGATAATTTTTCTCTTCATGATAA -ACTCTCCTTAAATATTTTATTTATTTGATTTGTCGTTTAAATGATTATGTACTGATTATAAGGTATAATT -AAATTAAAATCGGTATCTCTGGATACCAAAAATGGAGGGAATTATGCCAGGACGAGAAATTCAAAATATA -ACGGAAGTTCTTTTAGAGTGTGAATTATTCGAGAACTTTAACCACATACAGATAGCAGCAATACTGCAAT -GCTTTAGCCCTAAGCTTTATACCTATAGCAAGGGGGATTATATAGTAATGTCAGGTGAAAGGTATCACGG -AATGGGGATACTTGTTGAAGGTAATGGAGTAGTAACAAAGGAAAATGCGGCAGGAAACCGTATAATGATG -AACCTTATTAAACCGGGAAGCATCTTTGGTGAGGTCATTGCCTTTTCCGGTACTGAAAAATGGCCGTCAA -ACGTTCAGGCTCAGACAAATTGTAAGGTTATGTTTATCGAAAATGAAATGATTTTAAATCAATGCAGTGA -TGCTTGTACTCATCATTCACAGCTTATAAGGAATCTTTTAAAAAGCGTTTCCACAAGGGCAATCATGCTT -AACAGAAGAGTAGAATACCTTTCAATGAAAGGTATCAACTCAAAAATCGCAAGCTTTTTGCTTGAACATA -TGGAAAAGGCGGGCAGTAAAACTTTCCGTCTTCCCGTAAATAGAAATGAAATGGCTGAGTTTTTGAATAT -TTCAAGACCTTCCATGTCCAGAGAGATGGGAGTAATGCGGGATATGGGTATTATCCAATTTCAAAAGGAA -GCCATAAAAGTAATAGATACAGAAAAATTAAAAAATATGATTAAAGAATAATTTTTTATATGAAAGATAT -TGAATAAATAATATTATTATGATATCATTTAGATATCATAATAATATTATTTATATTTGGGAGGTTGATA -ATTATGCAAGAGGTGAAAGGAAAAACTTACTCGGGAGGCCTCACTCTTCTAATGACTATGCTTGTTCTTA -TTTTAAGTGTAGTGACTTTTATAGTAGGTGTAAATATGGAATTTGCTGTATTGGTTATACTTGGACTTGT -ATTATTCACAGGATTTATATTTATAATTCCGGGATTTTTTACTATTCAGCCAAATCAAGCTATGGTTTTG -GTGCTTTTCGGAAAATATGTCGGAACTGTTAAAAATGAAGGCTGGCATTGGGCCAATCCTTTCTATTCCA -AGAAAAAGATTTCGTTAAGATCCAGAAATATTAATGGCGATAAAATAAAGGTAAACGATGAAATGGGTAA -TCCCATTGAAATAGCAGCTGTAATAGTATGGAGAGTTGAAAATACCGCAGAGGCTATATTTGACGTAGAT -AATTATGTTGACTACGTAAATGTTCAGAGCGAGTCTGCTTTGAGACATTTGGCAGGAATGTATCCGTATG -ACAATACAGAAGATACACACACAATTTCTCTGAGAGGAAGCACAGATGAGGTTGCTGAAGCACTTAAAAA -TGAACTTCAACAGAGGTTGGGAAAAGCAGGTGTAATTGTTGAAGAAGCAAGGCTGTCTCATTTGGCATAT -GCACCTGAAATAGCTGCGGCAATGCTTCAAAGACAGCAGGCGGCTGCTATAATTGCTGCAAGGCAAAAAA -TAGTAGAGGGTGCCGTAGGAATGGTTCAGATGGCACTAACCAAGCTCAGTGAAAATGAAATAGTTGAACT -TGACGAAGAAAGAAAGGCCGCAATGGTAAGCAACTTGTTAGTAGTTTTATGCGGTGAGAAAAATACACAG -CCGGTTATAAACACTGGAACTTTGCATAACTAAAAAAGGCGATGTTATTATGGCAGAAAAAAAGACACTG -TTACTTAGACTAAGCCCCAAACTGTGGGAAGAAATATCGAAATGGGCGGAAGATGAATTTCGCTCGGTAA -ACGGTCAAATAGAGTATATTATTAGCGAAGCACTTCGTAAACGAAATAAATCAGCTCACAAAATTGTTTC -TGATTCGGAGGATGCGAAAGACTGATTAAGCGAAGAAAAGACACGGCAAGGGAAAAAGCCGGGTCTTTTC -CTGCTATAAGAATTTCTTGATATTTTACAATTCTTAATAAATAGTTAAATATTTTATGCTATAATATAGC -TTATATTGCAACAAAATAATAACAATATATTTATTGAAAGGGAGTTGTAATTGAATAAAGGCATGAAAAT -AGGTATATGCGGAGGAACCTTTGACCCTATACACCTTGGGCATCTGGCAGTAGCCGAGATGGTCAGAAGC -GAAATGGGACTTGATAAGATATTATTTATACCGTCAGGAAAGCCTCCGCACAAAGACCTTGATTCAGTAA -CTGACCCTATTCATAGATTGAAAATGGTACAATGTGCAGTCAGTACCAATCCAAACTTTGAGGCTGTTTC -AATTGAAATTGAACGCAGGGGATATACTTATACGGTAGATACGCTTAAACAGCTGTACGGACTTTATCCG -GGAAGAACAGAATTTTACTATATAATAGGTGCTGATGTAGTAATGGATCTTCTTAAATGGAAAAGGGCAG -AGGAAGTTTTTACATTAACAAAGTTTATAGCATTAATGCGACCCGGATTCAGAAATGAAGAATTCGAGTC -AAATATAAATCATTTAAAGAGTAGGTATGATGCAGATATTACAAGTTTTCAAGCACCACTGATAGAAATT -TCGTCAACATTTATTAGGGACAGAATAAAAAATGGAAAATCTGTAAAATATTTTATAACTGAGTCTGTTG -AAAAGTATATAAAGGAAAATAAACTGTATATTTAAGAGGATGGGAAATGAATTTAATTGAAATGGATATA -CTGCTAAAAAAGACCCTTAAACCGGGCAGGTACATTCATTCTGTTAATACTATGAAGGTTGCTGTAAAAT -TGGCTGAACACTATGGTGAGGATGTAGAGAAAGCTAAAGTGGCAGGACTTTTGCATGATTGTGCAAAGAA -CCTTAACGATGGGCAAACAAAGAGGTATTGTCTTGAAAATGATATAGCACTCAGTCCTTTAGAGGAAAAT -CAGGTATTCCTAATGCATGGAGCAGTAGGAGCTGTATTGGCGAGACAAAAGTATGGCGTGGAGGACCCAA -TGGTGCTAAATGCTATTAAGTACCATACTACCGGTTTTGCTGGAATGAATACATTGGATAAAATAATATT -TTTGGCTGATTATATTGAGCCGGGGAGAACTCACTGTGACGTTCAGGAAGCCAGGAGTCTGGCTTTTGTA -AGTTTGGACAAAGCTTTGGTTAGTGCTTTCAATTGTGTAATAAAATACGTTATTAGCCAGAATGGCTTAA -TTCATCCATTTACTATTGAAGCTAGAAACAGTATATTATTAATGACAGAAAAACCGTGAAATTAGTTTTG -GAGATATAAAATGGGAAAATTAATAAAGTTTTTATTTTATGCAGTAGGAACATTCTTATTACTGTTTTCA -TCAATTATAGTAGGTGCAAATTTTTATAAAGATTCAGGTGTTTTCGACAAAAAAGTTGTAGAAGTAAAAA -AGCAGCCTGTAAAACCTGCACCTACATCAAAGGCACCCGGTAAAATAATAGTTGATACCAAAGAACCCGC -AAAAGACACGTCAGAGACCACTAAAAAGAGCGGAAAGATAACAGTTCAGGTAATTAACTGTACCGGCATA -AACGGGCTTGCGGGAGAGGTCAAAGCAATGCTTGAGGCACAGGGTTTTGAGGCAAGTGCTGAAACAGGAA -ATATTCAGAGTACTTCCCAATTAATTTTACGTAAAAAAGGCGTAAAAGTGAGTACGATTAGCAGTATGTT -GAAGATATCCCAGATTATAGAGAATATCCAAGCTGAACCGAAATATGATATTACAGTAATGCTTGGAAAT -GATTATAATCCTTAATATTAATATAGTCAGAAGATGAGGTGCAAAAATATTGGATTCAAAAACATTGGTT -GACGAAATAGTTGCGGCTATGGAAGATAAGAAGGCAAAGGATATCAGCATAATAGACATTCAGAACATTA -CTATTATTGCCGATTATTTTGTTATTTGCAGCGGTACGTCTTCAACCCATATAAAGGCAATAGTTGATGA -AATTGATTTCAAATTGACTGAAGTTGGGCTGGAGGCACACCACAAAGAGGGGTACGATTCTGCAAGATGG -ATTCTACTGGATTATGGTGATGTTGTAGTGCATGTATTCCATCAGGAGGAAAGAGCTTTTTATAATCTTG -AAAGGCTATGGTCTGACGGAGAAATGACTAGCATTAGATATTGAACATTATGACAAGTTATGCTTTAATA -TTATTTGAGAAAAGCATTAACTAGGCTTTTCTTATTTTATGCTGTTTTGGGTTAGTATTATAATGTTTAA -ATTTAATATATACAATAAAGACAGGATGTTATAAATATCCTGCCTGGAAACGGAGAAAAAATGATTAGTG -CAAACGGAGTCTCACTAAGGTATGGGGGACGGGCTTTATTTGAAAATGTAAACATTAAATTTACGCAGGG -AAACTGCTATGGATTGATAGGTGCAAACGGTTCAGGGAAATCAACATTTTTAAAGATACTTTCCGGCGAA -ATCGAACCTAACAAGGGTGATATTTCCATTACTCCAGGAGAGAGAATGGCTGTTTTAAAACAAGATCACT -ATGCTTATGATGAATATGAAGTACTTAAAACCGTTATTATGGGTCATAAGCGTTTAGTCGAAATAATGGA -TGAAAAAGAAATTCTATATGCAAAGTCTGATTTTACAGAGGCAGAAGGAATAAGGCTTTCCGAATTAGAA -GGAGAATTTGCTGAGTTGAATGGATGGGAAGCAGAATCTGATGCTGCCATGTTATTAAATGGTTTAAATA -TAACTGAAGAGTACCATCACAAGCTTATGAAGGATCTTGACGGTAATCAGAAGGTAAGAGTTCTTTTAGC -TCAGGCACTTTTCGGAAACCCTGACATTTTATTACTGGACGAGCCTACAAACCATCTTGATGTAGCCTCT -ATTACATGGCTTGAAAATTTTCTGGCCAATTTTGAAAATATAGTTATTGTAGTATCCCATGACAGACACT -TTTTGAATCAGGTTTGTACACACATTGCTGATATTGACTTTGGTAAGATACAGCTTTACGTAGGAAACTA -TGATTTCTGGTATCAGTCAAGCCAGCTGGCACTTCAACAGGCAAAGGATGCAAACAAAAAGACAGAGGCA -AGAATAAAGGAATTGCAGGAATTTATTCAACGGTTTAGTGCAAATGCTTCAAAATCAAAACAAGCTACTT -CACGTAAGAAATTGTTGGACAAACTTACGCTTGAGGATATAAGACCTTCATCAAGAAAGTATCCGTTTGT -TGATTTCAAGCCAGAAAGAGAAGCAGGGAACGATCTGCTCATGGTTAACGGACTTTCAAAGGAGATCGAA -GGTGAAAAGCTTCTAAACGACTTTAACCTTATAGTAAACAAGGGCGATAAGATTGCGTTTGTAGGAACAT -ATGGAAATGCAAAAACTACATTATTTAAAGTATTAATGGGTGAGATGGAACCTGACAGTGGTGAATTCAA -ATGGGGCGTAACTACGTCACAGGCTTATTTTCCAACGGACAACTCTAAATTCTTTGACGGTGTTGACTTA -AATCTTGTGGACTGGTTGAGACAGTTCTCAAATGATCAGACTGAGACCTTCCTGAGAGGATGGCTTGGCA -GGATGCTATTTTCAGGTGAAGAGGCTTTGAAAAAGGCTTCGGTACTTTCCGGAGGGGAGAAAGTTCGTTG -TATGTTGTCAAAGATGATGCTTTCAGGAGCAAACGTACTGGTTCTTGATGAACCTACAAACCATCTAGAT -TTGGAATCCATCACTTCATTGAACAACGGTCTGATAAACTATAAGGGAACAATTCTTTTCACTTCCCATG -ACCATGAGTTTGTTCAGACAATAGCTAACAGAATAATAGAGATAACTCCGAAAGGAATTATCGACAGACA -AATGACATACGATGAATATCTTGAAAATGAAGATATAGCAGCATTAAGAAAAGAAATGTGGTCCTAGCAT -ATTAACGTAAAATGCCCAAAGGTAATTGTACTTCATCACCTTTGGGCATATATTTTTTTATAAAAAGACA -TTTTTAGACTTTTATGTATTGAACTGTAAAAAATAATCTATTATAATTTAATTATATTATTAATGAAAAC -TGGTGAAAGCACATGCGATACATAAAGGATTTGAAGCCATATAATAAATTTTGGGGGAACTGCATTATAA -ATATGTTCCTCTCAATACTAACCAAGGTTGATTCCAGCTTTGATCCCCTTGCATACCTGAATTATTATGA -GTATTCCTATTATCCGGATAATGTTTTTCATTTGGATTATACTCAGGAGTATTACAATTATTTCGCCGAC -AATATTTTTAAATACGAAACGTTTTATTTTAAGGATAAAGAGAACTTTTTAGAAGAATTTAAAGGCATTC -TTATGAATAACTTATATGCAACATTAAATGTCGATTTATACTACTGGAATAGTACAGGGTATTATTATAA -TAAAATTCATACCTCTCATTTAGCTTTTGTTACGGGTTTTGATGAAGAAAAAGATGTTTTTTATGCATTT -GAAGATGATGTAAACTTAGTTTATGATGTACGTGAAATTCCTATAAATCAAGTAATTCAAGCTTATAAAT -CACCAAATAAACAGTTTAAAGGGGATTACAGGATTCTTACATTTAAAAATGACTTTATTCCTTCCTATGA -AATAGACATTAAACAGTTTATAAAATGTACAAAGCAGCTTATTTATAATCTGGATATGCTAATTGAAAAG -AAGGAAGTTGTAAATAAAACAATGATAAGGGAAGACTCATCAAAAGTTTATTTTTACAATAATGAGTTTA -TTAAAATATCAAACAGGTTAAAAGGGAACAAGCTTTTACTTGGTACGTTAAAGGATAAGAAACTATTGAA -TGAAAGCCTTACTGATGAATTAAATGAAGTACTGGATGATTCCTGCATGATGTGGAAAAATATACAGGGT -GTTTATCTTAAAAATTGTTTAAGAAATAACTTTGCAGAACTTGATAATATAGAGAAAAAGATTTCAGCTG -CTTTTATGACTGAAAAAGAAGTGTGGGAAAAAGTTATTGAAAACCTAAAAAGATCGGAATAATAAGAATG -CTTATATTTCTGTTACTCCGACCTTTTTTATTTATGTGATTAGAAAACTAGCCTACGTTTTCAACATATC -TTTTGATTTTCTTGGTTGTTGTTTTTGCGAACTCTTCTTCACGTATTGTAAAATCCTTTATACGTTTATA -AAGCGGCATTTGTTTATTTATTTCTTTTATTTCAGCATGTAGAATTTTGCGTATTTCATCATTGGAAACA -TTATTGAGACAAAGTTTTGCCTTAATTTCGTCGATATCGGGTAAAATCTGTGCATTAACTTCGGTTTCTC -CGGTGTCTTCGTTAAATCTTCCCCAAACAAGGCTTTCCATGACAAACATACTCTTTGCCAGATATGCTTC -AACTTCCTCTGGAAAAATATTTTTACCGTTCTTTGTTACAATAACATTTTTCTTTCTGCCTGTTATATAT -ATATATCCGTCATCGTCAATATATCCTAAGTCACCAGTATATAAACGACCATTTTTTAACACATTTCGGG -TTGCAGAGGGGTTTTCGTAGTAACCGAGCATTACGCTGTCACCCGATATAACAAATTCTCCAATACCGTC -CTCACCGACATTTTCAAGTTGTACATCCACTCCTGCAAGAGGCTTTCCGGCAGAATCGTGTCTGAAACCA -TGGTCGTTGTTTACTGCGACTATGGGTGAGAACTCTGTAAGACCATATCCCTGAACAATTCTTATACCCA -TAGCACAAAGATCATTTGACACATCAGGATTTACGGCAGCAGCACCGGATATGACGAGTCTGACCCTACC -TCCAAAGGTGTTCAAAACCTGCTTAAATAATTTTTTACGAATATCTATTTTTAGGAAATTATACAATAAA -TTGCTTAATTCTATTGCAGTATTAAACTTAAGTTTACCTAATCGGGTTTTTGAAGCTTGCTTTACTATCT -TTTTGTGCATGTTTTCCAGTATCAGAGGAACCAGCATAAGGATCGAGGGTTTTGTTTCCTGAAGGTTCTG -CACTATGTACTTGAGTCCCTCGTTAAATGACATACAACAACCGCTGTACATCATTACCAAAAATCCTGCG -GTACATTCATAGGTGTGATGAAGCGGTAAAATTGAAAGTACACTGTCTGTTTCATCTATGTACAACATGG -AGACAACAGCCCTTACGTTTGAAACAATGTTCTTACTTGAAAGCATAACTCCTTTAGCTAAATCAGTTGT -ACCAGACGTAAAAATAAGAGCACACATTGCGTCTGCATCTATCTCCACATCCAAATATCTTCTGTCTCCT -TGCTTTACCAATTCTCTGCCTCTTTCAATCAAACATGAATAGGAGAGAAAACCGTCCAATGTTTCTTCTT -CTTGATCGATATCTATATAATATTCAACTTCGGAAGTTTTGGATAATTTAATCATATTACTACGGTATTT -GGATGAAAAAATAATTGCACTGACACCCGCGCGTGAAATAAGATTCTCTACCTCATTAAAAGGAAGCTCC -TTGTCCAAAGGGACTACAACACCTACACCACCTGTTATTGTCAGGTATGAAGTACACCATTCAGCTCTGT -TTTGCGACAAAATGGCAATTTTTTTGCCCTCTAAGCCTAAATTTATCAATGCCGTACCAAAAGCGTCAAT -ATCGTTTTTTAATTCAGTATATGTTTTTCCGTAATACTTACCATCTTTGCCCCTAATATAAAATGCGTTT -CTATCTCCGAATAATTTTGCACTTTGAACCATTAGATCTTTGAGATCAGTGATTTTCCTAGTCTGGTAAA -TCGGTTCGGTTCTCATTGACTACACTCCTTTTAAAAGCTAAATAGTATTTTTCGTTTATTTGTTGCTTGT -AAACATATACTATAATATAAGTATATTTAAATTAAATCAATATATGAGGTAAAAAAAACATAAAAAGTAG -TATTTCTAGTCGCATTTCTAATTGAAGTTTCTTAATTTGTATTTTCTTTTTCTTGATATTTTTCTGAGTA -TCATTCTCGTAATCAAAAAGCAAACTATTACTATTATTCCGATTACGGCAAATTTAAAAATGTTATTATT -CATTATATCGTATAAATAACCCTTGGTTTTGGATGTTAATGTTTGTTCAACGGTCCTGGATGAAACAATA -TCGACTTTACCCAGTAATATGCCATCTCTTGTATATTCAATGTTTCCAAGAACTGTTCCCTTTTTAACAG -GTGCTTTTATATCCTGTGTGATATTGATTTTCTTATTTAGGCGCCATTCGTTTTTATCCTTAGGCAAAAG -TGCCTCTATTTCCCCGTTAGTTATAAGAGCAACCTTGTCCCCGTTGGCAGCGTCCTTAACGGTGATTTCC -TGTATTTTAGTGGAACGGTCAATAATCATTTGTCTGGAATAGTTTTCGTAACCTGCCGTTAGAAGTGTTT -TTGTAAAATCGAATACACTTCTGTTTGGTTTATTATTTACACCAAGTACAACAGAAATTAGTTCAAGGCC -ATCTTTATTCACGGCACTGGAAATAAAATTGGCACCTGCACGCAAAGTAGAACCTGTTTTTAACCCGGTT -ATGGTAAACTGATTTCTGTCATCACCTGTTTCAGGCCCGTATTTAAAGGATTGTCCAAGTAGTTTATTTG -TAGTATTAAGTACATTCCAAGTCTTATGCTTATTTGTCGGAGGCAGCATATTAAGCTGCTTCTGTTCTAC -AATTTCACGAAATACAGGGTATTTTAAACACTCTTTTGCTATAAGAGCCAAATCCCTGGCAGAGGAAAAG -TGGTTAGCATCTTTTTCATATTCATCAATTCCTGAGGGATTAGTGAAAGTCGTATTTTTTGCTCCCACTT -CTGCTGAAACCTTGTTCATTTCTTCTAAGAACTTAGATTTATCATTATAGAGATTTTCTGATATAATATT -GGCAGTTTCGTTTGCTGAAACTATCAAAAGAGCATGAAGCAGGTCATTTAAAGACATCTGTTCCCCGGGC -ATAATACCTATATTCATACCTCCAACACCTATGTCGGTAACTGCCTCGTTACTGGCAGTCATTACCTGAT -CCATATTTCCTTCCTTAAGAGCTACTAATGCCGTTGCTATTTTGGTAGTGCTGGCCGGACGCCATTTCAG -ATCGGGCTTATGCTCATACAAAACACTCCCTGTTTTTGCATCCATTAATATATATGAAGCAGCATCGATG -TCTAGATTTGCAGAAAATGCAGGGGAAACTTGCAATAGTATTGTTAGTGATATAATTAATGTTGCCAGTA -CTTTCTTCATAACTCCTCCTCTGATTATTTAAGTATATAATAAGTATAAAGCAAGATTACATTTTTTTAA -ACTTTTTTACTGAGTTTTGTTTAAATAATATGGTAATATTCTAAAATATGTAATATAATATCCTATAATA -CAATTCTATAAAATACTGTATTCTTTAACAGTATAGATTATTAGTCTTTGTTTTCAAAGTATTATTGGTT -GGCAGTGGTGGAAATAAAACCCCATTCATTTCTTTTTATTTATTCAAAATGTTTTTAAATTAATATAACA -GGAGGTATGCTATGGAGATATCTGTCTTTGGCAAAAAAATATTTATTAATAAAATTCCGGCAATTTGTAT -AATTGTTGGTCTGTTATTTGGTGCTGGAATGCTGGGATTCTTTTTAAAACAGGTTTATCATCCCCTTGAA -GCAACGATAATTGAAGAGAATACCGCAATTTCTCCAAAGGAAACTGAGCCAGCAGGTGAACAAGTTGGCG -AACAGACTGAGGAGGAGAAAGTCCCTGATATCCAGATATATGTTACAGGTTGTGTAAAAAACCCGGGAGT -AGTAACAATAAAGAAGGGACAGATTATTGAAGATGCCATAAAAAACGCAGGTGGTGCCACCAAGGAAGCT -GATCTCGAAAATATAAACCTGGCATATCCTTTAACAGAAAACACAATGTTAAGAATTAAAGCCAAGGGAA -CGGCAAAGGTGTCAAATACCGGCAAAACGGATAAATCTGCCCAAACAGGCAAAGTAACTGGTGAAAAGCC -TTTGAAAAGCGGTGTTGACATTATAAATGACAGTTCGGGAACCGACATGGGAGAAAAAGAGAACAAGACA -GCGGACAGCTCAAAAACTAAACTTGTGAATATCAACAAAGCGTCACAAGCAGAGCTTGAAGAGCTTCCAA -ATGTAGGTCCGTCAACTGCAAAAGCCATTATAGAATACAGGGAACAGAAGGGCGGTTTTACTAAGCTCAC -AGACATTATGAAAATAACAGGAATCAAGCAAAAGACATTTGATAAAATAAAAAGTTACATATGCATTGAT -TGAAATTTGTCGACTGATGGAAAAGCAAAACAAAAAACCGGCCATTAGCAGCCGGTTCAAAATAATTTAA -AGGAGGAAAATATAATTTAATCCATGCATTTATTATATTATTTTACTTAACTAATTCAAATAGTATAAAT -TTACGATTTTCTTATAATAAAAAAGAAAAATGATATGCAATATTAACAATTACTTGACATATAACGGCAT -AATAAATATTAAAAATGAAACGTAAACTATTAATACCGATAATGTGGGTATTACAAAACCTAAAAAAAAT -AACTTAAAATATTTTTTTCTCCTGTCTTTTTTACAGCGTATAACACGTTTTTTTCTCAAACCAGTCCTCC -TGCTTAAACTAAAAATACAGATAATAATAGTAATATCTCTATTATTCCACCTATTTCAAAATTATTTACA -TTAATTACGTAATTTATATAAAATAAAACCATATATGAAGTATTGACACTTAAAAACAGTAAGGAATATA -ATAATAAATAAGTATTAAAATAATGATAAAGGCGTTGACGAGAAGAGTAAGTAAAAGCTGGGGTTGCAGA -GATTGGATATTATTAGCTGAAAGTATCCGAACCTTCACTTTACCGAAGACCACCTCTGAGCTGTATCGGT -GATAACGTTATAATCGGCGTACCTTTGTACGCACAGAGCAAGAAAGTAGGGTGGAACCGCGAGATAACTC -TCGTCCTTATATGAGGACGGGAGTTTTTTATGTTTTATAAAGTATCGCAAAAGGGAGGTTTTTGTACATG -ATAAGTATTACCTTGAAAGACGGTACCGTAAAAGAATATCAGAAAGGTGTTACAGTCCTTGAAGTGGCAG -AGAGTATAAGTGCAGGACTGGCAAGAGTATCTTTGGTTGGAGAAGTTGACGGCAAGGTAACGGAGCTTGA -TTTCAAACTGGAAAGGGATTGTAGCTTAAATCTTTTAACCTTTGAGGATGAAGGAGGAAGGCTTGCTTAC -AGACACACTGCTTCCCATGTGTTGGCTCAGGCGGTGAAAAGACTGTACCCTGATGCCAAGCTGGCAATAG -GGCCGGCAATAGATACAGGATTTTATTATGATTTTGAAAGGGAAAAGCCATTTTCAATAGAGGAACTTGA -TAGTATTGAAAAGGAAATGGAAAAAATAGTAAAAGAGGACTTAAAGCTGGAGAGGTTCGTTCTCCCAAGG -AATGAGGCAATAAAGCTTATGGAAGAAAAAGGAGAACCGTATAAGGCAGAACTTATAATGGACCTTCCCC -AAGGAGAAGAAATATCCTTTTACAAACAAGGGGAGTTTACAGACCTTTGTGCAGGGCCACATTTGACAGG -GACAGGAAGATTAAAAGCTGTAAAGTTGCTTTCTGTTGCGGGTGCTTATTGGAGAGGCAACGAGAAGAAT -AAAATGCTTCAGAGAATATATGGTACAGCTTTTCCCAAGAAAAGCCAGCTGGATGAATACCTTTTCAGAA -TTGAAGAGGCAAAAAAGCGTGACCACAGAAAGCTGGGAAGGGAGCTGGATTTATTCGATATATTGGACGA -AGGCCCGGGTTTCCCGTTCTTTATGCCAAAAGGAATGGTACTTCGCAATCTTCTTGAGGATTACTGGAGG -TCGGAACATAAGAAAGCAGGCTATCAGGAGATTAAGACACCTGTTATACTGAACAAGGAACTCTGGCTGA -GATCGGGGCATTGGGATAATTACAAGAATAATATGTACACAGTTGCAATAGATGAGCAGGATTGTGCAAT -AAAACCAATGAATTGTCCGGGCGGAATACTCGTATTCAAAAGGAAACTACATTCATACAGGGATCTGCCT -CAAAGAATGGGAGAATTGGGGTTGGTGCACAGACATGAGCTTTCAGGTGCACTCCATGGGCTGATGAGAG -TAAGGTGCTTTACTCAGGACGATGCACATATTTTTATGACTCCTGAACAGATTACTGATGAGGTAACCGG -GGTAATAAACCTGATAGATGATTTTTATAGTGTATTTGGGTTTAAATACAATGTTGAATTATCTACAAGG -CCGGAAAAGTCCATAGGATCAGATGAAATGTGGGAATTGTCTACTGCGGGGCTAAAAAAAGCACTTGACG -AAAAAGGTATCAAGTATACAATCAATAAGGGAGACGGTGCTTTCTATGGGCCTAAGATAGATTTTCATCT -AGAGGATTCTATAGGTCGTACATGGCAGTGCGGTACAATTCAGCTTGACATGAACCTGCCGGAGAGATTT -GACCTTAGCTATATTGGCCCAGATGGAGAAAAGCACAGGCCGGTAATGGTTCACAGGGTTGTTTTTGGAA -GCATAGAGAGATTCATAGCCATATTAACCGAACATTTTGCAGGTGCTTTTCCAACATGGTTGAGTCCTGT -TCAGGTTAAAATTCTTCCTCTTGTTGACAAGCACTACGATTATGCTTATGAAGTAAAAAAGCTTCTGGAG -GCTGACGATATTAGGGTAGAGGTAGATACAAGAAACGAAAAGATAGGTTACAAAATCCGTGAAGCCCAGA -TGGATAAGACTCCTTATATGCTTGTAATTGGTGACAAGGAGCTGGAGGGCAGGCTTGTTTCTGTCAGATC -CAGAAAAGACGGTGATTTAGGGACTATTACACCGGAACAGTTTGCAGAGAAAATATCGAATGAAATAAAA -AATAAACTGAGATAAACGGAGGTAAAAAATGATTAAGATTACATTAAAGGATGGAAGCAATAAGGAATAC -CAGAGCGGTATTACTATCAAGGAAGTTGCTGAAAGCATCAGTGCAGGACTTGCAAGGGCAGCTCTCGCGG -GAGAGGTTGACGGAAAGGTGAAGGAACTTGATTTCAAGCTTAATAATGACTGTTCGTTGAGTCTTTTGAC -ATTTGCAGACGAAGGAGGAAGACTAGCCTACAGGCATACTGCATCACATGTTCTTGCACAGGCTGTTAAG -AGGATGTTTCCAAATGTCAAGCTTGCAATAGGCCCGGCTATAGAAAACGGTTTCTATTATGATTTTGATA -CTGATAAGAACTTTGCACCCGAGGATTTGGCAAAGATTGAAAAGGAAATGGAGAAAATCATAAAAGAAGA -TATTTCTCTTGAAAGATTTACATTGCCCAGAGACGAGGCAATCAAATTTATGGAAGAGAAGGGTGAACCC -TACAAGATAGAGCTTATAAAGGAGCTACCGGAAGGAGAAGAAATATCCTTCTACAAGCAGGGGGACTTTG -TAGACCTCTGTGCGGGCCCACATCTTCTGTCAACAGGAAAACTCAAGGCTGTAAAACTTATGAGTGCTGC -CGGGGCATACTGGAGAGGAAATGAGAAAAACAAGATGCTCCAGAGAATTTATGGTACAGCCTTCCCTAAG -AAAAGTGAACTGGAAGAATATGTAACAAAACTTGAAGAAGCAAAGAAGAGAGACCATAATAAACTCGGAA -GAGAACTTGAACTGTTCACAACCGTTGAAGAAATAGGACAGGGACTTCCTTTGCTTATGCCAAAGGGAGC -TAGAATTGTTCAGACCTTGCAAAGATTTGTTGAGGATGAAGAAGAGAGAAGGGGCTACGTGCTGACAAAG -ACTCCTTTGATGGCAAAAAGCGACTTGTATAAGCTATCAGGACACTGGCAGCACTACAAGGACGGAATGT -TCCTTTTGGGAGATGAGGAAAAGGACGAGGAAGTGATGGCGTTAAGGCCGATGACTTGCCCTTTCCAGTT -TATGATATACAACACAAAGCTTCACAGCTATCGTGACCTGCCAATAAGATACGGCGAAACCTCCACTTTG -TTCAGAAACGAGGCTTCAGGAGAAATGCACGGACTTATACGTGTCCGTCAGTTTACAATTTCAGAGGGAC -ATTTGGTTTGTACTCCAGAACAGCTTGAAGACGAATTCAAGGGAGTTGTTGACCTGATTAAATTTATGAT -GGAAACTCTGGGAATTCAGGATGACGTAACCTACAGATTCTCCAAGTGGGATCCCAAGAACAAGGAAAAA -TATATTGGAAACGAAGAAGACTGGGAAAACGTTCAGGACCAGATGAGAACTATTTTGGACCACTTAAAGA -TAGACTATAAGGAAGCGGAAGGTGAAGCAGCCTTCTACGGACCAAAGCTCGATATACAGTGCAAGAACGT -GCACGGAAAGGAAGACACTATTATTACCGTACAGGTTGATTTTGCTCTTGCTGAGAGACTTAACATGGTT -TACGTAGATAAAAACAATGAAAAGAAGCATCCTTATATAATTCACAGAACATCAATAGGTTGTTATGAAA -GAACTCTTGCAATACTTATTGAGAAATATGCCGGAGCGTTCCCAACCTGGTTATGTCCTGTTCAGGCAAA -GATTCTTCCTTTGGTTGACAAGCACCATGATTTTGCACAAAAGGTAGCACAAATGCTCAGGGACAAGGGT -GTAAAAGTTGAAGTAGATACAAGAAATGAAAAAATAGGATACAAGATTAGAGAAGCTCAGATGGAAAAAA -TACCGTACATGCTTGTAATAGGAGACAAGGAAATGGAAAACAATGCTGTTTCGGTACGTTCCAGAAAAGA -TGGAGATCTTGGGGCTATGCCTGCGGAACAGTTTGTTGACAGAATAGTAGAAGAAATCAGAACTCGTGCA -AAATAAATGTAAATTTAAGTAAAATACCCATATGAATATTTACTTTTATGTATATTTGTGGTAGCCTTAG -AATAAGAATTTCAAGAACTGGAAATGTATTTGAGGGGTACACATGAACGATAGCAATTACCATAATGTAA -TAAGAGAAATGATAAAAGAGGAGACATCCATTGTAAACAACAGGATGAACTGGCTGATACTTTTAGAAGG -CCTTTTATTTGCGGGATATACAAGCTTATCGACCAGAGGCTTTTCGTTATACATTATTGGGATACTTGGG -TTTATCGTATCATTGTGCATGAGGTATTCCATTTTGTCCAGTGAAAAAGCCATATCATTCATAATGGATA -ACTGGAATATATATTTAAGGAAAAACAATATGAAATATATGGATTTCCCGCCTGTATGGGCCGGAGCCAA -TTTACAGACAACCCGTTTCCAGGCAATTATGACTGCTCACAGATTTATACCCTTTGTTTTTATGATTGCA -TGGGTTTGCCTGATTATAAATACTTTACTATTAAATCTGGGTGTATTTTAATGGTATGCTCAAAAAGATA -TTGAAAAACAAGGTATGAGGACCATTTTCGCAGGTGTTCATACCTTATTTTATTTCTTATTTAATTTTAA -GACCATTTACAATTTATCTCGGACTAAGTCTTAGTTCCATCCAGTCAAATGCTATCCAATCGCTCGGGCC -GGCAGTTGACGTATTTTCTATAGTAACTCTATTGTTTCTTCTTAAATTAGGTACATTAAAGGTTAAGTCT -CTCCAATTGTCAAACATTCCTCCGGCAGGTACACCATGCTGAAGAGGGACAGGTCCGGTATGGACGACAG -AACCGTTTATTGTAATTCTGGCAGAATAGCGGTTAACAGGTACAGCTGAGTGGTCATCAAGAACTGACCG -TATTACAATTTGAGCTCTTTGGTTTCCGGGGACAATTAAAAAAGCAGGTGAATCAAATGTCCATGTTCCC -CGGTTTCCTGTATATAGAATATCTGCATTTCTGCTTGGATTTCCATAGTTCGGATAACCGGTAAGCTGTT -TAAAAAGTACAATGCTTGTAGTTGCAGGGTTGTTACTTAAAACAGGCGGCGGGTCACCGGGCTGCCGGGT -GACAGGGTAAAAATCTGTATAGCCGTATGCTTCGTATTGCGGCTGTACCGGATAGTACGGTTGTTCTTGA -ATTAAATCCGGCTGCTGACTTACGAAAGGATATCTGATGTAAGGCAATAACATAAAATCATCCTCCTATA -ACATTATATACATATAATATTCAAAAATGTAATTTTATGTTACCTAATTATGAGAGGATATATTTAAATT -TACTCCGTTTTGTAAGTTGAAAGTTGTATTAATATTATGTGTAACTAAATACACTAGTCAAGTTACACTA -GTCAAGGGGATATAAAGTTGGTAATATAATCATATAGGCAAAATAATAATATGAGGTGACATATGCATAA -AAAAATAGCAGGTAAGCTACTTAAAACAGTATTCGCAGTTTTTATTGCAGGAAGCATGGTTTTAGGCTCA -GCAACTGTTCAGGCGGCTGGGGTAAGTGATTTGAGCAAAAGTTCAGTGTATGCCAGTGAAGCTATTCAAT -GGATGGCAAACAATAGTATCATAAGCGGAGATAACCAGGGAAACTTCAATCCAAGGCAGAGTATAACAAG -GGCTGAACTTATAACACTATTGGTAAAGGCATTGGATATTGATACTGAAAACCTGCCTTCAACAGCTACT -TTTTCGGATGTACCTGTAAGCCATTGGGCCTTCAAATATGTTGAAGCTGCCAACAGGGCGGGTATAACCA -GCGGTACAGGAAGCGGTAAGTTCGGCATTAACAGCCTGACTACACGAGAACAGGTTACAACAATGCTTTT -AAACTATCTTTGTGTATCAAAGGAAGCTATTGTTGCAGAGCAGGGTTTGGATGACCTTTTAAAATTCAAA -GATGCCGGAAAAATGTCTGATTGGGCAAAGGCATCAATCAAGTTTGCTGTCTCCAATAATATTATGAGCG -GAGTAAGTGCTGATTCATTTTCTCCGTCGGGAAAAGCGACAAAAGAACAGATAGCTGTTATATTATACAA -GTTTGTAAATTCCAAGGAGAGTATTGAGCAAAATGCGGCAGCACTAAAAAAAGTTATTGTTACGTACAAT -GATGACTTAATTAAACTTCAAACACCTTGCAAGGTTATTGAAAATGACATAATGATTCCGGCTGAGGTTT -TTTCAAAAACAGGGGCAAAGGTTGATTTTGATAGTCAGGCAGGCATAATAGCCATTAAAAGCTCGACTGC -TCAGGATAAAAATATCTATATGAGCATAGATAATAAATCAGCTTATGTAAACTACACTGGTAGCGGCAAC -CCAATTTCAGACCCACCTGCTCAGGATAAACTGGTTACCCTAAATAATGCACCTGAACAAATAAGTGGTG -TAGTTCTTGTCCCTGCAAAGGCAGTAGTCGATGCTCTTGGAATTACAATGGACTGGAACGATAAAATCAA -TGTGTTGAAAATTAAGGATAGTACTATTCCTAAGAATCCACAGCTGTACAATGCTATGAAGAGTATGTTG -GATTACAAGGGTGAATATAGTTCCGACTTAATAATAAATATGAAAGAAGATACCTTGGATATGAATTTTG -GAATGCATATGTCCATAAATGGAGCAATAAACGGGAATAATTCAACATCAAACGCCAAATTTACACTGAC -ACTTGACGGGGAACAGGAAGATTTAATGGATTATCAAACCATAAATATCGGAGACAATATATATGTAAAA -AATCCAGAGACAGATTTATGGGATACATACAATAGAAGTGAGGCGGAAGAAGAAGGTATTCTGTATACTG -ATTTTGAGTCTGATAGAAATGAAATGCTGAGATTATTGGATGTTTATGGGAAAATGAACATATCTAATGA -GGGAAAAACTATACTCAATGGAGAGGAAGTCTCAAAGTATCAGGTGAGGCTGAACATTGAATTACTGCAG -GGATTACTATCAGCAGATATGCTGGAATATGGCTTAGGACTTAAAGATATCTACAATAATGGCCTTGACA -CAAGAATGTTTATATATGTCAATTCAAAAGGGCAGCTGGTAAAGCAGTCGGTTATAATAGCAGGTGCAAC -GGAATTTGATGGTTCAACAACGGATATTGATATGACAGTTAGTAGCATGTATACTAATATCGGAAAAGAA -ATAGAGATTGTAAGTCCTATAAAATAAACTTTTATATAAAAAAGCAGAAGTCTGCGAAAAATTTGTACCG -ACCCCCAAAAGTTAGACCATAATCTAACGATTGGAGGTCGGTATTTTTATGGCTAAATATTCTTTTGAAT -TTAAGAAACAAATTGTAAAAGCCTATCTAAATGGAGAAGGAGGATACGAGTATCTTGCAAAGCAGTATGA -TATCCCCTCGTTTAACAACATTAAGAAATGGGTCCTTAATTATAATGCTTTTGGCGACGAAGGTTTGGTG -CGTTCTCGCAAACAAAAAAAATACTCTTTCGAATATAAACTTCATGTTGTAGAATTATATTTAACAAGTG -AGGTTTCATATCAAGAGTTAGCTATTCAAGAAGGAATTCGTAATCCTGCACTGATTGTTAAGTGGGTGAA -CGATTTTCGGATTGCTGGTCCGGATGCTTTGAGACCTAAGAAGAAAGGTCGGAAGAAACCATTGAGCCTA -AAAAGAAAAGTAACAGATACCAATGCAACTGAATCAATTATTGTTGATACTAGTGCTGAATATGTTAAAC -AGCTTGAAGATGAACTTTTAAAGTTACGTATAGAGAATGCCTATTTAAAAGAACTGAGGAGGCTGCGTTT -AGAGGAGGAAACTCTTCTGAAAAAGCAGCGAGAATCGTCTACAGCCTCCGAGGAGATTTCAAACTAAAAG -ACATTCTCGCAGTAGTAGGCTTTCCTAAAGCAACATATATGTATTGGCAGAAAAGATTTGATAGAGAGAA -TCCAGACAAAGAACTGGAAGATAAGATATTGGAGATTCATGAGAATAATAAGAATTATGGATATCGTCGT -ATGTATGGTGAACTCAGGAATCAAGAATTTATAGTAAACAAGAAGAAAGTACAGCGAATTATGCAAAAGC -TTAGTCTTCAAGTTACTTCTTTTACCAGAAAAAGTCGCAAGTACAGTTCTTATAAGGGAAAAGTTGGAAC -AGTTGCACCTAACAGAATCCGTAGACGTTTCAATACTCATATTCCACACCAGAAGATTACAACTGATACA -ACAGAGTTTAAATACTACGAAGTTGATTCCAAGGGACATATGACAATGCATAAGCTTTACCTGGATCCTT -TTATGGATATGTACAATAGTGAAATAGTAAGTTTCGGTATTGATAAACATCCATCTGCAGTAAATATTAT -GAGTGCACTTAATAAAGCTATTGAAATCACATCTGATTGTCCTTATAGAAGAACATTCCATTCAGATCAA -GGTTGGGCTTATCAGATGAAAGTATACTCACATCGTCTCAAAGAAGAACGGATTTTTCAAAGTATGTCTA -GAAAAGGTAACTGCCATGATAATTCAGTAATGGAAAACTTCTTTGGTCTGCTAAAACAAGAGATATACTA -TGGAGTTGTGTACTACAGCTACGAGGACTTAAAAAATGCAATAGAACGATACATAAAGTATTATAACGAG -CAAAGAATTAAAGAGAAACTAGGATGGCTGAGTCCTGCTCAATACAGACTTAGGCTCTTGGCTGCATAAA -AAATGCGTAACAAATATCAAAATCTGTTACGCAATAAAGTCTAACTTTTTGGGGTCACATCAATTTTATG -TCAGACTCTGCTTTTTTTGGAATCCAACAATAACGGGGTTATTTACTTGTTTTCCAGGAGCCCTCTTCCG -TACACACAGATTGCAAACCATTTTCTGTTGTGATTCTTGATCCTACTGCGTGCCTTTTGTGATCGTAAAC -ACAGAAAGGATCCTTTCCTGCATTCCCTGTACTTTTTTGAGGTACTTTCCTTATATCATTTTCCTGGTTT -ATATCATTAACAGAAATACTGTCTTGTTGCTTTCTGTTTTGCATAAATATCAAATCCTTTCATTTAGTAT -CTGCCTTGCTATAAATATGTGCAGAAGCAAACGGAAAGATTCAATGAAATATTAACCAGTGATAGTGTAA -AAGATATTTAACATTATCACCATACTTTATTAATAAATTTTCCGTACAATGTTTATGAGAGATAAAATTG -TGGTATATATACTATGAAGGGAGTGTGTAGCTTTGTTGGATTCCAGAAAATGTTTGGAGATTTATGAGTT -TTGTCAAAACCAATACAAAAAACTTGAGAAAAAGACCGGATTTTATAGTCCTAAGCATGATAAGGTTGTC -ATGGAACTTGCTGCAAAAGAGTTTCAGATGAGTGAGGCCATTATAAATAATGCATTTGATTTAGCTGCAC -AAACTTTGAGTAAGAACAGTAAGAGTAAATCTGAAAAAATAATTCGAAACAAGCTTATTCATGGAACCTT -TTAATCAATAGGTGAAATATATAAAAATTAAAGCATAGGCATTAAAAAGTCTGTGCTTTTTTCATATATG -AAAAAACCTAATATGGAGTAAAATGGTATCTATTACAAAATAATTTGATTATTACAATATTCTAGTCAAT -TATTGAGAATAATTGGTTTGTAGGATATAATTATCTATGATTAATACTTTAATGTACAATCAATGTTTGG -GGGTGTATTAATGTATCACTTTTATCTGGGAGTTTTTTTGGTTGGAGTTTTTTACACCATTATTTCATTA -ATTATAAGTGGAATATCAGGAGCTTTTCATACAAACGGAGACTTTGGCGGTACTCATATGCACGGACATG -GGGCGGACGGCGGACATATACCGGGGGGACACGTCGATGTCGATACGGGAGGTGTTCATGGAAGTCACTC -CCTTGACGGGTCTCATGGCGGAGATGTGCCTGATGCGTCAAACAGCTTTTTTTCATGGGTTGGGATAATA -TTTAATCCTTTAGTGGCAGTTTCCTTCCTTACTGTATTTGGGGGGATAGGAATTACCGGCACCAAATTTT -TTAGTTGGAGCTGGGTTATTGTTTTGGTTATAGCTTTGGGCTCGGGCATACTTATTTCAGCACTTTTATA -CAATTTGGTTGCAAAGCCCCTATACAGGAGTGAAAACACCTCTGATGTTTCAAGAGAAAGTCTCTTGGGT -GTTCAGGCGGAAGTAACCACCGATATTTTGGAAAACGGATTTGGTACTATCAAGTATACTGTTAATTCAA -TCAGATACACCGCACCTGCAAAGCACATTGATAATAAATCCGTAAAGCAAGGTGAAAAGGTTTTTATTTG -TAAGATAGAGAGTAATATTTTCTATATAAGTGAATTGTCAGAAGCATTAATTTAGAAAACAACTTTCATT -TCCTAAATAGGTTAAGCTTTTATATAGGGAATTTAAGGTTGAATATAAAATAATAAAGGAGTGTTAAAAT -GGTAGATTCAGTCTATTTTGTGCCGGCAGTAATTATAGTTGTACTATTTATATTAATTCTCAGCTTTGTT -TCAATGTACAAGAAGGTACCACAGGACAAAGCATTGGTTGTAACAGGATTCAGAGGAAGAAGAGTTATAA -CCGGCGGCGGCGGGATAGTTATACCGATGCTTGAAAGAACAGATATCATTTCACTGGAAAACATGCAGAT -AGATATTAGAATTGACGGTGCATTGACTTCACAGGGAGTTGGTATAGTAGCAGATGGCGTTGCGGTTGTA -AAGGTTAAATCCGATAAGGAATCAATCCTTTCGGCTGCCGAGCAATTTAATACTTCCAAGGGCCTTGACT -ACATGTTGGGAATAATAGCTAGAACGACTCAACAGGTTTTGGAAGGTAAGCTTCGTGAAATAGTTTCAAG -AATGACTGTTGAAGAAATTTACAAAGACAGGGAAACCTTTGCGTCACACGTTCAGGGCGTTGCTGCAACA -GAATTGCAGAACATGGGTCTCGAATTAAAGGTTCTTACAATCAAAGATATTTCAGATAAAAACGGTTATT -TGGAAGCCCTTGGAAAACCTAGAATTGCAGAGGTAAAGAGAGATGCTCAAATAGCAGAAGCAAACGCTAC -AAAGGAAACAAAGGTTAAAACCGCAGAGGCAAACAGAGAGGGTGAAGAGGCGAGAATCCAGGCCGAAACC -CAGATAGCCGAAGCAAACAAGGACAAGGAACTGAAGGTTCAGTCCTATAACAAGGATCAACAGACAGCAA -AGGCTGAAGCTGACCTTGCATACGATATTAAAGCCAATATTGTTAAAAAGGAAGTAGCTGAAACTGCAAT -GCAGGTAGAAATTGTTAAGAAACAGAAGGAAATTGAACTTGCAGAGCAGGAAGCAATAAGAAGAGAAAAA -GAACTTGAAGCGACTGTAAAGAAACAGGCGGATGCTGAAAACTACCAAGCTACAAAGGTAGCAGATGCCA -ACAAGTACAGAGAGGTTGCAGCTGCTGAGGCTAGGTCACGTGCCATAGAGATGGAAGGTGAAGCTAAGGC -TAAGGCTAAGAGGGCGGAAGGTATGGCCGAAGTTGAAATAATCAAGGCAAAAGGTGAAGCGGAAGCTTTG -GCGATGGCTAAAAAAGCTGAAGCCTTCAAAATGTACAATGATGCTGCTGTTACACAGATGATTGTAGAGA -AGCTGCCTGAAATAGCAAATGCAGTAGCCAGTCCGCTTTCAAAGACAGAGAAGATTGTTATAGTGGACAA -CGGCGGAGAAGGAAAAGGAGCTTCAAAGGTAACTGGATATGTAACAGATATAATATCTCAATTACCTGAA -ACTGTAGAAGCACTTACAGGTTTGAACGTACTGGATTTCCTTAAAAAGAATACAGTTCAGACCCAAAATG -AAAATGACGCAGAAGATGTAGAGTAGAATTTAACACAAACAGCCCCTGCGTTAAATCTGTGAACCGACCC -CCAAAAGTTAGACTAAGAATCTAACGATTGGAGGTCGGTTTTTTATAAATAAATTTGATTGCCTTTTGTT -GACATGCCTTACATTATTATATAAAATATACAAATCTTATATTGTGAAAATTGACATAATAATTAAATAT -AATATTCCAATATTCAGCAAATAAGAGAAAATATTATATTTACAATAGTTTAAATTGACATAAATTGTAT -ACGGGTTTACAATTTATATGTTTCCATAAAATATAAATTGTGAGGTATAATGTATGTTAAAAAACTTGAA -GATAGTACATAAAATAATTTTTCTACCTGCTGTTTTACTTTTGCTAATACTAATTGTGGGTTTTACAGGT -TACTATTATTTAAATAATTCACATTTAGAAATGGAAAGGATGTACGAAGACAGGCTGTTGCCCATAGAAT -GGCTAAGCGATAGTATAAGTAAAACAAATGAAAATGAAAAAAATATACTTTATTTAATATTGTATAGTAA -TGATGAACGCTCACAAACCCAATCGATAAAGAATATTGAGAATAGTTCAAAAATAATAGATGAAAATTGG -GAAAAATATAAGAAAACAACATTGGACAAATTTGAATCAGATAATATTGCTTTATTTGAGAAAAGGAGGA -ATGAATTCAGAACAGCAAGAGATAAAATAATCGCGGCATCACTTGCGGGGAATAAGGAAGAAGCCCTTGA -TTTACTGAATAACAATATCAGTTATTTACGTGGTGAGCAAAAAACACTTGAAGATTTGTCTGAGTATTGT -AGAAAGGTTTCAAGTGATATAAATACAAAGAACAATAGGAATTATATGTATGCAATAAGAATTCTCATTT -CTATAATTGCTTTTGCTTTGGTAGGTGGATTTTTGCTTAGCTTACTGATTGCAAATGGGATAATCAGACC -TATTGATAAACTGAAAGAAGAACTCGGTATATTAGCCCAGGCAGGCGGAGACCTGACTAAGGAAATTGAT -ATCGAAAGTAAAGATGAAGTCGGACAGCTTGCAGATTCAGTTAATAAATTTTTATTTAATCTAAGAAATA -TTGTAAATGGCATAATTAAAGAATCAACTGTTGTGGAAAATTCTATAACCTTAGTAGATCAAAAAATGGA -GGAATTAAATGCATTCGTAGAGAATGTTTCAGCTACTACGGAAGAGATTTCCGCCGGTATGGAGGAGACA -GCAGCGGCAACGGAGCAGGTAAATGCATCATCACAGGAAATTGAATCCGCTATTGAAGCAATGAATGAAA -AGGCTCAGAAGGGTTCGCTGGAGGCAGAAGAGATAAGCAATCGTGCTATTACATTAAGAGATAATTCAGT -ATTATCTCAAAAATCATCTAACGAAATTTACGAAGAAACATCAAACAAATTAAAAATAGCACTGGAAAAT -TCAAAATCAGTCGACCATATCAATGTTTTATCCGGGACTATACTACAGATATCCGATCAGACTAATCTGC -TTGCATTAAATGCAGCAATTGAAGCGGCAAGAGCAGGTGAAGCAGGAAAAGGTTTTGCAGTTGTAGCCGA -CCAAATTCGAAAGCTGGCTGAGGAATCCAAGACAGCAGTAAACGAGATACAGAGGGTTACAAACGAAGTT -ATTTCTGCAGTTGTTGACCTTTCTGACGGTTCCAGAACAGTTTTGAATTTTCTTGATACCACCGTTAGGC -CTGATTATACGAACATGGTGAAAACAGGTGAATCATACAATAATGATGCAGAATTTGTTTTTGAACTTGT -TTCTGATTTCAGTGCAACTTCACAAGAGCTAACGGCTTCAGTTGAAGGAATAATCCGTGCAATTAGTGAT -GTAACCAAAACAGTAAATGAGGGTGCAGCAGGAACACAAAGCATAGCGGAGCAGAATATTGGGATTGTTG -AAATGGTAAGTAAAGTTAAAAAAGAAATGGAAATCAGCAGTAGAAGTACGCATAAGTTAAAGGAAATTGT -CGGAAAATTCACAGTATAGATTTCTTTTATAACAAAAGCAATAGTTCCTATGGACTAAAGCCGGTGATAT -AAGATATACTATTTTTCAGCATAAATTTATTTTTATCAGAGGTACAAAATGAGTATATTAAATGTAGAGA -ATGTCAGTCACGGCTTTGGTGCCAGAAAAATATTGGAGGATGCATCTTTCAGGCTTTTGAAGGGAGAACA -TGTAGGGCTTGTAGGTGCCAATGGTGAAGGTAAATCCACTTTCTTAAATATCATAACCGGCAAGCTTATG -CCTGACGAGGGTAAAGTAGAATGGTGCAACAGAATAACAACGGGATATCTGGATCAGCACACGGTCCTTA -CTCCGGGAAAGACTATCAGAGAAGCTCTTCGAGAAGCATTTCAGTATATGTTTGATTTAGAAAAGGAAAT -GCTTGAGATATATGAAAAAATGGGAAATGCTTCAGAGAGTGAAATTGATTCCATGATGGAAGATGTAGGG -GAAATACAGAATGTTTTAGAGCATAACGGCTTTTATGTATTGGATTCAAAGATAGAAGAAGTGGCAAATG -GTCTTGGGTTAGGTGAAATAGGTCTGGAAACGGATGTAACAAACCTAAGCGGAGGCCAGAGGGCAAAGGT -GCTTCTCACAAAGTTACTTTTGCAAAATCCTATGATCTTGATACTGGACGAGCCTACCAACTTTCTTGAT -GATAACCATATTAACTGGCTTAAAAACTATTTGAAAAATTACGAAAATGCATTCATTCTTGTATCACATG -ACATTCCATTTTTGAATGACGTTGTAAATGTAATTTACCATGTTGAGAATGCTGTACTTACAAGGTATAC -AGGGAACTATGATGAGTTTCAGAGAATGTACCAACTGGCAAAACAGCAGACCCAGCAGGCATATGAGAAA -CAGCAGAAGGAAATTGAGAAGCTTGAGGACTTCATAGCAAGAAACAAGGCTCGTGTAGCGACAACAAACA -TGGCAAAGAGCAGGCAGAAGAAGCTTGATAAGATGGACATTATAGAGAAGGTTAGGGAAAAGGTTAAACC -CATATTCAAATTCAGGGAGGCAAGGTCTCCGGGAAGATACATTATTCAGACCGAGAATCTTGTAATTGGC -TATGACTCGGCTTTATCTAGTCCCTTAAATATCTCGCTGGAGAGAGGACAAAAAGTAGCTGTCAAGGGAG -TAAACGGACTGGGAAAATCAACATTGATGAAAACCCTCTTAGGTGCACAAAAACCATTTTCTGGAAGAGT -AAAGATTGATGATTACCTGTATCCGGGGTATTTTGAACAGGAATCGGAACGTTACAATACCAATACCGCA -TTGGAAGAGGTTTGGAACGATTATCCTGGTATGAGCAATGCAGAGGTGCGCGGGGCTTTGGCAAAATGCG -GCTTGACTACAGAGCATATAACAAGTCAGATGATGGTCTTAAGCGGCGGCGAAAATGCAAAGGTCAGACT -ATGCAAACTAATGTTGAAGGATGTTAATTGGCTTATACTGGATGAGCCTACAAATCATCTGGATGTAGAT -GCAAAAGACGAATTAAAAAGGGCATTGAGGGAGTTTAAAGGTACAGTACTTTTGGTTTGTCATGAACCCG -AATTTTATGAGGATTGGGTTACCGATGTGTGGAATGTAGAAAATTGGACAACAAAAATAGTTTAACAATT -CTCTATTAGTGTTAACGATGAAAGCACTTTTCTTATATGGATTAGTGCTTTTATTGTGGTATGGCTACAA -TATTGACAAACATAATAGCCTAAATTACAATTAGTTAGAAACCTAATAAAGTTGTTAATAGGGATATGTA -CAAATAGATAAGTGGTAAGTTCTTCCAATGATTAGTTAGAAGTCTAATAAAAAGGGATGAGAAATATGAT -AAAAAAACTATTAAGTTATGTAAGAGAATTTAAAAGAGATTCTATCGTCACACCAGTATACATAGCATTG -GAAGTGGCCATGGAAATAGCTATTCCATTATTAATGGGATGGATTATTGATAATGGGGTAGAAAAAGGAA -ACATGCAATATGTACTTACTGTTGGGGCAGTAATGGTAGTAGTATCCGTTTTTGCTTTAACTTTCGGTGT -TTTAGCAGGTAAATATGCTGCAAGAGCATCTTCTGGTTTTGCAAGAAACCTGAGAAAGGCAATGTATGAT -AAAATACAAAGCTTTTCTTTTTCAAGTATAGATAAGTTTTCAACTGCTGGGTTGGTAACCAGATTGACTA -CAGATATCACAAATGTACAAAATGCTTATCAAATGGCGTTAAGAATGTTTGCAAGACCTCCGCTAATGAT -GATTTCTGCTCTGGTAATGAGCTTTTATCTAAACGCAAGACTTGCTTTAATATTTGTTGGAGCCATTATT -TTCCTTGGATTGGCATTGTATTTTATTATGACAAGTGCACATCCTCATTTTCGTAAAGTGTTTAGAAAGT -ATGATGATTTAAATGCCAGCGTACAGGAAAACCTGACCGGAATTCGTGCTGTTAAGGCTTATGTAAGAGA -AGGGTATGAAACAAATAAATTTTATAAAGCCTCAAAAAGCATATACGATAACTTTATTAAAGCTGAGAAG -ATAATTATATTTAATTCTCCTATAATGCAGTTTACAATGAATGCGAGTATATTACTTTTGTCATGGCTTG -GGGCAAAGCTGATTGTGGCAAGTTCTATGTCTACAGGAGAGCTTATGAGCTTCTTCACGTATACCACCAA -CATATTGATGAGTCTTATGATGTTATCTATGGTGCTTCTAATGACAATTATAGCAAGATCTTCTGCGGAT -AGGATTGTAGAAGTACTTGATGAAAAGAGCGATTTATCCAACTGTGATAAGCCAATCTATGAAGTAAGGG -ACGGTTCTATAAGTTTTAGTGATGTTAATTTCAGTTATAGTAAAAAAGTAGACAACTTAATCCTTAAAAA -CATCAATATAGAAATAAAGTCAGGAGAGACCATAGGGATTATAGGGGGAACAGGAAGTGGGAAAACAACT -CTTGTTCAGCTTATTCCAAGATTATATGACATAACACAAGGCTCAATAAAGGTCGGGGGTATTGATGTAA -GGGAGTATGATATAGAAACTCTCAGAAATGAAGTATCTATGGTGCTTCAGAAAAATGTATTGTTTTCCGG -AACAATAAAAGAGAATTTAAGATGGGGAAATAAAGATGCAACGGATGAAGAATTAATTGCTGCCTGCAAA -CAGGCACAAGCAGACGAGTTTATACAAAACTTCCCTGAGAAATATGATACATATATTGAACAGGGCGGAA -CAAATGTATCCGGGGGACAAAAACAAAGACTTTGTATTGCAAGAGCTTTGCTAAAAAAACCTAAAATCTT -GATTTTAGATGATTCAACAAGTGCTGTGGACACTAAAACCGATGCCCTTATAAGAAAAGCATTTAAAGAA -AGTATTCCTGATACTACTAAAATTGTAATTGCACAGCGTATATCTTCAGTTCAGGAGGCTGATAAAATAA -TTGTGCTCAATGACGGTAAGATAGATGGAATTGGAACACATGAGGAACTTTTAAATTCAAATGATATATA -TACTGAAGTTTACGAATCTCAAGTGAAGGGGGCTGATAGTGATGGGGAAAGGTAGTCCAAAAGGAAGAGG -TATTGAGAATCCAATAAAAGTTTTAACAAGATTACTATCCTATATTTTAAAGGAATATAAAATTTTATTT -GCCATTGTTGTAATATGTATAATTATCAGCTCACTTTCTAATGTTGCAGGTACATTATTTTTAAGAAATC -TTATTGATGATTATATAACCCCGCTGTTAAATGAAACCGTGGCTGATTTCGGGCCGCTGTTAAAAGCTAT -ATTAACAATCGCCTCAATTTACCTTGTAGGAGTTTTGACTAATTACGTATTTAATCGAATTATGATTGTA -ATATCTCAAGGCTCTTTAAAAAAAATAAGAGATGATATGTTTGCACATATGGAAACTTTGCCTATAAGTT -ATTTTGATACTCATTCTCATGGAGAACTTATGAGTTTATATACAAACGATACTGATTCTTTAAGGCAGAT -GATAAGCCAAAGTATACCTCAGATGTTGTCTTCGGTTATAACTATTGTAAGTGTGTTCTTTTCTATGATT -TTTTTAAGTATACCCCTGACGATTGTACAAATGTTATCAATGGCTGTCATGCTATTGATAATTAAGGTTA -TTGGCGGAAAGAGCGGTATGTATTTTGGACTTCAGCAAAGGGATATTGGTAAGATAAATGGTTTTATTGA -AGAAATGATGGAAGGACAAAAGGTTGTAAAGGTATTTTGCCATGAGGATGAAGCAAAAATAAAATTTGAT -AAATTAAATGATAGCCTGTTTGATAGTGCAAATAATGCTAATAAATTTGCAAACATTTTAATGCCTATAC -TAGGAAACATCGGATACATTACTTATGTTTTAATTTCCATTATTGGTGCAATACTTGCTATTTCAGGCTT -TGGAGGTTTTACAGTCGGAGCATTGGCAGCTTTTCTTCAATTAACCAGAGGCTTTAGCCAAACTACGGGG -CAGGCTTCACAGCAGTTTAATTTTATTGTTATGGCTTTAGCCGGAGCAGAGCGTATATTTAAGCTGCTTG -ACGAAAAGCCGGAGACGGATGAAGGGTATGTGTCTTTAGTTAATGTAAAAGAAAATGAAAAGGGAGAACT -GTCAGAATCTGTAGAACGTACTGGAATATGGGCATGGAAGCACCCGCATAAGGATGGTACTGTTACTTAT -ACCGAGCTCCTCGGTGAAGTAGTATTTGATGATGTAGATTTTGGGTATAGAGAAGATAAGATTATATTAC -ACAATATAAGTCTTTATGCAAAACCTGGACAAAAGGTAGCTTTTGTAGGTGCTACCGGTGCCGGAAAAAC -AACAATTACAAATTTAATAAACAGGTTCTACGATATTCAGGATGGAAAAATAAGATATGACAGTATTAAT -ATCAACAAAATCAAAAAGAACGATTTAAGAAGTTCATTGGGAATAGTACTTCAGGAGGCTCACCTTTTTA -CAGGAACAGTTGCAGACAACATAAGATATGGTAAATTAAATGCAACGAACGAAGAGGTTATTGCTGCAGC -AAAACTAGCAAATGCTCACCAATTTATAAAACATTTACCTGATGGATATGAAACAATCATAACAGGAGAT -GGAGGAAATCTGTCTCAAGGACAAAGACAGCTGCTGACAATTGCAAGAGCTGCTATTGCAGATCCGCCAG -TTTTGATTCTGGATGAAGCAACTTCAAGTATAGATACAAGGACGGAGGCTATTGTTCAAGAGGGAATGGA -CAGGCTTATGAAGGGGAGAACCGTATTTGTAATTGCACATAGGCTTTCCACTGTTAAAAATTCTGATGTG -ATTATGGTACTAGAACAGGGGCAGATTATTGAAAGGGGAAGCCACAACGATTTAATTGAGCAAAGAGGAA -AGTATTACCAATTGTATACAGGAGCGTTTGAATTGTCATAAGTAAGTTAAAACACAGATTTGTCAAGGCC -GGATTATATATATAACCTTGATGGATTTGTGTTTTTATATATTCACTTTTTCCTCCCACCAGCCGAAGGC -TACTCTGGTCTGTATCTGCTCTTTACCTGGAGATAAAAAGAATAGAGCAAATGAACTTCCGGGAGGGATA -ATGTACATACCTTGGAAGTCATGCTTTGTAAGTGTTTCATTCGGTTCCACCCTTCTGACAAATGTATACG -TACCACTAGTCGGTGTTGGTGATACCATGCTTGCATTTTTGATTTTAACCTTGGGCATTGGTGAGGGGGT -TATAGATTGGTTCCCGGCAGCAAAATATGGGGATAATTTTGGTTTTCCGGGAAGCACAGAACTTAACCAG -CCTTCAGCGGTTAATGGTACACTAGCAAAGTTAGAAATAGTATAAGCATTCAAAAACATATTTACATTTG -AATTTTCGGGGTTGATCAATGCTCCCCAGCCATTATAAGAACCCCCAAAGGTTATCAAATCTGTTTGCCC -CAGAAAGTACTTCCCAAGGTATGAATGATAAACAGCATCAGAGAGTACGATAACTTTTTTAGGTTGTTTT -TCATTTTCCATAAATGCTAAGTTCATAGTTGATCCTCCAGAACACAATGAAACTGATTCATTGGATTTTT -TCTTCCCACCAAGTTAATACGATTGTTCCGCTGATGCTTTGCTGCCCCGGTGATTTCATAAGTATTGAAA -ACGAGCCTCCGGGTCCTATAATTATTGAGCCGTTGTGTGAGTCGCTTACAAGGGTGGAATTCCGGGCAAC -AATTCTACCAAAAATATTTACGCCCTTCATTAGGGGTTCTGTTAAAAAATCGGCATATTCCATTATGGCT -TTTGGCCGTGGAGGTGGAGACATAGCCTGATTTGACGGGGTAACTGTAGAGGATACTGTAGCCTTTATTG -GCGTGTTCGCATTAAGCCAAATTTCTGCGGTAAAGTTTTGAGATGAAAAGTTCGAAATAGTAAAAAGGTC -AATATATAGATTAACTCCTGAATCATTTGGATTTATTATACCGCCCCATGCATCGTATTTATTACCAAAA -TTCAGTATGTTGGTTTGACCGATAAAATATCTTCCCAACATGGAATTCATTGTGGGGCTGGTGATATCTA -CTACCTCAATGGGTTGTTTTGTTCGTTTTTCGAACATATTATATCCTCCTAATTGTGACATCTTTATAGG -ATATGATCTTTAAGGGCATTTTGTTAATTAAAATAATAAGAAAATTAGATTTTATAACTGTTCCAACGGA -TAGCTCTTGGTATACCCATTTACTGACCGAAGTTATTCAAGGCTTAAGGCATTTTACAAAGTTCAATAAT -TGGGAATATTAGGGTTTAAGAGGATATATCATGAATTTTTGCGAAATCACCACGACATATGATATAATTT -TTCTATTACACTAGTTTTTGAGTCTGTTTGGCTCAGGGGAGGTAAAATGTCTAAGAAACTACTTATGGGT -AACGAGGCTATAGCCCTTGGTGCTATAAGAGCAGGGGTGAATGTAGTAACTGGGTACCCTGGAACCCCTT -CTACAGAAGTGCTTGAAACGGTAGCCCGTAATAATCCCGGTGATATATATGTTGAATGGTCTGTAAATGA -AAAATCAGCCATGGAAGTAGCTGCGGGTGCGGCTTATTCCGGTGCCAGAACTATGGTTACAATGAAGCAG -GTAGGATTAAATGTTGCTTCAGATCCTCTTATGACTCTGGCATATATTGGAGTAAAGGGCGGCATGGTCG -TGTTGGTCGCTGATGACCCGGGGCCTTTTTCGTCCCAGACTGAGCAAGATACGAGGCATTTTGCAAGATA -TTCAAATCTTCCTGTACTTGATCCGTCTTCACCGGAAGAAGCATATGAGATGATCCAGTATGCATTTGAA -TTGTCAGAAATGGTAGAGCTTCCTGTATTTTTGAGGCCTACTACAAGGATATGTCATTCCTGTGCAACAA -TAGACGTAGATGAAAAAAGACTTGACCATAAGATTGAGGGGTTCGTGAAAGACTCCAGATGGGTTATATT -CCCAAGCCTTGCATATAAAAAACATATTCATATTGAGAAACTTCAACATAAGCTCAGCGATATTTTTTCA -GGAATCAGGTTCAACAAGGTTGAAGGAAAAGATGGAAAACTTGGTGTTGTGGCGTCAGGAGCTGCATATT -CATATGTTGTAGAGGCACTGGAGAAATTAAATACTAATAATGTAAAGATATTTAAAGTGGGAACTCCTTA -CCCATTCCCTAAGGAGATGGCATCAGGCTTCCTTGATGGACTGGAGGAAGTTCTTGTATTTGAAGAGCTT -GATCCTGTTGTTGAAGAGGAAATAGCCATGCTTTGTGCCTCAAAACAGCAGAATATCAGGATATTAGGTA -AAAAAACAGGGCATCTGCCTTTTGCAGGCGAGTATACATTTGAATTGGTTTATGAGGCACTGGCAAAATA -TCTGAAAATGGAAAAAGAGAACATTGAAAAGACTGTATCTCCGGAACTTCCGGTCAGACAGCCTGTTCTT -TGTGCAGGATGTCCTCACAGAGCTTCCTTCTATGCTGTCAAAATGGCAATGAAAGGTCAAAAGGCTGTAT -TTACAGGTGATATCGGTTGTTATACTCTGGGAAATGCGAAACCATTGGACATGGTAGATACCTGTCTTTG -TATGGGTGCAGGGGTAACTGTAGCACAGGGAATCAAGAGAGCCCAGCCGGATACCAAGCATATAGCATTT -ATTGGAGATTCAACGTTTTTCCATACAGGAATGCCGGGCATTGTAAATGCGGTATATAACAATACAGATA -TTACAGTTGTTTTATTGGATAACAGTACCACCGCTATGACAGGCCACCAGCCTCATCCCGGAACGGGAAA -AACAATGATGAACAGCATCTCGGAAAAAATTGATATATTTGGAGTTGTAAAGGCCTGCGGTGTTGGACAC -ATTGAGAAAGGAAATCCCCTTGATTTCAGTAACGCCGTAGAGGTAATCAAAAAAGCAGTAGAATATAAAG -GGCCGTCAGTAGTAATCTTTGAAGCCCCTTGTATAGCACTTTTCAAGCCAACGGTAGAATACAGCATAAA -AGCTAACTGTAAGGATTGCAAGAAATGTATTACAGAGATTGGCTGTCCCGCTATTTCCGTAATTGAGGGC -AAAGTAAGGATTGAACCGTCCCTTTGCTATGGCTGCGGGTTATGTACAAATGTATGCCCCTTTGATGCAA -TCGGAGGTGAGGAAAATGAGTAAACAAGGTTTTGATATATTAATATCGGGAGTCGGAGGGCAGGGAACAG -TTCTTGCATCCAGGCTTATAGCTGCGGCGGCTATTAATCAGGGCTGTTTTGCAAGAACTGCCGAGACTAT -CGGTATGTCCCAAAGAGGCGGGTGTGTCGTCAGCCATGTACGTATAGACAGCGAAAAATCTGGCTCTATA -ATTCCATTGGGCGGTGCAGATATGATTATAGCCTTCGAGCTTGCGGAAGCTGCACGGAGTATTCCGAGAC -TTTCAAGAAAAGGCTGCTGTATTGTTAATACACAGGTTATAAAGCCTGTATCAGCATCTCTTGGTAGCAC -TAATTATGATATTGATGAAATAAATCAATATATAAAAGACAATTCTGCGGAAGTATATTTTGTAGACGGA -TATTCCCTGGCTGAAAAAGCTGGTAATGTAAAAGCAGTAAACGTAGTCTTGCTTGGAGCTGCTACAGCTG -TGTCTAAAATGCCGTTTACAAAAGAAATAATGCTTAATACTATTATAGAAAATGTTCCCCAGAAATTCAG -AGAGCTAAATCAGAAAGCATTTGAAATGGGATATGAAGCAGCAAAACAATTAATAAAAAAAGTCTAAAAA -ACATATAAAATATATCGCAAATAAACTTACTATTATAGGGAGATAAGACCATGAGCGGAAATAAACTCGG -CAGGCAGAAACACATAGCATTGATAGCACATGACAACAGAAAGGAAGATTTGATTAATTGGGTCAAAAGC -AAGTCAGATATACTTTGCAGACATTTTTTATGCGGAACGGGAACAACGGCAAAAATGATTACTGAAAACA -CAGGATTGCCGGTTAAGAAGTTTAAAAGCGGACCTCTTGGAGGTGACCAACAGATAGGTGCATGCATTGC -CAATGGTGAAGTGGATTTTATGATATTCTTCTGGGATACGCTTACTTCACAACCCCATGATCCTGATGTA -AAGGCACTGCTAAGAATTGCAGTTTTGTATGATATCCCGGTTGCAATGAATCGGTCAACTGCTGATTTTC -TCCTTACGTCAAGTCTGATGGAGGACGACTATGAAAGGAATGTGGTGGATTACTACAGCCGCATAAGAAA -AGAGCACTTTGGAGGTATCTGATTTTAATAAAATCAATAGACAATGTATGCAAAAATTTGTATAATAAAG -AAAAAATATAGAGAAGAGATGAGTTTAAGATGAGAATAGATCAGTTTCAACTATTGAAAAAATTGTTGGA -AAACATAAGCCAGAACAGTCCCTTTTACAGGGAAAAATTTCAAAAAAACAGTGTGGATATTGATGATATC -AAATCCCTTGAACAGATAAAAAATCTTCCTTTTACAGTAAAGGAAGAACTTAGAGATGCCTATCCCCTTG -GATTACAGGCGGTATCCGATGAACAGGTTGTCAGAATACATTCTTCATCTGGAACAACGGGCAAACCTGT -AATAATACCTTATACTGCTCAGGATGTTGCAGATTGGGCTGAAATGATGTCCAGAAGCTTTAGTATAGCC -GGAATTACATCCCTTGACAGGGTTCAAATTACACCGGGTTATGGACTCTGGACAGCCGGCATAGGATTTC -AGGCAGGTGCCGAAAGACTAGGTGCAATGGCTGTTCCCATGGGGCCCGGAAATACAGACAAACAGCTTCA -AATGATGGTAGATTTGAAATCAACTGTAATTATCGGAACTTCTTCATATGCACTAGTACTTGCGGAAGAG -GTTGAAAAGAGAGGGTTACGCTCCGATATCCATTTGCGGAAGGGTATTATTGGGTCAGAACGCTGGGGAG -AAAAAATGAGACAGCGTATTAAAAATGAGCTTAACATTGATATCTATGATATCTACGGTCTTACAGAAAT -TTATGGCCCGGGTATTGCAATTGATTGTCCGAGCCATGACGGAATGCACTATTATGATGATTACCTTTAT -TTTGAAATAATTGACCCTGTAACCGAGGAGGTTCTCCCGGTGGGAGAAGTTGGCGAGTTGGTAATTACTA -CACTTCGAAAAGAGGGAGCTCCACTTCTTAGGTACAGAACAAGAGATTTGACCAGAATTATTCCTGGAAA -ATGTAAGTGTGGTATGGAATATCCACGTATTGACAGAATTATAGGCCGTACTGATGATATGGTTAAGGTA -AAAGGTGTAAACATCTACCCCGGTCAGATTGATGAGATACTAAAGGATGTTGACGGAGCAAGCAGTGAGT -ACCAGATTGTTATTGACCATTTAAATGGAAAAGATGTTATGACTCTGAAGGTCGAATATAATTCCGATGG -TGATACTGAACGTGAAGAGATTGAAACCAATATCGTTGACTTATTCAAAAAAAGAATTGGAATACATATT -ATTGCCGAGGCTAGTCGCATTGGCAGCCTTCCGAGAAGTGAAAAGAAGAGCAGGAGAATTATTGACTACA -GACATAATTAAATTATAAGAAATTGAGAGGCAGCTTGCTTTTTAGCAGGTTGTCTTTTTTATTTATAGGT -ATCGAAGAATACAAGCCATCTACAAAAAAAATTTTCCATGGAAAAATTGTATATATTTGATGATTTTACT -AATAATAATAGCAACATCGGTTTTGGGAGGTGAAAAAATGCATCCGGATTCAGAAACATCTGAATGGGAC -AAATGGAAATCAAGTCTGGGAAAGGTAGTGAATACGGCAGAGGCAGCAGGCATGTCAGAACGGGCAGTTG -ACAATATCGCATATAGAGTCGGTAACGTACTTAATGCTGTTGCTGATCCGAACAATGTACATCAACTTGT -TTTAAAGGAACTATGGAAAGTAGGAGATGATGAGGAAAAAAAAACACTAGCCAATTTGATTGTAAAACTG -GTAAAGAGCGATTAGTAAGACTATTTTTGCATATGGATTATGATCCTATACTTAAGGATTATATATAAAA -TAAAAAACAAAATTCTAGGAGGAAACTTATATGAAAAAGATTTTTGCATTAGGTATAACATTGGTTTTGG -TTTTGAGTATGGCAGCTTGTAACAAGGCAAATACTCCGGGACCTTCCACAACATCACCTTCACCGACCCT -GAGAACGCCGACTACTACATCACCATCAACAACAACACCTTCACCAACTTTGAAGACACCGACTACTACA -TCGCCAGCTAAATCATCTCCATCACCTTCTAAAAAATCACCATCAGCATCAACGTCTACTCCATCAAAAT -CAGCTATGGCAGGGAGTTATAAAGATGGAACCTATTCTGGAAAAGGTGACCCTTGGGAAAATGGGCAGGA -AGAAGCTAGGGTGACTGTTAAAGATGGAAAAATTACCGATGTATCTCTTAAAAGATTAACCAAGGATGGT -AAATCTGAGGTTGATTACAGCTTGTTTGACGGTAAGGTTCATAATGGAAAACAGTATCCAAATCTAAAAG -AATTTAAAGTATCAATGGAAAAGAAAATGGTTGAAAAGCAAAGTGCTAAGGTAGACACTATAGCAAGTGC -AACTACAACAACAAAAAACTGGACAATTGCAGCACAGAGGGCACTTGACCAGGCTAAGAAATAAAGTTAA -AAAATCCGGGGATATAAACTATATATATTCCCGGATTTTTTATTGAATTATTGTATAATTATACATATTG -CATCCAAGCAATAAAAAGAGTTAAAATAAACACATAAAACTGGCAGAGTAGATTTTTGTGCGTTAAGTGC -CGGAAGGACGGGAAGTTGCCTTTCGGACGAAAAACAATAATTTTTATTGTTTGCGGTACAAATATCGCAT -TCCGCTGCCACTAAAAAGAGAATACCTCTTTTGTGTGGCTTTTACAAATTATCAAGGGACTTTTTATTTT -GTTCCCCCACATTAAAAGGAGGTATACGTTTTGCACAGCAATGTCAAAAAAATTGTTTTGGCAAGTCTTT -TTATTGCCATTGAAATTATTGCAACAAGATTTTTATCCATTCAGACCCCAATTATCAGAATTTCACTAGA -TTTTATTCCTGTTGCCTTGTCGGCAATCATACTTGGACCTTACACATCAGGTGTGGCAGCTGCTATAGCA -GATATTTTCGGTATGTTGCTTTTCTCAAAAGGAGTAGCCTACTTCCCAGGCTTCACATTGAGCTCATTTG -TATCCGGTTTCTTGTATGGAATTATACTTCACAAAAAGAAAATTACTCTTAAAAGATGTTTTTTTGCAGT -CGTCACAGTAATGATTATAATTTCCTTGGGGCTTAATACAATCTGGCTGCTGATTATAACAAATAATGGG -GCATTTGCCATTTTAAGTGCTAGAATAGTTAAGGACATGACAATGCTGCCCATACAGACATTTTTAATAT -ATTATGTATGGCGTGCAATTGAATCTACAGTGAAAAGTACTTCGACATTTTATAAGACTTTTTAAATATT -ATTGCGTATTAATTATAAATGATATTTAGGAGTTGAGGATTTTTGAATAAAAAATTTATTTCATCTATTG -CAATTATATCTATAGTGAGTATGCTTTTTTTGACAGCCGGATGCGGTGTGAGAATAAACGGTAAGGATTA -TACAATATTCGAGGCAAATCATCAAGAGGATAAAAAGAATGATACTGTTAGAGAAGAGACAGGAGGAGAC -ATGGAGAGTGAGGTAGCAGAGGGCATTGATAAAATAGCTGAGGAAATAGGAGAAGGAGAAGTTCTCAATA -TTGACAATAGTGCCGGAAACATTACTATTAAAGAGTCTGATGATTCCAAGCTTGTTGTCGAGATTCAAAA -AAAGATAAATGGATTACCTTCTGAACAGATAAAGGATGCATTCCGCAGTATGAACTTATGTTTGGAAAGA -GAGGGTAAAGACTTAAATGTAGTTTTAAAGACAAAAGATGGTAATGATTTTTGGGATTGGAATAAATTGA -AATTGGGTTTATTTAAAGGCAGTGTAAATTTTACCGTATTGGTTCCTAAAGGCATTAAAGAAATAAACAC -AAACACAGGGGCGGGTAATATTGATATCAAGAGAATCTCTTCACAGATTTCCGCTAGCACCGGAGCTGGA -AATATAGATCTTGACGACATTTCGGCTTACGGAGAAACAGTATTGGAGACGGGTACGGGTAATGTGGATT -TTAACGGTGATATTGATAAAGTTACTTCTTTTAAAGCCTCCACAGGAGTTGGAAATGTAAGTTTAGAAGT -GCCGGAAGAAACAAAAATGTCTCTTAATGCAGAAACTGGTCTGGGACATTTATCAGGTTTCTTTATAAGT -TCAGATGACAAAGTCAAAAAGAGCTTCAATGAAGATATAAATGGCGGCGGCCCGGAGGTAAAGCTAACTA -CGGGTGTTGGAAATACAGAAGTAGATAAAAGGTAAAAAATGCCGTTCATACATACTAAACAGGTATGAAC -GGCGTTTTTATGGGAACATACTTATAATACTGCCTTTAATGAAAGCCATAAAATATCACAAAGTTCGCAT -TTATTATTTTCATTGGAATACATTTCAGGCAAAGAATTATTGTTTCCCAAATCAAAGATTTTGTCATCAA -AGGCAACTGATAATAAAAACTCACAATCACCAAAGTTCTTCCTCTCAAGAATATCAATCATTTGCCCTAT -ATCCAGCAGTGGCAGACAATCCTGCTTGTTAAAGGATTCAGGTCTTTGAAGCTCAAAGCTGAAATCTTCG -TCAATGGAGAAATCCTCCGAAAAGTCATCATTCAGGGTATCCTCGGAATCCTCAACACTATCTTCAGTTT -CCCGCGGATTTTCAGGGTAAGCTGGATATGTATCTCTGTCTGAATCGTTTTCAGATGTCAATGTGAAAAG -GTTGTCAGGCAAAAATTTCATGTCATAGAGAACTATATCGTTATGTTTGGTTAAATTGAGTCCTCCAATA -ATAAATGTAATCTGCTTGTATTTTTCCTCAGCGGCATCTACACAGACATTGGCAACAGCGACATCATACG -CTTGAGGAATCCACAAATCACAGAGATTTTGCTTTTGCTCAAGCGTCAGCTCAGCAAGATCTTTGTCAGT -TATTCTAAGTTTCATACTGTTTTCCTCCGACTTGGATAGATTAAAAAATGTTAACGGAAAATTACACCAA -TTATTCCGTAAAATTATTATATTATAAAGTTTGCTTCTTGTCATAAATATTTTGTTTTTAGTCGGAATAA -TACATTGTACAGCTTTAAAGTTGGTTTATAACACTTGACGAGAACACAAGTTTGATAAATAATGTTTAAG -TGGACGATTATACAAGTATATGGAGGTTTTACAAATGACAAAGAAAGATAGAAAGAATGAATATGGTAAT -GAAAGCATTTCATCACTCAAAGGGGCTGATCGGGTAAGACTACGCCCAGGTGTTATATTCGGTTCAGATG -GTCTGGACGGTTGCGAACATTCTTTCTTTGAAATTTTGTCAAACTCAATAGATGAGGCCAGGGAAGGTCA -TGGGAATATTATTGAGATTACAAGGTTTGCGGACAATTCCATTATGGTTCAGGACTGGGGAAGAGGTTTG -CCTGTAGATTATAACTCAAAAGAGGAACGTTTCAACTGGGAGCTTGTTTATTGTGAATTGTACGCAGGAG -GGAAGTATCAGAACAATTCAGGTGAAAACTACGAATATAGTCTTGGACTAAACGGACTTGGGGCATGTGC -AACCCAGTATAGCTCGGAATATTTTGATGTTACTGTATTTCGTGACGGATACAGATACGACCTTCACTTT -GAAAAGGGTGAAAATATCGGAGGGTTGAAAAAGGAAAAATGTAAATATGATAGAACGTCAACCATTCAGA -AATGGAGACCTGATATAGATGTTTTTACCGATATAGATATTCCACTGGAATATTATCAGACGGTACTGAA -AAAACAGGCAGTAGTCAATGCGGGGCTTAAATTCATACTAAAGGATGAGGAGTCTGGTGAAACATATATA -TATATGTATGAAAACGGTATAGTTGACTATATCAAAGAAATAACAAAGGATACCGGTTTCACTGAAGTAC -AGTTTTACGAGGGTTCTGCGAGGGGCAGGGACAGAGCGGACAAGCCGGAATACAAGGTTAAGATGCAGAT -AGCCTTCTGTTTTAACAATCATACAAACCTTTTGGAATACTATCATAACTCCAGCTTCCTTGAGTATGGC -GGTGCCCCTGACAAGGCTGTAAAAAATGCAATGATATATGAGATCGACAAGAGTATAAAGGCAAGGGGAA -AATATAACAAAGACGAGTCAAAAATAACCTTTGCCGATATCGAGGACAGTCTTATACTGGTTGTTAACTC -TTTTTCCACAATAACCAGCTATGAGAACCAGACGAAAAAATCAATAACCAACAAGTTTATTCAGGAGACC -ATGACAGATTTCCTTAAACAACAGCTGGAAATCTATTTCATAGAAAACAAAATTGAAAGCGACAAAATAA -TTGAGCAAATTCTGGTAAATAAAAGAAGCAGGGAAACCGCCGAAAAGACCAGAATCAACATTAAAAAGAA -GCTTAGCGGCAATTTGGATATTTCCAACAGGGTAAAGAAGTTTGTCGACTGCCGTACGAAGGATATATCA -AGAAGAGAGATATATATAGTTGAGGGTGATTCTGCTCTTGGAGCCTGTAAGCTCGGAAGGGATGCAGAAT -TTCAGGCTATTATGCCGGTAAGGGGAAAAATCCTCAATTGTCTTAAAGCACAGTATGACAATATTTTTAA -AAATGAAATTATTATTGATCTTTTAAAGGTACTGGGATGTGGTGTAGAAATCAAATCAAAGCATAACAAG -GACTTAAATACTTTTGACCTGGCGAACCTTAGGTGGGACAAGGTAATTATATGCACTGATGCGGACGTAG -ACGGCTTCCAGATCAGAACTCTGATACTAACTATGCTTTATAGACTTGTCCCTACACTTTTGAGTGTAGG -AAAAGTATTTATAGCAGAGTCGCCTTTGTTTGAGATTACTTGCAAAAATAAGTCCTACTTTGCATATACG -GAAAAGGAAAAAGCAGAGATTCTAGCAAAGCTTGAAGGCAAGAAGTATACTATTCAGCGTTCAAAGGGAC -TTGGAGAAAACGAGCCGGAAATGATGTGGGAGACTACTATGAATCCTGCCACAAGGCGGCTGATAAAGGT -AATGCCAAGCGATGTAGAGAAAACTACTATGATGTTTGATGTACTGCTGGGAGATAATCTGGCAGGAAGA -AAACAGTTTATAGAAGATAATGGGAATAAATATCTTGATATGATTGATGTTAGTTAATAATAATTATTGT -ACTTTTAAATAATCGGAGTAAAGGAAAGAGGCAAAAATGACTCATAAAAATCTGGTTGAACAAAATATTA -CAGAAACTCTGGAAAGCAACTATATGCCATATGCAATGAGCGTTATAGTTTCCAGAGCAATACCTGAAAT -CGACGGGTTTAAACCTTCCCACAGAAAGCTGCTTTATACCATGTATAAGATGTCGCTTCTGACAGGAGCT -AAAACCAAATCATCTAACATTGTCGGCCAAACCATGAAGCTAAATCCTCATGGAGACATGGCTATTTATG -AGACAATGGTAAGAATGACCAGGGGTAATAATGCTTTGCTTCATCCGTTTGTAGATTCTAAGGGTAACTT -CGGAAAACAGTATTCCAGGGATATGAAGTTTGCAGCACCCAGGTATACCGAAGCAAAGCTTGATAAAATA -TGTGAGGAAATCTTTAAGGACATTGACAAAAATACTGTTGAATTTGTTGATAACTATGATGGAACAATGA -AAGAGCCTGTTTTGCTGCCAACTACTTTTCCGACTATTCTGGTGAATTCGAATCAGGGTATAGCCGTTGG -AATGGCCAGCAACATCTGTAGTTTCAATCTTGTAGAGATATGTAAAACAACATCTGCTCTTATTGACGAC -GAAAATGTAGTTCTTGAAGATTATCTTAAAGCACCTGATTTTTCATCAGGAGGACAGCTTATCTATTCCG -CAAAGGAAATAAGGGATATATACAAGAACGGCAGAGGCGGCTTTAAGGTTCGTGCTAGATATAAATACGA -CAAGGAAAACAATTGTATTGAAATTATTGAAATACCATATACAACAACGGTTGAGGCTATTATCGACCAG -ATAATAGAGCTGATAAAGGGCGGCAAAATTAGAGAAATAACCGATGTCAGGGATGAAACGGATTTAAGCG -GCTTGAAACTGACCATTGATCTCAGAAAGAATACAGACCCGGACATACTTATGAACAAGCTATTCAAGCT -TACGCCACTTCAGGACAGCTTTAGCTGTAATTTCAATATTCTTATAAACGGTAGGCCAAGAGTAATGGGT -GTCAGGACTATTTTGAACGAATGGCTGAATTTCCGAGTTGAATGTATAAAACGCCAGATATCGTATGATA -TAGAAAAAAAGAGTGATAAGCTTCATTTGTTAATGGGTCTCAAAAAAATACTTTTAGACATTGATAAGGC -AATTCAAATCATTAGAGGAACTGAACAAGAAGCTAAGGTTGTACCAAACCTGATGACCGGCTTCGGAATA -GATGAGATTCAAGCTGATTACATAGCAGAAATCAAATTGAGAAACCTCAACAAGGAATATATACTCAACA -GAGTTGGTGAAACAGAAAATCTTATTAAAGAGATAGCAGAACTTAAAGATATACACGGAAACGACAACAA -AGTAAAAAAGATTATCCAGAAGCAGCTAAGTGAGATAGCTAAAAAGTTTGGAAAACCAAGACGTACTGAA -ATTATAAGTGATGAGCAAGTCGAAGAAATAACCACCGAACACTTTATTGAAGACTATAACCTAAAGGTAT -TCCTTACTGAACACAACTACCTCAAAAAGATACCATTGGTTTCATTGAGAGCGAACCCGGAGCATAAGCT -TAAGGATGAAGATATAATAATTCAGGAGATAGAGACCCACAACAAGGCTGATTTACTGATGTTTACCAAC -AAATTTAACGTTTATAAATCAAGGATTTATGAAATTCCGGACTGTAAAGCAAGCAGTCTGGGAGAGTATT -TGACAAATCTTCTGGGACTTGATAATGATGAGAAAATAATTTACATTACTGCAACTAATAATTATGAGGG -GTATATGCTGTTTTTCTATGAAAACGGCAAGGGTGCAAAAATTGAAATGTCCGGCTATGCAACAAAAACA -AACAGGAAAAAGCTTGCAAATGCTTATTACAGTGGCTCACCCCTTATAAGAATGATTTTTATAACGGAGG -ATATTGAGCTGATTGCGATAAGCAGCATTAATAAGCTACTTGTATTTAATACCAACAGTATAAATCCAAA -GACAACAAAAAATTCTCAGGGAGTACAGATTCTTACCTCAAAGAAGGGAAGTTTAATGACGGATATCAAA -ACCCTGGATGAAATGGTATTATCCAATGTGGATTATTACAGGACGAAAAATATTCCGGCAGTGGGTTATT -ACATTAAGGAAGAAGACAAGACAGAAAAGCAGATGAGTCTTGATTTGGAATAAAATATGTAAAGTATCTA -ACGTCAGGTTAGGTGTCCTGAACGGTACTTGGGTTGACACTCCTCTGGGAAATATTAAGTTTTGTTTATT -CGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGGTCTGATATCTTTTTTGCCCTCA -TCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCAGGATCATTCAGGAGCTTCTCTCGGGCAAGAGGCA -AGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTTTTCCCCTGATGTGTTCGCTCTTCGTT -GTATTCCAGCATATAAAAATCCAAATCCTCCTGCATTTGTTCAACTGATTTATACATTGTCCTTCGGAAT -GCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTCGCATATACCGTTTGTTTGAGGGCTTT -TAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAATAACTCATACAAGTGTTTCTCAGGTGC -TCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCGGTATCATATGATTCTCAAAGAACGGT -AAGACTCTGTCATTTAATATATCTGCTGCTGTTACTGGTACCTTGGCTGTATATAATTTTGCGAATCCCA -CTGCCGAATAAGTATCTATGGCAGTTTGCTGATATATACGTCCAACACCTTTGATATAGCCCACATAGAA -AGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCTCGTCTATGGATATATTCTTTTCCTGC -TGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCTTCCTTGGCAGCCTTTTCTTCAA -GCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGCCAGATTGATCTTACCCCTCCGGCTGA -TACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCGTATGCCGGCTTTTCATATGCT -ATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATACAAGGCTTTCTTCTGGTCTTGT -CCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATATCATAGAAGTGCTGTCTGCTGACTCC -ATGAATTTTACATGCTTCACTTACGTTTTGAAGATATTCGGCCAACTCAATCAGGCTCATTTTGTTTTTA -ACTATACGATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAATTTAATTATTGTCCAGAGGAGATATT -GCCCAACATTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAGCAGGTTAGGTACTTTTTTATTACGAT -AATATGGAGTTTTATTTAATAATACATTACATAATTGACATATATAGTAATCAGATGCAATAATGGTAAA -ACAAGTAATTAATTACTATTTTATCATAGCTGAAAGGTTACATTATATGTTTCAAAAAATCACAGAAAAA -ACACTAATTGTATTTTGTTTAGTGTATTTGATAATCATATCCGTTTGGAACTTTGTTTATTTAATACAAA -ATAAAGCTGCAGTCTATATTTTTCCTCTAGAGCTTTTTTGTATAGTTGTGTTTTTGGTTATATACAGATT -AAAGGCAGGCAAAAGGATATTTGCAATATTATTGTTTGTTATGGCTTTCTGCCTAAAAAGCTATGTTGCG -GTTCGTTATAATGCAGCTCCACAATCGGATTTCAAATTAATTTATAATGCAGCAATAAAATTAGCTCAAG -GTGATTTTTCATTTTCAAATACAAAATATTTCAGCTTGTGGTCATATCAGACTGGGATTGTATTATACTA -TGGACTTCTTCTGAAACTTGGCCTAAATGTTATTGGTCTTAAAATTTGCAACTGTTTTTTTATAGCAGGT -GTTAATGTTCTGGTATACAAGATTTCAGAAAGGCTTGTTGGCGATAGGTGTGCAAGATTTATTTCGGTAA -TGTACCTTTTTTATCCTGCAACATTTTTCTTATGTTCTGTATTAACAAATCAACATGTTTCCAATTTCTT -AATATTACTGGGGGTTTACCTGTATATTTTCAGAAAAACCAACACAGTAGCTAATACTGTATTAGCGGCT -GTAATGATTGCTATTGGAAATGCCTTGCGTCCTCAAGGTATTTTAGTCGTTGCTGCATTTATTATTTGGG -CAGTGATAGAATTATTACACAAAAATACCGATAAAAAAATTAAGGTAGAAACAGCGGTAAAGATTTTAGG -TTTTGTGACTGTTTACGTACTTTTGGGAAAAGGTATGTCCATGGCAACACAGATTTCAGGGTTGAATCAG -AATGGGCTAAGCAACAACTTTCCATTATATAAAATAGTGGTAGGATTAAACAGCGAGACTGCCGGATGCT -ATTCTTATGAGGATGCCTCAAAACTTATTACCATAAAAGATAGTAAACTCAGAAATCAAAGGGCTTTAGG -GCTTATCAAGGAAAGGCTTACGTACAGTGATAAAATGAAAAAACTAATGCATGGAAAACATGAAAAGATG -TGGGTAAAAATGGATACTACAATCGATTGGGGCTTCAAATATTTAAATCAGATTGGGATAACATTTTTTA -GAAAGAATATTGTATATGAAAACTTTAAAATAAGAATTTTAAAGTTGGAAAAGGTTTTTTATTGTTTTAT -ATTTGTTTTGGCGACAGTAGGTGTTTTTGCAGAAATAAGAAAGCACAAATATAAAAAAGGTTTTGTTCCC -ATTTCATTAATCATAGCTGTGAATTTCGCAGTATATTGCATGATAGAAATTCAAAGCAGGTACCGGGACT -TTCAAATGATTTTCATATTCATACTTGCGGCAGTCGGTATTAAATATTTAGCAATGCTTGTAAAAAACAA -TTTAATCTTATGGCATAATAGAATATACTTGACATCAGTGGATAAAACTATAAAATAAGTAATAGCTAAA -AAATATATAGTTGGAAGGAATACTTAAATTATGAACAAAAATCCTATTGTTACTTTTGAAATGGAAAACG -GGAATATTATGAAGGCAGAACTATATCCTGAAATTGCTCCCAATACTGTAAACAACTTCATTTCTCTTAT -AAATAAGGGCTTTTATAATGGCGTTATATTTCACAGGGTAATACCTGGTTTTATGATACAGGGGGGAGAC -CCGGAAGGAACCGGAGTCGGCGGCCCTGATTACAGCATTAAGGGAGAGTTCTCATCAAACGGATTTAAAA -ATGACTTAAAGCATGATAAGGGAGTTCTTTCCATGGCAAGAACAATGGTTCCTGATTCTGCCGGATCACA -GTTTTTTATAATGGTTGAAAGAGCACCTCACCTTGACGGTCAATATGCTGCATTTGGTAAGGTAACCGAG -GGAATTGAAGAAGCGGATAGAATAGTAAGCGTTAAGACGGACTACAACGACAAGCCAAAGGAACCTCAGG -TAATGAAGACGGTTACTGTTGAAACATTCGGTGTAGAATATCCTGAACCTGAAAAAGTATAAACTTATTT -AGAAAACAAAAAAGCACGTTGTATCAAGGCTTTACCGACTGATGATACAAAGTGCTTTTCGTTTATATAT -TAAGAATTATTGATTCTGTTTATAATTGTCCTCGCAGCAAGAACACCGCTGGCACTGGCTTGTGAAAGTC -CTCTCGTTACACCGGCACCATCACCTATGGCAAACATGTTAGGGAGCTTGGTTTCAAGTTCATTAGTCAA -CTGAAGTCTTGAACTGTAGAATTTAACCTCTACACCATAAAGCAGTGTATCATAATTTGCTGTGCCCGGA -GCAATCTTATCAAGAGCATAGATCATTTCAATTATGTTGTCCAGATGTCTCTTGGTTAATACAAGGCTTA -AATCCCCAGGGGTTGCATTTAACGTCGGATGAGTGAAACTCTGACCGAGTCTGTGAGGGTTAGTCCTTGC -ACCCTTGATTAAATCCCCGAACCTTTGTACAAGTACACCTCCGCCAAGCATATTTGAAAGAGAGGCAATT -CTCTTACCGTATTGGTAAGGTTCGTTAAACGGTGATGTAAACCTGTTACTAACCAGAAGTGCAAAGTTAG -TATTTTCACTTCTCAGTTTTGGATCAGTATAGCTGTGTCCGTTAACAGTTACGATTCCATCAACATTCTC -TGAAACAACATGTCCATATGGATTCATGCAGAAGGTACGAACAAGATCACCGTACTGCTTTGTCCTGTAG -ACAAGTTTAGATTCATATACAACATCAGTAATATGTTCAAATACCTTGGCAGGCAGTTCCACTCTTACTC -CGATATCAACCTGGTTGTTAATGAGGTCAAGATTCAATCTTTTACACTGTTGTGAGAACCACTCGGCACC -TGATCTCCCAGGTGCTGCAATTAGATACTTGCAGTTAAGGGTTTGTCCGTCATGTAACTCAACAGCATAA -CCTCCGTCCTTGCAGGGTTCGATGTTGAGAACCTTTGTATTACACATAAGCTCCAGACGTTCCAGAAGGT -AATTGTATAGTCTTTTAAGTATTTCAAGGTTGTTTTCAGTACCAAGATGCTTTACTGATGCCTGCAACAG -GTGAAGGTCATTTTCTAATGCCCTTTTTTCAATAGCCTTCGCTTCATCAGTATATGTGGAGAACCTTTCC -TTTGTAGCTCCAAATTCAACGTTAACATTATCAACATAATTTATAAGATTCATAACTTCGTCATCAGGCA -GATAATCATTCAGCCAGCCGCCAAAAGCAGTTGTAAAGTTGAATTTACCGTCGGAATATGCTCCTGCACC -ACCGAAACCACGCATTATATCACATGTTTTGCAGCGTATACAGTCCTCTGTTCTATTAGTAACAATGGGG -CAGGTTCTTTTAGTAATATCATGTCCCTGTTCAATCATTACTACCTTGAGTTGGGGATTTTGTTTTGTCA -GTTCATATCCGGCAAAGATACCTGATATACCGCAACCGATTATTACAACGTCGTACATTGAATTGTTCAT -GTAAACCCTCCATATACAAAATGTCAGTTTAATATTTTACTTAAAAATGTATGGTAGCTGATAGATTGTC -TACCCAAATAACATATTATACATTAAATAAAAACGTTAGTAAATGGTAAATTAATATAAGGCATATAATT -CAACATAATGCGGATTTTAGTAAATTGGTTTGAATTATTTTATTAAAAGTGATATACTTTACACAAAATA -AAAAGACAGTTCGTGACCATCCTGTCTAAAAACAAAACTATGGCGACGCTGCCTGCTTAAGCAGGGCAGT -ATTTTGTTTTGTATAAAGGCATTTAAGGTACTTTGTCACGGCAATGGAGGTTAAATGAATAAAAATATCA -GAAGAGTAACTGTGGCAGCCATGATAGCAGCCGTGTATTTTGTCCTTACAATGATTTTTTATCTAACAAG -TTTTCAGCCGCTTCAAAGCAGGCTTTCAGAAGCTCTTACCGTACTTCCGTATTTTACTCCTGTGGCCATA -CCGGGAATTTTTGTGGGTTGTATTATCTCAAATATTCTTGGAGGGAACGGAATATGGGATGTGGTTATTG -GAAGTCTTGCATCTCTTTTAGCAGCTTATCTTACTTATAAAATAAGCTATAACAAGCCTAAACGTAAGCT -ACTGGCACCACTGCCCGCGGTATTGGTAAATGCTGTGTTTATTGGTACTATGCTTAGTGTGCTTTCTGAT -TTGCCCCTTTTTGCTACTATGTTATCGGTGGGATTGGGACAGGTGTTGGCATGTTATGTCCTTGGATTTC -CATTAATGCTGCTTATTGAGAGAACGAAAAAATTAAACGAACTTTTTAAAGGTATTTCTTAAAAATGTTC -ACATTTGTCTTGATTTTTTTCTTTGTCTAATATAAAATGATTTTGTCGAAATACTATTGATTATGTTTTT -AAAAAATTTTATATAAAGATATTTTCCAATTAATTGATTTTTTATATTTTTAATATAAAATTAAATTATG -GAAAAGTATCCCGTATATTTTCGGTAATATGGTCCGACAGTTTCTACGAAGCCGCCGTAAATGGCTTTGC -TACGGGTGTTCATCTTAGACATAGCAGTTTGTCGTAAGATTTTGAACTCCCAATCTCTGATTGGGAGTTT -TTTAGATTTATGACGCAAATCCATTAAGTACTTGTGGTATTTGACCCGGCAGACCCCGGGCTTGATACTA -TTTTGTAAAGGTATGGATATTACTGCGATATTTATGACATTTATATTACCGGAGGATAAGATGGAACTCT -TAAAGCAGAGAATATTAAAAGACGGAAGAGTAATTGGAAACGACATATTAAAGGTTGATTCATTTCTGAA -TCACCAAATGGACGTAGCTCTTTTCAATGAGATGGGCAAGGAATTTCACAAGCAGTTTGCCCATAAAAAT -ATCACCAAAATTCTAACTATAGAAGCGTCAGGCATTGGTATTGCCTGTATTGCCGCACAATATTTCAATG -TTCCCGTAATTTTCGCAAAGAAAACAGAATCCAGAAATCTGGATAGCGATGCATATCTTAGTGAAGTTTT -TTCCTTTACAAAGGGAAAAACCTATACCATTCGGGTTTCAAAAAACTATTTAAATTCAGAAGATACAATT -TTAATAATAGATGACTTTCTGGCTAACGGAAAAGCTGCATTGGGACTTGCCCACATAGTGGAACAATCCG -GAGCCAAGCTGGGAGGCATAGGGATAGCAGTAGAAAAAGGCTTTCAGGATGGCGGAAAACTGTTAAGGGA -AAAAGGCTTCGATGTTAAGTCCCTTGCAATCATCAGCAGTATGGAGAATGGAAGACTTAGCTTTACAGAA -TAGTTATTTGGTGTTTCTTGAAACATTAAAATATATAATTTTATTTTAAACAATAGGGGGATAACAAAAT -GAAAAGATTAACGGCTTTAATGCTAACAATTGTATTTTTTTGTATGGCAGTATTATCCGGCTGTGGGTTA -AGTGCTACTGACAACAGTGGAAATTCATCAGCATCTACCTCTACATCAGCAGGCTCAACAGCATCAGATT -CATCAGATGCAAACGGATTAAAAGTAGGATTTATCTATATCGGATCAGTTGGAGATGTAGGATATACCTA -TGCACATGATCAAGGTCGTAAATACCTTGAAACTACTCTTAAAGACAAGAATATAAAGACATTGGCGGTT -GAGAATGTTCCTGAAACGGCAGAATCCGAAAAGGCAATAAATAACCTCATTGACCAAGGTTGTAAAGTTA -TATTCGCAACAAGTTACGGTTACATGGAATTTGTTGAAAAAGCAGCAAAAGAAAATCCGGACGTTAAGTT -CTTTCACTGCTCCGGATATAAATCAAATAGTACTAATTTTGTAAACTATTTCGGGCAGATTGAAGAAGGA -AGGTATCTTTCAGGTATTGTTGCAGGACTAAAGACAAAAACAAACAACATCGGATATGTTGCAGCAATGC -AGATTCCTGAGGTTATCAGAGGAATAGACTTCTTTACACTTGGTGTTCGCTCTGTAAATCCTGATGCAGT -GGTAAATGTGAAATGGACAAATACCTGGTACGATCCTCAGGTTGAAAAGGATGCGGCTACAGCACTTCTT -AATGAAGGAAACGATGTTATTGCTCAGCATCAGGATTCAACAGCTGCACAAATTGCAGCTCAGGAAAAGA -GTGCATTTGCAATCGGATACAATTCAGACAGTAGCAAGGCAGCTCCAAAGGCATACCTGACAGCTCCGGT -GTGGAACTGGGGAGTATACTATGCTGATCAGGTTCAGAAGATACTGGACGGAACATGGAAAGCTGAAAAT -TACCTTGGCGGAATGAAGGATGGAGTTGTTGATATCGGGCCAATATCAGACTTAGTTGAAGATGACATAA -AAGCTAAGGTTGAAGAAGCAAAGAAAAAGATTCTCGATGGTTCATTAAATGTGCTTGCAGGTCCTATCAA -GGATCAGACAGGTGCAGTAAAGATTCCTGAAGGAAAAGTTATGACTGTTGAAGAACAGCAGTCCTGTAAA -TGGTTTGTTGAAGGTGTTAACGGTAAAATAAATAAATAACCAGATTTGAAACTTTTGACATTGAGTTATG -ACAATTTAGCAGTAGTTGATAGAGCCGATTTAGTCGGTAATCGACTACTGCTAAAAATATTACTAAGTAA -ATAATTATTTAAAAGGTGATGCTGTGAAAAACGAAGTGTATATAAAAATTGATAATTTAACTAAAACCTT -TGGTTCCGTTGTCGCTAACAATAATGTGTGCCTTGAGGTAAAGAAGGGTGAAATCCACGCTTTGCTGGGG -GAAAACGGTTCAGGAAAAAGTACTTTGATGAATATGCTCTCAGGTATATACACTCCGGATAGCGGAAGTA -TATACATCAAGGGAAAGCAGGTTACATTCAGGACACCTAAAGACTCCATGGCAATGGGTATCGGGATGAT -ACATCAGCATTTTAAGCTTGTGGAGGTGTTATCTGCAAAGGATAATATTATAGCCGGACAGAAGGAAAGT -TTTTTTATAGGAAATAAACAGCTTTCCAAAAAAATAGAGAACATATCTGAAAAGTATGGACTGGCTGTTG -ACCTTTATAAGAAAGTATATAATATGTCTGTAGGAGAAAAGCAGACTGTTGAGATATTAAAGGTAATTTA -CAGGGGTGCGGAAATACTGATTCTTGATGAACCTACAGCAGTTCTTACGCCTCAGGAAACAGAGGGACTT -TTCAAAATTTTAAGAAGGATGAAGCAGACAGGCTGCTCAGTTATAATAATTACACACAAGCTTAACGAAG -TAATGGAAATATCAGATAGAATAACTGTTCTGAGAAAAGGTGAAACAGTAGGTACTGTTAATAAGGAAGA -TACAAGTGCCACTGAGCTTACAAACCTGATGGTAGGTAAAGCTGTTGATCTTTCAATTAATAGGGTTGAA -AATAAAAATAACAAGACAATATTAAATATAAAAAATCTCACAGTAGCAGATGAAGAAAACGTTAAGGCTC -TTGATGCGGTTAGCTTCTCCCTTTCAACAGGAGAGATACTAGGTGTTGCAGGTGTAGCCGGCAGCGGCCA -GAAAGAGCTGTGTGAAGCTATAGCAGGTCTGTATCCTATTGCTTCAGGCTCTATTGAATACAAAGGTGAA -AATATCGTAGGAAAAAATCCTCGTGACATAATCAAAATGGGTATAAGCATGAGCTTTATCCCGGAAGACA -GACTGGGTATGGGTTTGGTAGCCTCAATGGGTATGGTTGATAACCTGATTCTTAAAGAATATCAGAATCA -AAAGGGTCTATTTATAGAAAAAAAGACTGCAAGAACTCTGGCACAAAAACTAATAAATATGCTTGAAATC -AGTACCCCGGGGATTAACCATCCTGTCCGTCAGCTTTCCGGGGGTAACATACAAAAGGTACTTTTGGGAC -GCGAAATAGAATCGAACCCCGATTTGCTTATAACTGCGTATCCCGTAAGGGGACTTGATATTAATGCATC -CTACACAATTTATGACCTGTTGAACGAGCAGAAGAAAAAGGGAGTAGGTATACTGTATATCGGAGAAGAT -CTTGATGTTCTCATAGAGCTTTGCGATAGAATAATGGTTATCTGCAACGGTAGGATAACAGGTATTGCTG -AAGCCTCAAAGATAACAAAGGAGAAGCTGGGCCTTATGATGGCAGGAGAAGAGATGGAAAAGGTAATGGG -GGTGAAAGTGTAATGTACAGAGTTATTAAAAGGACGGATCTGACACAAAAACAATCTGTTTTATTCAGGA -TTATTGCAGTATTCGGAGCACTTATTGCAACCAGTATATTTATAATGATAATCGGTTTTAACCCCATTGA -TGTCTACGTATCAATGCTAGACGGTTCATTCGGCTCGACGTACAGGTTCAGGGAGGCAATAATACAGGCT -ATTCCTCTTATTGTTACTTCTCTTGGTATATCTGTGGCTTTCAGGATGAAATTCTGGAATATAGGAGCAG -AAGGGCAAATAATAATGGGTGCTTTTGCTGCAAGTTATTTTGCTTTGTACCATTCTAACCTCCCTACGGG -TTTACTGCTCTTAGTTATGTTCGTTTCTGCTGTTATAACGGGAGGTATTTGGTCCCTAATTCCCGCATAT -TTCAAAGCAAGGTTCGGAACAAACGAAACATTGTTTACCCTAATGATGAATTATATTGCACAAAAATTTC -TTATGTATCTTCAGTACGGTCCTTGGAGGGACCCTAATGCACTGGGAGCAGGGAAAATTGCATTATTTTC -CGATAATGCTACACTTCCCGAAGTTTTTGGGATTCATATAGGATGGATTGCTGCCATAGTTTTGGTATTG -TTAATGTATATTTTTATAAATAAGACAAAAAGGGGTTACGAAATACAAGTAATCGGAGAAAGTGAAAATA -CAGCAAGATATGCCGGAATGAATGTAAAAAAGATAATTCTATCTTCCATCTTTCTAAGCGGTGCCTTGTG -TGGTATGGTAGGTATGTTTCAGGTGTCAGGAGTAAACCATACTCTGAGTTATCAGGTAGCCAACGGAGTA -GGATTTACTGCAATTATAACAACCTGGCTTGCTGGCTTGAGTGCTCCTATTATTGTAATCGCATGTTTCC -TTTTCGCTGTTCTCCAACAGGGGGGCACATATATTCAAACTGCTTTTAATATTCATTCATCAGTAGCACA -GATACTTCAGGGAATGATTCTGTTCTTTGTTCTGGGAAGTGAGTTTTTTGTACAATACAAGCTTATCCGT -AAAAGGACGACGGAACACACAATAGTAAAGGAGGTGGCATAAAATGAGTTTTATGAGTATGATTACATTT -ATTTTAGCCGGTGCCGTAACAGCAGGAACTCCTTTACTATTCGCGACATTAGGAGAAATAATTACAGAAA -AGGTTGGGCAGCTAAACCTCGGTGTTGAGGGAATGATGCTTATCGGTGCAGTTATAGGCTTTGGTGCTGC -ATTATCTACAGGCAATCCGGTATTTGGAATTATTGCAGGAATGGTTGCAGGGGCCGGAGGTGCACTGATT -TTTGCATTTTTGACCATTACGTTAAGAGCAAACCAGATTGTTTCAGGTCTTTCGCTTACTATATTCGGTG -CAGGGTTTTCAAGTTTTTTGGGACAAAAGCTGATTGGACAAGCTTTATCGGATTCAGTAAGAAACAGTTT -CACGCCTGTAAAAATTCCTTTGCTTGGAGATATCCCAATTTTAGGAAGTGCCTTTTTTCACCAGAACATC -CTTGTTTATGCCGGGTATGTAGCTGCTGTATTAATGGGATTTTATATGTATAAGACCAGATTGGGCCTAA -ACCTGAGAACTGTGGGCGAAAACCCGGGTGCTGCCGATACAGCCGGAATAAATGTTACTATGTACAAGTA -CCTTCATATTCTTTTGGGAGGCGCTTTAAGCGGTATAGCCGGTGCGTATATGTCAATGGTTACAGTACCG -TCATGGCAGGAGGGTGTAACTGGAGGAAGAGGTTGGATAGCGGTTGCACTTGTAATTTTCGTAACGTGGA -ACCCATTTAAAGCTATGCTAGGTTCATATTTCTTCGGTGGACTGAGTATTTTGGGTTTGTACTTGCAAAG -CCATGTACCGATTCCACAAAGTATCTTTGACATGCTTCCTTATCTGGTAACAATTATAGTTCTAATTATT -ATTTCGATAAAGAAATCAAAGGAGAACCAACCGCCTAAAGCACTTGGAGAGCCGTACTTTCGAGAAGAAC -GGTAGAGAATTTAGCCAAAAAGCCGCAAAGCCTAAGAAAACTTTGGTTTTGTGGCTTGAGTTTTGTTTCA -ATGCTTACATTATATAAATTCTGTGCTAAAATATGTTTTGTGCTAATATTTTATTGTACAGGGAGGTTGT -TCCTGGATGAACAAATTTTTGAGACGGGGCTGTCTAATTTTTTCTATTATACTGTTGGTTTATGCAATCA -TACGCATTGTTTTTGGTCGTGAAAATTCAGGTATATTTTATTTGGTAGCCGCAGTAGGATTTTATATTAT -GTATTATTCATATGCCAAGTCTCAGAGGAAAGACTGATATTTCATAATAAGTCAGAAAACACCTTGTTAT -CGATAATATTTTAAGATAAAATCTTTAAGTATGAATAAATGGGTACTAATAAATAAATTCATAAGGATGT -GTTTTTAGATGGAACAGATAGAGCAAAAGAAAAGGATTTTCAGTGGCGTTCAGCCGTCAGGAAACCTTAC -CATAGGAAATTATCTGGGTGCAATAAAGAATTGGATTCCTTTGCAGGAAGAGTATGAATGTCTGTACTGT -GTAGTTGATCTCCACACACTCACAGTTCGTCAGAAACCTGCCGAATTAAGACAGAGAAGTTTAAATCTTC -TTGCACTTTATATGGCTTGTGGTCTTGACCCTAAAAAAAGCATACTTTTTTTACAGTCACATGTTAGTGC -ACACTCAGAATTAGCATGGATTCTCAATTGTTTCACATATATGGGTGAACTGAATAGAATGACCCAGTTC -AAGGACAAGTCACAAAGACATGGGGACAATATTAATGCAGGCTTGTTCACATATCCTGTACTTATGGCAG -CTGATATCCTTCTTTATCAGGCAGACCTCGTTCCGATCGGACAGGATCAGAAACAACATCTTGAGATTAC -CAGAGATGTAGCCGACAGGTTCAATAACATATATGGAGATACTTTTACAATTCCAGAAGCATTTATACCT -AAAATAGGTGCAAAAATAATGAGCCTTCAGGAGCCCGAAAAGAAAATGTCCAAATCAGATGAAAATGAGA -ATGCATTTGTTCTGATTCTTGACCCACAGGATGCAGTTATGCGTAAATTTAAAAGAGCTATTACCGATTC -AGATCGTGAAATACGTTATGATGAACAAAACAAGCCCGGTGTCAGCAACTTAATCAGTATATACTCAAGT -GTTACTGGAAAGAGTATAAGTGACATTGAAAAGGAATTTGAAGGAAGGTCCTATGGTGATTTAAAAGAGA -CAGTTGGACAGTCGGTGGTTGAAATGTTGAATCCTATACAACAAAGATTCAATGAGTTTTCATCTGATAA -GGAACAGCTGAACTTAATTTTAAAGGAAAATGCTGAAAAAGCAGCTTACATGGCAAGAAAAACCCTTTCG -AAAGTTCAGAGAAAAATCGGTCTTTTACCTAGAGGTTAATATTTGTATTGGGGATTCGTTTCGTTGTCTT -GAAATGGTTCCCTGTTTTTTTAGGTAATACAATTCTACTGCAATACGTTTAACGGAGGCTTACATGAGTT -TAACAGAACTGATTTTGCTGGCAATAGGTTTATCTATGGATGCTTCAGCAGTATCAATATCAAATTCATT -GTGTATCAAGAAAATAAAAATAAAACATATTCTGCAAATGGCAGTCATGTTTGCTGTATTTCAGGGTATT -ATGCCTTTAATAGGTTATTATGCCGCTAATTCCTTTGAAAACGTCATAGAGAGGTTTGATCATTGGATAG -CTTTTATTTTGCTTGTGATTATCGGTGGAAAAATGATTCATGAATCTATAACTGCTGATGAAGAGCAGGA -TTGTTCGTTGTTTTCATTAACCTTCAAGCTTCTCTTGGTACAGGCAGTTGCGACTAGCATAGATGCATTG -GCAGTGGGAGTAAGCCTTTCGGCTCTTAATGTAGATATATTGTATTCAATTACAATAATCGGTATAGTAA -CTTTCATATGCTGTACAGCTGCAATACTGCTGGCTAACAGGTTTGGCAATTTATTGGGAAAGCGTGCAGG -AATAGTTGGCGGATTAATATTGGTAGGAATAGGTGTCAAGATATTTGTTCAGCATATGTTCTTCGGCGGC -TAGATATATTTACCAAACATATGTTTGTTTTTCCTATAATATGTGGTATAATATTTTTTATTATATAAAC -AGGGATAAATGATAGATATATCGGCTGGTAAGTATGGAAAGGTATGAATTTTATGAACAAATTTGAAGTA -ATTTCAGAGTACAAGCCCATGGGCGACCAACCCAAAGCTATAGCAAAACTCAGCAAAGGCATACTTGAAG -GGCAAAAACATCAGACACTTCTGGGAGTAACAGGTTCGGGAAAAACATATACCATGGCGAAGGTTATAGA -GCAAGTACAGAAGCCAACACTTGTGATTGCACATAATAAGACTCTTGCGGCACAGCTTTGCAGTGAATTC -AAGGAATTTTTTCCAAATAATGTTGTTGAATATTTTGTGAGTTATTATGACTACTATCAGCCTGAAGCAT -ATATACCTTCAACTGATACGTATATAGAAAAAGATTCTTCTATAAACGAAGAAATTGATAAATTGAGACA -CTCTGCCACAGCTGCTTTGTTTGAAAGAAGAGACGTAATAATTGTTGCCAGTGTTTCCTGTATTTATGGT -TTGGGTGACCCGGAGGATTACACCGACCTTATGCTGTCCCTTAGAGTAGGTATGCAGAAGGATAGGGATG -ATGTAATCAAAAAGCTTGTAGATATACAGTATGAAAGAAATGAGATAGATTTCAGAAGAGGAAGGTTCAG -GGTCAGAGGAGATGTTCTGGAGATTTTTCCTGCCAACAGTTCCGAAAAGGTTTTAAGAGTAGAATTTTTT -GGTGATGAAATAGAAAGAATTACGGAAGTAGACTACCTAACTGGTGAGATAGTCGGAACCAGGGACCATA -TAGCTGTATTCCCGGCTTCCCACTATGCTACAAGCAGGCATAAAATGGACCGTGCTATGGTAACTATTGA -AAAAGAGCTGGAAGAAAGACTGGAGCAGTTTAAAATGGAAGACAAGCTGCTGGAGGCTCAAAGACTGGAG -CAGAGAACCAGATACGACTTGGAAATGATGTCTGAAATTGGTTTTTGTCAGGGAATAGAGAACTACTCCC -GCCATATAAGCGGTCGTGAAGCCGGAAGTTCCCCATATACCCTGATGGATTATTTTCCAGATGATTATCT -CCTTGTTATTGATGAATCTCATGTAACAGTATCACAGGTAGGTGCTATGTACAACGGTGACCGATCCAGA -AAGGAGTCACTTGTAGAATATGGTTTTAGACTGCCGTCAGCTTTTGACAACAGACCTCTTAAATTCCATG -AGTTTGAAGAACGGGTGAATCAGGTAGTATATGTAAGTGCAACGCCTGCTAATTATGAAAGGGAACATTC -TACTCAGATAGTTGAACAGATTATCAGGCCTACAGGCTTAATTGATCCCGAGATTACAGTAAAACCTGTA -AAAGGTCAGATTGATGATTTAATCGGTGAAATTAATATGAGAGCTGAAAAACATCAAAGAGTCCTTGTAA -CAACTCTTACTAAGAAGATGGCAGAAGATTTGACGGACTATATGAAGGAACTTGATATAAGGGTAAAGTA -CCTTCATTCCGACGTTGTTACTTTTGAGAGAATGGAGATAATAAGAGATTTAAGGTTGGGTGTTTTTGAT -GTGCTAATCGGAATAAATCTGTTAAGAGAAGGACTCGACATTCCCGAGGTCTCGCTGGTAGCCATACTTG -ATGCGGATAAGGAAGGTTTTCTGCGTTCTGAAACATCACTGATACAGACTATAGGAAGAGCTGCCAGAAA -TTCTGAAGGTATGGTTATAATGTATGCAGACAACATTACAGGCTCAATGCAGAGAGCTATAAGTGAGACA -AACAGAAGGCGTCAGATTCAGATGGATTACAATGAGAAGCACGGAATTGTTCCGACTACTATTCAAAAAT -CCGTCAGAAATGTTCTGGAAGCCACGAAGGTTGCTGAAGAAGAGGACAAGTATTATACCGAAAAGAAAGC -AACTCAAATGTCTGAACAGGAACTTGAAAATCTTATAGCAAAACTGCAGAAGGAAATGAAGCAGGCGGCG -GCAGATTTACAATTTGAGCGTGCAGCAGAATTAAGAGATAAGATAGAATTACTCAGGGGGAAGTAATGAA -ACTACTAAGGCAGTTTTTAATCATACTAATCATTTGCTTTATTGGAGAAGTATTGAACAAAGTAGTGCAT -GTTCCGCTCCCGGGCAGTATCATAGGAATGATATTGCTTTTTATTTGCCTGATAACGGGAGTCATTAAAT -TGGAGAAAGTAGATGAGATAAGTAGATTTTTAATAGATCATCTTGCATTCTTTTTTATTCCGGCAGGGGT -TGCCCTACTTGGTTACGTGGGTGTTTTAAAGGAAAGTATCCTTCCTATATTGGTTATATGTTTTGTTACA -ACTCTTGTAGTTATGATTGTAACCGGTTGGACTATACAGCTGATTAAAGGGAGGAAGAGCAGATGAAAGA -AATTATAAGGTCACCTTTATTTGCACTGCTTATATCTATTTTAGCTTATGAGATAGGTATTCTTATAAAC -AAAAAAACAAGGATAGTGTTTTTCAATCCTCTAATGATTGCAATTGCGTTGGTTATTGGAACTTTGTTGG -CATTACACATACCACTGGAGGATTATCAGAAGGGTGGAGATTTTATAGCTCTTTTCCTGACACCTGCAAC -AGTAATATTGGCGGTTCCGTTATATAAAAACATAAATTCCTTAAAAAAAGATTATATTGCCATACTGGGT -GGTGTAATAGTTGGAGCAGCTACGGCAATATTCAGTGTGTGGGCTATGGCAAAGGCTTTCGGACTTTCTA -AAGAACTTATAGCATCCTTGGTACCAAAATCTATTACAACCCCGCTGGGGATTGAATTATCAACCCAAAT -AAAGGGAATACCCTCTGTAACAGTTGCCGCCATTATAATAACTGGTGTAGTTGGTGCCGTATTTGCCGAA -TGGTTATTAAAGGTATGTAAAATAACTGATAAGACAGCAAAGGGTATAGCTATAGGAACTTCATCTCACG -CGTTGGGCACTACAAAGGCTGTTGATATAGGTGAAACGGAAGGAGCTATGAGCGGCTTAGCCATTGGTCT -TGCAGGGCTTGTAACGGTTATAGTTGCAACCATTTTGTTTAAATTCGGATTCTTTTAATACAAGACAAGT -TTCATACATGTTTGAATTGTTTTCGTAAAATATTATAGAAAATGTACTATAAGGAAGTGAAAATATGAAA -AACATTTATGTTGTATTATCTTCAACCCCTACCAGGATGGGAAAGCTAATAAGAATATTTACCAGAAGCT -TTTATAACCATTCTTCTATAAGTCTTACAGAGAATCTGAACGAGATGTATTCGTTTGCACGTTATAGGGC -TTCCAATCCTCTCGTTGGCGGATTTGTAAAAGAGTTTCCTGAAAGATTTACTCTTGGTAAGCAACAGGAT -GTTTGTATACAGGTTTTCAAAATACCAGTAACCGAAGAACAGTATGACACAATTAAATTATTCATATATA -AAATAAAGGATGACAAGGAAGAGAACATATACAATTCAATAGCTGCCATAGGTGTTTTACTTGGGTGTAA -ATTTGATACCTATAAGGCTTATACATGTTCTGATTTTGTTGCAAGAACACTTGTTGAGGGTAATATTCTG -TGGGATACATGTATATCTAAAAACGTTATTCCTGACGATATTTATATGCTGCTACAAAGATATGTTTCCT -ACCGCGGATGCCTGAAAGCCTATGAGCCTATAACCGGGGTAGATTTTGATACGGAAGATTTTTTTGTAAA -AGCAGGCATTATTAATGAAATGGTATATACCTTCAACCATTTCTACAGGCTCATAAAGCGTAGTATCATA -TACAGCTTTTATATAGCTGAAAAGCTTTCAAAAATTAATAAGATATTTTCAGCTTGATAATTTATTCGAC -TTTCTAATCCTCATTGAATTTGGATTAATTTATGATATACTAATATTCAAATGAAATTTATAGGAGGTCG -CTTAAATAATGGAATACCTATCAAAACTTAACTTTTGGTTGGATAATGAATATTTCGATCAAGATACAAA -AAATGAACTTTTATCTATAAAAAACAATGCCAAGGAAGTGGAAGACAGGTTCTATAAAAGCCTTGAATTT -GGCACAGGAGGACTCAGGGGTATTATCGGAGCCGGAACTAATAGAATTAACATTTATACTGTCAGAGTTG -CTTCACAGGGCTTGGCAAATTATATAAATCAAATGGGTAAACAGGATAAAGGGATTGTAATAGCGTATGA -TCCGCGATTTATGTCACCAGAGTTCTCACTGGAGGCTGCAAAGGTATTTTGTGCTAATGGCATTAAAGCT -TATCTCTTTGACGAATTAAGACCAACACCTCAACTATCATTTGCAGTAAGATACCTTAAGGCCGCTGCCG -GAGTAGTTGTTACTGCAAGTCATAACCCAAAGCAGTACAACGGCTACAAGGTATACGGAGAAGACGGCGG -ACAGCTGTCTATTGACGGTTCAAATGCAGTTATATCTGAAATAAACAAGATTACGGACATCACTAAAGTT -AACATAATATCAAAGGAAGACGCTGCAAGCAAAGGACTTCTTCAAATTATAGGCAGTGAAATAGATGATG -CATATATAGAGATGCTCAAGAAATTAAGAATAAACAAGGATGCTGTTTCTAAAGTTGCCGATACGTTCAA -AATTGTATACACTCCGCTTCACGGGGCTGGCAACAAGCCTGTTAGGAGAATACTTGCTGAAAGCGGCTTT -AAGGAAGTTCTTGTTGTTAAGGAACAGGAGCTTCCCGATTCTCAATTCTCTACCGTAAAATCTCCAAATC -CCGAAGAAAGATCCGCCTTTGAGCTTGCTATTAAGCTGGCTTCAGATAACAATGTTGACTTGATTATAGG -AACTGACCCGGACAGCGACAGAGTCGGCGTGGTTGTTAGGAAAAATGACGGTGAATATGCGGTTCTGACG -GGTAACCAGACGGGATGTTTGCTGCTGGAGTATATACTTACTGCTATGAAAGAGGAAGGAAAGCTTCCTG -CTAATGGTTTTGTTGTAAAAACAATAGTTACTACCGAACTTGCTAGGATTATAGCTGACTTTTATAATGT -TGAGCTGGTTGAGGTTCTAACAGGCTTCAAATTTATTGGAGAACAGATTAAGCTTAGAGACGAAAATGGA -AACCAGAAATACCTGTTTGGTTTTGAAGAAAGTTATGGTTATCTTGCCGGGACAGACGTGAGAGACAAGG -ATGCCGTGGTGGCATCAATGCTAGTAGCCGAGATGGCCGCTTATTACAAGGTAAAGGGTATTTCACTTTA -CGATGCACTCACAAATCTTTATGAAAAGTATGGCTATTTTGTTGAAGGCATCAGTTCATTTACACTTGAG -GGCAAGGATGGAGTTATGAAAATAAAAGAAGCCCTGACAACCATGAGAAAGACCAAATATGAATCCTTTG -GGGGTATCAAGGTTAAAGCAATTAGGGACTACCAGAAATCAGAAAGGCATGTTATTGCAAGCGGAGCTAC -AGAGAAAATCACTTTACCTGAGTCAGACGTTCTTTATTTTGAAATGGAAGACGGTTCATGGTTTTGCGTA -AGGCCGTCGGGAACAGAACCTAAAATAAAGATTTATTACGGAGTATCAGACAGGACATTAAATTTGTCCC -AGGATAAGCTTGAAAAGTTTAAAGCTGGCGTTCTTGATGTTATAAAGCCACTCTTATAATATAGAATTTT -AAATGCCCTTAAAATAGGTGCTGCCACCTGTTTTAAGGGCATTTAATTTATGGGAACTGGATTACTGCAA -TTTCCGGAACCGAAAGAAATCTTAAAGGAAACAGCACATTTCCCAAACCTCGGTTGATATAAATAATTAT -GCCGTTGATTTTATGGAGTCCTCTCCTATACCCCATCCTGCAAAGTTTTTCTCGTCTAAGAATCCTGAAC -TCAAGATGAAAAGGCATCCAGATCTGACCTCCGTGGAAATGTCCGCATAGAAAGTAGTGGGCTTTGTCTT -TAGGCAATAAAAGTGCCATATCCGGGTTGTGAGAAAATACAATATTAATGCTATCCCTGGACGAGGAATC -CATATATGAGAATGCTTTATCCAAATCAGGTTTGCCTCTTCTCAAGTCATCAATGCCAATAATATTGTAA -GCAGTACCATTCTTGGAAATGCTTTTGCCCGCATTATTGAGGACAGTTGCACCGGTTTGGTTTATTTGGT -CAATAAAGCTTCCTACACCGTTCTTTTTGTTAACAAGTGCTTTATGCTCATGATTCCCCAGTGTAAGATA -TACCGGGAAAATATCAGCCAGTGCCTTTATCAAATCCAGAGCTTTAGGAATATCCTCCACTGTTTCAATA -TAGTCTCCTGTGATAAGAACTATGTCAGGATTAACGTCTTTTAAAGCCTTTATAATCCTTTTTTTACTTA -TATGAAGATGATTAACATGTAAATCGGATAAATGGGCAATTTTAAGACCCGTAGAACTTTTACTAAAATT -GATGTAATTCTTTTTCAGCAGGGTTGTTTCAAAAAGCATATAGATCAGCAGAAATGCTGTAAGGACTAAT -ATTATAATGATGTAACTCATTTAGGTTTCTCCTGTTTAATCTTTTGTCTCGTAATATAAATAAGTATATT -CTAAAATATATTCTTTGTAAAATAAAACAAAATCTTGTTGATATTAATTGGGATAAAAAGTATAATTGTT -TTGGTAGATACTATATTTTGTCATATCAAGTAACAACTGGAGTTAATTAATAGTCAAATCATAAAATACA -TCATAATTCGGTAGTAGTGTAATTAAGCTTTAATTAATGTTTCTACATATATAAATACACATGGGTTCCG -GGTGTATTTTAATGTCCCGGAATACTACAAATCAAGACCGTGCTAGAGCATTTATGCCAAGGGGTATTGT -GCCTAGTGCATGGTTTGTGCTGAAGAGGAAACAATGAGAAAGATTAATATTTCAAACTGCCAGGCAGGAA -TGACTTTGGGGAAGGCTGTATATTATGATGGTTCATCAATGTTAATTGATGAGGGAACTGTATTAACACC -ATCGCACTTAGCACAAATTGCCTCTCTGGGTATTACTGAATTGTATATTCAGGATAGTTTTTCAAAAGAT -ATAATTGTAAAAGATGTAATAAGGGATATTACTAGGTTGGAGGCTATTCACTTTATGAAACAGACTATGG -AGAAATATAGTCTGGAAGGTATGCCGTCATCCGGAAACATCATTTCAATTGTAGATAAAATCTTAAACGA -TATCCTTAAATCAGAAGAAATTATTGTTAATCTGATGGATATAAAGACCTTTGACGGGTATACTTTTTCT -CACAGTGTAAACGTATGTATTCTGTCCCTAATCATAGGTATAAAACTAAAGCTGGGGCAGTCTGAACTCC -GGGAACTCGGGGTGGGTGCTCTTTTACACGACATTGGCAAAGTTTTAATACCTACAGATATTCTGAATAA -GAAGTCGTCACTTTCAAATGATGAATTTGAAGTAATAAAGCGTCATTCCAGGCTGGGTTATGATATACTA -AAAAATATACAGGGTATCAGTGAAAAGTCTGCATTGGTTGCATTGAATCACCATGAGAGGTGCGATGGAA -AAGGGTATCCCATGGCTTTGCAAAAGCAAGAAATACACCTTTATTCAAAGATAGTAGCTGTGACGGATAT -ATTTGATGCATTGACCTCTGATAGGATATACCGTAAGAAAATAGACACGTTTAACGCTATAAATTATCTC -GAATCTATTAATAATTTGCTTCTTGACTCTCAAATTTTAGATTGTTTTGTTAACGTTATCCCTCCATACC -CTATAGGTACAGAGGTTACTATGAGCAGCGGCGAAAAAGGTATTGTTATCGGTTTGAATAAGTCTCATAT -TCCCATTGTGAGACTGAATGTAAATTCTGATGGAACTTCAAAATATCCCTATGAAGAAATAAATCTGGAA -AGTTGCAATAATTACTTTATAGTATCATCAAGCTAAGAAATTAATGTTGTGACATAAAAACAAAGGGTTT -CACAAATTTCAAAATTGTGAAACCCTTTGTTTTGGTGCGGATGAAGGGACTTGAACCCCCACGGTCTCCC -ACTGGAACCTAAATCCAGCGCGTCTGCCAATTCCGCCACATCCGCCCGAGCAGTTCTTATTATAAATACA -TTTAATCGTTTTGTCAACAAAAAGTTTCAAATGTGCATATAGTACTACCGAGGTATGTGAAAAGTAGGAA -TGAAAGATGTATTCACTTTTTAAGAATTAGACATCCTCCATACATTCATTTTTCTCAAAAAATACAGAGC -TATGAGTTGTGTACAGCCTATGAATAAAAGAAAAAAGTTAAGGCTCCAGTCGTATTTTATAAACCACAGT -AAGCTTATTAGTATAAGCAAGCTTACTATTCTTCCGCTGTTAAGCATGATTTCCTTGTTTATAATGTACT -CTAGGCGTAAATCATCTTGGTGCTGAATACTTATTATGTTGAAGCTGGCAGAAGAAAAAGGCACCAAGAA -GAAGGGAAGAGATGCAGATTCCATTATCATATATAACAGTAGCGTTCCGTAACGTATATTTACAACCAAT -CCCCAAACTGCTATGAACATTACCAAAGCACCTGTAAGCATGGATTTTAGCCTTGATTTTGGCTTTATTA -GCTTTTGTTCAATTACATATGTCACTGATGAAATAATTGAAGCAATCAGGGAAAAAGTACCTACCGACCA -TTCGCTACCCGTGCTTTTAAAAACAAGTACAATTATAAGAAATCCTATAATAACATCTCTGAAACCCCAC -ATGAGCAAGCCTTTTCTCAAAAAACTCCAATCTTGTAAGTTAATGTTAAATATTTTTTTAAAATTCATCT -TGCTGTCGTAGTATTCTGCTTTTATCAAAAAGGATACCAATATCAGTACTACAAATAGCAGTAATGATAT -TGAAAAGACAATAGTATAACCCATTCCCAAGAAATTCTTATTAATTATATAAGCTGAAGAAATAGGGGCA -GCAGCACCGCAAATTCCCGCAATGGAACCATTGAAACCATTAAAGGTATCCCTGTTTTCAGTTGATGTAA -AATCAAAACATAACACATGAAAAGCAAGCCAATAAAAACCCGCAGCTATCCCGTATAATATTCCGAATAA -CAGGACAAGCTTGGAAATTCTGTCTTTTAAAAAAAGGATAAGCCCAAAAAAAGTAATGAAGAAAGCTATT -CCTAACCTTAGAGACCAGATACCATTCTTTCTTTTGGAGAGCCATCCTGCAAAAATAAAGGTGATGGGAA -GAAATATATACTGCATAAGATTGTACTGTGCTAAAACTATAAAGTTCTTTGACTCTTTCCATAAAAGTAT -ATTTAGAAAAACATTGGACATACCCATTGAAAGGGTGAAAAGGGCACTAACAGTCAGCAAGAGTTTAGCT -CTTTTTGTCATTCAAAACCTCCCGGTCAGTATTTTGAATGATCTTATTTTTTACAAATAAATTATTATAA -TACCTTCATATTTCAAATCAAAACAAAAACGGCAATGATCCTTTTGCAGAACCATTACCGTTTTAAACGA -TTAAAATTAATCTATTGAAGTCTTACACGATGTTTTACTTGGAAATTATGATCATTGGAACACAAATATA -TGATACCTTCGATAAATCCAACAAAACCTGGGATAAAAGTCCAGCAGAACAGCAGGTAGAGTATACCTAA -ACCGATTTTGCCCATGTAAAATTTGTGAATTCCTAGTCCTCCTAAAAATATACCCAGAAGACCTGCTGCA -ATTTTGTTTTTAATAGGCCAGGCAGGATCGATACCGTTGTTTATATACTGATGTTGAGCAAATTGCTGTT -GTTGCTGTGCGACCTGCTGCTTGTACATTTGCGCCTCATACTCCTGGTTTCCGGAAACAGGTCTTTGATT -AGATGATGGAGCAGAATTTACATCTGCAGCTATAGCTTCGCCGCAGTATTTACACTCTCTGTCACTAAGA -GCACATGGTGCCCCACATTGGGGACATACATTTTGAGCCATTATTATACCACCCTATCTTGTTTATTTTA -ATTATACTTACAAAAAATATAATATATTACAAAAAGTCTGACCACAGTAATTATAGCTTTTTACCGCATT -GTGGGCAAAACTTTGTGCTAACCGGCACTTCTGCTCCGCATTCACAGGTCTGAGTTCCCATAGAAGTTCC -GCACTCAGGACAGAATTTTGGATCACCTGGTATTAATACTCCGCAAGAAGCACAAACCTTCTTGGGAGTT -TCCAATAATTTTCCGCATTCGCAGCAAAACTTTGATTTTGCTGGATTTTGAGCCTTGCAGGAGGGACATG -CTATAGTCGCCTTATCTGCAGCCGCCCTTGTGTTTATGGTATTATGTATGTCGGAACCCAGAGATGCACC -GACACCCAAACCTACACCCAAACCTACACCTCCTGCAGCAAATGCACCTGCCACACCGGAATTATTGCTG -GCGGCATGGTCATAAACATCAAAAGAACGCTTTGTTACATATCGGTTATCACCCATAATCTCAAATTCAG -CCTTGTTTTTGAGAATCTTGTTAATTTCCTCAAAATCTTCATCAGGAAAGTTAATAGATTTTATTATTAA -GCTGATTGCAGATAAACCATATTTAGCAAATTCTGGAGCAATCAAATCAAAGGTATAATTTGCAATATCG -TCGAGTCTGGCAGTAATCTCCAATGCAGAAATTTTTTGATTTACAATTACATTGGCAATTATGCTCTTGA -TTTTCTGAATCAACATTCCCTTGAAGAAGTCTATAACATTGTTAAACTTAATAATGTCGGCCGGATTCAT -TACACCGATCAATTCACGGAAAAAAGTTTCGTAGTTATCCAGTTTCAGACCCATCTGACCAAACGCACGA -ATCCTGAGTCTGGTATAATATTTGGGATCAATTATTTGTACTGGATCAGATGTTCCCCAGTTGATATCAA -GCTTTGTAGTAGTATTGATGTAGTATATTTCTGCACTGAAAGGAGTTTTTCCTCCAAAAGGCAGATTTAC -AAAAACTCTAAGTATTGGAAGATTTTTTGCATCAAGAGTATAGGTACCCGGAGTAAATAGGTCACAAACC -TCTCCGCCCTTAACAAAAACAGCGATCTGACCTTCGCCCACAATAAGCTGCGTGCCATAAACAAGATCTT -CGACAGGATGCTTATAAACGATCCAGTCACGAGATCTAAGTCCGTCAAATTTAACTCTATCAATGATAGC -CATCTTGGACAACACCTCACAAAATATTATTTTAATTATACCATAATATGCTATGCAAATCAAACCTTAA -AGTCTGTCATTCCGCCGGATATACCACAAATTCATTCCTATCATAATCAAGTATATTTTCTTGCTTCATT -TTTGATAATTCTCTCGATAAAGCACTTCGGTTGACACACAAAAAGTCTGCCAGCTCATCACGTGAAAAAG -AAATTTTGAATCTGTTTTTTCCGGTTCTTTGTATCTGCATTGATAAATAGGCCATAAGCTTCTCTCTGGT -TGATCTCTGAGACAGGATATCAATCTTGCTATTAAGAAAAATATTTTTCTGAGCAATCAGTGAGAGCATG -TTTTCTATAAGCTTGGTATGAAAGCTGCATGAGGAAGAGCAGGTTGTAACAATTTTATTAAACTGTATAT -ACATTACAGCACACCCCGTGGTGGTAATTACTGTTACAGGGCTTTTAGCTACATTTGCACATGCAAAAGC -TTCTCCGAACATATCTGACGTGCCGATTTCTGAAACTATATTCCTGTTGCCCATTATATCTTCCTTAACT -ATTTGAGCTGAACCTGATAAAATTATCCCCACCGATGACACCTTGTCTCCTGTCAGCAACAGGATGTCAT -TTTTAGTATAAATCTGCTCATAAGCTTTAAGGCAGTCCAGCATATAAAGCATATTTTTTTCGCTTACATT -CTGAAAAATTGCTGCTTGTTTTAAGATTTCAATTTTATTATTCATAAAATTTTACTCCCTGTTGCAAATG -CAACCGATTTAATAAAATAAGTTTAATATAATCGTTTTGTAAAGTCAATCAATTACAAAAACCAAAATCA -CTTAAAAATAATAAATTTTATGAAAGGAGTTATATTATGTCAGATATGTTTTGTTTTCAGTGTGAACAAA -CCGCGGCAGGAAAAGGATGTACAGGAGGAGCAGGTGTCTGTGGTAAAAAAGCGGATACTTCAAATTATCA -GGATTTACTTACAGGTGCAATGATAGGTCTTGCAAAGACTGCTCAAAACGCTAAACCAACTGAAAGTACG -CATAAAACAGTTATTGAAGGTCTGTTTATGACAATAACCAACGTGAGCTTTGATAATGCATCAATTCAAA -GTCATATTGAAAAAGTTAACAGTGAAAAACTAAACTTGGTTAACGGAGTTGCAGCACAGAATAACTATGA -AATGGAAAATCTCTGGAATGCTCATGAGGACATTCGTTCTCTGAAATCCCTTATTTTGTTCGGAATAAGA -GGGATGGCCGCTTATGCATACCATGCATTGGTTCTGGGATATTCAGATGAAGAGGTTAACAACTTCTTTT -ATAAGGCATTGAGAGCCGTAGGAAGTGATATGTCTATTGATGAGCTTCTCTCAATTGTTATGGAAACAGG -GGAAGTTAATTTAAAGTGCATGGCTCTTCTTGATAAGGCTAATACAGAAACCTATGGCACCCCGGTACCG -ACTTCCGTACCAATGACTGTTGAAAAGGGTCCGTTTATTGTAATTTCCGGTCACGACCTTTACGACTTAC -ACCTTCTTCTGGAGCAGACAAAGGATAAGGGAATCAACATTTATACCCATGGTGAGATGCTTCCAGCACA -TGCATACCCTAAGCTTAAAGCATACACCCATTTGAAAGGTAACTTTGGTACTGCATGGCAGAATCAGCAG -AAGGAATTTGATAATATTCCAGCTCCTGTATTATTTACAACAAACTGTCTTATGCCTGTAAAACCAAGTT -ACAGTGACAGAGTATTTACAACTGAAGTTGTTGCATATCCTGAAATAGTTCATATAGGAGATGATAAGGA -CTTTACTCCTGTAATAAACAAGGCACTTGAACTTGGCGGTTATAAGGAAGATACAAGGTTTACAGGTATC -AACGGAGGAGATACTTTAACAACTGGGTTTGCAAGAGGAACAGTTCTTTCTGTTGCCGATAAGGTAATTG -ATGCTGTTAAGGCAGGAGCAATAAAACATTTCTTCCTGGTTGGAGGCTGTGATGGTGCAAAGGTAGGAAG -AAACTACTACACAGAATTTGTTAAGAAAACACCAAAGGACACTGTAATACTGACACTAGCTTGCGGAAAG -TATCGTTTCAATGACCTTGATATCGGCGAAATAGGTGGACTTCCAAGGATCATGGATATGGGACAATGTA -ATGATGCATACAGTGCAATACAGGTGGCTTCTGCTCTGGCTAACGCTTTTGAGTGTGATATCAATGAACT -GCCACTCTCACTTGTGCTTTCATGGTACGAACAGAAGGCTGTCTGCATACTGCTGACTCTGCTTTCTCTT -GGAATTAAGAATATTTACCTTGGGCCTACATTGCCTGCATTTGTTTCACAAAACGTATTGAATATATTAG -TAGAGAAATTCAACATCAGTACGATTTCTACTCCTGATGAGGACTTGAAAAAGATTCTCGGGTAAGCTTT -AAGTCAATTTTCCCGGCCTTTCGTATGTTAAATATATTTACTAAGGTCGGGATTCTTCCAATATAAAGTT -ATGCTTTGGTTCAACTATGTATGTTTCGAAAGATCATATATAGTTGGATTTTTTTATAATCCATTTTTAT -TGATATACAAATCAGAGGTTGACATAAATTATAAACTACAGAATAAGACTCACGTTTTTTGACATCTATT -TTACGTATGTCGCTAATTTATGTATAATTATTGTGTATACTAATTTTACCTAATAATAAATTACTAAATA -GTCTTAAAAAAGGATGCTGTTATGAAAAAATCAAAATTTATTTCTGAATTTAAAGAGTTTATTTCAAGAG -GAAATGTAGTGGATCTGGCTGTGGGTGTAATAATTGGTTCTGCATTTACAGCTATAGTTAATTCACTTGT -TAATCAGATTATTATGCCTGTTATCGGGTTTATAATAGGCGGCATTAACTTTTCTGATTTTAAATGGACT -TTAAAAAATGCGGAGGGAGACACACCTGAAGTAGCCGTATATTTCGGCTCATTTATCCAGCAAGTAGTTA -ACTTTCTCATAATTGCTTTTGTTGTTTTTATGATGGTAAAGTTAATAAATATGCTGAAAAGAAAAAAGGA -AAAAGAAATAGAGGAGATAAAGGAAGAAAAAGTTTCAAAGGAAGAAATATTACTTACAGAAATCAGGGAT -TTGCTGAGAAAGTAAAGGTAGTACTATTTTAGGTATAAAGAGAGGCTGTTGCACAGCGAATAAAAATTAT -TCGCTGTGTAACAGCCCACTGTAAATAAAAATACTTATATTTGCTTTAAAATAATTACCCTATAAACTGC -TGAGTCCAGTACAATCTTCCGCTGGAGTTCTTGGCTACTCCTACACCAATCTGTGTAAAGGATGATTTAA -GGATGTTTGCCCTGTGTCCGGGTGAGTTCATCCAACCCTTCATTACCTGTTCAGGTGTAGTTTGTCCCAT -TGCAATATTTTCACCTGCAGTTCTGTAGCTGATACCGTATTTTTTCATCATATCAAACGGTGATCCGTAA -GTTGGTGAATTATGATCAAAGTATCCAAGTTTGGCCATGTCCTGTGATTTAAGGGTCGCTGTTTTATTTA -CCTGAGAATTCATTGTCAAAGGCTTCAAACCATTTTTAGCTCTTTCTGCATTAACAAGTTCTACAACTCT -CTTCTGGAAAGCTGTATAGTCACCGTTTGTTGCCGGAGTTGATGCAGGCTTTTGGGGTGTCGCTGGTTTG -GAAGTCGCTGGTTTAGAAGTTGACGGTTTGGAAGTAGTAGGCTTGGCGGCTGACAGCCTCGAATTCAGTA -TTGAATTCAAAGCAGACTGAATATTTGAATTATTCGTATTTTTGGCAGTTGAGTTGTCACAATTCTTGGT -GTATACTATTCTTTGCAGCTTATCCATAATATTTGCTGATTCGATTTTATTATTGGTAGCTGTAGTTGGC -TGATTATAGGAAGTTTGTACACTATTTTTATCAGTTACTTTATCAACACTATTTGTTGGGCAATTAGTTG -ATTTTGAAGTATTAGCAGATACGTTGTTAACCGTTGCTTTTTTTGAGTCAGACACATCTTTGCTTTTCTC -TGCTGAAGCTGGTGCGACTTTAGATACAATCGAATCCAGTGTCTTGGATGGTACTGTTGATTGGCTAATT -TTTGTCGTATCTAGTGAAGCAATGCTTTCTGCTTTTGTATTTCCGATAGCAAAGCCGTTAAATACAAAGG -ATGATGCTAAAATAGCACATGCTGCCACACTTGATAGTACTATAGAAGATTTCTTAATCATATTTTCCCT -CCATTAGTTTAGATTAATTTTACGTTCGTTTCTTCTTCCTGCCCATAATCAGCATTTTTGCGACGTTGCT -CCTGCCAAAAGAATTATCAGCGTAATATTCATCAGCCTACCGGGGTACGGACATTATGTTAACATTCATA -TCTGGATGTAACAACCCCACAATTATTTACAGTGAGTGTTAGGATATCAGTTCAAATGCGTAGCTTTTGG -TTGTAGGCCTTACCCACAGCGGGCTAGGCAGACTAGGACTTGCTTTTAAAACTCTTGTTGGTTAGTTAAT -ATTACTATTTTTATTATTGGAATTTGGCTATGTATTGTTTACTTTTAATAAATAGGGGTAATAAATATAT -TGTCAATATTCATTGTTCGAAAGGTGGGACCTTATGGAATGGTTAAATAATCAAAATCCTGTATTACTGG -CACTCTTTGCTACACTGACAACATGGGCACTCACGGCACTGGGAGCCGCAATGGTTTTCTTTTTCAAGGA -AATAAACCAACGACTTCTTAATACAATGCTGGGTTTTGCGGCAGGTGTAATGATTGCTGCGAGCTTCTGG -TCTCTGCTGGCTCCTGCAATAGAAATGGCAGAAAGTTCGTCAAAAATACCTGCCTGGCTTGTTGCCGCGT -TAGGCTTTATAGGAGGTGCATTTTTTCTTTACCTCGCTGACAGGCTTATTCCGCACATGCATTTAAATTC -AAAAGATGGGGAGAGCGAGGGTATATCAACAAATCTGCGACGAAGTATACTTCTTGTATTTTCGATAACT -TTACATAACATTCCTGAGGGCCTTGCGGTAGGAGTAGCTTTCGGAGCTGCGGCAAATGGAATTAACAATG -TAACCTTGCTATCTGCAATTGCAGTTGCAGTGGGAATCGGAATTCAGAATTTCCCGGAGGGTGCCGCTGT -GTCAATTCCATTAAGAAGGGAAGGGTTATCTCGTACAAAAAGCTTCTTGTACGGACAGTCTTCGGGTATT -GTTGAGCCGATTGCAGGTGTTATTGGTGCCGCACTTGTTATGTATGTACAGCCTATCCTCCCGTATGCAC -TTGCATTTGCTGCCGGAGCAATGATCTTTGTGGTTGTGGAAGAGCTTATTCCGGAAGCACAGAGCGGAAA -CCACAAAAGCACACACATGGCCACCGCAGGATGTATTATAGGTTTTGTGGTAATGATGATACTGGATGTA -GCACTTGGTTAGATAATGTCAGCCGCATTGCTCCTCTTTTCCATTGAAGGGGGAATCCCATAGTATTTCT -TATAAAGCTTGCTGAAGTAGAAGGCATCCTCATAACCTACACTTCTTGCAACGGTTTTAATAGGCATATT -TCCTGACATTAGCAGTTCACGTGCTTTTGTAAGGCGAATCCTTATTAAATGGTTTATAGGGGATTCACCC -GTCTCTTCCTTGAATATTTTGGAAATATAAACCGGACTCAGATACATATTGTGAGCTATTCTGTACAGAG -AAATCTGTTCCATATAATTTGTACTCAAATATTCAAGAATATCATTAACTATATTTGTTTTTTCGGAAGT -TTGTATATCCAGCCGTGTTTTTTCCGTTCTTTCTTTGTTTGCTGTCATTCCCCTGTGTAACAATGCTGTT -AGTTTCATTATGCTGCTTTTTATAAATAAATCGCAGTAAGGCTCATTTTTTTCCTGTTCATTTATTGTTT -CATTAATACATTTAATTATTTCGGGCTGATAAAGCGGTAAAGTAAAAACAGGTAAAGAAGAGGGTTCAAT -TAGAAAATTTTCGGGCAGTTCCTTAAAATGTATATTGGTTAACCCGTAATTAAATTCCTCGACCTTAACT -CCTGAAGGAATAATTTTTTCGTGTTGTACACCTGGATTTATAATAATAATATTCCCTTTGGCAACTTCAT -ATAATTTATCGTCTATTATATATTTGAAATATCCGGACAGTACAATTTTAACTTCAGTATAGTCGTGTGT -ATGTAGCGTCACATGGCTTTCAGAGTTAACCATATTAATATATGCATATAGCAATGTAGGATTAAAATTT -TCGGCACATATTTCCGGCTTACACAAAAAGAATCACTCCTGTTATTTACATTATATATTTGTGCAGAGTA -ATCCTATCTTACCACAAAATAAAGATTATTCCAATCGGCAAACTTTGATATTACTAACTATAAAAATTGA -TAAAAATGTACATCTTTAGATAAAGATTATCCATTCCATAAGAAAACTAATCATTTATAATTAAATCACC -AGTATCGAGAAAGGATTTATTTATGGAAAATTTTAAATGGGTTTGGCAGTATATCAAAAAATATAAGCTG -CGAATGTGCATTGCCATGATATTTGTGTTGGTAGCGTCTGCTCTTTGCATGGTTACTCCGTACGCCTCAG -GTATAATAATTGACAAGGTAATCAGGCAAAGCCAGCATGATATGCTTTTAAAACTATGTATACTTATGTT -GGCGGCAACGATCTTAAAATCTATAATCAGGTTTTCATATCAGATTATATTCGAAACAATATCACAGGGA -GCTTTTATGAAAATCAGGGAAAGTATGTACCAAAAACTCCAGAATATGGATTTTAAGTTCTTTGATACCA -CCAGAACCGGTGACATAATGGCGAGAATGACAGGTGATTTGGATATAGTACGCCATCTTATTTCATGGGT -AATATACATGGTTTTTGAGAACGCTACAGTATTTATTTTTGCCGTAACACTGTTATTCACAATCAATTGG -CAGTTTACACTGGTCATGCTTTTGGTAATACCTTTTCTGGCGTGGGCTGCAATTAAGCTGGCTAGTGATG -TAAGACCGACTTTTTCTGCAATAAGGGAACAGTTTTCAAGACTGAATTCTGTTGTACAGGAAAATATCAG -TGGAAACCGAGTAATTAAAGCTTTTGCAACAGAATATATAGAAATAAACAAATTTGACAAGGAAAATGAA -GCTTACCGTAAAAGAAACATGGATTCCGCAAAGGTATGGTCTAAATATCTCCCGATAATAGATGCTCTGG -CGGGAACTCTTTCACTTACAATAATAATTATCGGCGGGGTACTTGCAATTAACAATAAAATAACAATCGG -TGAGCTGGTAACTTTTAATTCTATAGTTTGGGCATTGGGAAATCCAATGAGGAATTCCGGCTGGCTTATA -AATGATATACAAAGATTCAACGCATCAGCAGACAAAATACGTGAGTATCTGAACAATGAATCTGCAATAA -GCAATATAGAAAAGCCTGCTAACAGGGAGATTACAGGATTTGTTGAATTCAATAATGTCAGCTTCGGTTA -TGATAATGAGGAAGTACTGAAAAATGTCAGTCTTAAAGCCAAGCCGGGGGAAACTGTAGCAATAATAGGT -CCCACAGGGTCAGGAAAATCCACTCTTGTAAATCTCATATGCAGATTTTATGATTGCAGCGAAGGAGAAG -TACTGGTTGACAATGTAAATGTAAAGGAAATGGATTTAAGAACACTGCGTTCAAAGGTTTCGGTTGCAAT -GCAGGACGTATTTCTCTTTTCTGATACTATTGAAGGGAATATAGCTTATGGTGTACCTGATGCTCCCTAT -GAAAGCATAAAGCGGGCTGCAGGTATAGCGGATGCCGATGAGTTCATATCATCCTTACCGGAAGGCTACG -ATACTATCATAGGAGAACGCGGAGTCGGACTCTCAGGCGGACAGAGGCAGAGAATTGCCTTGGCGAGAGC -TATACTTAAAGACCCGTCCATACTAATACTGGATGATACAACTTCCAGTGTCGATATGGAGACGGAATTT -GAAATACATAAAACGCTAAGATCTTTTTACAATAATAAAACAACTTTTATAATCGCACATAGAATATCAT -CTGTTAAAAATGCAGACAAGATTATTGTTTTAAACGATGGGCAGGTAGTAGAGCAGGGAACCCATCAGGA -ACTGTTGAATTTGAAAAGCTATTACTACAAAGTTTATCAAAGCCAGTATGGAGATTTTGACGGACTTGAT -GAGAAGGAGGTGGGCTAAATGGCAAGAAACAAATATGACGTTGATGAAGAGTTGTTAACAAAATTCAAAA -TGAAAGACCTTATTAGACTTTTAAAGTACTTAAAGCCATACAAGGTGACAATGTTTGGAACGGTTCTTTT -GATGCTTTCTGCAAGTGTTGCAAACCTTATTGGCCCGCTGCTTGTACAGGATGCTATAGACTTCAAAATA -CCGCAAGGTGATATAAAGGGACTGGTTATACTATCAGGAATTTTCGTTGGAACACTGATAGTAAATGCCG -TATGTTTCAAGTTCAGGGTAATATTGATGTCCCAGCTGGGAAACAATGTAGTCAAAAAGATAAGGGAAGA -CATATTTTATAAGATTCAGAAGCTCCCGTTTTCATATTATGACAGCCGTCCCCATGGTAAGATACTTGTA -AGGGTTGTAAATTATGTAAACTCACTCAGCGACCTACTTACAAATGGCTTTATTAATTTTATAACAGATA -TGTTCACCCTTGTATGCATAATAGTTTTCATGCTTTTTATAAATGTTAAGCTTACCTTAATCAGTATGAT -TGGACTTCCTCCATTGTTTATTTGCATAATGTTAATAAAAAATATTCAGAGGAAAAATACACAGGCCTTG -AGCATGAAGCAGTCAAACCTCAACGCCTATATACATGAAAGCATATGTGGTGTTAAGGTAACTCAGTCCT -TTGCAAGAGAGGAACAAAATCAGGGTATTTTTCATGAATTGAACAAGATTTACAGAAGAGCATGGATGAG -ATTCGTAAAAGCAAATTTTATTTTGTGGCCTATAATAGAAACGATTTCAATAATCGGTATAATAATACTG -TATTTTGGTGGAATATTCTGGGTAAAGGGGATAACAATAGGTGTACTGATAGCCTTTACAAGCTATATTT -CAAGGTTTTGGCAGCCTATAAGTAATCTGGGGAATTTCTACAACGCAATGATAAATGCAATGGCATATCT -TGAAAGAATATTTGAAACACTGGATGAAGAGGTTTCTATAGAGAATCTGCCGGGGGCAATTCCAATGCCT -GAGGTAAAGGGAGCAGTGGAATTTAAAAATGTGGGTTTCAGCTATGAAGAAGACAAAAAGATTCTTGATA -ATATAAATTTTAGATTCCAACCGGGAAGCAGCATAGCACTTGTAGGCCCTACCGGAGCGGGGAAGAGTAC -CATAATAAATCTTCTGAGCAGGTTCTATGATGTTCAGGAGGGAGAAGTACTGATTGACGGCATAAACATA -AGAGAAGTACAGCTGGAGTCTCTGAGAAAACAGATGGGAGTTATGCTGCAAGATACATTCCTTTTCTCAG -GCACTGTTATGAGCAACATAAAATATGCAAGGCCCGATGCTACAGATGAAGAGGCCATTGAGGCAGCAAA -AACCGTGTGTGCACATGAATTCATTATGAATATGCCAAATGGCTATCAAACAGAGATAAATGAAAGAGGA -ACAAGGCTTTCAATCGGAGAAAGACAGCTTATTTCCTTTGCTAGGGCACTTCTGGCAGACCCAAAGATAC -TCATACTTGATGAAGCAACCTCCAGTATCGACACAAGAACGGAGCTTGCACTGCAAAGAGGACTTCAGGG -GCTTCTGGTGGGAAGAACTTCATTTATTATAGCTCACAGGCTGTCAACGATAAAAAATGCACATTGTATT -ATGTATGTGGACAATGGTTCGATTGTTGAACGGGGAACTCACGACGAGCTGATGTCTGCGAGAGGACACT -ATTACAAATTATATAATTCTCAATTCAGTGTTATGGAGGCAGGATAATACTGATTCCAAAAACAGCTAAT -TTTACATGTGTTTTTATCAGTGACACTTTAGAAAATAAGATAATATTCATTTACAATATATACTTAAATG -AACTATTATATAATGGAAGGTAAGCCTATATAAAATTAACAGGAGGAATTAACATTGACTATAACTAAGA -GATACTTCGGAACATTGCCAGGTGGGACTGAAGCAAATATTTATACTTTAAAAAACTCCAACAATATGTC -TGTAGACATAACGAACTATGGGGGAACTATTGTTTCTATCCTTGTGCCGGATAAAAATGGGAAGATTGCT -GATATTGCTTTAGGATTTGACGATCTTAAAAAATATACAGAAAATGACGCATATATCGGAGCGTTAATCG -GAAGGCATGGCAATCGTATTGAGGATGCGAAATTCGAATTAAACGGAAAAGTGTACGAACTTGTAAAGAA -TGACGGAAATAACCATCTTCATGGTGGTACAATCGGTTTTCATAATGTAGTATGGAATGCAGATATTCAA -GAAGAAAAGGGCGTACAAAAGTTGATTCTCACCCATACAAGCCCTGACGGTGAAGAAAATTACCCCGGAA -ATCTCAATGTAAAGGTAGAATATTCACTTACAGAAGACAATGAGTTGAAAATAGACTATACTGCAATTTC -TGATAAAGACACAGTTGTTAACCTTACAAACCATGCATACTTTAACCTTTCAGGACACGACTCGGGAGAT -GTTTTGAAACATCAGATATACATAAATGCAGATAACTTTACTCCTGTAAATGACGAATGTATCCCAACAG -GAGAGATCAGGGAAGTTAAAGGTACTGTAATGGACTTTACTCAATTAAGAAGTTTTTCAGAAGGACTTTC -CAGCACCGACCAACAGGTAGTAAACGGCGGAGGTTATGACCATAACTGGGCACTGAATACAAAAGGAAAT -ATCAATGAAGTTGCCTGTGAGCTTTATGATCCTGAAAGCGGTCGGGCTATGCAGGTATTCACAACAAAAC -CGGGCGTGCAGTTCTATTCAGGAAACCATTTAAGTAAAACGGTACAATTAATTGGCAAGAATAGTGCTGT -TTACAATAAGAGAGCAGGACTTTGTCTGGAAACACAGTATTTCCCTAATGCAATGAGGCATAAGAATTTT -CCTTCACCGATACTTAACGCCAATGAGAAATATCATCATATAACAATTTATAAGTTTTTAAATAAATAAA -ATCAAAAAGCCCCTGAAAAATCAGGGGCTTTAATTTGCTCTTAATTAACGAAAATTACCTTCTGTTAAAT -CCGCCATTAAAGCTTTTCTGAGATGCCTTTTTTGCTCTTCTGCAATCTGGGCACCTTGCTGGTTCATTAG -TAAATCCTTTTTCGGCGTAAAATTGTTGCTCGCCAACCGTAAATGTAAAAGTTGCACCGCAATCTTTACA -AGTTAGAGTTTTATCTTCCATGGGACTACCTCCTATATAATTATATTGCTGAGCATATAAGAACTTAAAC -ATTACGGACCAAAAAGGATGTTATGAATCAGTATAAGAAATTATAAGCTTTGCACCTTTATTATACACTT -TGAAAAAACAATAAGCAATAAATTTCAAACAAATAATGTAAATAAATTACATATAAGACGACAAGTGGAT -AATAAAATTGCAATGAAATACTTTGTTAACAGTATTTTCATAGTATTTATGCTGTTTGATAAAAAATAGT -GAAAAATAATCTATTTACTATTGACAAAACTAACATTGTGCCGTAAAATATCAAATGTGTCTTGGGGACA -CTTTATAAATGGTGGGTATAGCTCAGTTGGTTAGAGCGCCAGATTGTGGCTCTGGAGGCCGTGGATTCGA -ATTCCACTATTCACCCCATATTATGAAAAAGGACTGTTGAAAAACAAATCTGTTTTGCAATAGTCCTTTT -TGTTTGTGTAGCAGATACCACACGTTATAAGTGTGATATCTGCTACTTTTCATTTAACTAATTTTCATAC -TCTATAAACAACTCAGGATTATGTCTTTTCCCCATCTTGTGTCTTGCTTTGCGATTGTCCACAGTATCAA -ATATTATTGAAAAGTCGTAGTCAGCTGGGTATAACTCGCTGGCTGGTACGTGTAGTTTTATTCTTTTGTG -GGAAAGAAGTTTTTTTTGTCCTTTAATCTGAACACCTATTTCACCATGTTCGTTGGCTTTTTGATAAACC -AGCCCTATTTCTTTCTGAGGAAAGACCATAACACTATCTCCAATGTTAAATCTGCTGCTTCTGTTTTGTG -GTACATTTTTCTTTGGGTTTTCCTTTATAAGAACAGGTGCATTTAAGTCAGGTGGAATTCCGGACTGGCT -GTCCGCTCCAATAGGGCTTAACAAGGATTCATTATTCTCTGAATTAACCTTAGTAGGGTACTCTTTATAG -GCGGCATCATGAGCAAGCCTGAGAAGATGTGGGGGAAAGCCAAGCCTTTTTGCAATATACAGGGCACAGC -TTTCCCCGGCCTCACCAATTTCAAGTTTATACAAAGGTTTCAAACTTTCCTTGTCAAAAGCCATTCTGGC -ATTTACAAGACCGGGTGTTTTTTTGGCATAGTCCTTTATTTCAGGATAATGAGTAGTTGCTACAAACAGG -CAGCCCTTGTTTTTCAAATCTTCCAGAATTGCGGTAGCTATACCCATACCTTCTGCCGGGTCGGTTCCAG -AGCCTACTTCGTCAAGCAGGACAAGGCTTTCTCCCGTGGATTGCCTTAGAATATCATTTATGGTTGTTAT -GTGTGCCGAAAAAGTTGACAAGTTCTCGGTAATACTCTGTCCGTCTCCGATATCACATAAAATCATATTA -TGCATTGAAAATTCACTTCCCATGGCGGCGGGAACATGAAGTCCGCTTTGTGCCATGATTGAAAGCAACC -CTACAGTTTTAAGGGCCACTGTTTTTCCTCCTGTATTTGGCCCAGTTATAACAACTCCTCTTATACCACT -ACCGATTTCAAAGTCAAGAGGAACACATTCCGATTGATTAAGAAGAGGGTGGCGTCCGGCTTTGATAACA -ATCCTGCGGTCCATATGAATATCAGCTTCACAGGCCTTCATCTGAACTGAAAGCTTAGCCTTAGCAAAAA -CTGCATCAAGAGTTTCCATTATATCTACGTTAGTTTTAAATACAGCTGAATGTTCATCCACTAATGAGGT -CAGAGTATATAAGATTTTTCTTTCTTCATTTTCTTCTTCCACTGTAAGGGCGGATATTTCCTCTTGAAGT -CTGCGTACAGCGGAAGGCTCAATAAAATAAGTTCCTCCTGTGGCGGAGGTTTCTATCAGCGAGCCGACTA -CCATGTTCTTATATTCTTTTCTTACGGGCAGTACGAAATGACCATTTCTCATTGAAACAAAACTGTCCGC -AAACCATTCTTTTTTACTCCTTAATATACTTTCAAGCTTGGTACGGACTTGTTGGTGGGAATTATCCTTC -CTTCTTCGTATATCTTTCAGCTTTGGTGAAGCAGAATCATCAACCCGTCCATTTCTGATTGAGTGTTCAA -TTTCTTCACAGAGGTCATTAAGTGCATCTATTGAGCTTCCATAATAAGCAATATCATTCTCAAGGCTCTC -GGTCCTTTTGAGATATGATTTCATACGTCTGCAGGCAAGAAGAAACTGTGAAACCTCTTCTAATTGTTCA -GGAACAAGCATTGCACCCTTTGAACAAAGATCAAGAATTCTGTCTAGCTCGTTCATTGAAGAGAGAGGAG -GAGTCCCCAGACTTTCAAGAATTCTTTTTGCGTTGGTAGTTTCCTTCATTCTTCTTCTGCATTCTCCCTC -CTTCAGAAAAGGTTGAAGCATCGAAAGATTCTCTTTAGCTCTTTGAGAAACGGTATTTTCCATAAGCATT -TCAATTATTTTGTTAAATTCAAGTGTTACGGCATATTTATTCATATTTACCCTCCTGTTTTAGCAGGCAG -AGAGGTGTGTCCAATCTGCGTGAAATTTGATTATTAATTAAGTGGACACAAATCTTGTATATACGTTCTC -CAGAACAAACAAAAAAGCGTAACAGGAACAAACCCGTCACGCTTTGCTAAAATCATTTGAATACGGCTAA -TAACTATATATCAGTAAAAATGGTTTTGAAGCATATCTGTAATGTACTGAACGTACGAAGCAGGTGTCCA -ACGATACCTAAACACAGGTATCGGTAATAAAAAGGTACACTAAATAAACAGGATTACGACCTGTTTAAAA -AAAGAACCTTTTCCAACTATTTAGTTGTTAATCACCTTTACAGATAATACCGACATCAAAACCTTCCTTT -CATGTTGAAATTTATTTCAGAATAGCATATGCCATTTGGAGTTGTCAAGGTAACAAACCTGCAATGTTAA -ACTTGAATTTCAGAAAATTATTTAACATCGAATAACTTAATAAATAAAAAAAACCTGTAACAAATGCTAC -AAGTCTTTGGTGACCCATCCGCGACTCGAACGCGGGACACCTTGATTAAAAGTCAAGTGCTCTGCCAACT -GAGCTAATGGGTCAAATGGCTGGGATGGCTGGACTCGAACCAACGAAATGCCAGAGTCAAAGTCTGGTGC -CTTACCGGCTTGGCTACATCCCAACGTCAAGCGCAAAACCTATTATAAAGGGGTTTGCACTTTTTGTCAA -GCTTTATCGAACAATTTATTTTTTATTTTTGAACTTTAAAATCCTGAGTAGCTATATCAATAAGTTTAAG -GTCCTTGTTTCTTTCTTCTGCCATACGAATAGACCACTCGTTTTCAAATAAAATGGAATTTCTCTCCTCT -TTATCCTGAACAATAATAGATGTACTTGGCAAGTTTAATTTTCTCGGATCCAATCCTTCATTCTCAATCC -ACCTTGCGTGTCTGAATGGGAGATTCTGAATACGAAGGGATACACCATACTCGTTCTTTAGCCTGTATTC -AAGTACTTCAAACTGTAAAGCACCTACAACTCCGATTATCAGTGCTTCTATACCTATATCAATCTGCTTG -AATACCTGTATGGCACCTTCCTCTGACAATTGCTCTATTCCCTTGATAAACTGCTTTCGCTTCATTGTAT -CCGCAGGGGAAACTCTTGCAAAGAATTCGGCAGGGAAGATAGGAATACTTTCGAACCTTACATTGTTGTT -TCCTTCATATAAAGTATCTCCCAATTTGAAAATGCCTGGATCAAACAAACCAATGATGTCACCGGGATAC -GCCTCTTCTACGATTGTTCTTTCCTGAGCCATAAATTGCTGAGGCTGTGAAAGACGTACATCCTTTCCTG -CATTTACATGTCTTACGGTCATACCTTTTGTAAATTTCCCGGAGCAAACTCTTAAAAAAGCAAGTCTGTC -TCTATGAGTAGGATTCATGTTTGCCTGAATTTTAAATATAAAACCTGAGAATTTGTTATTTTCCGGGTCG -ATTTCGCCTTCGGAAGTTTCTTTGATTCCGGGTGAAGGAGCCAGTTCCAGAAAGGCTTCAAGGAACGGTT -GAACACCGAAATTGGTCATGGCACTTCCGAAGAACATAGGAGTCAGCTCGCCGCAGCGGATTTTTTCCCT -ATCAAATTCCTCCCCTGCCATATCCAACAGTTCTATATCTTCACAAAGCTTGTCATGGTAATGACTTCCC -AAAAGGTCTGTAAATATCGTATCATCAACTTTACCCACTGTAGATGATACTTGGGTTTGTCCATGTGCAC -CGCCGCCAAAAAGTTCTATTTGTGAAAGATTTCTATTATAAATACCTTTAAAATCGCCTTCGGTACCTAT -TGGCCAGTTCATAGGATATGAACGAATTCCGAGAACCTGTTCGATTTCTTCCATCAGTTCAAAGGGGTCC -TTGCTGGCACGATCCATTTTGTTTACAAATGTAAATATGGGAATACCCCTCATCTTACATACATGAAAAA -GCTTTATTGTTTGTGCCTCCACACCTTTCGCACCGTCTATGAGCATGACTGCACTATCCGCAGCAACAAG -AGTTCTGTAGGTATCCTCACTGAAATCCTGGTGGCCGGGTGTATCCAATATATTGATACAATAGTCATTA -TATTCAAACTGCATTACACTGGAGGTAACGGATATTCCTCTTTGCTTCTCAATTTCCATCCAGTCGGACA -CAGCATATTTATTGGCTTTTCTTGCCTTGACAGAACCAGCAAGTCTTATAGCTCCTCCATAAAGGAGAAG -TTTTTCGGTCAAAGTGGTTTTTCCTGCATCAGGGTGAGAAATAATAGCAAAAGTTTTTCTACGGGATACT -TCTTTTTTAATTTCACTTTTTAAATCAGGCATCTTTATAACCTCTCGAAATTCAATTTTTAACCACGTTT -CATTTTATATTATAGCCATGATGCTGTCAAATAGTAATGATTACATTGATTTTCGATGATAAAATAACAT -CTGTAAAATAAAAAAGTTTGGATAATATTCTTACAATGTGGCTAATTTTATGTTAGAGTTTGGGTAATTT -ACCAAGGTGTTCTAAATATATTGAAAGGTATTAAAAATTCTTATAGAATAGTATAATTAGTTAAATGATA -TAGAAAGTTATATATAATAAAGTATTCGGAGGTTTTGGATGAGTAATAATCAAATATTCGTTACTATAAA -CAATCAAAGGTATGAATTGGAGGACAGCACTACCTTACTGGAGTTGAGTAAGCGCTTTGAAAAGGAATAC -GTATCCACCATTGTTGCAGCGAGAGTTAATAATGATATTAAGGAATTGAGCTTCGAAATAAAAGAGAATG -CCGAAATTAGTTTTTTAGATTTAACTGATGAAGATGGTATGAGAATTTACAGGAGAAGCCTTTATTTTAT -ATTTATTATGGCAGTCCAAGATGTTTTTCCAGATAGAAAGGCAGTAATAAGCCATCCTATGAGTAACGGT -GTTTACTGCGAAATAAACGGTAAGGATGAACTTTCTGAGGATGATGTTGAGCTTGTGGAAAAGAGAATGA -GAGAGATAGCTGCAGGTAAAATGCCATTTGAAAAAAAGGAAATTTCAACAGAAAGTGCAAGAAAGCTATA -TAAGGAAAGCGGGAAACTTGACAAGTATGAGGTTCTGGAACACAGACAGAAGCCATATGTGACTTTTTAT -AACTGCGGAGGTTATGAGAACTACTATTATGGGTATATGGTACCTGATACCGGGTACATTAACTGTTTTG -CACTCAAGTTTCACAAGCCCGGCGTAGTCATCCAGTTTCCCTCCCGAAAAGAGCCTTGCAGACTTCAGCC -TTTTACTGAGCAAAAAAAACTGTTTAACGTATTTATTGAGTATAAAAAATGGGTGAGAATATTAGGAGTT -GAAAATATCGGATCACTCAATGACATTGTAAAGGCCGGCGAAATAGGGGATCTTATAAGAGTCAGCGAAG -CTCTTCATGAGAAGAAGATTGCTCAGATTGCAGATAAAATTACAAACCACGAAGAAGAAAAAAGGATTGT -ACTTATTTCCGGCCCGTCATCATCGGGTAAAACTACTTTTGCTAACAGGCTCGGTATTCAGCTGAGGGTT -AACGGTTTCATACCAAAAACCATTTCACTTGACAACTATTTTGTAAACAGAGACAGAACACCTTTGGATG -AAGATGGAGAATATGATTATGAAGCACTTGAAGCTATTGATGTTGAACTATTTAATACACACCTGTCCGA -ACTGTTAAACGGGAGCGAAGTTGAAGTACCTTTATATAATTTTGAGACCGGATCAAGAGAATCGGTGGGC -AAAAAAATGGTTATAAGGGATAATAATATCCTTGTAATAGAAGGAATACATGGACTGAATGACAAGTTGA -CGGAAGCTGTGTCCTGCGAAGATAAGTATAAAATCTATGTAAGTGCTTTGACATCTATAAATATAGATGA -TCATAACAGAATACCATCCACCGACACCAGAATATTAAGAAGGATTGTAAGAGATAACCAATTCAGAGGA -TGTTCTGCGATTAATACAATAAACAGGTGGCCTTCAGTAAGAAGGGGTGAGGAAAAAAACATATTCCCAT -TTCAGGAAAATGCAGATATTATGTTTAATTCATCTCTTGTATATGAGCTTTGTTTGTTAAAAGTATATGC -AGAGCCTTTACTGCTAAAGCTTGGTCCTGATAATGAAAGATATTCGGAAGTAAAAAGGCTGATAGAGTTT -TTAAGTTACTTCCTACCCATAGATGCAAAGGATGTTCCCAATAATTCAATTGTCAAGGAGTTTATTGGTG -GAAGCTGCTTCTTCTAAACTCAAAAAGCTTTTCCTTAGTGCTGTTCTGCTGAGTATGGACATTTATCTAC -CCTACCAGCAGAGTAGCCCCTACAGGTTTTCCAAGGACCGGTTCTAACGGAGGGGATATATGACATTAGA -ATGTTTATTACAGAAAATTGATGGTAAGGTATTAACGGGTAACTTTAAAGAAATTACTCTTGAAAATGTT -TACATATGCGATTTATTGAGTTGGGTTATATCTCATGCAAGAAAAGGTGACGCATGGATTACTGTACTTA -CAAATGTTAATGTACCTGCGGTTGCACTTCTGACCCAAGTAGGCTGTGTTATTATTCCGGAGAACATTGA -GGTAGAGGAGCTGACATTAAGAAAAGCGAAGGAAAACGGTATTCTTATGATAGGCACACAATATAATGCT -TTTGAGATTTGTAAAAGGTTTATAAATCAATAGTTAATGCTGTTTTTGTCCAACATGCATAGTATAATTT -ACGGAGGAAAAACCACATATGAATTATATTCAAAGCAGTCAGAATTCAACTATAAAGGATATAAAGTCAC -TACACTTAAAGAAAAACAGGGATGCACATGGCTTGTATTTTGTGGAGGGAATACGCTTTGTCAGCGATGC -CATAGACAATGGACAGAGTATAGCAAAAATTATTATTTCTGAAAAGCTGGAAGGCCTAAATGGTGGCAGT -GAACTGATTGAAAAGGTTAAAGGTGCTTGCAGCGACATAAGCCTTGTCCCGGAAAAAATATTCAGAGAAG -TCTCCGATACTCAAACTCCTCAGGGTATTCTTGCGGTTATTAAAAAGAATAAATACAGTTTTGATAAGGT -AATTACAGAAGGTAGTTCTGTTGTGATATTGGATTGCCTTCAAGACCCCGGCAATGCAGGCACCATCATA -AGGACAGCAGATGCTGCGGGAATTTCGGCTGTTCTTATGTCAAAGGGCTGCGTTGACCTTTATTCTCCAA -AAGTTCTCAGATCTACAATGGGTTCTGTTTTCCATATTCCCATATTTGAAGGATTGAATATTACAGAAAT -CATTCGTGTACTTAAACAAAACGACTACAAGGTAATAGCTTCTCATTTATCAGGAAAGAACAACTACTTT -CAGGAGGATCTGACAGGCAGGAGTGCCATAATTGTGGGCAACGAGGCAAACGGAATATCTGATGAGACAG -CCTATATGGCGGACAGCCTCGTAAAAATACCCATGCCCGGCAAAGCAGAATCCTTAAATGCTTCTGTTGC -AGCTTCAGTTATGATATATGAAATAGTAAGACAGAAAAGTCATATACAATTTCTATAAATTGCTTGCAGA -ATTACCAAATTATATATATAATAATATCAGTAAATGGGAACGTTCCCAAAAATTATTTTTTCTGCGGAGG -ACTGTTTGAACAATATTTTTGATATAGCAAGGATGGCGGGAGTATCAAAAACTACCGTTTCCAGAGTAAT -AAACAATCAGCCTGGAGTAAGAGAAGAAACTCGGATAAAGGTACAGGAGGCCATAAAAAAGCTGAATTAC -GTTCCGAATCATGCTGCAAGGAGTCTTGTTTCAAGAAAATCCGGAGTTATAGGTGTTGTTTTAAATGAGT -TTAATGCTTCTGTATATCTCAAGCTTGCAAATTATCTGGAGAAATTCGCCTATAATTACAATTACAATGT -AGTTTTTTGCAGTTCAAATGATAACTATGAGTCAAAATCAAGATATGTCCAATATTTTACAGGTGGTGCT -GCAGACGGACTTATACTTTTCGGAAGTGACACTAGAGACAAAGAGTTGGTCAAAAGAATTCTCAAAACTG -GATTTCCATTAGTACTAATAGAAAATTATTTTAACGATATAAATGTTAATGATGTAATTATTAATAATTT -TTCCGGAGCAGTAAATGCGGTCAATTATTTGGTAGGATTGGGACACCGTAAAATAGCACATATTACAGGA -AATGTAAATCATAGGGCGGCACTGGAACGCCTTAATGGTTATATTAGAGCCTTGAATGAAAATGGTTTAG -CCTATAGCAAGGAATATGTTATTAATACCGATTCTGGTGAGCAAAGTGGCTGTAAAGCGGCAGACCAATT -GCTTAAATTAAAGGAACCACCCACTGCGGTATTTACATTTAATGATATGCAGGGTTATGAGGTAATACAA -AGGGCATCCGAGTTGGGACTAAGTGTTCCTAGGGATTTATCAGTTGTTGGGTTTGATAACATTTACGATA -TATTCAGATTCATACCTTCGAATGTTAGGCTAACTTCCATGAAACAGCCCATGGAAAAGGTAGCGGAGGC -TGCAATACAATTAATGGTGGCTAATATTGATAACGCGGACGAACAGCCTAAGGTAATCTCATTTGAAACA -GAATTATTTCATGGTACTTCTTGTTGTGAAAGGAAATAGATCGGTTAAAGCTTTAAAAAATATTTTTTAG -CATCAAATGGGAACGTTCCCAAAGGTGCGGAGGAGGTAAATATGAGATTCGGGTATTTTGACCGAAAGAA -CAGGGAATATGTAGTAACAAGGCCTGATACACCGACGCCATGGATTAACTACATAGGCAGTGGAAATTAT -GGTGGTATAGTTTCCAATACAGGGGGAGGTTACAGTTTTCATAAGGACCCTCAAAATCGCAGAGTTACAC -GCTACAGGTATAATAATATACCTATGGACAGACCCGGAAGGTATGTATACATAAGAAACAAGGACACAGG -GGAGTACTGGAATCCAGGCTATCAGCCCGTACAGAAGAAACTGGACGGATACAGCTGCCGTCACGGACTT -GGCTACAGTGTTTTGACCGGGGAATATAAAGGAGTTATAGGCGAGGTTACATATTTTGTACCTGATGATA -AGAACTTTGAACTATGGTTTGTCAAAGTATCTAATACTCGCAGCATACAGCAGAATCTTCAGATTTTTGC -ATACTCGGAGTTTTGCTTCTGGGATGCAATAATGGATCAGCAGAATGTTGACTGGGTACAGCAGATTAAT -CAGGGCAGATTTGATGATGGAATTATTACCTACCATCCTCATCACGTTAGTGACAATGCCGCTTTTTTTG -CAACGGGTGAAAAGGTAAGCAGCTTTGATACCAATCTTGAAACCTTTATTGGAAGATATAGATCGGAAGG -CAATCCTATTGCCGTAGAACAGGGAGCTTGCAGTAATTCCATATCCTACAGGACAAACGGTGTCGGTGCC -TTTTGTATAGACTGTGACCTTGGCCCCAATGAAGAACGTGAGTTGGTTTTTGTGCTTGGGTTTGCAGAGG -AAAAATCAGAGATAAGAAAAGACATAAAGGAATATCTTTTGCCCGAAAATGCTAAAGCGGCGTTTAGCAG -ACTACAGGCTTCATGGCTTGACTTTACATCCAAGCTCAGTGTTGAAACACCTGATGAGGATATGAATCTG -TTTGTAAACATATGGAATCAGTATCAGTGCAAAACTACCCTCAACTGGTCAAGATTTGTTTCACTGTATC -AGCTGGGTCTTGGGAGAGGTATGGGTATCAGAGACAGTGCACAGGATACACTTGGCGTAATGCATACGAT -ACCTGCCGAGGCAAAGGAGGTTATTATAAAGCTTCTTAAATGCCAGTATACAGACGGAAGAGCATATCAT -CTGTTTTTTCCGCTTACAGGAGAAGGAGGACAGGGGGATGCTCCCGTCAAGAAATTTGACTGGTATTCCG -ACGACCATTTGTGGCTGATACTTGCTGTAAATGCTTATATAAAGGAAACTGGAGATTTTGAGTTTTTGAA -CATGGAAGTTCCGTATAACGATAAAATTACCTCACAGACCGTAATGCGGCACCTTGATATGGCATTGGAA -TTTACAAACAATAACCGAGGCCCTCATAATATTGCGTTGGCGGGACGTGCTGACTGGAATGACACACTTA -ACCTTGATACAGGTAAGGGTGTTGCAGAAAGTGTATTTACGTCTATGCTATATTGCAGGGCATTAATAGA -AATGATTGAAATACTGGATTACCTTAAAAATACAGATATGATAAAAAAGTATTCCGACATGTATGAGGAT -ATGAAGAACGCTATAAATGATACCTGTTGGGATGGAGAATGGTACAAGAGGGCTTTTGATGATAACAGTC -AGCCTCTTGGTTCAAAGGAAAATAAGTTCGGTAAAATATTCATAAATTCCCAGTCATGGGCAGTTTTAAG -CAAGGTAGCGGAAAACGGAAGAGCAAATGAGTCAATGGAATCCGTTGAGAAGTATCTCAATTCGAAATAT -GGAGTTGTAACTATGTATCCTGCTTACACAGAGTATGACACCACAAAAGGAGGAGTAACTACATTTCCAC -CGGGAACAAAGGAGAATGGAGGGATCTTCCTTCACACGAATCCTTGGGTAATGATTTCAGAGGTAATGCT -CGGTCACGGGGACAAGGCCTTCATGTACTATAATCAGATTTTGCCGGGCAAAAGGAATGATGATGCGGAG -TTGTATGAGGTAGAGCCGTACGTATACTGCCAGAACATTCTCGGCAAGGAGCATCCTCAGTTTGGTATAG -GCAGAAATTCCTGGCTTTCGGGAACAGCTGCATGGAATATGGTAGCATCAAGCCAGTATATACTGGGAAT -AAGGGCAAACTATGATTCACTGACGGTAGATCCGTGTATCCCTTCAAGCTGGAAGGGTTTTAAAGCTACA -AGAGTATTCAGAGGTGCCACCTATTATATAGAAGTACAAAATCCAAACAGAGTTTGTGCAGGGGTCGAAA -AAATAATTGTTGATGGCGTTGAGACGGAAAAGATACCTGTTTTTGAGGCAGGAACAGAGCACAATGTAGT -CGTTGTAATGAAATAAGATAGTTAAAAGGGAGTGTCGCCACTTGGTGACACTCCCTATGCTAATTCCTTT -CTTTTGAAAAAAAGCCATAAATAATGACCATTACAGAAATGATAAACTGAACCGCAAGCAGGATTTTCAA -AATCGGATTAATATCGCTTAAAATCCCTCCGGGGCTTCCTCCGTATGTCCTGTGGATTATGTATGTATCA -TTCAAGGTTATTACTGTCATCAATTCAAATATACTTACAAACAGCAGAACAATTCCGAATTTCAGCATTG -ATAATCCGACTTGAGATATTCTGTATACATGTTGTGGAAGATTAGCTCGTTCTACAAGGTCTATATTACA -GTCACTACACTGTGTATAACCTTTTTCATATTCTATTTTGCAATTTGGACAAATCATTATTGCAACCTCC -AAAAGAATTTATATTTCTATGGATGCTATGAGGTCTGCTTTTCTGCTTTCATTATCGGAGAGGTTTTTCT -TTAGTTCCTTCCTTTTGGTTTCAAGGATTCTTAACGTTCTGTTTATTTTATCAATAAGATCTCTTAAATC -TTCAGCATCGCTTTGTATTTTGTCCCGTACTTTCAAGTCAGTAAAAATATTATCGAACCAAAAATCAACA -GCCCTAGTAGTAGAATCAATTTCGCAAGAAAGGTAGGAGGCCTGCATATTGACATCATTAAGCTCAGTCT -CGAAAGCTTTAACCTGTGAGTTTAATATGTTGAAATATCTTTGTGCTTCTTCAATGTGGCTATATTTTGC -ATTGTGTGTTAAAATTCCTCCTTTCAGCCATACATCAAGTGTAGCAAGGTCTTCAGCCTTATTCAGATGC -TCCATGGCATTATCTGCTGTAATCAACACTTTGTTTGCAGCACCGATGGCTTCTTGTGTTTCAACCACCT -GCCCGAAGAGGAATTCATGTTCCTGCTCTATTTCCATGTACATTTTGAATGAATCAGCTGAAATATTGTT -TTTTATGAATTCCTCACGTTTTGCCAATTCATTTTCCTGTGTACGTTTCAATTCATTAAGTTCAGATATC -CTTCCTTTTAGCTCTGATTCTTGCTCGCTCAATACTTTTACATTTTCGACAGCTCTGTCATATTCCAATT -TTGCGGTAAGCATTTCTTGGGTTTCCTTATTTATTTTGCCCTCGTATTTTCCAAGAAGTTTTCGTAAAGA -GTTCGTCAAAGAATCCTTTTTTATATTTTCCACATCCAGAGTTTCAGCTTCAAATTTACGAAGCAAAGTA -TTAACATTGTTTTTAGCCTCAGTTATTCTTTTTCGCAGACTTTCCATTCTATGCTCCAGTGCAGGCAGTA -CTGCGAGACGGTCTTTTATTTCTTGTAATTGCTTGTTGTCCATTTTAATACCCCCCGTTTTATAAAATAT -TTAATTATAAAGAACAATATTCTGAAATTTTAACAGATATATAGATATAATTATTAAACATTACCAAACT -ATACCAAACTATTATATAATCTGGAAAAGGTGTAGTCAAACATACATATAAATTTCTGCCTTGATTGTTT -TAAACTAAGTTGCTATAATACCTTATATATGTGGTTTTGAAATTACAATCCAAAAGCAATGATGGAGAAA -AGTAAGCGAGAAACGGATATTCCAGAGAGAAGGTATCAATGGCTGAAAGTACCTTTATTATACAGCTTGC -CCAAGTTCCCTCCGGAGCTGCAGCTTTGAACCGTGTTATGATATTTTTCATATGTAGAGGCTGCCGGTTA -AAACCGTTATATTTACAAAGAGTCCGGATATTCTATTCGGAAATCTGGGTGGTACCGCGAAGATAGCCTT -CGTCCCTTTATTGGGGCGGAGGTTTTTTTAGTTGAAGTAAATAATGAAAGGAGATAATAGACGTGATTGG -AAAAATCAGTAAATTAAGAGATGTTGCCGTCGCCAAAATAAAGGAAGCCGGCAGCAGTGCAGAGGTTGAA -GAACTCAGGGTAAAACTCCTGGGTAAAAAGGGTGAATTAACTGAAATGCTGAAAGACCTTAAAAACATGG -CTATTGAGGAAAGAAAGCAGTTCGGACAGGAAGCTAATGCATTAAAAAATGAATTGAGCGAGATAATTGA -AGCAAAATTCAAGGAGCTTAGTGCAAATGATGTAAAGAAGTCTTTGTCAAGCGGTTCAAACTTTGATATT -TCTTTACCCGGTACTCACTACAAGCTTGGTTCATTGCACCCTGTAACAATTGTTCAAAAGGAAATAGAAA -AAATATTTACGGGAATGGGCTTCAATATAGTTGATGGTCCTGAGGTAGAGGAGGAATTTTACAATTTCGA -AGCATTGAATATACCAAAGCACCATCCAGCAAGAGATATGCAGGACACATACTGGCTGGAAAACGGCTCT -TTGCTAAGAACCCATACATCCCCATGTCAGGTAAGGGCAATGCAGAAGTACGGAGCACCTCTCAAGGTAA -TTGCTCCCGGAAGATGTTTCAGAAATGAAAGTACTGATGCTTCTCATGAAAATACATTCTTCCAGTTGGA -AGGAATGATGATTGATAAAAATGTGTCAATTGCAAATCTCATTTATGTAATGAAATTGCTTTTGTCCGAA -GTGTTTCAGAGAGATGTTAAAATAAGGCTGAGGCCGGGATTCTTTCCATTTGTTGAGCCGGGCTTTGAGC -TTGACTTGAACTGTATGATTTGTGGCGGAAAAGGCTGTCCTACATGTAAACATTCAGGCTGGATTGAATT -ACTCCCATGCGGAATGGTTCATCCCAATGTACTCCGTTATGGAGGTATAGACCCTGAAGAATACACAGGT -TTTGCATTCGGATTGGGACTTACAAGACTTGCGATGATGAAATATGGAATAAGCGATATCCGTGTTCTTA -ATTCAGGTGATTTAAGAGCTATGGAACAATTTTCGGTAAGATAGGAGGGAAAAAGGTTGAAAATATCATT -AAATTGGATTAAAGACTATGTTGATTTAGAAGGCATTGATATAAAGGAATTATGGTACAGGTTTACCATG -TCCGCGGCTGAAGTAGAAGAAGTGGAATTTGTAGGACAGGATATAAAGAATGTAGTAGTCGCAAAGGTTT -TAAGCGTTGTTCCCCACCCTGAATCCAAAAAGTTAAAAATCACTCAGGTAGACTCGGGAGATGGCATAAT -TCAGATTGTTTGCGGAGCTCCTAATGTAGCTGAAGGGATTTTGGTACCTTTAGTAAAAATTAGCGGTTCT -GTAAATAAAATACCAAAGATAGGAAAAGCAAAGCTTGTGGGAGTTGAAAGCTTTGGTATGCTGTGTTCTG -CTTCAGAACTGGGGATTAGCGATGATCATAGCGGACTTCTGGTTCTTGACGGCGATTATGCACCGGGTAC -TGACATAAAATCAATAATAGATATTGATGATGTAATTATTGAGATAGATAACAAGTCACTAACAAACAGG -CCTGACCTGTGGGGACACTACGGAATCGCCCGCGAAATTGCAGCAATTTACGGCAGAGAGTTAAAGCCAA -TGAATCTTGATAGTCTGGAAGGTTCTGAGGAAAAGTCCAAACTGGATATAACTGTTGAAGATACAGAGAA -ATGCCTCAGATATTCAGGGCTTAAAATAGACGGTGTAAAGAAGCTGGAAACTCCTCTGAATATGAAGGTA -AGACTTTTCTACTGTGGAATGAGGTCTATATCTCCTTTGGTTGATTTAACCAACTACCTCATGCTTGAAA -TGGGCCAGCCTATGCATGCATTTGACAGCAGACAGGTGGAAAGTGGAATAGTTGTTCGCTCCACAAAAGA -AACTACTTCATTTAAAACTCTCGATGGAATTGAAAGAAAACTCCCTGAGGATGTACTGCTTATTTGTACA -AAGGAGCGTCCTGTTGCAATAGCAGGAATAATGGGCGGTGAAAATTCAGAGGTACTGGAAGACACAACTT -CAATATTACTGGAATCTGCTACTTTTGAGGGTGCATCAACCAGAAAAAGCTCAACAAAAATAGGTCTTCG -AACAGAAGCAAGTGCAAGGTATGAAAAAATGCTTGACCCAAATATGACAGTTCAGGCATTACAAAGGTTT -GTAAAGCTGCTTCGTGATATGCAACCTGATATAGAGTTTGCATCTGCGTTGACAGATGTTTACTGCAATA -AGCTTGAACCAATCGATATAGAAATTACAAAATCATATATAGATAAGTATATCGGAAACACGCTGACTGC -TGAAAGAATGGTCGAGATATTACGTTCTCTGGAATTCAAAGTAGACGTGGAAGGAGATACTTTCAGAGTA -AAGGTTCCTACCTTCAGAGCGACAAAGGATGTAACTATGAAGGTAGATATAATAGAAGAAATAACAAGAG -TTTACGGATATGACAACATTCAACCTCAAACCCTTGATGTTGCATTAAAACCGTTGCAGTACAACGAAGA -AAGACTTTTTGACCACAAGGTGAAAGAACTGCTTTCCGAGAGATTCGGTGCTTCCGAAGTTAACAGTTAT -ATATGGTATGATAATAATTTCAATTCTAGAGCGGGTATTGAAACAAAAGCGCAGGTAAAGGTGTTGAACC -CTCAGGCACATGATTCCAATACCTTAAGGGACAGCATGGTTCCGGGAATGTTGGCTTTTGCCGAAAAAAA -TGAAAAAACTTATGATGATTTTTCATTTTTTGAAATTGGAAGCATATTCAACGCTGCAAATTCAAAGGAA -AAGTGCGAACAGCATAAAAACATATGCGTTCTGGCTGCGAGTAAACTTAAAAGTGAAGATGAACTTTTCT -ATGACTTAAAGGGTTTGCTTTCCTTTATTGCTAAAACCGTAAAAAATATTGATCTTGATTATACAGTATG -TACAAAGGAACACAACTGGGTTCATCCTGTGAAATCAGTAGATGTAAGCTGCAACGGAAAATTGATGGGA -TACCTTTCCGTTGTCCATCCAATGATAAAGAAAAACATTGGTAAGAAACTGAACATTGCAGTCTTGGAGA -TAAACAGGGATGTCCTCCATAATATTGAACAAAAGGCAATAAAATACAAAGAGCCCTCCAAATATCCAGA -AGTACTTCTCGACTACAGCTTTTTGGTTGACAATAGTGTAACATTTGACAAGCTGATGCAGGATATCGGG -GCTTTCAAGTCAGATGTACTGAACGGTTTCGAGTTCGTTACAATATACAATGGAAAAGGCTTGCCGGAAG -GAAAGAAGAGTATGACCTTCAGGTTTGTAATTGGTTCTGCGGAAAAAACTCTGTCCAGTGAGGATATAAA -TGCATTTGCAAACAGCCTGCTGGATTATATGGCAGAAAAAGGTTATACCCTCAGATAAGATAGATGATAA -GCACATCAGCCAAAAACCCATTTAAGTGGTTTTTAGCTGGTGTGCTTTTTATAACACTCTTTATTGTTGA -TTTTTTAACTGATTTTCATAGGCTGCAACCATTTTCTTAACCATCTGTCCACCAATAGGGCCGCCTTCAG -AACCGTTCTGTCTTGCTGTCAAATCTCCCTTGTAGTGGTCATTGTTCTCTTTAGTAAATTGTGTTCTGCC -GATTTCAGCGGCACATTCCATCTTGAACCTGGTAAGAGCTTCTCTGCTGTCTTCCACAAGTGGTGTTTTA -GGTCTCGACATAGTAATTCTCCTTTTTGTTCATATTATTAACGGAAACATTCCGCTCAAATGTATTTTTA -TCAGCATTGGCAATTTTATTACATGTAAATATTACTCTAAATGGTTTAAAGAATGTTCTTTTTCATATAA -AAAGGAAATAGAACTTTTATTTGCTAATACCAGATGTTATACTAGTAAAGATAAAAATTTTTTAGCAAAA -AAGAGCAATTTAGGAGGGTATTTATGGAAAGAGTAACATTTGACAGCTCCAAGGCTTCGGGCTTTGTAAG -CGATTATGAGATTAATTATTTCGAAGGCTACGTAGAACAGGCACACAAAATGCTTCACGAAAAAAACGGT -CCCGGAAGTGATTTTTTAGGATGGGTTGATTTACCATTAAATTATGATAAAGATGAATTTGCACGTATAA -AGAAGTCAGCTGACAAGATCAAATCGGATTCTGATGTACTTATAGTTATAGGAATCGGAGGCTCATATCT -GGGTGCAAGAGCAGCAATAGAAATGCTCTCACATTCTTTTTACAATATGCTGCCAAAGGATAAGCGTAAA -ACTCCTGAAATATACTTTGTAGGAAACAATATCAGTTCTACTTACCTTTCTGACCTATTGGAATTAATAG -AAGGTAAGGAGATTTCAGTAAATGTTATATCAAAATCTGGTACAACCACTGAACCCGCAGTTGCTTTCAG -AATATTCAAGGAATACATGGAAAACAAGTACGGCAGGCAGGAAGCTCAGAAAAGAATATATACTACTACA -GACAAGGCAAAAGGAGCATTAAAGAATCTGGCAGATGAAGAAGGCTACGAATCTTTTGTAATACCTGATG -ATGTAGGGGGAAGATTTTCAGTTCTGACAGCTGTAGGACTTTTACCGATCGCCGTATGCGGTGCGGATAT -TGATATGATTATGAAGGGAGCTCTTGACGCGTACAATCTTTACAAGGACTTTGATTTCAAGAATAATGAC -TGTTACAGATATGCAGCTGCAAGAAATGCCCTTTACAACAAAAATAAGACTATTGAGATTATGGTTAACT -ATGAACCGTCACTTCATTTCTTCACAGAATGGTGGAAGCAGCTTTACGGAGAAAGTGAAGGAAAGGATCA -AAAAGGTATATTCCCGGCAGGGGTTGATTTTACAACTGATCTTCATTCAATGGGACAGTACGTACAGGAT -GGTTTGAGGAATCTGTTTGAAACGGTAATACATGTTGGTAAGGCCAAGAAAACCATAACAATAAAAGAAG -ATAAGGACAATATCGACGGCCTGAACTTCCTTGCAGGAAAAGAAATGGCTTTTGTAAATAATAAGGCGTT -TGAAGGAACACTCCTTGCTCATACTGACGGCGGAGTACCTAATCTTATCGTTAATGTTCCGGAACTTAAT -GAGTATTATTTCGGAAATCTTGTATATTTCTTTGAAAAGGCTTGTGGAATAAGCGGTTATTTGCTCGCTG -TTAACCCATTCGATCAACCTGGTGTTGAGGCATACAAAAAAAATATGTTTGCACTCCTTGGTAAACCCGG -ATATGAAGAAGAGAAGAAGGAATTGGAAGCAAGACTCGGTAAATAATTACTGCAAGCATATTTAAAAATA -ATAAAAATAATTATAACGTGAAGTGCACCCCAAAGGTTGGATAAAAAATCTAACTTTTTGAGGTGTACTT -TTTTACGTCAAAGAACCCGGTATATTCACATTGTTTATAGCTAGGTATATAATATAAGCAATAACAGGAT -ATCAAGGAGATTAAGATGGATAAATCAATCAAAATAAAATTATCTAAAAATGAAAAAGTAAAAGGTGCAT -TATCTGATTTTACAATTTCGTATTCCTCCAAAAAACTGGACAAGAAAAGTGTCAGTAATAAAATAATATC -AGCACTTAAAGGCGATGATAATATCTTTATTGAAATAGACAGTTCATTGATGACTTTAGATGAGAATAAT -AAAGATTATTTGCATAGCCGTCTGACAGATGCTTTTGAGCATATGGGACTGGCTTTTATAGATAAAAAGA -TTTCTTATGACAAAAAACGTTCCTTTTTATCCATTCCTATTGAAAGTAAGAAAATTGAAGGCTACAGGAT -ATGTGTTTATGCTGATAATAATTCATGGAATAATAGAGAATTAGCAGATGTTATTCCCGAACACGGAGTA -AGATATTATATTTCAGGGCTATTCAATGATTTGGGTAGCTTTACTGCAACAGATGAAGGAGAAAGACTTG -ATAAGTGCAGTATGGTAATTTTTGATCATGTTCTGCTTGGAAGCATGGGGATCAGTTCTTCAAAAAGCAA -GGAGGAGGTTAAAAGTTTGTTGAACAATAACTTGCTCTGACTTGTCCTGACCTTTCAGATTGACTGGATT -TAAAAAAACTGCTATTGTTTACTTATATTATATATTTACCTATACGTTATAATATCTGGAGGTTTACCAT -GCACTATGAAGCTGCATTGGAATATTTACATGGTACTCTGAAGTTTGGTAGTATATTTGGACTTGACAGA -ATTACCAAGCTCTTGGATTTAATGGGTAATCCCCATAAAAAACTAAAGTTCATCCATATTGCAGGAACAA -ATGGCAAGGGGTCTACAACGGCATTTATCAGCAGCATCTTAATTGAAGCGGGATACAGGACCGGAATGTT -TACATCTCCCTATATTCAAAGATTTACCGAGAGAATAAAAGTAGATAATAACGAGATATCAAATGATGAG -CTGGCTGAACTTATTTCACAAATAAAGAACTGTATAGAAAAAATGGTTAGTAATGGGTTTGAGCACCCTA -CAGAATTTGAAATCATCACTGCTGCTTCTATGGAATATTTTTATAAAAAGAAATGTGATATTGTAGTATT -GGAAGTCGGCCTTGGGGGTATTGTGGATTCAACTAATGTGATAGACACCCCGGAAGCATCGGTTGTTACT -TCAATTAGCATGGATCACATGGACAGATTGGGCGAAACTCTTGGAGAGATCGCATATCAAAAGGCAGGCA -TAATAAAGCAGGATGGAGTGGTAGTGCTTTATCCTCAGGAACAAGAAGCTGAGGAAGTAATAGAAAGGGT -TTCCAAAGAGAAAAACGCACAAATACACAAAGTTGATTTTTCAACAATATATGATAAGGGGTTCAGTTTA -TCCGAACAGATTTTTGATTATAAGGATTATCGGAACATAAAAATAGGTTTATTGGGCGATCACCAGATGA -GAAATGCTGCAGTTGCAATAGATACCTGCGAACTTTTATGTAATAAAGGATTTGCTCTCACACATAGGAA -TATATTAGACGGGTTAGAAAAGACCAGGTGGCCTGGAAGATTGGAAATAATCAATAAAAATCCTTTGGTG -CTGATAGATGGTGCACATAACCTTGAGGGTGGTCAGGCTCTGAATACAGCATTGGACAAGTATTTTACAC -AAAAGAAAAAGATCTTTGTCGTAGGCTTTTTACGGGACAAGGATTATATTGGGATAATGGATATGTTGGG -AAATAAAGCAGATACTATTATTACCGTTACCCCCAATAATGAGAGAGCCGTCCCATCCGCAGAACTGGCT -GAAATTCTAAAGTCCTATTCAAACCACGTAGTAGATGGAATGAGTATTGAAAATGGTTTACAGACTGCTG -TCGGTCTTGCGGATTCAGAAAGTGTTATTTGTGCTTTTGGTTCACTTTATATGATTGGAGAAATAAGAGG -ACATTATAAATAGAATAAATTAATACTTTGAAGGGAGCTTTTGTTATGGATTTGAAACAGGAAATCAGAA -GTTTTACTCCTATTGACATAGAAAAATTATCCCAGGAAAAGAACGTGTCCGAAAATGTAGTAGACTCCGT -AAAAGGGTACAATAAAGCAATAGAAAATCTGCGAACCGGCAGTGAAGATATAGCCATGATTGAACTGAAG -AAGGTCGTTTCGGTTAATCCGGATTTTTATGATGCAGTTAATTTACTAGGGTTATGTTATGCATATACAA -ACCAGATTGATAAGGCACAAGAGCTTTTTAGCAGAGTTGCAGATGCAGAGGTGGATTCAGTTAAAGCAGC -AGAATATTTGAATTATATAGGCAGAGGAAGTGCTTCGGGAAAGAGTGTCGGCAGCAGCAAAACGGTAAAA -TCTGAAGCAAAGCCCCAGAAGCCAGCCCCAAAAACCAAGTATGCCAAACCTAAGCAGGCTTCTAACGAAG -AAGTACAAGCAGAGTATATTTTATTACGAAATTTAGGATTACAGTTAAAGAAGCCTTCTGTAGCCATTAC -GATAAATATTTTAAGCGTAATATGTCTTGTAGCGGCAATAGCAGTTTTTATGGTAAATTACAAAAATACA -AACGGGGATAACGGGCCTGATACAGTTGTTAATACCGAACTGACTGCAAAATACAATAAGGTAGTTGCTG -AAAATGAGAAACTAAAAAAAGACTTGAACGCCGCTAATTTTCAGTTAAAGCAAGTACAGCTGTCCTCTCA -GTTATCCCAGGTATCGACCCTGTACGGACAGTACAAGTATATTGAAGCAGCAGATAAACTTTTAGCAATA -CCTGAAAAGGATTTATCTGCTGATAACAAAAAAAAGTATGACTCCATTAAGGCTAACGTACTTAAAAATG -CAGCAAACCAATTAACTATAGAAGGAACTAGTTTATATAATAAAAAGAAATACAAAGAAGCAATTCAAAA -GCTGGAAAAGGTATTTACTTTGGGAACAAAGTGGTCCTTTGGAGACAAAGCTCTCTACACTCTTGGAAAA -AGCTACGTAGCTGCCAATGAGCCTCAAAAGGGAGCAGAAGCATATAATAGGCTTATAAGTGACTATCCTG -ATTCAGCGTATGTGAAATATGCCAGAAGCAGGTTGCAGTCATTACAATAGAACAGATTTAATTAAAGGCA -CTGTATACTAAACGTGTATAAGTGCTTTTTTCGTATAATTTGTACATGTAGTGGGGGATGTACAATATAC -TAATTGACCTCCTGTCATAATATATATATTTTAGATAGTTTTTTATCGAGGATATTTATATGAATAAAAA -AAGCCGAACAGTCAATATTGTGCTTAGCGGAGGTGGAATAAAAGGTATAGCCTTTGCCGGAGCATATGAG -GAAATTGAAAAGAAATATAAGAGAATAGGCAATGTTGCGGGTGTTTCTGCAGGTGCACTGGTAGGGGTAC -TTATTGGGGCGGGTTACACGTCCAGAGAGTTGGGCCGGATTATAAAGGAATTTAATTATAGTTCCTTGTC -GGACATGGGAGAAATACCAATGGATATCTCCATTGCTAACAGCATGAGAACTATAGAGAAGGAGAAAAAG -GTTCTGAATGACAGTGATCTGGAAACGCTGCTTCACCGTCAGGATTACGCAGAATTACATCTTGTCAGGA -AACCCAAGGATGATTTTGTTGGTTCAAGAGGCAACTTTCTGATAAATCTGATTGCTTTTAGTAAAAAGAA -TGCATTTTTAAATGGTGAGCTATTAGAAAATTGGGTTGCTCAGCTTCTTGCCAATAAGGGAGTACATACT -TTTAGTGATTTCAGAGGCGGAATAGCAGACAAGGTTAATCCCAGAGGATATAAGGTAAGGATGACTGCCG -TTGATGCCAATACGGGCAAAGTCATTGTCCTTCCCGATGATATGGCATTATATAACATTGACCCAGATAA -ATTGGAGGTTGCAAAGGCAGTAAGAATGAGTACCTGTGTGCCTTTTGTATTTGACCCGGTTACAATTGAC -TACAAAGACGCCGGAAACAAACCTAAAACCCATTACATCATAGACGGAGGAGTTCTGGATAATTTTCCGG -TTTGGCTTATTGATAGCACAGAAAGCAATATAATTATTGGACTTAAACTGGAGGGCAAGGAACCAAAAGG -CCTCAGTTCCGCAGAACATATTTTAAAAAAATTACTGCATTCTTCTCATGATACAGGGGTTCCAAAAAAC -TCTTATAACATTGATAATATAGCTCATATAAACACCGGCGAGATCTCATTCTTAGATTTTGACATAACAG -CTGAAGAATCAATGTACCTCTATAATCAAGGGAAACTAGCCGTCCAGAAGCTTTTTATCAATATGCAGAA -GAAAACCAGAGGATGGAGAATATAAGAATAAATAAATTTAATTGTTGTATATAAAGTAATATGCTTCGTT -GCTTTTTTTCTTTTTTTATTATATTATTAAATTTAATGGAGAAATGAAAATAAGTAAAACAATATATATC -TGGATATTCGGCGGGAGGTCAAAATGTTATATAGAAGCACAAGAGGAAGCTGCAGAAGTGTGAGTGCAGC -TGAAGCTATAAAAAGAGGTATTGCAGCAGACGGAGGTCTGTTTGTACCTGAAAAGACAGTTCAGTTTAAT -CTAGAACAAATAGCTCTCATGAGTGAAATGAGTTATCAGGAAAGAGCAGTTAAGATACTTGAAGGATATT -TGGACGATTATACTAATGAAGAACTATTGGAGTGCGTAAACAAGGCTTATACAGCAGAGAAATTTGAAAC -TAATGATATTGCCCCTTTGCATAAGCTTTATGATTCGGTAAATATTTTGGAACTTTGGCATGGGCCTACA -AGTGCATTTAAAGATATGGCTCTTCAGATACTTCCGCATTTTCTTGTTAAGGCACTTAAAAAGACAGGAG -AAAAAGAAGAAATAGTTATATTGGTTGCGACATCAGGAGATACCGGAAAAGCTGCTCTTGAAGGGTTTAA -GGATGTAATTGGGACAAAAATTATTGTATTTTTCCCAAGTGAAGGTGTCAGTCAGGTACAGAAAATGCAG -ATGGTAACTCAGGAAGGTAGCAATGTATACGCTATTGCAGTAGATGGTAACTTTGATGATGCTCAAAACG -GAGTTAAAAGAATATTCGGTGATGAGGATGTAACTGCTTTAATGGAAGAACATGGATACAAGTTTTCATC -AGCAAACTCTATAAACTGGGGAAGGCTAGTTCCACAAATCGTTTATTATTTTTCAGCATATGCTGATATG -ATAAAGAATGGCGAAATTAAAGCAGGAGAAAAGATAAATTTTGTTGTTCCTACAGGTAATTTTGGTAATA -TTCTGGCTGCTTACTATGCTATGCAGATGGGTTTGCCTGTTAACAAGCTTATTTGTGCTTCAAATGACAA -CAATGTGCTGACCGACTTTATTAATACAGGAGAATACAATAAAAACAGAGAATTCAAAAAGACTTTATCT -CCTTCTATGGATATTCTTATATCAAGCAATCTGGAAAGACTATTATACCTGATAACAGGTGACAATGCTG -AAAAGGTTTGTGAATGGATGAACCAGCTTAAAAATGTCGGTTCATACAGCGTAGATCAAGACACCAAAAA -GAAAATCCAGAGTATTTTCTGGGCAGGATATACCAATGATAGTGACACTTTAAAAACTATTGAGAGTGTT -TACCAGGAGACAGGATATGTATTAGATACGCATACTGCTGTTGCAGTGGACGTGTACGACAAATATGTTA -TTTCTACAAGTGATGTTACAAAAGCTGTTATTGTTTCTACTGCAAGTCCTTTCAAGTTTAACGATAGTGT -TTTAAAGGCTATAGCAGGAGAAGAGGCTATTAAAGGAAAGACTGAATTTGAGCTTCTGTCTGTACTATCG -GAAAAGTCAGGACTTAAAATTCCTGCTCCGTTGAAGGAATTGGATAAAAAACCTGTTCTACACAAGGAAT -TTTGTGAGCCGATAAATATGATCGGTAAGGTTAAGGAAGCATTAAAAATCCAAGAAAATATTAAGACAGC -AAAATAAATATGTATATATGAAAAAAGGCACTGATCTTATGTGATTAGTGCTTTTTTAGTTGCATTAAAA -TAAAAAATATGCTAATATTACACCAAGGAAACACAATTGTACGTATCACGCGGACAGGAGAAAATATGAA -ACAAGAATCTATATTTTTTTTGGTTGATTCATTTATTTTACCTGACATATTTTCAAAGGTTATAGAGGTT -AAAAAGATTCTAAGTCTAGGTAAAATAAAAACTGTTAACGATGCTGTCAAAGTAGTAGGAATCAGCAGAA -GTGCCTACTACAAATACAAAGATTATGTTTTCCCTTTTAATGAAACGTCAAGGGGTAAGGTCATAACATT -ATTTTTCGTTGTAGAAGATTTTTCGGGTATACTTTCGAGTATAATAAATAAAATAGCTTCGGCTAATGCA -AATATATTGACAATAAATCAAAATATACCTATAAACGGGTTGGCGGATGTAACAATATCTATTGAAACTT -TGGACATGAAAATAGATATTCAGAATCTACTGACAGAGATTAATAAGGTTGAGGGTGTCAGGCGAAGCGA -AATATTGGCAAGGTAATGTGAGAAAATGTAATTTATACCAGGAGGGTTTTTATGGTTAATGTTGCTATTT -TAGGTTATGGAGTGGTTGGCTCCGGTGTTGCAGAAGTTATTAAGAAAAATAGTGAAAGCATAAGTCAGCG -TGCAGGAACAGATATAAAAGTAAAGTGGATATTGGATATTAGAGATTTTCCAGATAGTCCCGACAAGGAT -GTTCTTACCAAAAATGCGGATGATGTATTCAATGACAATGAAGTCAGTATCATAGTAGAAACCATAGGTG -GGGCAAAGATAGCCCATGAATTTACAAAAAGAGCTCTTATGGCAGGTAAAAGTGTTGTAACTTCCAACAA -GGAGCTTGTTGCAACCCATGGGCCGGAGCTATTACAACTGGCAAAAGAGAATGGCGTCAGCTATCTGTTT -GAAGCCAGTGTCGGAGGAGGTATTCCTATAATACGTCCTTTGAATCAATGTCTGGCTGCAAATGAGATTA -ACGGAATAACAGGCATACTCAATGGAACAACAAATTATATACTGACCCAAATGAAAAGAGAAGGAAAAAG -CTTTGAAGCTGCACTGAAGGAAGCACAGCAAAACGGCTATGCAGAGCAGAATCCTACAGCCGATGTTGAA -GGCCACGATGCCTGCAGAAAAATTGCTATTCTGTCGTCCATTGCTTATAATGAATTCGTGGATTGTGAAA -ATATATACACAGAGGGTATAACAAAAATAACTGTTGATGATATGAAATATGCAGATGCCATAGGCGGAGT -TATAAAATTGATCGCGGTTAGCAAAAAAGCAAACGGTAAAATATTTGCACGCGTTTCACCTGCCATAGTT -CTAAATGAACATCCTCTTGCAAACGTTGAAGATGTATTTAATGCGATTGTTGTTAATGGTGATGCTGTGG -GAGATGCCATGTTCTATGGCAGAGGGGCCGGAAAATTGCCTACTGCAAGTGCTGTTGTAGCTGATGTAAT -CGACATTGCTAAACATCCCGGTTCAGGAACGGCCAGTGTGTGGGAAAGAACCCAGCAAAACAATATACTG -CCTATAGAAGATAGCACTACAAAATTTCTGGTCAGGGTAACAGCAAAAAATAAAGAGGATGCAAAAAAGG -ATATTTTATCAATTTTCGGAGAAATCCAATTAGTAGAACTACATTCAAAAGTAAAGGATAATGAGTTTGC -ATTTATAAGCTGTAAAAATACAGAAAGCGAGTTTAAAACAAAGCTTGACAAGCTTGAATCCGCATCAGAC -ATTACTGTATTAAACAGAATAAGGATTGAAGAATAAATGAGGATTGCCACAAAAAAATTAGTACTTTGTG -CATTAATGACAGCAATTGTTTTTTTAATTACCTTTGCTCCGTTTCTGCAAATTCCCAGTCCTATATCTCA -GGGCTATTACAATATTGGTGATACTGCTGTAATGATAGCGGCAATCTTGCTTGGAAGAAGGTATGGCTTT -GTTGCGGGAGCTTTTGGCTCCGCATTGGCCGATCTTGCACGCGGATCATTTATTTTCGTACCCATAACTT -TCATAGTTAAAGGGATAGAGGGTTATATAGTAGGTGCAATCGCCCGTGGTGGAGAAGAAAATCAACCGTC -AAATCTGAGGAAAATACTGGCCGTATCAGCAGGAGCTTTAGAAATGGTGGTAGGTTATTTTATATTTGAA -CTAGTAGTTATAAGAATGATTGATAAATCATTATCTGTCATAGCTATTGTTACTGATTTGCCGGGTAATC -TGATTCAGGGAGCCCTTAGTGCAGTCCTTGCATTGGTTTTTCTTACTGTATTATACAGGACAAAAGCCGT -TAAAAAATTATTACGTTGAATAAAATTAATTTTTTTCATTTTTAACTTGTACTTAGAGTATAAACTGTAT -CAATAGAAGCTTGATTAAAGATATTTGCAATTGTTTATGGTAAAATATCCCAAAATGAGCCACTAGAAAC -TTTTGCAAATATCTTGGAAGCAATCATTGATAAATTTTGCGGGAGTACCAGTGCTAAAACAGAAAAGTTT -GGCAACAGTCCTTTATGATACCCTTTAATTTTTCAATACATCAGCATCAATTTCACAAAGGTCTTTGGTA -ACCAATCTGACTGCAATATCTGCCTTTTTTGGCAGACCTGCTTTTGGAATGCTGATTATTTGTACTCCAT -TTCTACATGGAATACCTGTTACAATAATGTTATTTTCATACAAATGTACAGAATCTACAGAGAAGTTCTT -TATAAAAAGTCCTGTATTCTTTTTGCTTATGACAGGGCTCTTTTCAAAAAAACCCAGTTCTCCATATAGG -TCGTTTACGACATCAGAATCGGAAGGCAGTACAAAAATTTCTTTCATATTAAGGTAGATTTTTCTGGGGA -TATAACACCATTCAATATCATAGTTTTTCTTCCAGCCAGGATGATATACAGGGCTTTTATACTTTAAGTT -ATTGTAGAGTACCTTATGTGCAACAGGCTTTGAGCAGTTAAAGGCCTCTTCCAGATCTACGTTTGTATCT -AGGACATCGGATGTTTGATAGCCTCCGTTTTGTTGGAAATATATTTCTTGAGAGGAATCTGAAATGTAGT -GTGTTAATTCCTGTCGCAACTGGGTATTTTGTCCGGCTAAATCTGAATTGTTTTTTATATTGGTTTGGAT -AGTATCATCATCTAATCCATAATCCTCTGTAGCTCCTTCATTCTTTCCAAGAACTACATTCTGATAATCC -AGTTCATAGCCCGCCGGAGTGCAAAGCTGAACCCCAATAGTACCATTACTTTCATTATAGTTGTCAAGAT -CCTCCTTTTTAATAGCTACTATCTGAACTCCCTTTCTTACGGGTTTTCCGTAAAAGACAATTCTATTATT -ATATTTAATGGCATTTTCCAAATCAAAATTGTAAATAAGGAAATTAATATTGTTTTCATTATCCATTGAT -ATGTTTGGGTAAAACCCCAGCTCTCCTTCTATGTCAAAAATATTTGCTGAATTCCCTGAATAAGTAAACA -GGTTATGCCTTGCGTAAATTATTTTTCTGGGAAGGTACAACCATCCTCGGTAATAAGCTTGTTTCCATGA -ATTAACATATATAGGCCTCAGATAGTCTTCATCACAATAAATTGTCGTATATAAAAGTGAATTGCCTGAA -TTTTGTACGTTTGCAGCCTTTACACCATCAAAAGCAGACGAATTTTTTGAAACACTTGTTTTCCTGAAAT -CATCCTCATACAGGATTTTGTTATCAGCAGGAACAATTGAAGATAAAATTTCCTTCAGCCGCTTATTTTC -ACTTTGGGAAGCGGAAAGGTTCTCTGGTTTCGGAGAATTGTCTTTTATAGGGACTTTTGGAAATTCCAGC -ATTGTTATACCGACAGCAGAAATTATAATAAACATAAGAGATATAGCAAGTATTAGAAGTTTTTGTTTAT -TAGTAATCATAATAAACCGATTCATATTTTCCTCCTTTTAAACTTTGGTAAATACGCTTGTCACAATATA -TAGTTATTCATCAAAAGGTAATTATAGAATTGGAACAATATAGAAATTGTCGCTTCGCATAACCTTGACT -GATTTATAAAAAGCTGTTATTGTATCTTTATAACGCATCAATTCAGAGAGAGTTTTTCAACTATTGGGAA -ATTTTCTTGCCTTAACTGCGTTTCAGCGAGGCCGGTAGATGTTTGTTCGCCCCTGAAACCTAAAACGGTA -TCCGCCACTTATAGAGGTGGGGGACATATTGTCTCGTTATAAAATAATTTATGCAGAAATATTATTTGCT -TTATAATGTTGAGGAGTTTTAACTATGAATTCCAAATTAAGAGATGAACATACAGACAGTTTATTTGATG -CAATTTTACTTTTAAAGGACAGAGAAGAGTGTTATAATTTTTTTGAAGATCTTTGTACTATTGCGGAACT -CAAAGCTTTGGCACAAAGACTTCAGGTAGCAAAAATGTTAAGGGAAAAAAGAACCTATACAGAGATTTGT -GAGCAAACCGGTGCTAGTACGGCTACCATAAGCAGGGTCAACAGATGTCTTGTTTACGGGGCTGACGGGT -ATAATACCGTACTTGATAGATTGCAAGAGAAAGATGGGCAAATGAATGTTTAAAAAGCTTTTTTTAAGTA -TAATCATATTGTCTGCACTAGCCTCCGAAAATGGAGTTTATAATACTGCGGATTTATTTGATTTATACTT -AGTGAATCTTTCACATCTTGATATGATGCAGGAAAGCAGAAATGCTAGATCTGTTTCACAATCACAAAAA -GAAGATTCTTTGGATAAAAAAGGAAAACCACTTTCCTTTTTTAAGGAAATTTCGGAAGATGCCATAAATA -GAAAGGTATCAAATAATAACAGACATGGGGAGCTTGCACTGCTGATGTCTGTTTCCATTACAATTCTAAG -CTCTTTGGTATTAGTTTATTTTATTTCAACTATATATAAAGCTTTTTTTTCAAAAAGGGCTTTATTAAGC -CAATCTGACTCCTCACCGCCTGTTTGTTGCTGATTTTATATTATCCCATAATTATTAGGTTATTTTAGTG -CAGCCAGTTTTTTGTTATTAAAAAAATTATCCCCTTTGCGGGTCATGGAGGTTTATAGATATGGTTAAAA -ATTTTATAGAAAAGATTATCGGCTCCTACAGTGATAGAGAGTTAAAAAGAATTTATCCGATTATTGATAA -AGCCGAAGCATTTGAGTCTGAAATAGAAAAATTAACAGATACAGAACTAAAAGCAAAAACACCTGAATTC -AAGGAGCGTCTTGCCAACGGTGAAACTCTGGATGATATTTTACCTGAAGCTTTTGCAGTTGTCCGTGAGG -CTTCCAAAAGAGTATTAGGCATGAGACATTTCCGGGTTCAGCTCATAGGTGGACTTGTACTTCATCAGGG -CCGGATTTCTGAAATGAAAACCGGTGAAGGTAAGACCCTTGTTGCAACATTACCTGTATATCTGAATGCT -CTTTCAGGAAAAGGAGTTCATGTAGTTACCGTAAATGATTACCTTGCAAGGCGTGATAGTGAGTGGATGG -GAAAAATCTATAACTTCCTGGGACTGACTGTAGGCTTGATAGTACATGATATGGAGAACGAAGAAAGACG -TGCAGCATACAACTGTGACATAACTTATTGTACTAATAATGAACTGGGTTTTGATTATTTAAGAGATAAC -ATGGTTATCTACAAAGAGGACAGGGTTCAGAGAGACTTGAACTATGCCATTGTGGATGAGGTTGACTCCA -TTCTCATAGATGAAGCCAGAACACCTCTTATCATTTCAGGTATGGGTGATAAGTCTACTGATTTGTACAA -GAGGGCAAATTCCTTCGCAACAAAACTAAGAGCGAAGGTTATTACCCAAATGGATGACAAGGTTGATACT -GATGAAGTATTTGACGAAGATTACATTGTTGACGAAAAAGCACATACTACTGTTATTACTTCAAACGGTA -TAAAAAAGGCAGAGCAGTATTTTGGAGTAGAGAATTTATCCGATCCCGAGAATATGACTATCTCTCACCA -TGTTAATCAGGCACTGAAAGCACATGGTCTTATGAAAAGAGACAAGGACTATGTTGTAAAAGACGGAGAG -GTTATTATTGTTGACGAATTCACAGGAAGACTTATGTATGGTAGACGCTACAGTGACGGACTCCATCAGG -CTATAGAAGCAAAAGAAGGCGTAAAGGTAGAAAGAGAGAGTAAAACACTTGCGACTATTACATTCCAGAA -TTATTTCAGAATGTACAGCAAACTGGCGGGTATGACTGGTACTGCACAGACTGAGGAAGGTGAATTTAAT -ACAATATATAAGCTGGATGTAATTTTAATTCCTACAAATAAGGAAATGGCAAGAAAGGATCATCCGGATG -TTGTTTATAAAAATGAAATTGGAAAATTTAATGCAGTTATAGAAGATGTAGTACAGTGTCATGAAAAAGG -TCAGCCAGTGCTGATTGGTACAATTTCAATTGAAAAATCCGAATTCCTAAGTACCATGCTGAAAAGAAGA -GGTATTCCCCATCAGGTATTGAATGCAAAATACCATGACAAGGAAGCTGAGATTATTGCTCAGGCCGGTA -AGCTGGGAGCAGTAACAATTGCGACGAATATGGCAGGTAGAGGTACTGATATAGTTCTTGGCGGTAATGC -CGAGTATATGGCAAAACAGGAAATGCGTAAAATGGGGTATGATGAGGAACTGATAAATGCCTCAACCAGC -TTCAATGAAACAACTGATGAGCTTATTCATGAGGCAAGAGAGCAGTTCAGAAAGCTAAATGATAAGTTTA -AGGCTGATATAAATAAAGAAAGAGAAAAGGTTGTTGAGGCAGGCGGATTGCACATTATAGGTACTGAGAG -GCATGAATCCAGACGTATAGATAACCAGCTGAGAGGACGTGCAGGGCGTCAGGGAGATGCCGGGTCATCC -AGATTTTATATTTCACTTGAAGATGATTTGATGAGGCTTTTTGGTTCAGAAAGGTTAACCAATATAGTAA -ATGCACTTGGACTTGAGGATGATCAGCCTATAGAACACAGAATGTTGTCAAATGCAATTGAGAATGCTCA -AAAGAAGGTTGAAGGAAGAAACTTTGACGTTCGTAAGAGAGTTCTGCAATATGATGATGTAATGAACAAA -CAGAGGGAAATAATATACGCACAGAGAAAGACAGTTCTCGATGGTGATAACCTTAAAGAGTACTTTATAA -AAATGTTTGAAAGTGTTATTGATGGCGTTATATCAAACTACTGTACAGAAAGTGAATACTCCGACGGATG -GGACTGGCCAAGCATTATAGCTTATCTTGAGAGCGTATTCCTTCCACAGGGTGCTTTAGAACTGACAGAT -GAAGATAAGAATTCCATGTATAAGGAAGACTTGAAAGAAAAACTCATGGAAATTGTTCATAAGATATATG -AGTTCAAGGAAATGGAAAATACTCCTGACTTAATGAGGGAGTTGGAAAGAGTAGTACTCCTCAGGGTTGT -TGATGAAAAGTGGATGGATCACATAGATGCTATGGATCAGTTAAGATCAGGTATAGGTTTAAGAGCATAT -GGGCAAAGGGATCCCGTTGTTGAGTATAAGTTTGAGGGGTACCAGATGTTTGAGGAAATGGTTAAGAGTA -TTCAGGAGGATTCTATCAGACTTCTGGTTAGAGCAAGAATTGACAGGGAACATGCACCACAGCGTGAAAA -GGTTGCAGAGCCGGTTACCGCAAGTCACGGCGATGAGCCCAAAAAACCTGTTGTAAATAAAGGAAAAGTT -GGGAGAAATGAACTTTGTCCATGCGGAAGCGGCAAGAAGTATAAGTTCTGCTGCGGTGCAGGTGAATAAT -AAAAACGTATTATCAGATATTATATAAAATAAAATAACTCAATTTCTTTAAACAGAAGTTGAGTTATTTT -ATTCTAAACACTAATAGGGGTTAGGTGTAAAACGCAAGTAAAAGACTAGGAAACGTTGGTCATAGAGGTA -GTGTAATTTGTATAGTATTCTTTGAGGTTATCATAAATAATACTGCATCTGCCTGTTTCCTTTGCCCGAG -ATGCATATTTGCATCCTGTATAAGTTTCTTTGCTCACCAAGGCACATATATGACAGGGAATTTCTCCGTA -GCATTTGCCAGTCAATATACCTTCGAGAGTTTCAAGTTTGATTATACTGCTTGACATATTTAGTGAAAGG -AAATTACGAAAATAGTGCTTTGGCTCTAATACATCAAAATTCAAACATGGATTTTTAAACAGCCAGGGTA -CCTGCAGGGCCTCTTCACTATATTTTTTAACTAGCCTTGAATACGAATCAGGGATAATACAGGGAACAAG -GGAGCCGTATGCTTCATATTCCGTATATGAACAAACGTATTTTCTTATTGCCTTGTTATAATTGAGATTA -CGGCAAAAAGCACAGGACCTGAAGGATGAAATTCTATGTCTGTAATATAGGTTTGAGCCAAATAATAGTC -TATAGTTTATCCTATAAATTAAATCAACGGACAACAGTCCTGCTTTTCTGAGTATGCCTGTAAATGAATT -AATTTTATCTTCAGTATATTCCATTTATTACCACCCCACGAGATACATTGTATCACTAAAATGCAATCAG -GTCTCCATATTTCCCGAAACCCATTTATTTCAGGCTGTTTATTAGAATAATCAGACATATTGCGACTGAT -TAAACATAAAAATTGTTTTGTATGATGTGATATAATTGTAAAGTAAGGTTGAATAAAAATGTTTTTATAT -ATAGTTTGGAGAGAATAAAATGGGAAATTTTGTACACTTGCATGTACATACAGAGTATAGTCTACTTGAC -GGAGCAAATAGAATAAAAGATCTTATACAAAGGGTTAAAGAGTTGGGCATGGACAGTGTAGCTATAACTG -ACCATGGAGTTATGTACGGGGTAGTGGAATTCTACAAGGAGGCAGTAGAGAACGGAATCAAGCCCATACT -TGGCTGTGAGGTATATACTGCAAAAAGAACCATGCAGGACAAGCAGCCGGGAATAGACTCTGATTATGGG -CATCTTGTACTGCTGGCGAAAAATCAGATAGGGTACAAAAACCTTATGAAAATAGTTTCACTTGGATTTA -CCGAGGGATATTATTATAAGCCCAGAGTGGATTATGAAACACTGGAGAGATATTCGGAAGGTATTATAGC -CCTAAGTGCATGTTTATCCGGGGATATTCCGTCTGCAATATTGAGCAATGATTACGAAAAAGCAGTGGAG -CTTGCTAATAGATTAAACCGTATATTCGGACAAGGGAATTTTTACCTTGAGCTTCAGCATAACGGTATAA -ACGAGCAAAACTTGGTTAATCAGCATCTAATTAAAATGTCGGGGGAACTTGGTATACCTTTGGTTGCCAC -TAATGATGCACACTATCTGACAAAGGAAAGTGCCAAGTCCCATGAGATACTTTTATGTATTCAGACAGGC -AAAACAATTAATGATGATAACAGGATGCGGTTTAATACTGATGAAGTTTATGTAAAGTCACCTGAAGAAA -TGTACGATAACTTCAAAAACATTAAGCAGGCCTTGGAAAATACGGTTAAAATTGCTGAAATGTGTAATGT -AGAGCTGGAATTTGGAAAGCTGCACTTGCCCAGCTTTGATGTTGAGGAAGGGTACACTCCTTATGAATAT -TTGAGAGAGCAGTGCTATAAAGGACTCAAGTCAAGGTATGGCGAGAGTTGTTCGGAAGAGATTGTGCATA -GACTAGAATATGAGCTTTCCGTAATTTCACAGATGGGCTATGTAGACTATTTTCTCATTGTGTGGGATTT -TATCAGGTATGCAAGAGATCAAGATATAATGGTAGGGCCGGGAAGAGGTTCCGCAGCGGGGAGCATAGTC -TCCTATGCCCTTGGAATAACCAGTATTGATCCTCTCAAGTATAACCTCTTGTTTGAAAGATTTCTTAATC -CTGAGAGAATCAGCATGCCTGACATAGACATTGACTTCTGTTATGAGCGAAGACAGGAGGTTATTGATTA -TGTAATCAGAAAGTATGGCAAGGACAGGGTATCACAGATAATTACCTTTGGAACGATGGCTGCAAGAGCA -GTTATAAGAGATGTAGGAAGAGCACTGGATATCCCTTACGGGGACGTTGATGCTATTGCAAAGATGATAC -CGTTTCAGATTGGAATGAACATTGATAAGGCACTGGAACTTAATCAGGAATTAAAGAAAAGATATGATAC -CGATGAGGAAACACAGGTGCTTATTGATACCGCCAGAACTCTTGAAGGCCTTCCAAGACATGCATCAACA -CATGCTGCCGGGGTAGTTATATCAAAGGAACCCATAGTGGAATATGTTCCTCTCCAACTAAACGACAATA -GTGTGACTACGCAGGTAACGGCCGTACCTCTGGAAGAGCTGGGGCTCCTCAAAATGGACTTTTTGGGATT -AAGGACACTTACTGTTATACGTGATGCAGTAGATCTTGTAGAACAAGGTCATGGCAGAAAAATAGACATT -CAGCAAATAGACTTTGATGACAAGGATGTCTATAAAATGATTGGAGAAGGCAGGACAGTGGGGGTTTTTC -AGCTGGAAAGTGCTGGGATGACTCAGTTTATGAAGGAACTACAGCCAACATCACTGGAAGATATCATAGC -GGGTATATCCCTCTACAGACCCGGTCCTATGGATCAGATACCCAGATACATCAGAAATAAAAATAATCCT -AAACATATAAGATATCATCATCCAATGCTTGAAAAAATTCTTGATGTAACGTACGGATGCATGGTGTATC -AGGAACAGGTAATGCAGATAGTAAGAGAGCTGGGAGGCTACTCAATGGGCAGGTCTGACCTTGTAAGACG -TGCCATGTCCAAAAAGAAGATATCCGTAATGGAACAGGAACGCAAGAACTTCATATACGGAATAACGGAT -GAGGAAGGTAATGAGATTGTTAAGGGTGCAGTAAAAAACGGTGTGGACGAGATTACAGCCAATAAGATAT -TTGATGAAATGATGGATTTTGCAAGCTATGCCTTTAACAAGTCCCATGCAGCAGCGTATGCTGTTGTGGC -ATATCAGACCGCATGGCTCAAGTTCTACTATCCCATTGAGTTTATGGCAGCTTCCATAAACAGTTTTTTG -GGCAGCAGTGACAAGGTATCCCAGTATGTAAATGAATGTAAAATTCTCAACATAAAGGTACTTCCGCCGG -ATATCAATGAAAGCAACGTAAAGTTTACAGTTATTAATAAAAATATACGTTTTGGTTTGGCAGCAATTAA -AAATGTAGGTGAAAACGCGATAAAATCTGTCATAGTAGAAAGACAACAGAACGGAGAATTTAAATCCTTT -TTGGATTTCTGTCAAAGAATAGAGGGACGTGATATTAATAAAAGGTGTATCGAAAGCCTTATAAAGAGCG -GAGCATTTGACTCATTAAAAGTGTTCAGATCAAAACTAATGGCAGTATATGAGAGACTTCTGGACGGAAT -TTCGCAGAACCGTAAAAAAAATATGGACGGACAGCTGTCCATATTTGATATGATGAGTGAGCCTCAGGAG -CTGCTGCAGGAGGATTATCCTGACATAAAGGAATACCCGGCAAATGTACTTCTGGCAATGGAAAAGGAAA -TGCTGGGATTATACGTATCAGGACACCCACTGAGTGAATATCAGGACATATTGGAGACAAATGTAAATCT -TTACAGCAGTGAAATGTTTATTGATACAGATGAGAATTCAAATGATATTGAGCTAAACAGTAAGAAACTT -CAGGATTCCATGAAGGTAACAGTTGGGGGCATAGTAGTGTCAAAAAAGACCAAGGCAACAAAAAACAATA -ATCTAATGGCTTTTGTTGGTCTTGAAGATTTGTACGGTACTATGGAACTTATAGTTTTTCCGACAGTTTA -TGAAAAATTCTCCCAGCTTTTACAGCAGGAAAGTATAATCATTGTAAATGGCAGGCTCAGCATGAGGGAG -GATGAACAGCCCAAAATAATTGCAGAGGAAGTTCTGCCTATAAAAGGTCTACAGGAGAAGGGGCTGTATT -TAACTTTGCCTGAGCAGCTCCCCAGGGAGGACGGGGCTGCTTTGAGAGCGTTACTCAGATATTTTTCAGG -TTCGACTCCTACGTATATTGCAAAAAATAATGGAAATAAATTTAAAAAACTTGACAGGCAATACTGGATA -TCTGTCAATAATGTAATAATGGAAGAATTAGATGGCAGGCTGGGCAAAAAAAATGTAGTATTAAAATAAC -GAATAAGTAGCCGAATATTGATTTTTTGCACAAAATAATATAATATAAGTGTCGAGGTGGTTATATATGG -ACAACCTGGAGGATAAGTTATCTGGTGAGTACGTTGCTATTAAGGCCGGGGAAAACGGGGTTACAATTAT -CGGGTTAACGCGTGGAAGGGATACAAAATTTCATCATACCGAGAAACTGGATAAGGGCGAAGTTCTTTTA -GCACAATTTACAGAGAATACTTCTGCGATAAAAATTAGAGGCAAGGCCACTGTTTATTGCAGATATGGTA -CTATTCAAAGCGGTGAATAACAATTTGAAAGGTAGTGTAGATGATAATGTGGACTGTGGTATATATGGCC -CAAAGCAAAGATGTTGCTAATCAGCTTCAGGAGCTTTTGTCCAATGAAGGTATTCTTGTGAAACTGAGAC -CTATAAGTAAAAATCATGAAAACAATGATAATTATTTTGAAGTTCTCGTTCCTGAAGCAGAGGTTGAAGA -AGCACATAGCGTAATTATTGAAACGGGTTATTAATAAAAATGAATGACAGTAGCTCCGAGCTTTTGCACG -GAGCTACTACTGCGTATCAGGCAAAGAAATAATTAATTTTTATTATTCTTTTCATACTTTTTAAGGAGAT -GATCGTATGCTGTATATAGATGTACCATTAACAGTAAGATATGCCGAAACAGACAGGATGGGCATTGTTC -ACCATTCGAATTATCCTGTGTGGTTTGAAGTAGGCAGAACAGAATTTATCAAACAATGTGGGATTTCTTA -TTCCTATATTGAGTCATTGGGCATAATGCTGCCGCTGTTGGAGCTGCATTGCAAGTATATAAATTCATCA -ACTTATGAGGATAGCATAATAGTCAGGACAAGTATCAAAAGTTACTCAAAAACTAGGCTTAATTTTAAAT -ATGATGTATTTAAATCAGACAACACGGAACATCCTATTACAACCGGAGAAACCTCTCATGTATGGACCAC -CAGTGATTTAAAGCCTATAAACCTGAAAAAGCACTATCCCCTACTTTATGAAATTATTGAAAAAGCGGCA -AAGGAAGAGTAAACCTTCCCAATTTGTAGAAATAAGATATTATTGCATTTAAATGACACATTATGATAAA -CTAGGGTTGCTGTTACTCTAATTATTAGTAATCAGGTGGTGTATTAGTGAGAAAGTATATTCCAAACGTC -TTAACTATATTAAGACTCATAGTAGTACCTTTTCTAGGCTATTTTATTTACTGTGAAAAATATATTACGG -CTATTATTCTTTTCGCTTTTGGCGGATTTACTGATGTGCTTGACGGCTATATAGCAAGAAAGTATAATTT -AATTACAAAATGGGGTAAGGTGCTTGATCCTTTGGCTGATAAGCTGATGCAGATAACAGCATTGGTTTTT -CTTGTACTGAATAAGTTTATACCCTTAGTTGTTCTGGTTATTGTTGTAGTTAAGGAGTTTTTAATGCTAG -TGGGCGGTATAATGGTATATAAAAAAGGAAGAACGGTTATAGGTGCTAACTGGTACGGTAAGCTGGCCAC -CGTGATATTCTATTTTGCAATACTTGCAACCATTATTCTAAAAATAGTGGCAGGCGATAGCGGTTATGCG -TCAAATGCCATATCTGTTGCAATAGGTTTGGCGGTAGCATGTACCTTGTTTGCACTTGCAATGTATATAA -GTATTTATTTTAAATTCTCCAAGGATTATAACGAGAAGCATAACAAATAAATTAAGGTGAAATGTAAAGG -TACACTTTTTGTGTACCTTTTTAAATAAAAATTGTTGTTCAGGAGTGACAGCAGTTTCTACATCGGAGGA -TATAATGTTCGGATATATAATGCCGGAAAAACCAGAGTTAAAAATAAAAGAATTTGATATATACAGAGCA -TATTACTGCGGAGTATGTAAATCAATCGGAAAAAGGCATGGACAGCTTAAAAGAATGACACTGACATATG -ATGCTGCTTTTCTGGCACTGCTTTTATGCTCTGTACTTAATATAAAAACAAGCCTTACTAAAGAAAGGTG -TATGGTCCATCCACTAAAAAAATCTTTTGTGACACGTAATGAAATTATTGATTATTCTTCCGACATAAAT -ATTGTTTTAGCGTATAATAATATGAAAGATAAGTGGAATGATGATAAATCAAAAATAGCACTGGCAGGTA -TGGCCGCATTTAAAAGAACATATGGTAAGTTAGTTGTGGAATATCCGCAAAAGTGTGCTATAATTAACCA -GAGACTAAGCGACTTGTCTATACTTGAAAAGGAAAAATGTAATTCCATAGACGCTGCTTCCGAACCTTTT -GCGAAGCTTATGGAAGAGGTTTTAGACTATGAGAGACTAGACGATAAAACCAGACAAATTTTAAGATGGA -TGGGTTATAATATAGGTAAATGGATATATTTGGTGGATGCTTTTGATGATATGGAAGAAGACGTAAAAAA -CTCAAGCTACAATCCGTTTATTGTTCAGTTCAAGTATACAGGACAGGATTTGGCGATTTTCAAGAATGAT -ATTAAAAGTCAGGCGGAGTTTACAGTGTTATATTGTTTACAGGAAGCATCAAAGGCCTTTGAATTGCTAA -GTTTAAAGGAAAACAAAGGTATATTGGAAAATATATTATATATAGGAATGTTAAGTAAAACGGACAAAAT -TTTGTGCCAGAGGAGTTGTGGTAAAGGTGAAAAATCCATATGAAGTACTAGGAGTAAATGAGGGAGCATC -TGAAGAAGAAATAAAGAAAGCATACAGAGAACAGGTAAAGAAGTATCATCCGGATCAATACCATGATAAT -CCTCTTTCAAAGCTCGCAGAAGATAAACTCAGGGAAGTAAATGAAGCTTATGATTATCTGACAGGAAAAG -GCCAATCTGCTAAATCAAGTAATGGCTGGAGCGGGAGAAGTGGCTCTGCAGCTCCGGCGGGTAGTGCAGG -TGCGTCAGGCAGAAACGCCGGAGGGGACAATTTTCGTCAAGTAAGAATGTATATAAATAACGGCAATATT -GGAGCTGCGGAATCATTGCTTGAAAGTATTCAAAACAGGAACGCAGAGTGGTTCTATCTTCGTGGACTTG -TCTTTATGAAAAAAGGTTGGTACAACGAAGCCATGATGAATATAAGGCAAGCTGTAAATATGGATCCATC -AAACTATGAATACAGGGATGCCCTTAACAGGATAAATGCAAATAATAACATGTACCGGGGCAATGCGGCA -AATAGGGGATATGGGGCAGGACCAAGTTTTTGCGATATGTGCACATGTCTATGGTGTTCGGATTCAATGT -GCGAGTGCTGCGGGGGAGATTTAATATCCTGCTGCTAATGTCAGTCCAGATTTAAAACTAAATTTTTGAG -GTAGATATGAATAATGCAACAAGAGTGAAAAAAATTACATTAAGCGGAATTCTTCTGGGGTTTACCGTAA -TCTGTGTTTTTCTGGCATCTGTTTTGCCTACAAGCAGGCTTTCACTATATGCAATAAGTTCGCTTTTTAC -TGCAATTATAATTATTGAATTCGGTACAAAAGCAGGATGGACTTTTTATGCAGCATCTGCCGTTTTATCG -GCGATTTTGATACCCAGACTTGAAGTACTGCCGTATGTAGTTTTTTTCGGAGTTTATGGACTTTTTAAAC -TATATTTTGAAAAGCTTAAAAGCAGGGTTCTGGAATATTTATTAAAGTTTGCTTATTTTAATATATGTTT -ATGTCTTGGGTTTATTTTTCTCAAGGAATTTATAATGGCAGGTGTTGAATTAACTGCTCCAGTCTATATA -GTTGCTGCATTAATGGAAATAGTTTTTTTGGTTTATGATTATGTTTATACTTTGTTTATACGGTTTTATT -CCTCTACGCTAAAGCCAAAATTAAAAATTTGAGTTTAGTGTAAATATGGATTCGATATTGAGAAATAATT -TGAATTAAAACGCTTAGTATATTACAATATTTGTAAATATTAAGCGTTTTTTACTGTTTAAAAGTACAAG -TGGGGGTTGTTATGTCACCAGCTTTTTCATATTCAATAGCCGTTTTTATAATAATATTTATTGCAGGCTT -TGCGGTTAATTTGCTAAAAAAGCATTATATATTTCAGTTGCTGGGAATAGCTTTCTTCTTTACGTATATT -ACAATCAGCACTGCGATTTATATTGAAAGGACTGCTGAAACATCTTTTCGAGCCATTTTTTACAGATCAA -TGCCATCCCTTTTTGGTATATCTGCTTGTCTTGTAAGTATGACTCTTGGTTTCTGGCTGTATCCTGTCCT -AAGAAAGAAAATCAGACATTGAAATACATAAAATATATTAAACCTCCTGGGCTAAATATGCTATAATAAA -AATATTGTTGTTATTTTTTGGAGATATAAGTTATTACACTCATGGAGGTTTTAAATATGAATGAAAAAGT -AAAGGACATTGCAGTCAGAATAAAGGGACTCAGGCTTCTGGCAGGTTACACGGAAGAAGAAGTCGCAGAT -CAGCTGGGGATCAAGCTTGATCAATATAAATTATACGAAAATGCTGAAGATGATATTCCTGTCAGCCTTT -TATACGAGCTGGCAGAGATTTATAAGGTCAATATTACTGAAATTCTAACAGGAACATCGCCAAAGCTTCA -CGATATCTGCCATGTAAAAAAAGGTGAAGGTCTCAAGGTTGAAAGATATGACCAATACAGTTTTGAAAGT -CTGGCTTATAAATATTCCAATAGAAAAATAGAACCTATGCTTGTTGTTCTTGATCCCGGAAATAGTCCTG -AAATGGTTTCTCATAAGGGACAGGAGTTTAACTACTGTCTGGAAGGTAAAATGCAGGTATTGATAGGGAA -AGAGAAGTTTGAACTGGAACCCGGGGATTCTTTGTATTTCAATTCTTTGCTTCCCCATAAGCAGCTGGCA -CTGGACGGTAAGGAAGCCAGATTCCTGACGATAATTCTGCTTTAGGCTACAGCTAAGGTTTTCAAGCAAA -TGAAATACGGTGTGTTTATAATATTTTGGAGGATATACAAATGAGTTTGGAAACACGTTATTTAAATAAA -ACTGATTTTGAATCATATGAGGATTTTAGAGAGAACTTTAGGCTTAACGTTCCATCAAACTTCAACTTTG -CGTACGATATTATAGATGAGTATGCAAGACTTGAACCCGATAGACTTGCACTGGTATGGTGCGATGACCA -TGGAAATGAGAAGAAGTTTACTTTCGGAGATTTGAAGTATTGGTCTGACAAGACCGCTAATTACCTGATT -GCTAGCGGATTAGGCAAGGGTGACAAGGTAATGTTAATATTAAGAAGAAGATATGAATTCTATTTCTTTG -CATTTGCTGCTATGAAAATAGGCGTTACCTTTATTCCGTCCACAAACCAACTGATGAAGAAGGATATAGT -GTACAGAAACAATGCAGCAGAAGTAAAGGCTATTGTTGCATATAATGACCCCGCAATAATCGAACACGTT -GAGAATTCAATGGAAGATTCCCCTACTGTTAAAAAGTACATAATGGTTGGAGGAACTAAGGATAAATGGC -TGGATTATGATAAGGAAATAGAAGTATGTTCCAATAATTGGATAAGGCCTGACAGAGAAATGGGTACACG -AAATAAAGACCACATGATAATATATTTTACATCAGGTACAACCAGTATGCCTAAAATGGCAGTACATGAT -TTTACATATCCACTAGGACATATTGTTACCGCTAAGTACTGGCACAGGGTTGTTGAAAACGGACTGCATT -TGACAGTTGCCGATTCAGGTTGGGCGAAATTTGCATGGGGCAAGCTTTTTGGACAATGGATATGCGGTGC -AGTACAATTTTTATATGATATGGATAGATTTGATCCTTGCAATCTGCTTGAGAAAATAGAAAAATATCAA -GTAAAGACTTTCTGTGCACCGCCTACAATTTTTAGGTTTATGCTTCAGCATGATATTACGAAATATGACT -TATCATCTCTTACACACTGCTCAACGGCGGGAGAACCTTTGAATCCGGAGATTTTCAACAGATTCAAAAA -GCTGACGGGACATGAAATATTAAATGGATTCGGCCAGACTGAAACTACCGTAATCGTAGCAAACTATGAA -TGGCTGTCGGTAGATCCGGGTGCCATGGGAATGCCGAATCCAGCATACAACATAGATGTAGTGGATGAAG -AGGGCAACTCCTGCCAGGTAGGAGTTGAGGGCGAATTGGTAATAAGGGATGTTGACACCAATAAGCCTGC -AGGACTGTTCTGCGGATACTATAAAGATCCTGAATCAACGGCGAGAGTGTGGTATAATAACACTTACCAT -ACAGGAGATGTTGTTTATAAGGATGAGCATGGCTACCTTTGGTTTGTAGGAAGAAATGATGATGTTATAA -AAGCATCAGGCTACAGGATAAGTCCCTTTGAAGTAGAAAGTGCAGTAATTGAGCATCCTTCTGTTGTAGA -ATGTGCCGTTACCGGTGCACCTGACAGTATCAGGGGTACGGTTGTAAAAGCAACCATTGTTCTTGCAAAA -GGATATCAGCCTTCAGAAGAGTTAAAGAAGGAAATTCAGAACTATGTAAAGAAAGTTACGGCACCCTACA -AATATCCAAGAATTATAGAGTTTGTTGATGAATTGCCAAAAACCATAAGTGGAAAAATAAAAAGAGCACA -GCTTCGTCAGGATGATCATAAAAAGTTTGAATCTTCATGATTCAAACTTCCAAATCAGCATAGAAGCTGA -TGTTTTATATAAATTGGAAGGATTATCTTATGAATGAAAAAACTCACAGAGTACTTGAATTTGATAAAAT -TCTCGATAAATTAAAAGGCTTAACCGCATCTGAATTGGGGAGGGAGCTTGTTTTAGAGCTAACTCCTCAA -ACTGATTACAGAGTGGTTGAAAAAATGCTGTCAGAAACAAATGACGGTGTAAGTTGTATAATGAGAAGGG -GTTCACCACCTCTTGGAGGAATTACAGATATCAGGATGAGCCTAAAAAGGCTTGATATGGGAGGCGTACT -GAATCCCGGAGAATTACTGCGGCTGGCAGGAGTTTTAAGAGCCGCCAGAAGGTTAAAGGGCTATATCAAT -GATAAACTGGACGAAAATAATGCCAGTGTGGTTAAGGAACTTATATCCTGTCTTGAATCAAATCAGAGGT -TGGAACAGAAAATAGATAACTGCATACTGAGCGAAGATGAGATTGCTGATAATGCAAGTCCTGCACTAAG -CAGCATCAGACGTCAGATTAAGGAGCAGCAGGCGTCTATTAAGGATAAGCTGAATTCTATTATTCGTTCC -ACAAAATATCAGAAATATATTCAGGAATCAGTTGTAACCATGAGGGGTGACAGGTATGTAATCCCGGTAA -AGCAGGAGCATAAGGGAGATATACCCGGATTGGTTCATGATTCTTCTGCCAGCGGAGCCACCTTGTTTAT -TGAGCCAATGGCAGTTGTTGAAGCAAACAACAGCATAAAACAGCTCAGAGTGAAGGAACAAACAGAGATA -GACAGAATTCTTGCCGAGCTTTCTCAGGATGCTTCTCTAGTATTACCCCAATTGAATGCTAACATGAGTA -TAATGGCAAGACTTGATTTTATTTTTGCAAAGTCAAAACTGGCAATAGACTATAACTGTATATGTCCTAA -AATTAATGATACAGGCAAAATAATTATTAAAAAGGGGAGGCATCCTCTTCTTGACCCTAAAATTGTAGTT -CCTATTGATTTCTGGATTGGTGAAAAATTCAGTTCATTGATTGTTACAGGACCCAATACAGGGGGTAAGA -CCGTTTCACTTAAAACAGTAGGACTATTTACTCTTATGATGCAGTCAGGGCTTCTGGTTCCCGCAAATGA -CGGAACAGAGATGAGCGTATTTGAAAAAATCTATGCAGACATTGGCGACGAGCAGAGTATTGAACAAAGT -CTTAGTACGTTTTCTTCTCATATGAAGAATATTGTGGACATTCTAAGTGGTGTCAACAATAAGTCACTGA -TACTTCTGGATGAATTGGGAGCGGGGACAGACCCTACCGAAGGGGCGGCTCTTGCTATGTCCATTCTTGA -ATGTCTGCACCAGATGGGAGCTACTACCCTTGCTACAACCCACTATAGTGAACTCAAGGTTTATGCTATT -TCAACAACGGGAGTTGAAAATGCCTCCTGTGAATTTGATGTTGAAACCCTTAGGCCTACCTACCGACTGC -TTATAGGCGTACCGGGAAAGAGTAATGCATTTGCCATTTCTAAAAGACTTGGCCTGACAGATGACATAAT -AGAAAGGTCTAAGGAATTCTTGTCACAAGAGGACATCAGGTTTGAGGACATATTATTAAGTATTGAAAAG -AACCGTAGTGAGGCCGAAAAAGAGAAAATGCGTGCTGAAAGCTATCGTCAGGAAGCGGAGAGGCTTAAAA -AGGACCTGGAAGATCAGAAGCGAAGATTGGCCGCTCAGAAGGAAAGCGAGCTTCGCAAGGCCCGTGAGGA -GGCACGCCGTATTCTTACCGATTCAAAGCGTCAGGCCGATGAACTTGTTTCTGAAATGAAAAGACTGGCA -AAGGAACAGGAGGAAGCCGAAGTTCGAAGGCAAACAGAAGAGCTCCGTCAAAAACTTAATAAGAGTATAA -ATAATCTGGATGATTCGCTGGTTGAATCAATTATGCCCAGACAAGGACTGGTTAAACCACCCAAAAACCT -CAAGCCGGGTGATACTGTATTGATAGTAAACCTCAACCAGAAGGGAACGGTTTTAACACTCCCGGACAAG -AATGGTGAAGCACAGGTTCAGGCAGGAATTATGAAAATAAATGTGCATATTTCAAACCTCAAACTGGTAG -ATGAGCAGAAACAGCAGATTCAAAGAACCGGAATGGGAAAAATAGGTGTTTCTAAAGCACAGAATATGTC -AACTGAAATTGATCTCCGTGGAATGATGCTCAGCGAAGCTGTTGACGTTGTCGACAAGTATCTTGACGAT -GCAAGTATAGCAGGTATGGGGGGAGTAACACTTATTCACGGAAAAGGAACAGGAGCACTGCGGGCTGGGT -TGCATCAGCATTTGAAGCATAATCCTCATATAAAAAGCTTCAGACTTGGTAAGCTGGGTGAGGGCGAAAA -CGGGGTTACAGTTGTTGAGCTTAAATAGCTAAAAACTCAAAATGTGCAAAAGGTTGACAATTTAAATACA -GTAAATTAGAATAATTAGTGGCTTTTTACTTTATATTAGATTAAGAGATTAATAGTTTAATAGTTTAATA -TGGCTTAAAAAGAAGGTTAATTATAGATTATAAATTAGTATGTAGTGAAGGAGAAATATTTGTGGATATC -AGACAAGATATAAGAAATATAGCAATAATAGCACACGTTGACCATGGAAAGACTACTATGGTCGATGCCA -TGTTAAGACAGAGTGGTATATTCAGAGAAAACGAGGCTGTTGCAGAAAGAGTAATGGATTCCAATGACCT -TGAAAAAGAAAGAGGAATTACAATACTTGCAAAAAATACTGCTGTTAACTATAACGGGATTAAAATAAAT -ATTGTTGATACGCCCGGCCATGCTGACTTTGGAGGAGAAGTTGAACGTGTATTAAAAATGGTTGACGGTG -TTTTGCTGTTAGTAGATTCATTTGAAGGTGCAATGCCACAAACCAGGTTTGTACTTAAAAAAGCACTTCA -GCTCAATTTAAAGCCGATTGTTGTTGTTAATAAGATTGACAGACCTGAAGCGAGACCTGAGGAAGTAGTT -GATGAAGTATTAGAGCTGTTTATTGAACTGGGGGCTGATGATGACCAGCTGGAGTTCCCTGTTATTTATG -CTTCTTCTAGAGAAGGTTTCGCAGTTTGTGACCTTGGAGGAGAAAGAAGAGATTTAAAACCTTTGTTTGA -TATAATCATAGACAAAGTTCCGTCACCTAGGGGTGAACTTGATGGAACTTTGCAATTATTGGTTTCAAAT -ATTGACTATGATGAATATGTTGGAAGAATAGCTATAGGCAGAATAGAAAGAGGGTCTATAAAGCTTGGTC -AGCAGGCCATAATATGCAAAAAAGAAGGAAACCAGCTCAATGCAAAAATATCAAAGCTGTATTCTTATGA -TGGACTGAAGAGAATAGAGACTGCAGAAGCGAAGCTTGGCGATATAGTTGCTGTTTCCGGTGTGGGTGAT -GTTACAATCGGAGATACAATATGTGAAGTGGGTTCACCTGACCCATTACCATTTATTGCCATTGATGAAC -CTACTCTGTCAATGACCTTTAGTGTTAACAACAGCCCTTTTGCAGGAAAAGAAGGTACGTTTGTTACTTC -AAGGCATTTGAGGGACAGGCTTTTTAAAGAGTTGGAAACAAATGTAAGTTTGAAGGTTGAAGAAACTGAT -TCTCCTGACGCTTTTGTTGTATCAGGAAGAGGAGAACTTCACCTCTCGATATTGGTTGAAACAATGAGAA -GACAAGGGTATGAATTCCAGGTTTCAAAGCCGACTGTTATTAACAAGGAAATAGACGGTGTATTAATGGA -GCCTATAGAATACCTGATGATAGATGTTCCTGAAGAATTCATGGGAACAGTAATGGAGAAACTCGGGCAG -AGGAAATCTGAGATGGCTAATATGACATCCGCAAATCAGGGCTATATGAGACTTGAATTCAGGATTCCGG -CAAGAGGTTTGATCGGATACAGGTCTGAATTGCTTACTGATACAAAGGGTAATGGAATCATGAACCACGT -ATTCCATGGCTATGAACCTTATAAAGGTGAAATCCCCACAAGGACAAGAGGTTCATTGGTTGCTTGGGAA -GACGGAGAAGCTGTTACTTACGGCTTGTACAATGCTCAAGAAAGAGGAACGCTTTTCATAACACCGGGAA -CAAAGGTTTATGAAGGTATGGTTGTCGGAGAGAACGCCAGAAACGATGATCTTGTTGTAAATGTTTGCAA -GAAGAAGCATGTTACAAATATGAGAGCATCCGGATCAGATGAAGCACTGAGGTTAACGCCACCAACAATT -CTGAGCCTTGAGCAGGCATTGGAATTTATTGCTGAGGACGAACTTGTAGAGATAACTCCAAAGAGTATCC -GTTTAAGGAAAAAAGTTCTGGGTACCGAATCAAGAGCAAAGATAAGAAGCAAAATGTAATTACCGGGAAT -ATGGACAAAATTTAAAAACAATATTATAGTATTTATTATAAGAGCTTTTGAATTTGTAGAATGGAGTCAC -ATATTTAATGGATAGAAGATTAAAAGTATCATTGACGGGGATACTCACCGTGATTATTGGGGTTCTGCTA -TCGGTACCTAACATCATGAATTATTTCAAAACCCTGTTAAGAGGCTTTGATGCTAAATTCGGTCTGCTTA -ATGCAGTGCTGACGGCAGTTGGGCTTACATTGTTTCTTTTTGGTTTATTTATAATATCAGCCGGATTAAG -GAAGCTATCCTTCTGGCTGACCATCCTTATTGTTTTTGTATTTATTTTCACTGTTGGGGCCGTTATTACT -TTTAGAAATACGGTTTCCACGGATGTATCAGAGACAGTAACGGAGGAAATCAAAATAAAGGCTGATTCCG -AAGGTGCAAAGATGATTGATATACCTATGGGTTCAGATACTAAGACTATTGCAGGCATACTCACAAATGA -GGGCATTATCAACAAACCGCAGATTTTCACAGTTGTATCAAAAATAAACGGTTTTGATGGAAAGTATCAG -GCTGGCACACATATTTTGAAGCCGGGTCTGGAATTCAATTCTATTATGACAATTCTTACAGGGAAGCCTG -AAAGCAAAAAGGTTACAATACCTGAGGGCTTGAGCTACAGACAGATTGTCAATACGTTTGTTAAAAAAGA -ACTTGCAACCACAGACAAGTTTGATTATGCAATGAAGTATGAAAAATACGATTACGATTTTGTGAAAAAC -ATGAAAAGTAGTAACAATCGTGAATTTCAGCTAGAAGGATATTTATTTCCCGATACATACGAATTTGCCA -TGAATGCCAGTGAAAAGACAATAGTAAGTATAATGCTTGAAAACTTTAATAACAAGATAACAAAAGAGCA -TTATAAACGTGCCAAGGAATTAGGTATGTCGATGGACGAAATTATTACTCTTGCTTCCATTATTGAAAGA -GAGGCAAATAATACTAAGGACAGAAGGCTGGTATCGGCAGTATTCCATAGACGTTTAAAAAGCAGGGATT -TGAATAGGTTGCAGTCCTGTGCTACCATACAGTATGTTTTTCTAAATAAAGAAGGAAAAGTGCATGAAAA -GCTTACTTACGAGGATACTAAAATTATAAGTCCATATAATACGTATATTCATCCGGGTCTTCCACCGGGA -CCAATCTGTTCACCGGGCATGGATTCCATAAACGCAGCATTATACCCCGATGAAGATACAGACTACATGT -TCTTTATCGCAGGGCCGGAAGGTTCTACTAAGTTCTCCAAGACATATCAGGAGCATTTAAAGGCAATGAA -GCAATATGGATTGGCAAAATAATTACACAAAAATTAATTAGGCTGGCTTAAACGCCAGAAATGTATAAAA -TAAAGATGGCTGCAGCCATCTTTATTTTATACGTTGTAACTGATTGGAGCAATGAAATGATTAATTATGA -ATACATTACTCAATATATAAGAGAGACTATTAAACCTAGTACAGGCCTTTTAGCGGAGCTTGAAGAATAT -GCTTTAAAAAATCATGTTCCAATAATTCAGCCTGAGGTTGCAGCACTTTTGAAGGTTATTGGAAGTATGA -AGCGGCCCGCAAGAATTCTGGAGGTTGGGACAGCCATAGGATATTCTTCTATATTGTTTTCGGGATTTAT -GCAGCAAAAGGGTATAATAGATACCATAGAGCGAAATGAAGAAATGATTGAGCTGGCCAGAAAAAACATA -AAGCGTGCCGGACTTCAGGGTAATATAAATGTTATTGCAGGAGATGCTTCAGAGGTTCTGGCCTGCCTTG -ACAAAAGCTATGATATGATTTTCATTGATGCAGCCAAGGGACAGTATGGGGAGTTTTTTGAACATTGCAA -GAGAATGCTTGCCTCAGGCGGTATTCTTGTTTCAGACAATGTTCTGTACAAGGGTATGACTGCAAGTGAT -GACCTTGTGGTAAGAAGAAAGAGAACTATAGTTAACAGAATGAGAAGCTTCCTGAAAGAACTTTGCGAGG -ATGAGTCATTTGAGACAGGTATTATCCCTATAGGAGATGGAGTAGCACTAAGCTATAAGAAACAGTAAAA -GAAAAAAATGTTGCGGGAGGACTTATGAAAAAGGTTGAGCTTCTGGCTCCGGCCGGAAATCTTGAAAAAC -TAAAAATGGCAATTATGTATGGTGCAGACGCAGTATATATTGGAGGACAAAAATTCGGCTTAAGGGCGTC -TGCTGATAATTTCTCACTTGAGGACATAAAGGCGGGACTTGTATTTGCACACGATCGGGAGTGTAAGGTC -TATGTGACCGTTAACATAATTCCTCATAATGAAGATCTTGTGGGATTGCCCGAATATATTAGACAGCTTG -ATGAACTGGGAGTGGATGCTCTTATAGTATCTGACCCCGGAATTTTTGATATTGTACGTGAAAACGCTCC -TGATATGGAAATACATGTGAGTACTCAGGCTAATAATACAAATTATGCAAGTGCAATGTTCTGGTACAGG -CATGGTGCCAAGCGAATTGTTACTGCTAGGGAGCTTTCTCTTATAGAAATAAGTGAAATTAAGGAAAAAA -TCCCGGATGACTTGGATTTAGAGGCCTTTATCCATGGTGCGATGTGTATTTCATATTCGGGAAGGTGCCT -GCTCAGCAATTACATGGCAGGAAGAGATTCAAACAGAGGAGCCTGTTCCCATCCGTGCAGATGGAAGTAC -CATCTGGTTGAAGAAAAGCGTCCAGGAGAGTACTACCCTGTTTATGAGGATGAAAAGGGGACATATATAT -ACAATTCAAAGGATTTATGCACCATTGAGTATATCCCCGAACTTGTGAAAGCAGGTATCTACAGTTTTAA -AATAGAGGGCAGGATGAAAAGCTCCTTTTACGTAGCCACCGTTGTAAGTGCCTATAGACAGGCTATCGAT -GCATATATGGCCGATCCTGAAAACTACAGGTTTGACCCGGAATGGTTAAAAGAGTTGTCAAAGGCAAGTC -ACAGGGAGTATACAACGGGATTTTATTTTAATAAAACTAGCGGTGCCGATCAGATATACAATACAAGCTC -CTATATCAGAGAATATGACTTTGTGGGCGTGGTTCTGGAGTATGACAAAGAAACTGGTATTGCTAAGATT -GAGCAGAGAAACCGTATGATTGTGGGAGATGAAATAGAGGTGGTAAGCCCCCGTAAAGGCTATTTTACCC -AAACTATTAAAGAGATGAAGAATGAGGATGGAGAAAGCATCAGAACTGCACCTCATGCACAGATGATCGT -ATATATGCCTATGGATCAGGAAGTGGGGCCTTATAGTATTTTGAGAAGGAAGTAGAAAATAAAAAAACAG -GTGTATTTTTGTAAATTGATACACCTGTTTTTTGATATAATATATCCTATCTTAGTTACCCGCTACATAG -CAGGTCTTTGTAATTGTACCTGTATATGTTCCTTTACCTTTTATGGTAACAGTGGTCTTTCCGGCAGAAA -TTCGTCCCACTGAAACAGTATAGTCAATTCCCTTGGTGAGACGAACTTTTCCATTAAACAAATAAACATC -CTGTGTTGCTTTGTTAAACACAGAATCCATTGCCAAATACTTAATATCCGATGAGCCGCTTTTTACTGTT -AATGTATATGTTCCGGCGTATTTGACTATATCAAAAGACGGTTCTACTGCAGAATATATTACACTGTACT -TTTGTCCTTTGACAGTATTAATTGTATACGTCTTAGGAGTTGCATCATAGATAAATTCACTTAATAAGGA -TTGGCCATCTTCATCAAAAACCTTAATATTTGCTCTATTATCTTTGTATTTAAGTGACGCTGAAATGGTT -GTTTTTGAAGAACCTGCGGAAAAGGTGTATGTATCTGCATCGTTAACACACTCAAACTTGCCGTTGGCTT -TTATTCCGCTGAATAATGATACAGCGTTCTCCTCATTGTCTGATATATCATCCTTTATTTCGTCAACATA -TACAGTATAGTCAGTGTTTTCTGCAAAATTAATTCTTACATAATATGTAGTATTTGGATCAAGTTTAATA -TGATTGAAATTGTCCACTCCATCGTTTATACCTTTTTCGAATAGCTCTTCTCCCTCTTCGTTGTAAAGGT -ACATATGTGGCCCGTAGTTGCTTTCATCCTTATAGATGCATCCTATTCTGTACCAAGGCTCTTTTGTTGA -GCTTGTAGTAAATTTGAACCACGTAACAGAATCATCGGCTACTGAGCTTTTTAGTTTTTCACCAATAGTA -ATTAACTGCGAGTTGTCAATATCACCTTCTGTCAAGGCATTCACACTTACCGGAGTTACTGCAAGCAGAG -TGCTAACAACTGCTAACAATGTAATACCGGATAATACTTTTTTAAATAATTTCATGAAATACCCCCTGTT -GAGTTTGTTTTTTATTAATATATGTTTATATAAATATAATTCATAGAAATATTAACATATAATGTTTAAT -TATACAAGATTTAACAATTACCTATCAGAACTAAGGGTATATATGGAATTATTCTGATAAAATGTAATTG -AATTACAACATAGCTTATTTTATAATAAAGGCAAGTAATATATATCCAAACTTTGTAAAAGGAGTAAGCT -ATGTTCGCTGCACATATAAGAGAAGACGGGACAAAACAAAGTGTAAAAGAGCATCTTCTAAATACAGCTG -TTAAAGCAAGAGATTTTGCCCATCCTTTCAACGGAGATGATTACGCTTATACAGCTGCATTACTGCATGA -TATAGGAAAATACTCTAATGAATTTCAAAATAGAATTCTGAAAGGTGGCAAAAAGTGTGATCATTCAACT -GCCGGTGCAAAGGAAATTGTAAAGATTAATAAATCAGGCAGACTTATAGCATATTGCATTGCCGGACACC -ATTCAGGATTACCTAACTACGGTTCGGTTTCAGATGTTGGGATTGAAGGTACTTTAAATGCAAGACTCAA -TAAAGTGGCTATTCCACGCTACGATAGGTTTTTTGATGAAATAGAAACAATAAATCTTCCTGTTATGCCT -AATATTAAACTTACCAAAAATACAAATATTGGGTTTATACTTTCATTTTACATAAGATTTATATATTCCT -GTTTGGTGGATGCTGATTTCCTTGATACAGAAGTGTTTATGAGTAATAACTCGGTTGACAGAACTGCAAA -TTATGACTTCTATTTATTCCGTAAGAAATTAAATAAAAAATTAAGCAGTTTTAAAACTGATACTATGATT -AATAGATACCGTAAAAAAATATTAGATGCTTGTATAGAAAAAGCAAAACTTAAAAGAAATCTGTTTAATC -TTACCGTACCAACGGGAGGAGGCAAAACCTTAAGCTCTCTTGCTTTTGCCGTAAATCACCTTATTAAAAA -TTCTATGGATAGGATTATATATGTAATTCCATACACAAGTATAATTGAACAGACAGCCAGAGAATTCAAG -AATATTTTTGGAGAAGAAAATGTACTTGAGCATCATTCCAATTTCGATTTTGATGACGATGAAAACAGTA -TAAAAAACAAAATGAGGCTAAGTTCTGAAAATTGGGACATGCCATTTCTTGTAACTACAAATGTACAATT -CTTTGAATCGCTTTTTTCTCATAAATCATCCCGCTGTCGAAAACTACATAATATAGCCAACAGCATAATT -ATATTTGATGAAGTGCAGATACTTCCAATCGATTATTTAAAGCCATGCATAGAAGCTATTAAGCAATTAG -TTCTAAATTTCAATTCAACCGTAGTTATGTGCAGTGCTACACAACCCCCATTTGATAAGCTTTTTGGCGA -ATTAGAGCCAATTGAAATATGTGATAATCATGCTGAACTTTATAATGCTTTTAAAAGAACAAATGTAAAA -ACCCATGGTGTGATTAATAGCAGTAACCTTGCAAAAGAAATGAATAACATAGAACAGGTTCTTTGCATTG -TAAATACCAGAAAACATGCATTAAAGATATTTTCCATGCTTGAAGAACAAGGAAGCTATCACCTGTCTAC -GCTTATGTGTCCTGTACATAGAAAAGAAGTCATAAATACCATAAAAGAAAGGTTGCGGGAAGGATTAACT -TGTCGGGTTTGTTCCACAAGATTAATAGAAGCAGGGGTTGACGTCGATTTCCCGCTGGTTTATAGGGCAA -TGTCAGGACTTGACAGTATTGTACAGTCGGCCGGGAGATGCAACAGGGAAGGTAAACTTATGGCGGAAGA -AAAACTTGTCTATGGTGAAGTACATGTATTTTACCCAGAAGACGAGTTTGTTCAACACCAGCCTGAAGCA -TTTAAACGTCCAACTATGGTTACAGAGAGTATAATGCGGAATTTCGACGATATAACTTCACCAAGAGCTA -TTTGTACATATTTTGAGGAGTTATTTGAAATCACAGGCGATGGTTTGGATTTTAAAAAAATATTGGAAAG -GCTGGAAAGTGACGTAACAAATTTCAATTTCAGCTTTCAGGACATTTCACGTGATTTTAAGCTGATTGAG -GATACTGCAATTCCTGTAATCATTCCATATGATGATAAAGCTTGCACACTCATTGAAAAGTTAAAATATT -CTGATTATAAATCCGGTATTCTACGTTCACTTCAGGGATATACAGTTACCATATATAAAAATGAATATGA -CAATCTGTTTGGAATGGGAGCACTTGATTTTATTACAAATGGTGAAATTAATAATAAAGATATAGCCATT -TTGAAAAGAGATTCATTCAATCATTTATACGATAAAAATACAGGATTGAAAGTAACAGAAGAAACAGGAA -TTGCAATTTACATTTAAGGAGGTTTAAAAATGGGTTTTGGTATTAAATTAGAGGTCTGGGGAGAATATGC -TTTATTTACAAGACCTGAAATGAAAGTTGAACGTGTAAGCTATGATGTAATTACTCCATCTGCTGCCAGG -GGAATAATAGAGGCAATTTACTGGAAACGGGCAATAAAGTGGGTAATTGACAAAATCCACGTTTGCAACA -AGATTCAGTTTACAAATATCAGAAGAAATGAGGTGAGTATAAAAATAGCAAAATCAAATGCAAAGGCCCT -TATGGACGGGACGAAAACTAATGACTATATAAATACAAATGAACAAAGACAGCAAAGGGCTTCTTTGGTA -TTAAAGGATGTACGTTATGTAATAGAAGCTCATTTTGAGTTGACAGATAAGGCAGGTGGCGATGACACTG -TTGAAAAGCATTACAACATAGCGTTAAGAAGAATGAGACAAGGACAATGCTATCATACGCCATGTTTCGG -CTGTAGGGAGTTTCCTGCTAAATTCAGACTGGTTGAAGATGATAGTATTAAGACTCATTATTCAGGAGAG -CAGGATTTAGGATTTATGTTGTATGATATGAATTTTAGTGACTCCGATAATATTCATCCTATCTTTTTTA -GGGCAAAAATGGCTGATGGTGTTATTGATTTAAAAAATATAGCTAAAGTGGGGTGATAAATTGATTATAC -AGTCGTTAGTAAGGTACTACGAGATTTTGGCAGAGGATGAAAACAGTGATATACCGAGACGGGGTTACAG -CCGGACAGGCGTATCCTATGCTTTAAATATTTCAAAGGATGGGGAACTGTTAGGTGTGATACCTTTGAAA -ATACCAAGTGAAAGCGGTAAGAAGATGGTACCTCAGCGTGTGACAGTACCAGAACAGGAAAAGAGGGCTG -TTGGAATAAAATCAAACTTTCTATGCGAAAATTCAAGCTACTCATTAGGAATTGATAACAATGGCAAGCC -TGATAGAACCAAGAAATGCTTTGAAGCATTTAAAGAATTACACAATATAATACTTGAAGAAGTTGAATGT -GCTGAAGCGAAAGCCTTCTTAAATTATGTTAACAAATGGGATATGGATAATGCTTCAAACCATATTGCAT -TAAAGGACTGTCTCGAGGATATTACCGCTGGAGCAAACATCGTTTTCAGACTGGATGGTGCTGGATATAT -TCACCAGAACAAGGAAATTCAAAAGGCATGGGAAGTATACAAGTCCAATTCTGAAAGCTCCAAAAGGATG -CAATGTTTGGATTGTGGTGAAAATGCAAATGTTGCTAGGCTCCATCCTAATATAAAAGGTGTTCGAGGTG -CTCAAAGTGTCGGAGCTGCTATAGTTTCGTTCAACGCAAAGGCGTATGAGTCGTACGGAAGGGAAGACGA -ACAAGGTTTGAATGCTCCCGTAAGTGAATATGCTACTTTTGCCTATACTACTGTTTTAAATAGTATGATT -GCAGATAACGCACATAAACAATACCTTGGAGACACTACAGTTGTGTTTTGGGCGGAGAGTCCTCAAAAGT -TTTATCAGGACATTGCTTCTTTGTTTATTGACCCAGGTGAACTGGAAGTCGGTGAGAACTTGAAATATGC -AAGGGATATGGGTGCAGTAAAGGAAGTAAAAGCAATTTTTGCGAAAATTTCTACTGGAGCAGCTATAGGT -GATTTTTTAGGTGCTTTTGATAAAAATATAAAATTTTACATACTTGGACTTGCTCCTAATGCTGCCAGAT -TGTCTGTTCGATTTTTTATTGTTGATAGCTTTGGAGATTTTGTACGTAAAGTGTCACAGCATTATGAGGA -TTTACGTATAGAGAAACAATTTGAAAGTGATAAAGATATATTTTCGCTATGGAGATTATTGAATGAGACA -GTTTCTCCTAAGTCAAATGATAAAGCTGCATCTCCTGTCCTGAACGGTACTTGGGTTGACACTCCTCTGG -GAAATATTAAGTTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGG -TCTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCAGGATCATTCAGG -AGCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTTTTCC -CCTGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTGCATTTGTTCAACTGA -TTTATACATTGTCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTCGCAT -ATACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAATAACT -CATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCGGTAT -CATATGATTCTCAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTTACTGGTACCTTGGCT -GTATATAATTTTGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGATATATACGTCCAACAC -CTTTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCTCGTC -TATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCT -TCCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGCCAGA -TTGATCTTACCCCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCC -GTATGCCGGCTTTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATA -CAAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATATCAT -AGAAGTGCTGTCTGCTGACTCCATGAATTTTACATGCTTCACTTACGTTTTGAAGATATTCGGCCAACTC -AATCAGGCTCATTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAATTTA -ATTATTGTCCAGAGGAGATATTGCCCAACATTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAGCACA -TCTCCTCTACTTACAGGAGCTGTTCTCAGGTCTATTTTAACAGGTGTACACTATCCAGCTGCTTTATTTA -ATTCAATAATGATAAGGATTCGTGCTGAACGTGACATTAACTATTATAAGGCAGCTATTATTAAAGCGTT -TCTTTTAAGAAATTCAAATAAATTCAGGGAGGTTTTGACAGTGTCATTAAATGAACAAAGTAATAACAGT -GCCTATGTTTTGGGTAGGCTTTTTGCTGTTCTGGAGAAGGCTCAACAAGATGCCAGTGACGGACAATTGA -AATCCACTATAAAGGACAAGTATTTTACTTCTGCTTGTGCAACACCTGCCAGTGTTTTTCCTATTTTACT -GCGTCTTTCACAGCACCATATTTCGAAGGCCGAATTCGGTAAAGCCAGCGATATTAGAATATCGAAAATT -CTAGAAAAGTTGGATATTGAACAAAATTCAATCCCAGCACATCTTTCGCTTGATGAACAAGGAGTTTTTG -TTTTAGGTTACTACCATCAGAAGAATGCACTATATAGAAAAAATAATGAAAAGGAGAATTAATCATGAGT -GAAATTATTAAAAACAGGTATGAGTTTACAGTATTATTTGAGGTAAAGAACGGTAATCCAAATGGAGACC -CCGATGCAGGGAATATGCCAAGAATTGACCCTGAAACCGGGTATGGGATTGTTACTGATGTTTGTTTAAA -AAGAAAGATAAGGAATTACATAGAGACAGTTAAAGCCGACAGTACTGGATATAAAATTTATATAAAAGAT -GGTGTTCCTTTAGAAAGGAGCGATAGGGAGGCTTTTACTTATTTTGGGATATCAGATGAAAAGGAAGCAC -AGTCAAAAAAAGAAGAAGTTGATATAAAAATTAAAGATTTTATGTGCAAAAACTTCTTTGATATAAGAAC -CTTCGGAGCTGTAATGACTACTTTTGTAAAAGCAAAATTAAATTGTGGGCAGGTAAGGGGTCCAGTTCAA -TTAGGTTTTGCAAGAAGTATTGATCAAATTGTTCAGCAGGAAATATCAATAACAAGAGTTGTTGCAACTA -CAGAGAAAGATGCTGCAAAAAAAGAAACTGAAATGGGGAGAAAGTACATAATACCATATGCACTTTATAG -AGTTGACGGGTATATTTCAGCAAATCTGGCACAAAAGACTACAGGATTCAACGAGGATGATTTAAGCATG -CTGTGGGATGCTGTCATAAATATGTTCGAACATGAGCATTCAGCTGCAAGAGGTAATATGTCCGTCAGGG -AATTAATTGTTTTCAAACATGATAGTGAATTTGGTAATTGTCCTGCATATAAGCTATTTGATGCTGTTTC -TGTCTGCAGAAAAGATAAGAGTAATCCTCCAAGGTGTTTTGATGACTATAGTGTGGATATTGATGAGAAA -GCTATTCCGTCAGGAGTAGAAGTTATAAGAAAGATATGACGGAATATAACGAAGAGGACTTCCTGCTATT -ATCAGGTATTCAGCACTTCGCTTTTTGCAGGAGGCAATGGGCACTAATACATATTGAACAGCAGTGGCAG -GAAAATCTGAGGACAGTTGAGGGGAATATACTGCATGAAAAGGCACATGACGATGGATTTTCAGAAAAAC -GCGGAGACGTAATTATTTCAAGGGGTATGGCTGTTTTTTCAAGAACCCTTGGGGTCAGTGGTGTATGTGA -TATCGTGGAACTGCACAAATGTGCCGATGGTGTGAACATATTTGGCAGAGATGGATTGTACAGGCCTGTT -CCCATAGAGTACAAGAGGGGTAAGCCAAAGGAAAATGATGCTGATATTCTTCAATTGTGCGGACAGGCTA -TGTGCCTTGAAGAAATGCTTTTGTGTGAAATCAAGGAAGCATATATGTTCTACGGAGAGACAAAACACCG -ACTTAAAATTACACTTGATAATGATTTACGTGAACGGGTCAGAGACGTTATTCAAGAAATGCATGAGTTG -TTTAAGCGAAAGTACACCCCAAAGGTAAAACCTTCTAAAAGCTGCAAAGCCTGTTCGTTGGCAGATATTT -GTATGCCAAGATTATGTAAAAATCCTTCTGTGTCAAAATACATCAGAGATAGTTTGAAGGAGGCAGAGCA -ATGAGAAAACTCTTAAATACTGTTTATATTACATCTCCCGACAGCTATCTTTCTCTGGATGGAGAAAACC -TTGTTGTATTTAAAGGAAATACAGAGGCTGTACGCTTACCGCTGCACAATCTGGAAAGTATTATTGCTTT -TGGATATACCGGAGCAAGTCCGGCATTGATGGGTGCGTGTGCAAAACGTAATATTTCTCTAAGTTTTATG -ACCCAAAACGGCAAATTTTTGGCAAGGGTCGTTGGAGAAGTAAGGGGTAATGTAACTTTAAGAAAAGTAC -AATTCAGGTTGTCGGATAATATGGAAGAAAGCACGAAGATAGCTAGAAACTTTATCTTTGGGAAGATTTA -TAACGGCAGATGGGTTATTGAACGTGCTACCAGGGATTATTCAGAGAGGCTTGACGTCAATAAGCTTAAA -AGGGTGTCGGAAGGGTTGGCAAAAGCCTTGAATCTTGTTCTGAACTGTGAAAATTTGGATGAACTTCGCG -GTTTTGAGGGAGAAGCTGCAACACAGTATTTTAGTGTGCTCGATGACTTAATACTTCAACAGAAAGACAA -GTTTTTCTTTCACGGAAGAAACAAACGTCCTCCTCTTGATAATGTGAATGCAATGTTGTCATTTGTTTAC -ACACTGCTGGCACACGATACAGCAGCCACACTGGAAACTGTCGGTCTTGACCCTTATGTAGGTTTCATGC -ACAGAGACAGGCCGGGAAGAATATCTCTGGCCCTGGATTTAATGGAGGAAATGCGAAGTGTATATGCTGA -TAGATTCGTAATATCGCTAATAAATAAAAGAGTTATAAATGACAGTGGCTTTACTCAAAAAGAAGATGGT -GCCGTAATTATGGATGATGATACCCGCAGAACTATTTTACAAGCGTGGCAGAGCAGAAAACAAGAGAAAA -TTACTCACCCATTCTTACAGGAAAAACTGGAATGGGGACTTGTACCTTATGCTCAGGCAATGCTTCTGGC -AAGGTTTATCCGAGGAGATTTGGACGAGTATCCTCCATTTTTGTGGAAGTAGGTGAATTCTATGATGGTA -CTTATTACATATGATGTTAATACTGAATCTGATGGCGGAAAAAAGAGATTGCGCCGTGTTGCAAAGCAAT -GTATCAACTACGGTCAGCGAGTTCAGAATTCAGTTTTTGAATGTGTTATGGATGCCGCAAAGTGCAGGGA -AGTTAAAAACAAATTGGAAAAGATAATTGACAAGGAAAAGGATAGTTTGAGATTTTACTACTTAGGCAAT -AATTATCAAAACAAAGTTGAGCATATTGGAACAAAAGATTCTTTTGATGTGGAAGGAACATTAATTATTT -AGAGTGCGAATGTGAAGCAAACATTAAAACACGGGAACATTCGCACCGAAAAAACAGTACATTTTAGGTA -AATAGTGAAAAATGTTTATTGATATTTATTCGCAAACGAACTTTTATTACTTATTTTTGTGCAACCTTAA -CAAATAGACTTGATTGTTTTGTTTATTTTTGCTGTCGCTCCTCTCGTAGGAGCGTGGATTGAAATTCAGG -AATAAATACAATGTGATACTGTCCAACCCGTCGCTCCTCACGTAGGAGCGTGGATTGAAATAAATGAACT -CTGGTATGTCAAGGATCTGGAGCAGGGTCGCTCCTCACGTAGGAGCGTGGATTGAAATCTTACTCCCGCA -ATGGTTTGAGGTTGATTTGTCGAAGTCGCTCCTCTCGTAGGAGCGTGGATTGAAATGTCAATGTGGAGAG -CATTTGCAAGTTCGGATATAGTCGCTCCTCTCGTAGGAGCGTGGATTGAAATTCCTAAAGCTTCAAGCTT -GGCTATTGATAGTGTGGGTCGCTCCTCTCGTAGGAGCGTGTGACCTTTCCCTGATAAATTAGACACAAAG -AATGGCGAGATTTCTCCGTTTTTCTTTGTATCTTGTTAAATTTTATTTAAGCCGCTTTGTTTTGCTTTTC -GAATTCCACAGGTGACTTATAGCCAAGCTTTGAATGTAATCGTATCCGATTATAAAAGACTTCAATATAT -TCAAAGATAGCCAGACGGGCCTCAGCCCTTGTTTTGAACCTTGTTAAGTAAATAAGCTCCGTTTTAAGAG -TACCAAAGAATGATTCCATACAAGCATTGTCGTAACAGTTACCCTTACGGCTCATACTTGCTGTGAAACC -ATTGCTGTTCAGCACTTTCTGGTATTCCTTGCTGGCATACTGAACCCCTCTGTCGGAATGATGAATAACC -CCTTTGGGATGTCTTTGGCGACCTATAGCTTGCTTTAAAGCATCTATACAAAGCTGTTTTGTCATAGTAC -TATCCATTGCCCATCCAACAACTTTTCTGTTATAGAGATCAATAATGGCAGCCAAGTAGAGCCAACCTTC -ATCTGTTGGTATATAAGTAATATCTGCAACCCAGATTTGATTAGGCTTATAAGCTGTAAAGTCCTGATTT -AGGATATTATCTGCAACTGGGTAATTGTGATTTGAATTAGTTGTAGCCTTAAATTTCTTCCTGGTTTTAG -CAGCAATATTATTTTCCTTCATCAGTTTGGCTATACGATTTTTGCCACATTTTATGCCTTCATTCTTTAA -GGCATTGGTTACTCGGGGGCTTCCGTAAGTTTCGCGGGATACCTTGTGAATTCTTCTGATTTTCTCAAGG -AGTTCTGTATTCCTTTTCTTACGTAAGCTTTCAGGTCTTTTAACCCAAGCATAATAACCGCTTCGAGATA -TATTTAATAGTCGGCACATCTTCTCAACAGGGAATTTGAAGCGGTATTCGTGAATGATAGGATATATTAT -TTCCGGTCTTTCGCGAAGATTGCCGTTACTTTTTTTAGTAATTCATTCTCCATCTCAAGGTCTGCAACAC -GCTTCTTAAGTTTCCTGAGTTCTTCATCTTCAGGTCTTAGATTGCCGCTACCTGGGAAAGCATTCTCTTT -ATGAGTTTTGTACTGGTCAATCCATTTGTATAGGGTGTTTTCGTGGATTCCAATGTCATTAGCCACACTT -GATACACTTTTACCTTGCTCTGTAACAAGACGGACAGCTTGTTCTTTAAAATTACTATCATAACGTTTCA -TGATGGGTACCTCCAACTGGTTTTATTATACCAGCCATTCGGTGTGTCCATCAAATCGGGGTAAGGTCAG -TGGATTGAAATAAAATCTCAACATCCTTACTATCGTGGTATATCCAGGTCGCTCCTCTCGTAGGAGCGTG -GATTGAAATTCCACGATCTTGGTAAAGCGGGCTACCACAACAAGTCGCTCCTCTCGTAGGAGCGTGGATT -GAAATCGATTATTTTGCCCATAAAAAAAGCAATAACCCGTCGCTCCTCTCGTAGGAGCGTGGATTGAAAT -TGCGAGAAAATATACCGTTACAAATCGTCAGTAAGAAGTCGCTCCTCTCGTAGGAGCGTGGATTGAAATT -GCAAATGCTACACAGGTAGTTTTGAACCGTTCGCCGTCGCTCCTCTCGTAGGAGCGTGGATTGAAATTGA -TGATGAGAGGATTGTATATACCGAGGTTAAAAAGTCGCTCCTCTCGTAGGAGCGTGGATTGAAATAGAAA -GTGAATCATGGCCAATGATTTTAGTAATGGGTCGCTCCTCTCGTAGGAGCGTGGATTGAAATCTTCAAAA -TTCCACGATGTTTTTATTTCTACCGGGTCGCTCCTCACGTAGGAGCGACATGTTTATGAAAAGGCAATTT -AAGGGCTAAACTAAAAAACTAATGATAAATCAATTTAATGAATATCTATAAGTTGTATAATCTTCCCTTT -AACATGGAAATAATTAGAATAAATAATCATTTTCAATTAAGGGGTTTATTATGACAAAAAGGATAAAAAC -AATACTATTTATTTTTATGGCTATATTTTCTCTTTTGGTGACCAGACTATTTTATTTACAGGTTATTATG -GGTCCCGGCTATTCGAATGAGGCATCCAGCCAGAGAATTAATAATATACAGATAGAAAATTCAAGGGGTG -ATTTCTTAGATAAAAACGGAATAAAGCTTACAGGAAGAACACCAAAAGTTACTGTAGTTTTAAAACCCTC -TCTTCTTCGTGGACAAAATGAGGTTGTTGATAATATATGTCAGATATTAGGACTTGATTCCGAAAAAACT -AAAGAAGCCATTCAAAGGAAGAATACACCTATATTAATGGAAGTTGACAGTGAAACAAAAACAGTTCTGT -CCCAGCTTAACAATGAAGGGATATCTTTTGTAAATACATTAAGCAGATACAATACAGATACCAAAGCGAA -ACATTTGCTTGGTTATTTGAACAAAGTTGACCAGGTGGGGAGCTTCGGACTTGAGAAAGTCTATGAAAAG -ACCTTAAATTATGGTAAGGGAGACTCTATTGGTGTAATAACCGACGCAGGCAATAATCTGTTAGGCGGTC -TTGGCTATAGGATTATTGAGGAAGATAGCAATAAAAAAAAGCTGGATATCAGGCTTACCATAAATTACCA -CATACAAAGTATTATTGAAAAAGTATTAGATGAAAAGGGAATGACAGGTGCTATTGTAGTAGAGAATGTA -GCAACGGGAGATATTGTGGGAATGTGCAGTAAACCTGATTTTGACCCTAACGATATTGAGAATTATCTGC -TCAACAATAAAAAGCCTTTATTTAACAGGGCGGTTGCCCAGTACAACATTGGCTCAGTTTTCAAGCTTAT -TGATTTGGCTGCCATATTTGAAAAAGACCAGGATTATAATATGGTATTCAACTGTCCGGGATATATACAA -ATAGGAGATACGGAGTTCAAATGCTCTTCATATAACACAGGAGGTCATGGGACTGTAGATATTAACAATG -CTCTTGCGAAATCATGCAATGCTTATTTTATAAATATGTCCTTAGACTTAGGAGCAGAGCCGATTATATC -AATGTGCGACAAGTTTGGCCTTGGTAAGGCTACGGGATTGTCTAAACAGGGGATAGAAGAAGCGAAAGGG -GTTATTCCTACTATTACGGATCTTAAAAATCCCGGTGATATTGCAAATGTATCTATTGGTCAGGGGCAAA -CTATGGCAACGCCGGTTCAGATTGCGGATATGATAGCGATTATAGCCAACGGAGGCGTTAAAAATAATGT -TAACGTTATTGATTGCATAGTAAATGAAGAAGGAAATAAAGTCAGGGATTTAAAAGAAATAGAACAAAAA -AGAGTTTTGTCAAAAAGTACCAGTGACAAGATTAAAAACTTGATGGAGGGAGTTGTAAATACCGGAACAG -GAAAGAAAGCAAGTATTGATGAATATGGAGGAGCAGGGGGCAAAACGGGGAGTGCCGAAACAGGCCAATA -TGTAGACGGCCAAAAAATTGTTCAGGCATGGTTCGCAGGATATTTTCCGGCAAAATCTCCAAAATACTCA -GTAGCTGTTTTTATCGAGGACGGAAGAAGTGGAGGAGAATCGGCAGCACCTATATTTGCAGAAATTGGAA -AAGAGATTATGAAAAAAGGACTATAATATATAAATTATATAAAAAGGTTTCACAATCGGTATGACTGTGA -AACCTTTTTTATGTAAGGACTTGGGATGGTAAGAGTTACCGATTGTCTTTACATCCAAGCACCTTTACGA -TATTCATTATGAAGCTGTCAAAATATTTGATTTCTTTAAGCTTTGGAAGCCAGTAATCGGGATTATTCTG -GGTTCTCTTAATTATATCTTCTGCACATTTAAAATCGTTTCCCAATATTTCTTGACATAGCTGTAAGACC -TCTTTCGCCTTACACTGTGTCTTTGGTCCCGGAATTCCATCATTTACAAGACCCGTTATAGTTTGGAACT -CTTTCACATTCATAGTACAATTTCCTCCCTTCAAACAACTGTCCCTGATTGCTATTTTTTGTTCCGTACT -TATTTCTGTATGCTCAATTAATTGAACGTGCCAAGGCTCATAGGACATGGGCTTATATAGGCCATATTTC -TTGAGCTGGCGGTTTGTAAGTGCTTCAAACCATCCAGTAATGTCCATTGCAATACAAAAGCAATGATTTG -ATTTTCCATATGCAGCGGCAAGGCATTTTCTATTGTTTCCCATACCAATATACACAGAACCATCCCTCAA -CTGATAACTGCCTTTATTTTGAGCTAATACCAGCTTGGCCGTTACTTTTTGACATTCCGGAGAACGGTAC -CCCGATGAACATACTGCATCCTTTTGATAATCATTACATACACGGTTTACTGCTTCCAATAATTTTGGGA -ATATGTAAGCCTGATCCGGATGCTTAAATTTCACACTATGCATCTTTAACTAAATCCTCCCTTATTTCAT -TTATTCTGAGGTGAGCCTGTTTAGTACTTTCCTCGACACGAGCAAGTCGGTCTGCATGGTTACTTACCGT -ATTATTAAGACACCTTATTTCAAGCAGTGTAGTATCGCTGCTGCGTTTAATGTAGTCAATATCTGCTTTC -AGCTGCCCGGCTTCAATACCGCTTTGTTTAGATTCACCCTTTATTCTCGCCTGCATTGTAATATAGCCGA -AAATAATCCCGCAAACTGCTGCAACGCATGTAATTAAGATGTTTAATTGCATCTGCACCCCCTCCTTCTT -TAATTAATAAAAAGGACTACCTATTTATAAGTAATCCTATTAGCCTGTATAACAATCATTTTGAAAAAAT -TTTTCCAAACGCAATTTGATTTACGAATTTACAATATTTTATATAAAACATGAATGGATGATAGATTTTT -GCACAGGACAGTTATAATATGTATTCTGCAAAAGTTAAAAATATTTCCATGGCAGTTACATATTATGAAA -ATATATTTATTAAATTCAGTGGAAATAGGGTTACACACAATCTTTTTTACGTTGAAAATGCTTCATAACT -TAAAATATATAATACTCATTAGCTCGGTTTTAAGCGTTTGAATAGCGTCCTCCCTTGGAAGCATTATATA -CCTGGATAAGTAATCAATGTCAGGAGTAAAAAGTTCCAATATCTTATCCATAGCTTCTTTATCACCTTGT -TGAGCCTTTTTAACCATCTCTAAAAATCCATAAGATTTTTCCGCAATAACTCCAGTCCCTTCTTTTTCCA -TTTGTTCACCCCCTGTTGGGTCATATGCAGTTCGATTGCAACCTCTTTTTCAGTCATTTCATAAATTATT -GTTTTTTCTAAAATGAATCTGCACTTTTCCCATGGTATTGTATCCAAAAGTTCTTTAACATACAGTTTTG -ACATTATTTCTGCTTCAAACCCACAGTTATATGCCTGATTTTCGAAAATTATCTGGCATTCCTTAGCTTG -TTGTACACGTGCCTTATACTGTATTCTCCATGCTGCTCTTCTCAGTAGTTTTCTACAATTTTCCACCGAG -ATATCATCGTTTGTATACATAAATACACCTCCGAAGGTTGATGGTTTAGTATTGTAATACTAGTCCTCTT -AGCTGTACTTAACTTGCGTGTTCTTCTTTTGCCAATGATGCCTTCCCGTGGTGTTTCACTAATATAGTAA -TATTTTCGGTACATATAACAACCAAATCTTAAAAAAATTAGAATTTATTACATAAAAATGCAAATAGATT -TATAAAAAAAGTTGTTATCCATAGGAGGAAATCGCCTTTATATAAGAAGGAGGTTTAATTTAAAGTTACA -TTCTAGTTTTAAATAAAAGGGGGGTGTTGGCTTTAATGTATTTGTAGGATGCCTAAAGTATGTTTTTAAA -ATACAAAAAAGCAATTGGAGGAGTTCAGATGAAAGAAGAAAAATCGCCATTTAAGGCAAAGAGTAAAAGT -ATTAGTATGCTGCATAGGTGGGTATGTTATATCCTTCTTGGGGTACTGTCATTTTCGTTGGCAGTAGTAT -TAAGTGACGGGGAGACATATTCTGCTGAAAGCTCAGGAGCTGCTTTGTATGCGGTTTCTCCGCTCAATCA -ACAAATGATGTTATCACAGCCTTCACCGGCAGTAACCGGGGGACGTGGATTTATGATGCCTCTGACGGTT -ATAGCGAAAGATGCTGAAGGAAAGCCCCTTGCAGGTATTCCGGTTACTTTTGAAGTTTCCGAAAGTAAAA -AAGTAATTGCTCAAATGAGAGGCAGTGAAAGCAGGTTTATTACTACTACAACTGATATAAATGGTATGGC -ATCTTGTGTAAATACATATACAGGCTATGTAGGCGAAGGCTACCAGCTGTATTCATTGCTTGCAGGCTCA -ATAGAAAATCTGCAGGTAAAGGCAAATGTTCCCGGATGGAATACTGTAACCTTTACAGTTCAGGTAGGTA -CATATGGGGCAAATCTTGTAGATATTACGCCTCCGCTGATGACTGTCAGTGCAAAAGATGATACCGGTGC -AGCATATATAGCGGGAAAATGGACTAATCACACTGTTACGGTATACTATGAAGCTAAAGATACAATGTCC -TCCATAAAAAGCTGCACACCGGAGCAGGTTTTCTCGGTAGATGGTGCAAATATGACATCTACAGGTACAG -CGGTTGATAGTGCAAACAATAGTTCGACTCTGACATTCGGTCCCATATGTGTTGATAAATCTGCACCATC -TACCACTGCCATATTACCAAAACCAATAGCACTTGGATGGCACCAAAAAAATATAACAATTAATTTTGAC -GGAATGGATTCTTATTCAGGCGTGGAATATATTTATTACAGGATTGGAAACGGTGAGGAAATCAAACTTC -CCGGCCCAAGTGCATCAGTAGTCGTTGAATCAGAAGGAATAGAAGATATTTACTATTATTCGGTTGACAA -AGCCGGAAATAAAGAAAGTATTAAAACGATATCTACCAAGCTAGACAAGTCTGCTCCCATTTTAGAGTGC -AAAATAAATCCTGAAAGTAATGAAGATGGCTGGAATGACACTAATGTTACTGTTAACCTTAAAACATCGG -ATTTATATTCAGGTGTAAGAGAACTTCATTACAAAATAGGTGAAACTGGTATAGAGAATATAATTCAGGG -AACCCAGGCCTCATTTACGGTAAATAGCGAGGGAATTACTGATGTAATCTACTGGGCTGTAGATAACGTG -GGGAATATCAGTCCACAGAAATGTACCCAAGTAAAGATTGATAAAACAAATCCAGCGGTATACCCACCTA -AAGATATAACTGTTGAAGCAACTGCAGTAAAAACACCTTTGGATATAGGAGTTGCGACCGTTGAAGATAT -GTCGGAATTTGAACTCACAAACGACGCACCGGCAGACGGATTCCCTGTTGGAACAACTACTGTAACATGG -AAAGCAAGGGATAAAGTCGGAAATATGACTTCGGCTGTGCAGACGATTACAGTAAAAGATACCATAGCAC -CTGTGCTTACGGTACAAGGTGATATAGTTGTTGAAGCTGCCGGGGTAGGAACCAAGGTTTCACTTCCTCC -TGCAAAAGCAACGGATGTATTCCCTGTAGCTATTTCAAACGATGCTCCCGAAGAATTTCCGGTAGGAGAG -ACAACTGTTACATGGACTGCAGAGGATGCAAATAAAAATATTACTAAAGCCACTGAAAAAGTAATAGTAA -TTGATTCAACAAAACCTGTTCTTACTGTTCCTGAAAATATGACGGTAGAAGCAATTGGAAGAAGAACACC -TGTAAATATAGGTCAAGCTTTGGCAACAGATATATTTAAAGTGGATATAACCAACAATGCTCCTGCTGAC -TATCCAGTCGGAAAAGCTACAGTTACGTGGAAAGCAACAGATGCAAACGGTAATGTAACAACCAAGGATC -AGATAATAATTGTTCAGGATACCAAAGCACCTGACTTGGTTATTCCAAAAGATATAACAATTGAAGCATC -CGACAGAAATATGGTATTGGACATCGGTCAAGCAACTGCGACAGATATATTTAATGTCACAGTTATCAGT -AATGCTCCTGAATACTATACTGTAGGAACAAAACCTGTAGTCTGGCAGGCTACTGATGAAAACGGCAATA -TTACAACCAAAGTTCAGAATATTACAGTAACAGACACAACTAAACCCGTAATAAAACCACTTGCAGATAT -AAAAGTCGAGGCTACTGGAATTTTGACGCCCGTACAGATACAGTTACCTGAAGTCTATGACATATTTCCT -GTTGTAATTTCCAGCAATTGTCCCGAAACTAAGCTATTTACTATAGGAACTACCACTATAAAGTGGAAGG -TAATTGATGAAAATGGAAATGAAAGCATTGTTGAACAGCACATTACAGTAGAAGATACTACAAAACCGCT -ACTGACAGTACCAAAAGACATAAAAGTTGAGGCAACGGGAATAAGAACTCCTGTCAACATAGGACAAGCC -GTAGCAAGTGATATATTCAGTGTAAATATAAAAAATAATGCTCCCGATGACTATTCAATTGGTACAACCA -AAGTAATATGGACAGCAACTGACGCAAATGGCAATATAACTATTGGCTATCAGAACGTAACCGTGGAGGA -CACAACAAAACCTGTTCTTTCAGTACCCGGGGACAAGAAGGTGGAAGCAACTGCCATAAGAACACACGTA -GACCCTGGTATAGCTACAGCAAAAGATATATTCCCAGTTACAATAAAAAACAATGCTCCAACAGATTATC -CTATTGGAAGCACACCTATTACATGGACGGCAACTGATGAAAATAACAACGAAGATACCAAGATTCAGAG -TATTACTATTGTAGATACAACAAAGCCTTTATTAATTATCCCTGCGGATATAACAATTGAGGCAACTCAG -GTAAGAACACCATTAGACATAGGCAAAGCAGAAGCCAAGGATATTTTCCCAGTAAAGGTTGAGAATAATG -CTCCGGTCGATTATCCTGTTGGAATTACAAAAGTTGTGTGGAAAGCAACAGATGCAAACGGAAATGTAAG -CGAAGCTTTACAGAACATAATTGTAAAGGATACTACAAAACCTGTTTTAACAGTACCAAATGATATTACC -TTGGAGGCTACTGCTAAACTAACTCCTGTTGATATCGGGAAGGCTGATGCAAAAGATATTTTCCCTGTAG -AAATTAAAAATAACGCACCTGAGGCTTATCGCCTTGGAACGACAGTCGTTACATGGACAGCGACTGATGC -AAACGGAAACACAATAACAAAAACACAAAATATAACCATTACAGATAAAACATGTCCAAACCTTGAAGTA -CCCGAGGACATAACAATCGAAGCAACAGCAGTAAATACACCTGTGGAAATAGGTGAAGCGACAGCAACAG -ATATATTCGAAGTAAATGTCAGCAATAACAAGCTTGAAAGCTATCCTGTGGGAACAACAGAAGTTACATG -GACAGCAACTGATGCAAACGGAAATGTAACAACCAAGGTTCAGAAAGTGACAGTACAAGATACAACAAGC -CCTGAATTGGAAATACCACAGGACATAACAATCGAAGCAACAGCAGTAAATACACCTGTGGAAATAGGTG -AAGCAACAGCAACAGATATATTCGAAGTAAATGTCAGCAATAACAAGCTTGAAAGCTATCCTTTGGGAAC -AACAGAAGTTACATGGACAGCAACTGATGCAAACGGAAATGTAATAACCAAGGTTCAGAAAGTAACAGTA -CAAGATACAACAAATCCTGAATTGGAAATACCACAGGACATAACAATCGAAGCAACAGCAGTAAATACAC -CTGTGGAAATAGGTGAAGCGACAGCAACAGATATATTTGAAGTAACTGTCAGCAATAACAAGCTTGAAAG -CTACCCTGTGGGAACAACAGAAGTTACATGGACAGCAACCGATGCAAACGGAAATGTGACAACCAAGGTT -CAGAAAGTGACAGTACAAGATACAACAAACCCTGAATTGGAAATACCACAGGACATAACAATCGAAGCAA -CAGCAGTAAATACACCTGTGGAAATAGGTGTAGCAACAGCAACAGATATATTCGAAGTAAATGTCAGCAA -TAACAAGCTTGAAAGCTACCCTGTGGGAACAACAGAAGTTACATGGACAGCAACTGATGCAAACGGAAAT -GTAACAACCAAGGTTCAGAAAGTGACAGTACAAGATACAACAAACCCTGAATTGGAAATACCACAGGACA -TAACAATCGAAGCAACAGCAGTAAATACACCTGTGGAAATAGGTGAAGCAACAGCAACGGATATATTCGA -AGTAAATGTCAGCAATAACAAGCTTGAAAGTTATCCCGTGGGAACAACAGAAGTTACATGGACAGCAACT -GATGCAAACGGAAATGTAACAACCAAGGTTCAGAAAGTAACAGTACAAGATACAACAAATCCTGGATTGG -AAATACCACAGGACATAACAATCGAAGCAACAGCAGTAAATACACCTGTGGAAATAGGTGAAGCGACAGC -AACAGATATATTCGAAGTAAATGTCAGCAATAACAAGTTTGAAAGTTACCCTGTGGGAACAACAGAAGTT -ACATGGACAGCAACTGATGCAAACGGAAATGTAACAACCAAGGTTCAGAAAGTGACAGTACAAGATACAA -CAAATCCTGGATTGGAAATACCACAGGACATAACAATCGAAGCAACAGCAGTAAATACACCTGTGGAAAT -AGGTGAAGCAACAGCAACAGATATATTCGAAGTAAATGTCAGCAATAACAAGCTTGAAAGCTATCCTGTG -GGAACAACAGAAGTTACATGGACAGCAACTGATGCAAACGGAAATGTAACAACCAAGGTTCAGAAAGTAA -CAGTACAAGATACAACAAATCCTGGATTGGAAATACCACAGGACATAACAATCGAAGCAACAGTAGTAAA -TACACCTGTGGAAATAGGTGAAGCAACAGCAACAGATATATTCGAAGTAAATGTCAGCAATAACAAGCTT -GAAAGCTATCCTGTGGGAACAACAGAAGTTACATGGACAGCAACTGATGCAAACGGAAATGTAACAACCA -AGGTTCAGAAAGTAACAGTACAAGATACAACAAATCCTGGATTGGAAATACCACAGGACATAACAATCGA -AGCAACAGCAGTAAATACACCTGTGGAAATAGGTGAAGCAACAGCAACAGATATATTCGGAGTAAATGTC -AGCAATAACAAGCTTGAAAGCTATCCTGTGGGAACAACAGAAGTTACATGGACAGCAACTGATGCAAACG -GAAATGTAACAACCAAGGTTCAGAAAGTAACAGTACAAGATACAACAAATCCTGGATTGGAAATACCACA -GGACATAACAATCGAAGCAACAGCAGTAAATACACCTGTGGAAATAGGTGAAGCAACAGCAACGGATATA -TTCGAAGTAAATGTCAGCAATAACAAGCTTGAAAGTTACCCTGTGGGAACAACAGAAGTTACATGGACAG -CAACTGATGCAAACGGAAATGTAACAACCAAGGTTCAGAAAGTAACAGTACAAGATACAACCAAACCCGT -AATGAGTGTTCCGCAAGACATAATATCCGAAGCAACAGCAGTAAATACACCTGTGGAAATAGGCGAAGCG -ACAGCAACAGATATATTTGAAGTAACTGTCAGCAATAACAAGCTTGAAAGTTACCCTGTGGGAACAACAG -AGGTTACATGGACAGCAACTGATGCAAACGGAAATGCAACAACCAAGGTTCAGAAAGTAACAGTACAAGA -TACAACCAAACCAGTAATGAGTGTTCCGCAAGACATAATATCCGAAGCAACAGCAATAAGAACACCTGTT -GAAATTGGAAAAGCAACAGCCATTGACATTTTCCACGTGGATATTACAAACGACGGTTTGCTTGATTATC -CGCTGGATATAACAAAAGTAACCTGGACAGCAACCGATGAAAATGGAAATATTACAACAGGCTATCAAAA -TATAACAATCAGAGATACCACTAAGCCTAAATTGACCGTTCCTGCGAACATAACCGTGGAAGCAACAGCA -GTAAGGACACCTGTAAGCATTGGCAGAGCCACTGCAATTGATATATTCCCGATAATGTTACTAAATGATG -CACCTAAAGACTATCCAATAGGAAAAACAACCGTAACCTGGATGGCAAGAGATATTAACGGTAATGAGTC -ACAGGCTGAGCAGTACATTACAATAAAAGATACAACACCACCTGTGTTGAAAATACCAGCAGACATTACA -GTTGCTGCAACTGGTTCACGAACCAAAGTATTAATTGGGACGGCGACAGCAACAGATATATTCGGTGCAA -ATGTATCAAATGACGCTCCGGCAGATTTCCCTGTTGGAAAAACAGCCGTAACATGGACTGCAACAGATGC -TAACGGTAATATTACCAAAGCTGTACAGTACATAAACGTTGTTCAGAAATATGTAGTAAAATCATTTAAT -GCAACCACAAGTGCAACAACAAATTCAATTGATCCTAGGATAATGTTTGAAAACACAGGGAAAACAGAGT -TTAAACTTTCAGACTTAAAAATAAGATATTATTTTACCTCTGACAGTGACAAGGATCAGAGCTATTGGTG -TGATTATGCTGAAATAAAAGGTGCTTCGGGACAGAGAAACATTACTTCTTCTGTAAAGGGAAGTAGTGTA -CTATTCACAGGTACACAGTGTGACCACTACATAGAAATAACTTTCTCTGGCAGTACTGAAACACTTAAAC -CGGGAGAAAGTGTATTGGTTCAGGGAAGATTTTCAAAGGCAGACTGGTCAAACTACACACAAACAAATGA -CTACTCATTTAACCCAACAGCTAAAGATTATACTGAAACATCAAAAATAACCGTATACTCCTCAGGGAAT -CTCATAGGAGGAATAGAGCCGTAAAATCGGCAACATTCACAGGCTGCAGTCCTTAAATGGATTGCAGCTT -GTAACAACTAAAAGAGTGAGGAGGGAAACGGCAGATGAGCCCAGTTATAACGGCACAAAAACAAAAAGAG -AATACTACTGGCGTAAAAAGCAATAACATACAGGGGTATGCCGGGAGCCGCAAGCCAGTTGCCAGAAAAG -CGGATGTTGTAGAAATAATACACCGACTTAAAAAGGATCCGGACTCGTTAAAACGTGATGATGTAGTAGT -ATTACAGAGCACGATAGGAAATAAAGCTCTCGGAAAAATGCTTACAGATTTGAAGACAAAAAAGGAACAA -AAGAAGGATGAACAGGGAAAAAATAAGGTAGGTGCCGTAAAATCCCTGAATGGAACAGTTGCAAAAGTTG -AAAAAACAAAGGTGCCTGATATAAAAGTTGAAGAAAAGCCTCAAAAGGCTGCTCCTGAAGTTAGTAAGAA -AACAGAAAAACAGCAGACGAACAATGATAATGCTACTGTTGATAAGAGTATAGTACAAAGTCAAAAAAAG -AATAAAAATAACCCGGTTTTGGCACAGAGCCCACAAAAAACTTATATTGAAAAAGAGAGTCAAGAGGTTG -TCTCTCAAAAGAAAAAAGATAAGGTTAAGGAAACAAGTGCACCTGCAAAAAGTGAATCAACTACTTCAAA -TAAAATAACCTCAGGATTTGGCGGAACTGTAAAGAGTCAGAATGAAGCACCGACAAAGAAGGCTCCCGCT -AAAGCACCTGTAATAAAAATAAATTCAGAGGACCCAGGTAAAATATTAAATTCACTTGGAAGCGTTCCTC -CAACTGAAATAGTAAATGCATTCTCACAGGCATCATCAGTATCTGAAACTGCTTTTGAAAAGCAAAAAAT -AAAAACTCAAGCAAAAATACCTGTAATACCAACTCCGACAGGATTACCTTCCAAAAAAGGTCCTGCAAAA -GTGGTGAACAAGGTTAAGGAACTGGCTCATTCTGCAATATCCTCATTCAAAAGTGAGAAATCAGGTGGTA -AAGCCTGTGAAGGAATGCCGGAAAATATAAAAATACGTGAAGGCGATGATGTTGATGCTGACGACATAAT -GCAGGAAGCAAAAGAATATACAAAAAATGCCCCGGAGATCGGAATGACAGGAGAAGCTGATCCTAATCAA -ATGGAAGGCTTTATGAATGAAGCGTCTCAAAACGCCGGGAATGCAAAGCAGGCTGAATTAAACCAAACAA -AGCAGGATTTTGGTGAAAACGCCATAGCACCTCAAGAAGACCCAACAACAATAAAAGCGGATAAAGCTAT -AGGAGGAGTACTTCCATTTGGAGTTGACATAAATAAACAAGCTCCAATATCTCCGGAGGTGGCTTCAAGG -GTAAACCCTCAACTGAATTCACAGCTAAAAAGCTTTATGCAGGGCAAGGAAAATGAATTCCAGAAGGGCA -AGACCCAGTTTGATTCCGGAATTTCCAATGCAAAAGTAAATGCAGATGCACAGATAGAAAACCACAAAGT -AGAAGCAAGGCGTAGCCAGTTAAAGGAGCAGGAAAATACAAAGTCCGAAGTAGGCGGCTTGAGAGAACAA -TGGAAGAATGAGATAAGCACTGCAACAGAGGAATATGAAAAGGATGCAGGTGCGGAGACAGAAAAGAAGA -AAAAAGAAGTAGGAAAAATAAAGGATGAAAAAGAAGGTGAAGTAAAAAAGACTCTTAAAGACGCTGAAAA -GGATGCTGACAAGGAATGCAAAACAGCTAAGAAAGATGCGGATGAAGAGAAAAAGAAGCAAGAGGAAAAG -CCCAAGAGTCTTGCTGGAAAGATATGGGGCGGCATCAAGAAAGTCGGTAAAGCTATTGTAGATGGTATAT -CAAAGGCTGTCAGTTTTATATTTGACAAACTACGTCAGGCAGTAAAAACAATATTTGAAAAAGCAAAACA -GCTTGCAGTAGGAATAATAGAAGCGGGTCGCAGGCTGATAGTAAGTGCAATAAAGGGATTGGGAACTGTC -CTCAAAGGACTTGTAAAAACTCTCCTTGCTAAATTCCCGGGAATAGCAAATAAAATATGTAATTTGATAG -ATAAAGCCGTAAATAAAGCGGTTGCAGCAGTAAATAAAGCGGCTGCACTTCTGAAAAAGGGAGTAACTGC -AGCACTGAACTTTATGGCAAAAGCAGTAGATGGCTTATTTGCCGGTTTACAAAAGCTATATAAGACAGTA -ATGGCAGGAATAAAGAAGTTCCTTACCATGGACTTCAAAAAGATATTCGGAGCAATCCTTGAGGCCGCAG -AAATAGCAGCGGAAATAGCTCTTGCCTTTGCAACAGGCGGAGGAAGTGTGCTGATTCAGATAGTAAAGTG -GCTTGCAACCACATTACCACAACTGCTAAGAACAGCAGGTTCGGTAATGAACTTTGTTAATACAATAAAA -AGCATAAAACTCAAGGATGTATTAAAACTACTTTCAGCAGCAGGAATAGCAGGATTCCTTACAAAAGGAC -TGTTTGGAGAATTAACAGGCCTACCAAAGGAAAGTAAGGACGAAAAAGACGGAAAAGAACCTGCATCGGG -ACGTGCAGAAAAGGGACTTGTCAAAGTACTTCATGCACTATCATCTGTATTCAATGTATTTAAAGGAGTA -TATAACAAGATTGCAGGAGGAGTAGGCAAGATACTGGGGATAATTAACATAGCCGTAAAACCATGGTTTG -CAACCTTCAGTGCAATATATGCAGGAGCAGTAAAAGCAATGGACGTGGTGGGGAATCCTGTAGAGACCTT -AAGCGAAGGTGCCGGAAAACTAAAGGAGGCAGTCGGGAGCTTTTTTGGCAATGTAAAGGGCAAGCTCCAG -GAAATAGCGGGCAGCATCAAGTCGAAGGTAGCCATACTGGGACAGCCTGCACAGTTAATGAAGTTAATAG -CCAACAAGGCTGTAGACATGGTACTGAACTTTATTATCTCACATCCGCCATCAGCACTAATCAAAGCAGT -ATTCAAAGGAATAGAAGCCATAGCTGGAAAATCCATAGTAGAGCTGGTAAGACAGTACATACCATTTGCA -GACAAGCTGTTTGACAAAATCGCCGGTTCAGGCCCTGTGCAAAGTCTGATGAAGCCGCTTCAAGGACCTA -TAAACAATGTAAATGGAATGATAGATGAGGTAACCGACGGAGCAACAGGCATGGTAAACAATGCGGAGAA -GTCAGCTACATCTACTCTGGGCAGCGGAGCAAAACTTGTCACAGCCATGGGCATAGGCAAAGCAGGAGGC -AGCAAGGCAAACAGCAAGGGCGACGCCAAGGGAGAAAGCAAAGGAGGAGGACCAAAAGGCGGGGGCGACT -TCCTGGGTATATTGTTGTCGGGAATACATACAAAACTCTATGCAATAGGATTAAGAAATATCGCCAAACT -GGGCAAAAACCTTGCAAGCAAAGTGGCGGGCGGAGCAAAAGCCATTATAGGGAAAATGCTTACTCCAAAG -GTTAAATTCAAGCTTGGAAATGAAAATCATGAGCTGTGGGTGGAAAAAGGTAAGAATAAGAATGTTGTAA -TGATGGCGAGTACACCTGATTTGTTTGAAAATAAAATAAAAGAAGGAAAGGTACCAGATAATGGAGAAAT -AAGAGATAAAGAAACAATAGTTAAGAAAAATCCAAGTGAAGGTACTGTAAAAGATTTAGGAAAAGCTGTT -CAGAAAGCTAAGGGAGTAAGTAAGGTTGCTCCTATGACTTGGAATGAATTTGAGGCAGCTAATGCAGGTA -AATATGATAAGGCTGAAATGAGTAAAGCGTGGGAAAAATATAAAGGAGAATACTATCCAAATGATGGGAA -ACATTATTTAGAAAGACCATATCTTAGACAAGATACCATAAATGGGATAACAAGAGGTAGAGGTGCAAAT -GGAACTTTTTTTGATGCAAATACATTATTGCCAATAGAGGGAACACCAGATATAGGTCATGTTTATGGTC -GAGAGTTTTGGAGAGAAAGAGATAAAGCAGAGGATAAAGGATGGACACAAAGTCAATTTAATGACTACAT -GAATAATTCAGAATTTTATCAATTTGAAGATCCTAAGTCCAATAGAAGTCATCAGTTTGAAGATAAAAGT -AAATAAAAGAGGAGGAAATAAGAATGCAAAAATTAGACGAGGTTGGGCGAGATGCAATATTCTACAAGAT -TATAGATAAAGAATTTGGGGAGGCAAAACAGCTATTAGAATCAACTAAAAATGTGAATTTTCAAGATGAA -AATGGCTATTCTTATTTACATTGTGCTGCTCAGGTTAAATCAATAGAGATAGCTACTTTGCTAATTAATA -AAGGAGCAATTATTGATATTCAAGATAAATATGGGAAGACCCCATTAATGGTCGCTATAAGCGATTATAA -TGGTGATGACAAAATGATTAAGTTATTATTAGAGTATGGTGCAAATAAAGAAATGGAAAATAATTATGGT -ATATCTGCTATAAAAGTTGCTGCGATGAAAGGAATAGATTTATAACAGTAACAGTGTTTTCACATAATGT -GGCGGTTATCTCAATAGAGGTAGCTGCCTTACTTTATGCTTTGCTATAGGCAGACATAAAACGATACCAT -GGACTTCAAAAAGATATTCGGAGCAATCCTTGAGGCCACAGAAATAGTAGCGGATAGCTCTTGTCTTTGC -AACAGGCGGAGGAAGTATGCTTCATCAGACAAAGTCTGATGAAGCCGCTTCAAGGACCTATAAACAATGT -AAGCGGAATGATAGATGAGGTAACCGACGGAGCAACAGGCATGGTAAACAATGCGGAGAAGTCAGCCACA -TCCACTCTGGGCAGCGGAGCGAAAACTTGTCACAGCCATGGGCATAGGCAAAGCAGGAGGCAGCAAAGTA -AACAGCAAAGGCGACGCCAAGGGAGAACGCAAAGGAGGAGGACCAAAAGGCGGGGGCGACTTCCTAGGCA -TATTGTTGTCAGGAATACATACAAAACTCTATGCAATAGGATTAAGAAATATCGTCAAACTGGGCAAAAA -CCTTGCAAGCAAAGTGGCGGGCGGAGCAAAAGCCATTATAGGGAAAATGCTTACTCCAAAAGTTAAATTC -AAGCTTGGAAATGAAAGTCATGAGCTGAGGGTGGAAAAAGGTAAGAATAAGAATGTTGTAATGATGGCGA -GTACACCTGATTTGTTTGAAAATAAAATAAAAGAAGGAAAGGTACCAGATAATGGAGAAATAAGAGATAA -AGAAACAATAGTTAAGAAAAATCCAAATGAAGGTACTGTAAAAGATTTAGGAAAAGCTGTTCAGAAAGCT -AAGGGTAAAACTCCTGCTGAGAGAGCAGAAAAAAAAGGATATAAAGGAATTGGAACTACTAAAAATGGAG -GGCCAGACTTTGCTAGTACAGAGTATCTTTATCCAGTAAAAGAAGGACAACGTAATATAGTAACAATAAA -GATGACTGGTGATCGAGGTAGAGATTTTACCCAAGCGTTTGATGAAGCTAAAATACCTAGTAGAGAAAGG -AAAAGTATAAAAGAAAACTATACTTGGCATCATGCAGATGATTTTGATCCAAAATCTGGGACCTGTTCAA -TGCAATTAGTTCAAAAAGAGGCTCATGAAGCAACTTATACACATAAGGGCTCTTGTGCACAATATGATGA -ATATCATAATGAGAAAATATATAACAAATAAATGAGTAAAGGAGTATAATTTAATGGACTCAATTTATAA -TAATGAATTTATCAATACAAAAGAAAAGCTAAGCGAATGGGATTTACAGGAAATCGAAAAGAAATTTAGT -TTTAAAATACCTAGTGATATTTATAAACATTATTTATTGTATAATGGTGGGTACCCTGAAAAGTGTATCT -TTGTTGATGCAGACGGTAGAAGGTATGAAGTTGAACACTTTATTCCAATAAAAAACTCTAATAATAAAAG -AAGTTTAGATAAAGTTTTATCCTTACATTATGATGATAAATTATTACCATCTTGGTTAATCCCATTAGCT -GATGAAGCTGGAGGAGACCTTTATTGCTATAGCTTAAGGGAAAATGAAATAGGTGCAATATATTATTGGA -GTCATGAGTTTGAATATGGGGAAAATCCAGAAGAACATATTAAATACCTTGCTTCTAATATAAAACAATT -TATAAATACAATGATCGAAGATGAATAAAATTAGGATAGGCGTGATAGCTAGCCCATACTTTTATGGAGG -ACCACATGAATGGTGGAATATGCATCCTGCAAAATTCCCTGATGAACATCAAGGGGGAATACATCGTAAG -AACTTTCCTGCAAAAAAATTATTTCATAGAGGGTAATGTTTATGTCAAAATTTGATTTATCTCGCGTAAA -TGGTAATTTTTTTAAATTGTCTGAGGATGACATAATAAATGCAGAAAGGAAAATGGGCTTAGAACTTCCT -CGCGAATTAAAGGAGTTTTTTAAGGAAGTTGGGTACGGTTTTATTAAAGGGAGTGATAGCACTGCAATAA -ACAGGATGATAGATCCTGGAACAATTGCAGATATAAGACTTAGAAAAGGGTTTTATGAATCTGACCCTGA -TTTAGATGGTGTATATGATGAAGAAAGTATGTTGATTTTTTTTGAGGTAAATGAGGGAGTATATTTAGCC -TTGGACTTAAACAATAATGATAAGAGTCCAGTCCATTACTTTGATTTTAAAATAGCAGATTCCTTAACTG -ATTTTTTGATTAACATGGTTAAAGATACTGAGTATTATTTAGATTTGATTGATTAATGTTTTTAGTTAAA -TAACTTAGTGTATAAATTTCCTGTTCTCTCGGGACTTAATGGAGATATATTCTGCGTTAAGTCCTTTTAT -TCTTGTTCTCGTAAAAGCCACAGGTGTCAGCATTGACCACTGTGTAACCCCTTGGCAAATGCCCTAATTC -TCTGAAGCCATAGCTGGAAAATCCATAGTAGAGCTGGTAAGACAGTACATACCATAGTAGGTGACTTGAG -TGAACAATGGCAAAAGCAGTAGATGGCCTATTTGCCGGTTTACAAAAAGCTATACAAAGATTTTTAATTA -GGTTTCAAATAGCTAAACAGTGGTACCTTACAGAATATTTATCTTTACGGTCCTGCTACTGCCTTAATTG -AGAAACATTTCTCTTTTAAGGCTTTTTTTGTTCTATTTTTGGTTGTAAAAGAAAGATATTTTTTACTTTA -TAAAGTGAGAAGTTACAAATCAAAAAAAGAAGGAGAACTCCTCATGGAAGAACTCAAGATCATAATAGAA -CTCTTGAAAAAGATCAGGGCTAAAAATAATGTAGTATTCAACTCTTGTCAGGATGAAAAATTAATGCAGG -ATATCGAATACGGGAATTTATATCAGGAGTACTGGACATCTGATTTCAGACTCAAAAATGTCATTGGGCT -GCTTGAGGCGGTAGAGAAGGAATTAATCGATGATAAGAGGGTACATAAAAAATAATTTTTTATAACAGTT -GTAAAAAGCTCATTAACTTTTCCATATATATTGAATGGATTAATCCTAAGCAAAGTAAAGCAGATTCTTT -GATGAGAGGCCAAAAAATGATAAGTTCAGAAAATAATGCAACAGACATTCCTGAAAATCAGGGCAATATG -GATAGTAATCAAAAACCAATTGAGTATGCTTCAAGCCGAGAATACCTATTGGATGAGCTAAGTCGTCTGG -ATCTAGTATTAAGACGATTTATCCGGGATGATAAAGAAGAGGGCTGTACAACATTATATGCGGGTGTGGT -TCTGTCAAAAGAGGAAATATACGATCTTCTGGACGATAAAAATACATTTGCTCAGGAAACCTCGATAGAG -GAAAGACTTAGCGAATTAGACGAACAGATTGCAAAAAGGTTAGAAGCAAGCAAAGCATGCAGAAGGCACA -TTTCACTACCGTATTTGTCAAGACTACTCGGCTTGAGTCTGTTTGAACAAAGATGTCTTATCGCCTGCAT -GGCCCCTGAGATAGATCCCAAATATGAAAAGGTATACGGTTATTTTGAGAATGACACCTCAATAAAAAAT -CCAAGCATAAACCTAATGATGAATATATTTCTATCTACAGAGGATGAAAGAATTGAAGCTAGGAAATTAT -TCAGTCTGCAAGCACCTTTGGTCAGACTTTTGCTGGAAAGTAGGAACGATCTTTCAGATAACTGTATTCC -GCTGATATCACGTCACCTAAAATTGGATGATTGGGTAGTCAACTATTTACTGGATATTAATATACTTGAT -TCAAGGTTGATACACGTCGCTGAAATGATTCAAACAGGGCAAAGACAAAATATCAGCGCTAATACTGAAA -ATGTGAGAATACTGCGTTTTATCGACTATTACAGGAATGGAAGAACAAAAAGAAATCAAATACTTTACTT -CTATGGGCCTGAGGGAGCTGGAAAAAAAGAGTACGTACTTTCAGTATGTGAGTATCTTGGGTTACCTCTT -ATTGTGACAGATTTAGAAAAGATATTAAGCAATGATTTACCCTTTGACGAAATTCTCAAGCTGCTGGGCA -GGCAAATTAAAATAAGCGGCGGTATTCTCTGCCTTGAGAACTTTCAACTACTGGTTTCAGATGAAAGAAG -TCAGCAGATAAGAATCAACAGAATCCTGCAAATGCTCCATGAGTTTTCTGAAACAACATTTATTCTCGGA -AGAACTCAATGGCATTTAACAAATACCGACAGCAGGTTTGCCTTTATTGCAGTGGAATATCCTTATCCTT -CTGCAACAGAAAGAAGGAAACATTGGCAGGAGCTTAGTAAAAAATATCAGTTGGACGAAAAGTTGAACTT -GAATAACTTTTCAGAAGTTTTTCGATTTACGCCGGGCCAGATTGAAAATGTTCTTAAACTAGGTGAAAAC -TATTCGGTATGGAATGGTTACAGCGATGGCAGAATTGAGGTTAATGACCTTACCAATGCCTGTTATACCC -AATCAAATAAAAAGCTTGGTGAGCTGGCAAAAAGGATAGAGGCACTATACACAATGGAAATGCTTGTTTT -GCCGGAAGATCAAATGTTGCAAATGAAAGAAATATGCAGGCAGGTAAAATACCGTTCAATTGTTTACGAA -AAATGGGGATTCGAAAAGCGCCTTGCACTGGGAAAAGGATTGAACATCTTGTTTTCAGGTCCCCCGGGTA -GTGGGAAAACAATGGCAGCAGAGGTAATCGCAAATGAAATAGGCCTTGAAATATACAAGATTGACGTCTC -AAGAGTTGTAAGCAAATATATCGGAGAAACGGAAAAAAATCTTGGAGAAATATTCCATGAGGCCGAGACA -TCAAATGTCATACTGTTTTTCGACGAAGCTGATGCTCTGTTTGGAAAGCGTTCCGAAGTCAAAGATTCAC -ATGACCGATATGCAAATGTTGAAATAGGCTATCTGCTTCAAAGAATGGAAGAATACAAGGGAATAGTTAT -TCTTGCAACAAACCTGAATCAGAACATTGATGAAGCTTTCTTGCGAAGATTACACTTTAATATAGCGTTC -CCATTTCCTGATAAGGAGCAGCGTAAGCTTATATGGTTGAGTATATTTCCTTCCGGGGCTCCGGTAGAAG -ACAACCTGGATTACGATTTTCTGGCAGAGAAATTTGTTATGGCAGGAGGAAATATCAAAAATATAGCATT -AAATGCAGCTTTTTATGCTGCCCATGCAGGATGCCCCATAGGTATAAAGCAAATAATGCAGGCGGCAAAA -AGAGAATACAAAAAAATGGGTAAAACGTTTTTGAAATCAGATTTTGACCCATATTATCAACTGATTGAGG -TGGTGAAATAAATGGCTGTGGAAACCCGTACAGTAATCAGAGATGTAAGTGCAAGCCTGAAGGCTTTAAT -TAAGGCAAATGTTCCCGAACTGAATGATGACAGTTACATAACATTTGGTTCCCCAAGCGATGTAGATTCA -GCAACTATGACACTTTCATTATGTTTGTATTACCTTACCGAAAGCCATAGCATGAGAAACAGTGAGAGAG -AGCGTATACCGGGGACAAACCAGTTATTTGACCCTCCATCCTATCTTGACCTCTATTATCTTATGACTCC -ATATGCAAAGGATAGGGATACAGAGCTTTTGATTTTGGGAAAACTGTTTCAATTGTTTCATGAGCACGCA -GTACTAAGTGGTGACGACCTTAAAGGAAATCTGGCCGTATGCGGAAATGAACATATAAGGATATCTTACA -ATAATTTATCACTGCAGGATATTAAACAACTATGGGAGGTATTCCCAGGGAAACCTGCAAAATTAAGCCT -GTCTTACCTGGTTTCTGCGGTACGGATGCCGGCAGAAAAAATAATTACATTCCCATTAATTACAGAAGAT -CCAACATTAAAATATTACGATTTGAAAACTCATACCAATTTATCTCAAAAAAATACATGAAGTAACAGAG -ATTATGAAAATTAACGAATATGATTTCGCGTATTGAAAAATATTGCGAGGGCATATAGGCCCATTCAAAA -GAAGGGCCATAAAAACAGTTATAACAAGGAGGACTTGAAATGCCAAATTATTTATCACCAGGAGTTTATG -TAGAAGAAGTTTCCAGCGGAGTCAAGCCTATAGAAGGTGTAGGTACAGCGGTGGGTGCTTTTATCGGAAT -TGCTGAGAAGGGTGTCATTGGTAAAGCTGTTCTGGTTACCAATTGGAGCCAGTATGTCAGCGAATTTGGA -GGATTTATTCCAAATGCATACCTTGCTTATGCCGTGTACAATTTCTTTGCGGAAGGAGGAACATCCTGCT -ATGTTGTAAGAGCTGCATCAGAAGATGCGAAGAAGTCTCTTTACATTGTAAAGGATAGTCAAGGAGAAAA -CTTATTCGAAATAAGTGCCCGTTCAGAAGGAAACTGGGGTAACAGAATTTCCTTTCAAATAAGCAGTTCA -ACAAACGGACAGATGAACGGTTTCAAACTCAATATCAAGTATACCGAGAAGAGTTCATTCAGCGATGAGT -ATGTTGGAGAGGATGTTGAAGGGGAACTTGTTGAGACCTTCGACAATCTGCTTATAGTTAACTTTGAAGA -GAAAATAAACGATTTATCATCGTTTATAAGTGTCAGGCCGTTAGTAGATCTTAAAAAAGTTGATAACATG -GACAAGGTTCCAATGTTCACTGAAGAGGATGAATTTATAGAATTGGCAAATGGCGTTGATGGAATATCAT -ACGTAGAGTATATTGACAGCGAAGAAAAGAAATTGGGAATCAACGCATTTACACCAATAGACGAAATTAA -TATAATTGCTGCACCTGACGTTTCCAACATGGTATCAAACAGAAATATTATTCTCGAAATTCTTAACTAT -TGTAAGACCAGAAAAGATTGCTTCTACGTTATAGATCCTCCGCATGGCCTGACCCCACAACAAGTAAAGG -ACTTCAAAGAGGGTGCGGGAGAGTTTACAGGCAACTCATTTAATTCATCTTATGGTGCATTGTATTACCC -ATGGGTGTTTATCAATGACCCCCTGACAGGAAAGAAAAAACTTATCCCACCTTCAGGTTCAGTTGTAGGT -ACATATGCATATGTTGATTCAGCAAGAGGAGTACACAAAGCTCCTGCCGGAACTACTGACGGATATCTTG -ATACTGTAGTAGGAGTTGAAAAGATAGTAACAAAAGGAGAACAGGAGCTTCTCAATCCAATAGGTGTAAA -TGTAATCCGTTCTTTACCAGAGGGAATTTGTATCTGGGGTGCCAGAACTCTTTCATCTGATTCAGAATGG -CGCTATATAAATATCAGACGTCTGATGATGTATATTGAAGAATCAGTTGACAAGGCAAGCCAATGGGTAG -TTTTTGAACCCAATGAGCCAACTCTCTGGGGGAAGGTAAAGAGAAACATATCAGCTTTCCTGACAAGAGT -TTGGAGAGATGGCGCTCTTTACGGTTCAACCCAGGAAGAAGCATTCTTTGTAAAGGTGGACGAGGAAAAC -AACCCTCCGGCATCAAGAGATGCAGGCCAATTGGTAATAGAAGTCGGTGTAGCTCCAGTTAAACCGGCAG -AATTTGTAATAATCAAGGTCAGCCAAAAGACACTGTCTAAATAATATCCAGAGAGGAGATTTAACCAATG -GCAACAGGAAAGAGAAATGATCCATACAGAAATTTTAGATTCAGAGTAGTAATTGACGGCATTCAGATAG -CAGCGTTTTCTGATGCGACAATTCCTGATATAACTACAGAAGCTGTAGAATACCGAGAGGGAACAGATGC -ACCTCATTCACGTAAACTTTCAGGATTAACAAAATTTGGCAATGTAACTTTGAAAAGGGGACTTACCGAT -TCAATGGATTTATACAACTGGCGTAAAGCTGTTGTACAGAAAGGTGCACTCAACAACAGAAGAAGCCTGT -CCATTATACTGGTGGATGAAGAAGGCAATGACAAAGCTCAATGGGATATCATTGAGGCATGGCCTATCAA -ATACGATGTAAGTGCACTAAGTGCAAAGGGAAATGAAGTAAGTATTGAAAATACCGAATTTGCTCATGAA -GGCGTATCCAGAGTTAGATAATCTTAAAAAGCCGGATTTTTATTGAATTGATAACATACTTCAAAAATTG -AATATTGGTATATGGTCAAAATTCAATAACTATCCCTTTATTGTGTATTTTGAGGAACAAAATGAGGGTG -AAGGACGCTTCAACCCTGTTTTTAAGAGTTGAAGCCGTACCTTTACATCAGACAATGCAAAAAAGAGAGG -AATGTAGAATGGATATTTTACAAACAGAGTTTAACTTTACACTGCCGAAAGGTTATGTTGACGATACAGG -AACGGTACATAAGCAGGGAACCATGCGTTTGGCCACTGCTGCAGATGAAATAATGCCCCTTCGTGATGCA -CGAGTACAGCAAAACCCAGCTTATTTATCAGTAATCCTGCTTTCGAGGGTAGTAATAAATTTAGGTACAC -TTAAAATGATAACCCCCAGGGTTATAGAGGAGTTGTATACTTCTGACTTTTCCTATTTGCAGGAATTATA -CAACAGAATCAACCAGAATGGCTCTAATATCATAAGAACCAAATGTCCCAAATGTGATCACCCTTTTGAG -GTTGAGGCTGAGATTCTGGGGGAATAACCGGCTACCCTCTCGACCGCCTCTACGAGGAGGTAGCCTTTTT -GTCCTACTACCTGCACTGGGATTATAAAACTGTGCTGGGCTTGGAGCATTTTGAGAGAGAACGCTGGTGC -AGGGAAGTAAGTGAAATAAACAAGAAGCTCAACGGAGATGAGGGCAAGAAAGATTTCTTTGAGGTTTAGG -AGGATACCATGGCAAATATAGTAAATTTGGTAGAAAGAAGAAACTGGGTTCCCGGATACAGAAAAGATCC -GTACCTTACATTTAACTTTATAGTAGAGATTGATGGTATTGCAGTTGCAGGATTTACTGATGTTTCAGGT -TTGAGTATTGAAACTCAGGTGGAGCGTAAAACCTTCGGAGGAGAAAACCACAAAGAGTATACATTTCTAA -CTCAGACTAAATACAGCGATATAACCTTAAAACATGGAATCACAAATGACGACTATTTATGGAATTGGTA -TCGGAGAGTAATAAATGGCAGGATAACCAGAAAAAATGGTTCTATATGTCTGCTGGATCATTCAGGTAAC -CCTAAACTGTGGTGGGATTTCTTGGGGGCATGTCCCATTAAATGGGAGGGACCGGCGTTTAGTGCCACAA -GCAGCTCTGTAGCTGCGGAAACACTGGTATTGACCCATAATGGAATAAACATGCACAAATAAAAACTTAC -AGGGTGAGGACGTAAATGTATATGATTAAAATAAATAAGTTCAACAAATTTAATACGTCCTTTGCACAAA -ATATACTAAGCAAATACGGTATCGGAAGGTGGAAAGGTCAATTTACCAGACTGATTTTCAGAAACAGCTC -CGATATGGTTTTAGAATCCCGGGAAGGGAAAGAGTCCTTTAATTATACTAAAATAAAAAAGTACAACACT -TTACTAAAAGTTTATAAATACATAAACAATACTTCATCAAAAAGTGAACTGCCTGGCAAAATATTGACTG -TCAATTTAGATCCAACATTTAAAAAACACGAAAAAATTATAAACGTTACAACGCCAACGGAAATTAAGCT -ATATTCTAAAACGGAACCGGCAAAGTTCATCCAAAAAGTTACATTAAATACCAATAAACAGGAACAAAAG -TACTTTTTTCATAGGCCTACAGAAAAAACAGTATTAGACTCATCAGACGGTATTACAGAGGTAAGAAACG -ACACTGCCAATTATAACAAATATGTGTACCAGAATATAAATACCCAAAACAAAGAAACCGTTATCTATAA -TAAAACAACCGATACAAAGGTGTTTGAGACTGAAAGGGTAATAAAAGAACCACGTGAGCATACATATCAA -AATATTCTTGAGAAAGAAATAACATATAAGAAGGATTACGAGAAACAAACAGTAGTACGGGAAGTGGCTC -AAAAGCCAGTAGTGTCTGCCAATAAATATGTCTGGCAGAATAGACTAAACACATTGTTTTACAATATTTT -TCCTTTAACACAATCCAAAGCAGACAGGTTACATGGAACTTTTGAAAAAAGTATTAAAAACCAAACCGCC -ATAATAAACAAGCTTATCCCAAGCGAGAAGTCCCACCAGCCGGAAACAGGCGAATTAAATTCAGAGAAGT -TTAATGTAAAGAATGGTATTCCCACACGGAATATAATTCACAGTACACAAAAACAACAAATTAATCGTAA -CATCCTTCATGAGTATGAAATAAAAGAAACAAACTTAGAAGAGTACGAGGAATTTGAGAAATTTGTTCAT -TTTTCACCTCAAAAGAATGATAAAATTACTGATTTGGTTTTTTACAGGCCTATGTTAAAGGAAAAGGAAA -AAAAAGAACAGGGAATAAAAGATATTTTGCCAATGGATATTATGCATGCAGAAAAGAATGTTTACGCTAA -AGCAACCTCCCCGTCAAAGCCGGATAAAAAGCTGCAAACCATAGGAAACGAGGAAGTAAAAATGCTGGCA -GACAAAGTTTTTCAGATACTTGAGAAGAGGTTGACAATACAAAAAGATAGGAGGGGTCTTAGGTAATGGC -AGAGAAAGCACAAATAATCCCGCTGGATTTACCCGGTGCCGAACCAATATCAGTAATGTTTAACCCAAAC -GAATATACTGTATCCTTTGAAGGAAAATACACCGGAGAAGATGATAAGAAGCAGTTTCAGATAGCAGAAA -CACCTGAGTTCAAAATATCATTGTTTTATGACACATATGAAAAGAGAAGAGACGTAAGGCGTGAAACAAT -GAAAATAACCAATTTACTTAACCCAAAAGTTGCCGGAAAAAAAACAAAAAAGCCACCATCATGTTTGTTT -GTTTGGGGCGGTTACTCATATCGAGGGGTAATCAGCAAGATAGAACAAAAATATACAATGTTTCTGGAAA -ACGGAACTCCTGTAAGGTCATTGCTTGATATAACACTCATATCAGATAAACCTCAAAAGAAGGTGGAACT -TGACCGAGGCAAAGAAGCCTGCAGGAAGCTGTGGATAGTAAAGAGCGGAGACAGACTGGATATAATCGCA -AATGAAGCACTCAAGGATCCTCTAAAGTGGCGTACAATCGCTGCTGCGAACGGAATTATAAATCCTCTGG -GTTTTCCTAGTAAAAATGACTTCGGAAGGACTCTGGTTATACCGGATTAAGGGTGAAACTATGGGTACTA -CAAATGTTGCAAACTACAAAATTAAGCTTAATGGATCTGACTTTTCTGCAGATTTATTCAATGCAATTGA -AACTTTGACAGTCGAGGATGAAATAAACCTTCCTTCCATGTTCCGTATACAAATGAATATGGTGGACAGT -GGTAATGGAAAATGGCGGGGTATTGATTTAAAAACCTTTAAACCCGGAGATAAGTTATCAATTTCAATGG -GACTTGACAAGCCAGAATTAATGTTAAGCGGAGAGATAACATCGTTGGAACTGCTGGTTGCCGAGCACAG -CTTGGTTGAAATAAGAGGCTATGACCTGCTTCACAGGCTGCGTATGGGAACCAGAAACAAGGTTTTTACC -AAGAAAAAGGATAGCGATATAGCCAGTGAAATTGCCCGTGAACATGGGCTTACTCCTCAGGTGGACGATA -CAAAAACCATTTATCCCTATGTTTTTCAGAATAATATCAGCAATTATGATTTCTTACTGAAGAGGGCGGC -ATATCTGGATTATGAGCTTTATGCCCAGGACAAGAAATTATACTTTGTCAAGTCCCGGGCTCCTAAAGCC -CCTGAACTTCCTGAATTTAATTACAAAAGGGATTATGAGGAACTGAATCTTGAACTAAGAGCATTAACAA -AAGGAAGTGAAGTTACCGTAAGGGGCTGGAATGTAAAGGAAAAAAAGGAAATAGAAGCTTTGGCAAAAAA -GGGAGACGAATCAACAAAAATGGGAGGAAAAGAATCTGGCTACGATATTACTGTAAAAAGTATTGAAAAA -GCTCCGGTATCCTTCTGGGTTGAAAATCTCATTGATGTAAGTGAAGGTAAAGCGGCAGCTGCGGCAGCGT -ATAACAGCCTTCTTAGAGAATTTATAACCGGCGAGGGAAAATGCTACGGTAATCCTTTGGTCAGGGCCGG -AAAATCCGTAAAACTTTTGGGGATAGATGAACGCTTTACAGGAGTCTACTATATTATTTCAACTATCCAT -AACATAGATAAACAGGGCTATATGACTAAATTTAAGGTAAAGAGGACTGGAATATGAGTGAAGGAATCAA -TATTTCTAATTTTACTGAATATATCCAAAGAGATGAAAAAGTTTTAGGTGTCATGATTGGAGTTGTCATA -AAGAATGATTCCGCAAATGATTCACAAAAACCGGGGCTGGGACTTGTTAAGTTACAGATTCCGTTGCTTG -GGATGAAAGAGTCAAATTGGGCCAGAATTGCATCCTTTATGGCCGGAAAAGAAAGAGGGGCTTTTTTTCT -TCCTGAAGTGGGTGACGAGGTACTTGTTGCATTTGAAAACGGGGACGTCAACAAGCCATTTATTATCGGA -GCTTTATGGAATGGAAAAGACACACCTCCTGAAAAAAACAGTGATGGAAAAAATAACATCAGAGTTATAA -AGTCCCGCAGCGGACATATATTCGAGTTTTCTGATAAAAGCGGTGAAGAAAGAATTTTATTGAAATCATC -AAAAGGACATATTGTTCAAATTGATGACAAAAGCGGAGCTGAGAGTATACAAATTATAGATAAATCAGGC -AGTAACAAACTTACTATCAGTACAAAAGATAATAAAATAACTATAAATTCAGGAAATATTGAATTTTCGG -CACCTAACGGAAAACTTTCAATAAATGCAAAAGATATAGAAATAAAATCCTCGGCAGCCACAAAAATTGA -AGCTTCAGCCGGAATTGACATAAAGGCATCCTCTAATATGACAATTAAAGGAGCTACTGTTAACATAAAC -TGATTCAATTTTTAAGCTCATATAATTATACAAAAGGAGAGAATGTGTATGGGACAACCAGCGGCAAAGC -AAGGCGATCGCATAGTAGCAACGGATACGCATATAGAATTGGTTCCGGTAGGATCAAGCACAGTGCCGAC -ACCAATACCCAACCCTTTTACCGGTATTATAGACGGAAGTCTTAGCAGCAATGTAAACATTATGGGGAAG -CCGGCTGCAACAGTTGATTCAACAGCGACAAATACACCATCTCATTCCCCAAAATCTGGGCCTTTCCAGA -AAGCACCGAAAAACAAGGGTAAAATCTCAGTGGGTAGTACCACTGTTAAAATAAATGGGAAATTAGCAGC -CAGAAACGGAGATGCGGCTATTACATGCAATGATCCTGCGGATATTCCAGTCGGAAAGGTAGTTGCTGCG -GGTACTGTAATTATCGGAGGCTGAATTAAAAAATACTTTTTAAGCCTGATGTAACGCTTAGACGGGCACA -TTAGGGAAATGGAGGGTATATGGAAGTAATAGATTTTTTAGGAAAAGGATTAAGATATCCTGTTTCAGCA -AAAAAATCAAAGCTGTGTACTTCTGTCGGGGAGGAATCTATAAAGGAGTCAATAATGCTAATCCTGGGAA -CTTCCAGAGGAGAGAGGGTAATGAGGCCGGATTTTGGATGCAGACTGAATGATATGCTGTTTTCATCCAA -TGAACTTGGAACTGCTACATTAATCCAGACCTATGTTGAAGAAGCTTTACTTAACTGGGAACCGAGAATA -GAAGTAGAGAGCGTAACAGCTACTATGAACCAGACGGAGCCGATTATAGAAATAAATGTTGATTATATTA -TAAAATCCAGCAATAGTAAGGCGAACCTTGTTTATCCATTCTATCTTGAAAGCGTGGGAAGATAATGACA -GATATGATACCAAAAATTGATAACCGAAGCCAGCAGGACTTGGTTAACGAAATAAGACGCTTGATACTTT -ATTATTGTCCTGAATTTGGAAGCATTGATGATGTTGTGGCAGATAAAGAACTTGATGCACTTGTAAATAT -ATTTTCCAATATGATGGGACATGTCAACTATTCATTGAATCAGGCACTGGATAAGAATTTTACTGCATTT -TTAAACTTAATAGGAGTTAGCCCGACTTCTCCAATACCGTCAAAAGCACCCTTGGTTTTCAAACTCAAAG -ACGACTGGGACAAGGATGGATTCATACCTACAGGTGCTAGGATTTCAGCTCAGCCGGAGAACAAAAACGA -AGTTGTTTTTGAAACTCAAAGCGATTTGACTGTAATCAGGCCCGGTCTGGTCAGAGCTGTAAGTATAGAC -CCTGTGGAAGACCGATGGAGTAATTTGGATTATCTGCTTGCTGAAAATAATAGTAATGAAGCAGAAATGT -TTAGAGGAGAGTCACCAATAATACACCGCATATACATAGGGCATTCAAAACTATTCAGTATAGAAGATGC -TGTGGTAAACGTGAGATTACAACTCAATGGTGATAGCCGGGATAAATACAGTCTACAGTGGTATTATTTT -GACGACAAAGGAGAATCGCAACCTCTGAAGCTTGAAAATGGTAGCAGACAGACCCTTTTACAAACGGGGG -GAATTTCATTTTCAGGTATAAAAGGGATTGCTCAAAAAGAAATTTCAGGGTACAAAAAAGACAATTCATT -CAATTGCTGGGAAAACCATTGGATTTATGCGGAGTTAAAGTCGGACCTGATAGATACAAGTCTCTTGCCT -GATGTTGAGGATATAAAAATAAGTGTTGATACATTTGCAAGTGGGCTTGCTCCCGAGATAGCAGTATTCA -ATTACGCACCGATTGATTTAACAAAGGATTTTTACCCTTTTGGAGAAAGACCGATATTCAATGACACGTT -TTACTTTGCTATTAAAGAGGCTTTTTCAAAAAAAGACGCAGACATAACTTTGTGTATCAACCTTTCAGAT -GCAAAAAGTATACCCGATACTAAAAATATATTACTTGCGTGGGAATATTGGAATGGAACCAAATGGAATG -AATTCGCGAAAACAGGCATATCAGATAAATCAGGAAGCAGTACCTGTATAAAGGAAGGCTTGATTTATTC -AGATACTACCTATGCCTTAACAAAAAGCGGAAATATAAAGTTTAAGTGTCCCGAAATACAGTCACACAGT -ATAAACGGAGAGGAAAATTACTGGATACGTATAAGAATAATTGGAGGCAACTATGGTGAAGATGGAAGGG -TTTCCTATGTACCGAAGACTGTATTGATAAATAATGAGGAAATAACTCTTACAGAGGCCGAGTATAATGA -ACCTACATTCATTCCTCCATCAGTAAAGGAATTATTAATTGATTATACCTATTCATCTCCGAAAGTATTT -CCAGAAAATGTAATAACAGAGAATAACTTTATTATGGGAGAAAAAACCGAAGAATGTCTAGCAGCAGGAA -AAACCTTTAAACTCTTTTCTTCATGTACAGATAGTGAGCCTGCTTTATACCTGGGCTTTGACAGAGATAT -AAGTAATTTGCCTGTCTCTTTGTTTTTCCCGCTTACTGGTAATCAGAAAGGCAAAAAGCCGGTTGTTGCA -TGGGAATATACAAATGGAAGAAAATGGTTAGCACTTAGTGTTAACGACGCAGTAAGGGATTTCACAAGAA -GAGAAATTCAACAGCTTGTCATTCCAGGGGATATTGAAAAAACACCTCTTTTCGGGTCGGAGATGTACTG -GGTGCGAGCAAGGCTGGAGAGTGCAAATCAAGTTGACGGTGGTTACATAGTTTACCCCAGATTAAATGCA -ATTTATTCAAATGCAGTGTGGGCATATAACTCCAATACAATACAAAATGAAATATTGGGTTCAAGTAACG -GAGAACCGAATCAGACATTCCAATTTACACGTACTCCTGTATTAAACGGTCAAGTGGTTAGGGTAACGGA -AACACTGGGACAGGCGGATGCTATAAAATGGGAAGAGGTTCAGACTTTTTCACTGTCAGAACCGGACAGC -AGGCACTATATGCTTGATAACAACAGCGGTGTTATTACCTTTGGGGATGGTAATAACGGTATGATTCCTC -CTGCAGGAAAAGAGAACATACAATGCGATTACAAATACGGTGGTGGCTCTTCTGGAAATGTAGAAGCAGA -TACAATAAAAAAGCTGTGGGACAGTTATCCGGGTATCGATTCCGCCACAAATCCCGTGGCTGCAGATGGA -GGCTTTGATCAGGAAGAGATTGAAGAAACCAAAAAACGAGGACCGCACACATTAAAAAGTATGGATAGGG -GAATAACCTGCGAGGATGTGGAATGGCTTGTTCGAGAAGCTGCACCCCAGATAGCGATTGTAAAGTGCTT -TCCTACAATGGACCAAAACCTTGATTTTTGCCCCGGAAAAGCAACAGTAATTGTAGTTCCTGATTATGAT -GCCCCGAAGCCTGTTCCAAGTCAGGAGCTTCTGAACGAAATAGAAAAACATCTGGCTCAACGGATTCCTA -CTGTTTTAAATAACGATGACAGTCCACGTCTTGACATAATAGGGCCTGACTTTATAAGAATTGGAATAGA -GGCTTCTGTCAAGTATACAAAACCCGAATCAGCAAAAATTATAGAAGGTCATATTATAGAAAACCTAAGA -GAGTTCTTGAATCCTTTAAAGGGCGGACAGGAAAAAACGGGTTGGACACTTGGAAAGAATTTGTATATAT -CAGAGGTTTGTTCAGTAATAAAAAATACACCGGGAGTGGACTACATTACAGACATCTCTGTAAAAGCTTC -GGTGCAATGCTATACCCTTAATATTGAATTAATAAAAGACAGACCGTTCAGACCCACTATTTCTTATCCA -TCATATTGTGCAGTAAAAAGCAAAGACAACAGAATAATATTTGCATTGGCACAAAAGCTTGAGGCTAATA -AAGATGTACGGACTCTTCTTGTAAAAGGATTCCGAGAAGGCGACAAAATAATATTAACATGTGTAAATTG -TCCACCAAAGGAACTGATTGTGGAATCAGTCGAAGGTGATACACTTCAATGCAGGACTTTTGACGGAGAA -CCCCTTGAGGTTGATTATCCTGTGGGAAGCGATATTGAAGCTGAGGCTACGCCGGACTTGACCATACGAT -CCTTTATATTAAATGAAATAAAATCTCAGAGTAAAACCTTTTATATAAAGATAGCTGTTCCTGAAGCCAG -AGATGTATTCTTTTTAAGCAGAAACGATGAATATATAAATACAACGCCTCTTAAAATAAGCGAAGTTTTA -GAAGGGGATGTCTTTTTAGAGGAAGATGAGCTGGTATACAGTGGAGAACACTTTATAAATAAAAAATCTG -AAGTAAAATTTCTATACCTTCTTAACAGAGATACAAACATTATACATGATTCCGTTAATCATGCTGAAGA -TTGTCGTGTTGGAGAATTTTTAAAAGAAGACAGGAGATACTTGGAAAAAATTACTGACGCACCAAAAGGA -ACAAAATGTGATAATTGCTTTCCTAATATGGATTAGATATTAAATTAAGGTCTTATCCTATGTAAATATA -TGAAAGGAGGTACATAAAATGTCACTGCCAATACAAAAACTGGGTGAGATTACATTCGAAGATCTTGTTA -GAGAAGCAAAGTCATTAATACCAATGTATGCCCCTGAGTGGACAAACCATAACCCGTCTGACCCGGGTAT -CACACTGGTAGAATTGTTTGCATGGCTTTGTGAAATGATTATTTACCGAATTGATCAGGTACCGGAAAAA -AACAATCTGCGTTTTCTAAAACTACTGGGGACACAGCTTGAGAACAGGGAGGAATTAACTTCGGGAATCC -GACGTGGTGTGCAGCAGCTTACTCAATGTACAAGAGCAGTTACTACCGAGGACTTTGAGTTTCTTGCATT -AAAGGCACTTATGGAAAAACCAGGAATAAAAGAAACCTATCCAGACTTGATTGCAAGAACAATTTGTTTG -CCAAACAGGGATATGGAAAACAATAAAACAGAAGAAGCAGGCCAATTTGGCCATATATCTATAATACTAA -TTATGTCAACGAAAAATCAGAATGATCTGACTAAAGAAACATACGACATCAAGCAGTATATAAAAAAATA -TTTGTTGGAACGAAAAGTACTTACAAACCGGGTCCATGTAGTAGACCCTGATTATCAGGAAATAAGAATC -AACATGCAGGTTGTTGCAAATGACAAAAAAATGGGCGATATGGTAAGAGATGTTATAGAAAAATATATTG -ATCCTATCACCGGCGGCGAAAATAAAAACGGCTGGCCGCTGGGGAGAAATCTTTATGCATCTGACCTCTA -TTATATTGTGGAAGGGATCAAAGGGATTGACCATGTAAAGCATATGGAACTGGATGCTCCCCTTCTTAAA -CCCTATCAATTAATACGATTAAAAGAATTAAGCATCGAGGTGGAATAATGAGTAATTACGAAAGCAGTAA -ATATACCCAGTACCTCCCCCGAATTTTTCAAACAGGCAATAATAAAGACGGAGATTTTCTAGGACGGCTG -TTAAAATCCTTTGAACAGATTCTTTCAGGAAAAACGGAGATGCAGGAAACACGAGGAATTGAGGAGATTT -TAGATGATTTTGATATGTATCTGGACCCGGATCAAACACCTCCGCAGTTTCTTGAATGGCTTGCAGGATG -GGTAGCTCTGGATTTGGAAGACGGAATCGAATTTTTTGGAGCAGAAGATACTGCGGGGAAAAATGCTAAT -CAAGTTCAGATACTACCATTACCGGAGAAACGCACTTCCGTCAACAGAGAAATGATCGGGGCTATTGTTC -AGTTGTACAAAAAACGCGGAACCTGTGACGGTCTGCTGGAGTACCTGCAGCTGTATACGGGAGAGGAGAC -TACTATTTCAATAAATGAATTCCAGGATACAGCAAGGATTGGGGAATCCAGAGAAATAGGTCGTAATACA -ATGGTTGGCAGCTCTTCACCTAGTTTCTTTTGTGTAAACGCAATGATTCCGGCACACAGCAAAAGTATGC -TGGAAAATAAGGTTGGTCTTATACGAAGAGTAATAGAGGATGAGAAGCCGTTTTATACAAACTACAGGCT -TAACGTAGAAATACCGGAAATGCGGGTCGGAGTTTATTCCAAGGTAGGAAAAGAGACCTTGCTGGGCGGT -ATGATTGATGAGTAAGACTTTAAATAAGGAAACAACATTTTGAATATCCGGAGGAAGTGGCAAAATGGGA -AAAGAATTGAAAAGAATGCGCTATTTTGACGGACTGTTTTTGAATGCGGAAGACTATAAACTGGATCAGG -ATTACCAGAAAAGAATTCAGCAGCTACACAACCGATATCTGCATACTTGGGGAATAATTGCGGGATTAAC -GGTTGTACCGTCAGAAAACTGTTCAGTAAAGGTACAGGAAGGAATAGCAATCAATGAGGTTGTAGCAGAT -AATGGAGAGAGTACAAGTCAGTATATATACATATATGACGAACATCCTGACAGCATTATTGATTTGTCCC -AATACCGTGCCAATGATGAGAGTATCTACATTTATGTAAGCTATGACGAGGTGGAACAGGATAAGGAAAA -CCTTGAAAAGGGAAAGGGAGAGGCAATACATATCTGGGAGAGAGGACGTATCTGGCACAGTACCGAAAAA -CCGGCTGACGAGAAAAAGTACATAATTCTTGCCAGAGTGGAAATAGGGCTGGCTAAAGACAGCAGCCAGG -ATACAAATCTCTTGATTATCAATGAGGATGGAAGTGAAGATAGTACTCAAAGTGAAAGTAAAAAAGTTAT -TAGCTTAATCTCTTACTTTGATGATGAAGAAGAAAAAATTCCACTTAGAAGGTATGCGGGGCCTGCCGGA -GAAGTGTTGTCCCTGCAAAAAATCATATTTAAATTGAATGATGATGTGGCCGGAATGCCCTTTATCAGAG -CCTTGGAAGAGGACAAGAAAAAAGGTATCGGTCTAGAGGTTAATTCCACATTCGCAAATTTCACAGGCTC -TGTCAACATAAAAGGAGATTTGGAAGTACATGGAAGTCTGACCAACATGGGGGCGGTTGAAAATGAACTG -GAAGTTTCAAACACATTCGTACAGGTAAACAGTAAATCAGACGATGGTTTATGGAAGTTACAGGACGGGG -GACTAGAGGTATACAGAGATTACGCGGGTGATAAATCACTGGACGCACGAATCGTGTGGTCTGAGATGGA -TAAATGCTGGAAAATGGGTTACGAAGGTCAACTATGGGAGATAGCATATGGACCTGTATGGGAGAAACTA -ATAAAAAACGATATTGTAGACGAGCTGCACCGACATTCAAAAATCAGTTTCGAAGGCGGAGTAGCCCTTG -AGTCAGATGATAAAGGAAATCTCTCTGCATACGGAAATCTAAATATGAATGACAAGACAATATGGCTAAG -GGACAGTGGCAATGTCAACCATGGTCTAGGTTGGTACGGTATTGGAAAACCATTTGCAGGTCTGAACGTA -GACGGGCCGGTATTATTCGGCAAAAAAGGCGGGATATTGGGAACGACAGATGGCGGGCAAAAACCAGTCA -TAACATGGAATAATTTGGGAAATGTAGGAATAGGAGAAAGCAATCCAAAAGATGACACAATGCAAGTCAA -CGGAACCATGCGTATACTCAGTAATTCAAATCCTTTACGTTTTACTTCTTCATGGTCAGGCTTTCCTGAC -TCAATTTCCAACGGTGCTGAAATCTGCAATGATACAGTTTATCATAAGGCATTAATGATTGTAGGAAACC -GCTCAGCAGGCCAAGGCAGAAAAGTAGCTGTTTGGGACAGGCTTGAAGTAAACGGATTCCTATATGTAAA -TGGCAATATGCAGCTGAACCAGGCACTTACACCAAGTGCAGGAAAAGAAAAAAACAACGGAATAGTATTT -CCAAGTGATCCGGGGGGAGGTGCTGGGGATAGTGCCTGGATCAGATACTATCCGAGAAGCGGTGAAGCAT -GTACCTTGGAGATCGGAACTTCAAATGATGCTGACGACAGTATATCACTTATGGCATCGGGAAATGTAGG -TATAGGAACGGTAAATCCCAATGATAAGCTGGATGTAAGCGGCTATACAAGACTTTTAAGCGGTTCAAAT -CCAATAAGATTTACATCATCGTGGAGCGGATTCCCTGATTTTGCAGAAAACCAGGCTGAGATATGTAATG -ATACAACAAATTTCAAGTCCTTGATGATAGTTGGAAACAAGTCGGGGAAACAGGGCCGAAAAGTTTCAAT -ATGGGATAGGTTGGAAGTAAATGGAACTCTGAACGTCAGCGGTGATGTTCAAACTCAGTGCGCAATAATT -CCAAGTATAGGTTATAGCGAAAGTAATGGAATAATGTTTCCTAAGGACTATTATGGAGGTACCGGGGATA -GTGCCTGGATAAGGTACTATTCGGATCAAAGCCGTGGCGGCGGTGAAAATATGACTCTCGAAATAGGCAT -AGCCAATGATGTTGGGACAGGAGGCTATTACGGTGGTGGTGACCGTATAAAGCTTACTGCCAGTGGCGGT -GTTTATGTTGATGGGTATTTCTATTACAGCTCATCCAAGGATCTCAAAGAAAATATAACAACTCTTACAA -CGAAAAAGGCAAAACAGATATTGGATGGAATGAATCCTGTTACATTCAATTTCAAGGGAGACAATGAAAA -AACAACATTGGGCTTCATCGCAGAGGAGATGCCGGGTTCTGTTGCTGCAAACGATCAAAAAGCTATTAGC -CCAATGGAAATAATTGCAGTACTGACCAGTGTCGTAAAGGAACAGAGAGAGGCAATAACACAGCTTCAGC -AGCAAATAACAACATTAGCCGATTAAAAAAATAAATACAGGGGGTTAAAAAATGAGTGAACAAATCGATG -CAAGGATAAAAGAACTAAAGGCAGAACTTGAGTCCGGACAGAAAGCAATAGAGAATCTTGAAGTACAACG -TACAAACATTATGTATACTCTTTTAAGAATTAATGGAGCTATACAGGTGCTTGAAGAGCTTGTACAAGAA -GACTCCTCTGATTCCTGATGAAACGTTTAAAATATAGTGCCGAGGATGGCATCATTTTGAGTATCCGGAG -GAAGAGGAAATGGGAAAAGAATTAAAGAGAATGAAATATTTTGACGGACTCTTTTTGAAGGCGGAAGACT -ATAAACAGGATAAAGAGTACCTAAGGAGAATTCAGGGTTTCCATAACCGGTACCTACATACTTGGGGTAT -AGTCTGCGGTCTTGAGGTGAAGCCTGTGATAGACAGCAGCATGGAGGTTGTTGTTACAGAAGGGGTTGCA -CTGGACTTAATAAATAATGGAACTTATGGGTCGGGAATAGAAGAGAGTACCAGCAGGCAAATAATAATAT -ACGAGGGGCATCCTGACAATCCATTAGATCTTTCGGACTACCCGGCAGAAGAAAACATTTATATCTTCGT -CAGCTATTGTGAAGTCGAAGCCGACCGGGACAATGATAAAGGTCAGGGTCAGGAGATACATTTGTGGGAA -CGCGGAAAAATCATTCATACAAATAAGAAGCCTGAAAATTGCAAAGAAAATATCATATTAGCAAGAATAG -TACCAAAAAGAATAGAGAAGAAAATCAAAAACAGTGACGGCAGCATCGGTACATATTATGAAGTAGTTGT -AGACAGTACATGCATTTTTGAAGACGATTCTGACGGAACTCCTTTGAGGGTTTATGCAGGTCCATATGCC -AAGGTCTTGAATCTTAAACAGTTTATTTTCAAATTAGGTGAAGACTTAGAAAAAATGCCTTATATTTCTT -CAATACCTCAAGAAGATAAAATAACTGTCAAACAACTTGATATAAATTCAAAATATGTAAAATTTAACGG -TAACGTAGATGTAGTTAATGATCTAAGCTTCGAAGGAAAATTAATCCACAAAAAAGACGGCGTTGTTATG -GATGAATTTCTGACGGAAGAAAGCTTTCTTCAGGTAAACAGTAAAAATGATGACTGCCCGGAATTATGGG -AACTCAGAGATGGTGGAATTGAAGTTTTCCGTGGAGGCCCTGAAGTTGCACCTGATGCCAGAATAGTATG -GTCTGAGGGTGACAGATTGTGGAAGGCAGGGCTTGGAAATGACCTTTATCCGATTGCTTATGGAACTGAA -TGGGAAAGGCTCAGCAATAAGGATATGAAATATTTTGTGGATGACAAGCATGGACACAGCAAATTATTTT -CTCAATCCAAGGGAACAATGCTATCGGTTAATGCAGCCGGAGATATGTCAGCCACAGCAAATTTGGTATT -ACCTCAAAAAGACATTTCATTTTTATCAAGTGTACTGTCATGGTACGGAAACGGAAAACCATTTACAAAT -ATTGATGTTGATGGTCCTGTACTGACAGGTAAAACTGGAGGATTTCTTGGAACATCCGAAGATGGCCAAA -AGTCTGTGCTTTCATGGAAAAACAACGGAAATGTAGGTATAGGTACAATATATCCATCTGATACCCTTGA -AGTTTGTGGTAGTACAAGAGTACTTGGCGGATTAAATCCTATCAGATTTACTTCTCAATGGACTGCTTTT -CCTGATATTACAACAAATCAGGCTGAAATATGCAACGATACAACCAAGTATAAGGCACTCATGATTGTTG -GAAATCAGTCTGCTGGTCAGGGAAGGAAAGTATCTATATGGGACAGGCTGGATGTTAACGGAATACTAAG -CATTAACGGAAACATGCAGATATCCAAGGGACTGACCTTGAGTTCGGGAGCAGGCAATAACGGAGTAATC -TTTCCAAGTAATCCGGGAGGAGGCTCACAAGACAGTGCCTGGATAAAATATTATCCCAAATATGGGGAAG -CATGTACTCTGGAAATAGGCACTTCAAATGACAGCAACGACAACATATGTATTTTAACACCTAGTAATGT -AGGGGTAGGTACATATACGCCCATGGACAAACTAGATGTGGTTGGAACTACACGATTTCTGAGTGGTTTA -AACCCCATACGTTTTACTGCAAAGTGGAGCGGTTTCCCAGATACAGGCTCACGCAACGCGGAAATTTGTA -ACGATACATATGATTACAAAACATTAATGATAGTAGGAAACAGATCAAGTGGACAGGGGAGAAAGGTATC -AATATGGGATCGTCTTGATGTCAACGGACCATTAAAAGCAACCGGGAATATTCAGGCAAGGGGAGCAATA -ATACCGGGTGTTGGAAATTGCAGCATAAAAGGAATAATGTTTGAAAGACCTAAAAACACCGATGATGCTG -CATGGATCAGGTACTATTCAGATACACTCCGCGGAGGCGGAGAAAATATGACACTTGAGATTGGAATCTC -AAATGATAGTAATATTGAGACATATTCACAGACCTATTTTGTTTCCACATGTCCATGGAATGTCACTAAC -GGCTGCGGTTATTGGAAAACCGTAACAAATACAATAATTGGAAACAAGGGAGACAGGATACGCTTGAGAG -CAAGCGGCGGGACATATGTTGAAGGAAATTTCTATTATACATCTACAAAAGAGGTCAAGGAAAATATAAA -GAAGCTTTCAAAGGGAAAAGTCAAAAGTACTATTGAGCAGCTTGACCCGGTTGAATTTAACTTCAAAGGC -GATAGAAAAAGAAGAACAATAGGCTTTATTGCAGAGGATGTTCCTGATATCCTCGCATCCAGTGATAAAA -AAGCCATCAGCCCCATGGAAATACTTACTGTTCTTGTAGGCGAAGTAAAGGAACAGGAAAATTTAATTAA -AAACCTCAAGAAAAAGGTTGCAGCTTTGCAGGAATGATATAAAACTAAAAACTATTTAAAAAATAAGGGA -TTGTAAGATCCCATTAAGGAGGATTCATTTTATGAAAGAAAAAATCGAAGAAAGAATTAAGGAGTTAAAG -GGTGAATTTGAAAACGGTCAGAAGATGCTGGAGGAATTGGATGCCAAACGGGCAGGACTCAACCAGACTC -TTTTACGTATAAGTGGTGCTATACAGGCTTTAGAGGAATTAATGCCGGAAGAAAATGTTCCTGAGCAATA -ACCTTGTAAAATGAACTGTACTTCTGTAAGTGAACATAAAATGATTGGTACAGGAAAATCTGAGAAATTG -GAGGAACAATAAAATGTCAAACGAAATCAAGCGTATGAAATATTTCAACGGACTCTTGCTTAAAGCAGAT -GACCTTGAACTTGATCAGGACTACCATAAGAATCTTCACCGTATGCATAACAGGTTTTTTCACAACTGGG -GAATTGTAGACGGCCTAAAGGTTGAAGCAGTAGGAAATTATCCTCAGGTAAAGGTTTCAAAAGGATTCGC -ACTTAACAGTACATTGGATGAAAAAACAAATGAAAAAATAAGTCAGGAGATATGGATAAGTGACAATCAC -CCTGATAACCCGTTAAATTTATCAGAATACGATGTAAACGAAGATATATACATAACGGTATCATACAGCG -AGATACCATCGGATGTCGATATAAAGAAGGGCGGGGATAAAAATATCCACGTCTGGGAGCGTTCAAAAAT -AAAACACAGTAGAATTAAGCCTGATCCAAAAACAAAGGACGAAATCACAGATATCATTGTGGCACGTGTC -AGGTTGAAGGATGCAGGCTCAGGACAAAAGTCAGTTGAAGGGATTTACGATACAGCGGAAGATGGGGTTG -TATACGCAGTAACACAGGGGACAGCACAAGAGTTTGAGAAAATTTCAATAGGTGCAGAGAAAAAAACAAA -TCTTCCATACATCAATGGGCTTTCAGATCAAACCCTTGGTCAGAGTGACGGACTGGAAGTACATTCACCT -TACACGAAATTTTCAGGTTCTGTAATTGCAGGTGATTTTAAGACAAACGGCAATACAGATTTAAATGGAA -CATTATCAGTAAATATAAATAACACCCCTGTACTCAAAGTTGATTCAAAAGGTAGTGTAGCAATATCTAA -GACTGCTGCAGTAACAGGTGTTCTGTCTGCAGCGGGCGGACTTAACGTAAGCGGTGATAATACAACACTT -GATACAACGCACGTAGTTATGACCGGAAATATGCTTACGGTAAACAAATATACCCCCAAGGAAAATGAAA -CAGAACCAAGAAAACAAAGCAGTGGAGTTGAAGTATACAGGAGCGGGTATCTTCCATATGCAAAGTTAAT -ATGGGATGAAAACGAGAAAGTGTGGAAAGCTGGAACCGACAAAAAGGATGATATTCCGGGAAGCGGCATA -TATCAGCTTGCATACGGTGCTGATTGGGATGCAATGCATAATGGCTCAAATGTAGACACCCTTCATAAAC -ACAGTCATATAAATGATGCTAACGGAAATATTTCATTAGCTGCCGATGAGGACGGAAACGTCAATATAAC -CAACGATATCATTGTAGCGGGAACAATAGTAACCCAAAACGGTATTGAAGTTCCGGGAAAAGATCTGAAT -GCAAAGCTTGTGTGGAATAAAAACGATCGTCGCTGGCAGATCGGTGTAGAAAACGATATGTACAATATAC -CATACGGAAGGGCATGGGAAGATCTTACAACTGGTACAAATGCGGACTTGCTGCATACACACAGTGAAAT -ATATAACAGTGACGGACAATTGGCTATGAATGTAGGCCCCACCGGGGATGTAAAAATCAACTCGAACCTG -ACAGTGGGTGAAAATCTTACAGTACAAGGTACGTTGACGGTATTAAACCCGGCTACAGAGTATAAACAAA -TTAACCAGGTAATCACAGAAAGTACAGTAATTGTAAATAAACCTGATAATGGGCAAGCCCCTGTCAAAGA -GGGCGGCTTGGAAGTATACCGTGGAGATGGTTATGAAAATGCCAGGGTAATCTGGGATGAAGGCAGCTGT -ACATGGAAAATGGGAACAGGCAGTAACTTGTCTGAAATACCATCAGGAATAGAGTGGGAATATCTCACAC -ACGGGCAGGTTGTTGACAATATGCACAGCCATAGAAATCTTTCAATGGAGGATGGAACAGCAGTTGTATC -CATTGATAAGAATGGCAATTTGGATGTGGAGAAAAATATTAATGTTTCAGGAAATCTCATTGTAGACAAA -GATGAATATATTCAGGGGGATGTTGATATAAGGGGCTCGGTTACAATAGAAGGAGATTTGACTGTAACCG -GAACTCCGACAATAATCAAGCAAAATATTCTTGAAATAGACAACAATACAATCGTTGCCAACAAATATAC -AGGAACAGCCCAGCCAATAAACAATGAAGGAGGTTTGGAAGTATACCGCGGCAGCTACGCTAAAAAAGCA -AGACTTGTCTGGAATGAAAAAGAAGGAAAATGGAAAGTAGGTACGGAAAATTCCATGAAAGACCTTGCCT -ATGGCGATGATTGGGAAACATTAACTAAAAAAAAGACAGCCGATGAACTTCATTCACATTTATCAATACG -TGATACTAAAGGTAATGTTGCAATAAGTGCTGAATCTGATAATAGGATTATGATTAACAGAGCAACGAAG -GTGGAAGGAGCCCTTGAAGTCGCCGGAGGAGTAAGCGTACTGGGAAACCTTGACGTGGCTGGAACACTTA -CTTCTGTAAATAAGGTTGATTTAAAAGTTGAAGATAATGTAATACTACTTAATAATTTTGAGGGCAATGA -GCCTCCATTAAATGAAAGCGGTATGGAAATTTTTAGGGGGAAATCACAGCAAAATGCCAGATTAATATGG -GATGAAAAGGAAACAATATGGAAAATAGGTGTTGGCAATAACCTTAGTGAAATAGCTTATGGGCCTTCCT -GGCAAAAGCTTTCAAAAAAGGGTAATGCAGACGCATTACATAACCACGGGCAGCTTTACAATATAAAAGG -TAACATACTTTCTTTAAGCACAACGGCAGCTGGAAATATTGATATAAAGCACGACCTTACTGTAAGCCAA -GACCTTACCGTATCGGGAAACCTTAATGTTAAAGGTGATGTAACAACAATAAGAAGTGCCAATATAGAAC -TTGAAGGTAACAAACTTACAATGAATAAAGGTGAATCGGGAGAGATCAAAAAGGGAACAAGCACTCTTTC -GGTTTATAGAGGAATTGACGAAAAAAGTGCAATTCTTAGATGGGATGAACAGGCAGGAGTATGGAAAATA -GGAATGTCAGATTGGACCTGGGCTCAGGAAAACAGTAACTATAAAATGGTTCCATCAGAAAATTCCACAT -GTCTTGTGATAAACAATGACGGAAGCATACAGACACCCATTGCAAAAATAGAGAAAGAAGTAAGTGCCGG -AAGTGCATTGATTGGAGATATCCTTTCACTACAGAAGGATGGTATTCAGATAAACAGACTGAACGAAACA -GCAGCATACCTAAAATTTGATTCAAACTTATGGAAATTAGGCTTCGGAGATGTTAACTGTATCAGTGCTA -CAAGCAGCGGTAAGGTAGGAATAGGGAAACTAAACCCCGCAGAAATGCTTGACGTAATGGGAAATGCAAT -TATAAACGGCAGTATGGACATCATGGGCAACTCGGAAGTCAAAGGTTATTTAACTGCTGGAAGCACCGAT -ATAAAAGGCCGCCTGAAGGTAGACGGAAGTATAATAATGAATGGAGGAATTGAAGTTGAAAGACAAGTCG -CCTCGGACGGAACACCACAGCCCAATGCCAAGATAGTCTGGAATGAACAAAAATGTGCATGGACATTTGG -ATTTGGCGACAAATTATTCGAACTGAATCTCAACAATACGTTTCTTCCATCAAAATTATATACTAGTAAC -GGTGGTGCTGTTGCATTAGTTACAGATAATGACAGTAATGTTGGGATAGGTGTAAAGATTCCACGGGCAA -AACTTGAAGTAAATGGGGATACACTCATTAGCGGGAAAATAACATTAACAAACTCATTAGGTACAACATT -AAAAATTGCGGCAGACGGATCTTTGGAATTATCCAGAAACGCGGAAAAACCAGCCAAATTATACTGGAAC -GAAAAGAACAAAATCTGGCAGGCTGGAATAGATGGTTCCATGCAAGATATCTGTGTGGGGAATCACACAC -ATAATAATGTATGTACCTCTACAGGGACAGAAGTAGTTTATGTAGATAACAGTGGAAACGTCGGGATTGG -GAAGAGCATACCCGAAGCAAAACTTGATGTTGTAGGTAATTTAAGGGTTACTGCAATCGATATCTCCGGT -AGTCTTACAGCAGTGGGTAATGTAAAGTGTGATAATGCTGATATAACCAGAACAATAAAAGCCGGCAGTG -CAAGTATAACCAATGACCTGACAGTAGGCGGAAATCTAGTTGTAAATGGTGACACAGTTACAATAAATAC -AAGAACGCTTGAAGTAGAAGATAATATAATAACCTTGAACAAATACACTCCTCAGAATCAACCTGTTGCC -ACTAAAGCCGGAATAGAGGTGTTCCGCGGCGGTACTGCCAACAGTGCCCAGGTTATATGGGATGAATTAG -GCGGAGTATGGCAAGCAGGTACTACAGATAAAATGAAAACCATATGCTTTACCGACCATACGCACCCGGA -ATATAACAATGGCAGTATTTCAGATCTTACAGCAGCATTAAAAGTAAGTAATGGGAATATAGGCATAGGA -ACCACAACACCCACTGATAAACTTTCCGTTTCAGGGAATGTAGGAGTTACTGGAACTATGACGGCTGCTA -ATGTAGTTGTAAATACAAAGCTGACAACTCCGGCACTGGATGTTAATGGAACTGTAACTTCCACAAATCA -AACAATTAAAATGAGACTTACTACCACATATGCAGATGTCAGTACAAAACTCACATCTAAGGATGCGGAA -TTCACAGGAGCATTGACAGTAGGTACACTAACAGCTGGCGATACAACAATTAATGGAACAGTAACTTCCA -CAAATCAAACAATTAAAATGAGACTCACTACTACATATGCAGATGTCAGTACAAAACTTACCTCCAAGGA -TGCGGAATTCACAGGAGCGTTGACAGTAGGTACACTAACAGCTGGCGACACAACAATCAATGGAACTGTA -ACTTCTACAAATGAAACAGTAAAAATGAGACTCACTACCACATATGCAGATGTCAGTACAAAACTTACGT -CCAAGGATGCAGAAGTCACAGGGGCGTTAACAGCAGCGACCCTGACAGCCGGCAATACAATAGTAAATGG -AACTATGACAACTGATTATGCAAATGTAAAAACAAAACTTACATCCAATGATACTGAAATTACCGGTAAT -CTAACATCAAACAATGTAAAAGTAAATGGTGCTCTTAATGTTAGCAAAGGCATTGAAACAACACGAACTG -ATTCGACAAAGGCTTGTATTGTTTGGAATGAAACTGCCTCAGCTTGGGAAGCCGGTATAGGTACAAATAC -AAAGAAAATTTCTCTTGGCGATCATACACATAATACACTTTATGCAAAAACTAATCCGATTGTAAATGTA -AGTGATGATGGATACGTTGGTATTGGTAAAACTTCTGAAACAGGAATCAGGTTGTCTGTTGATGGTGATA -TTAAGGCAAAAACCATAACGGGTGATATCGTGGCTACAACCCTGACCCAGACATCATCCAGAGAATTCAA -GGAAAATATTTCAGCACTCCCATTGAAAACTGCATTGGATTTACTGAAAAAACTGAATCCTGTTACTTTC -GATTATAAAAACGACAGCTTGAAAAAACATAATATTGGTTTTATTGCAGAGGAAGTTCCAGAAATATTTA -CGAGTGAAGACTGCAAATCAATCGCAGTAATGGACATTGTAGCTGTATTAACATCGGTAGTAAAAAAACA -ACAAACAGAAACAAAAGCAATAAAGAAACAGCTAGCGGCACTGCAAAAACAGGTTGCCCAATTGCTGGGA -GCTTAAAACCAATAAAAAAGGTTGCCGTAATGGCGACCTTTTTTATTGGAATAATAGTTATAGACATAAA -TTAGATAAGTATTATATTATGATTATGTTGGAGATATTAAAGAATATACACTTTACTCGAGGTATTTATG -GAAACAAGAAAGGTTGCTGAAATAGCGATATCAGCGGGAGAAATATTATTAAGTAATGGTGCAGAAGCAT -ACAGAGTGGAAGAAACAATAGCAAAAGTATGTAATTCTTATGGTTTAACCGGTGAATGTATTTCAAACCT -GACAGGAATATTTATTTCTATAACTGGTCCTGAAGGTGAACTGGTAACCTCTATAAAAAGAATCCGTCAA -AGGCGTGTTGATTTATACAGAGTTGAACTAGTAAATTCCTTTTCTAGGAAGTTAATGGAAAACCCTGTTT -CATATGAAGAAGCAATAAGAATTCTCAAGGATATAAATAACGCTCCCAGCTTTAGCCTGGGAATAAGGCT -TATGGCGGCTAGCATGACTTCATTTATATATACATTATTTTTTAAAGGAACGGTTCCTGATGCAATAGTA -GCTCTTATGATAAGTTTGGGTATTTACTTTATTTTGCAGAAAATAGATGAAGTCGGTTTTTTTCAGTTTC -TTCAATTCTTTTTGTCAGGGTTTTTAATCGGAGCGTTAAGTATCACGGTACAGTACATACTGCCGTTTAT -TCATAAGGATAATGTAATAACCGGAGCCATAATTGTGTTGTTGCCGGGGGTGTCACTCACAAACGCTATA -AAGGATATACTGTATGGCGACTATGTTTCCGGACTTGCCCAGTTTGGTGAGACTGTGCTTATTATTATTG -CAATGAGTGCTGGTATAGTAACTGCACTTTCACTATTTATGAAATGGATGTGATAAAAATGTTTCAACAA -ACCGCTTTAGCCTTTTTTGGAAGCTTATTTCCGGTAATACTGTTTAATATTGATAGAAGGAAAATATTAT -GGGCCGGTTTATGCGGGGCTATCGGATGGGTAATATACAGTCTTATGTATACAAACACATACAGTCCTAT -ATTTTCCTCTTTTTTTGGGGCACTCGGAATTGGTATATATAGTGAATCCATGGCAAGAATACTAAAAACA -CCTACTTTTGAATTTTTAATACCCGGTATTTTTCCTTTGGTACCTGGAATGAAGGCATATAAGACATTGC -AATTTATTGTAGAAAACAACATGGCAGGAGCTTTTAGCAGTGGAACACAGACTTTGGCTGTAGGTGGTGC -AATTGGATTTGGTATAATGCTGTCTACTACAATTTTTAAATTTATATCACGATTAATTAAGAATAGAAAC -AAAAAACGCTCTCGGATTTAGTTGAATTATACTACAAAAGCTTTTACAACTATTTTACTAGAGCCTAATC -AATTAATCGATTTTAATATAATCCAATTCCATAGTTGTTGTTCGATATATTTAAGCCCATTCTATGTTTA -TTTTGACAATGCTTTAGGTTTTGTGTTATTATTTTGTCACTGGTTTAGAAGAAAAAACAAAACAACAGAA -CATACAATAAATTATGACAAAAAAATTCTACAAATAATATTGACATAACTAAATTGACATGATAAACTAA -AAAAGTCGCTCGGCTATTTGGGCGACTTTAAAATGGACTTTGAAAAGTAAACAGTGATAAACATGTAAAG -GAACTCGAAAAAATTCCGAAATCGCAAAGCGATTTCAAAGTTGAGTAACTTGCGAACTTTACAACCTGGT -TTTTGGAAACAAGAACTAGAAAAAAGTCAGCAATTTTAATGAGCTAACAAGCTTATCAAATAAGTTAATT -GTGTAGCAGACTTATCTGCGAAACATATAAATTTTAATTTGAGAGTTTGATCCTGGCTCAGGACGAACGC -TGGCGGCGTGCCTAACACATGCAAGTCGAGCGGAGTTACCTTTAGCACTGAGCACTCTTAATATATGATG -CTGACCGACAGCGTCATGCAGAAACGACCTTAACATTTGAGCTGATAAAAGTTTCTGCATCACGCGTTTT -ATCAAAAGTGTCAACACATAGAGAGTAGAATGTTCAGTGCTGAAGGTAACTTAGCGGCGGACGGGTGAGT -AACGCGTGGGCAACCTGCCTGTTACAGGGGGATAACACAGGGAAACTTGTGCTAATACCGCATAACACAA -CGAGAAAGCATTTTCTTGTTGTCAAAGGAGCAATCCGGTGACAGATGGGCCCGCGTCCAATTAGCTAGTT -GGTGATGTAACGGATCACCAAGGCGACGATTGGTAGCCGAACTGAGAGGTTGATCGGCCACATTGGGACT -GAGACACGGCCCAGACTCCTACGGGAGGCAGCAGTGGGGAATATTGCACAATGGGGGAAACCCTGATGCA -GCAACGCCGCGTGAAGGATGAAGGTTTTCGGATTGTAAACTTCTTTAGTCAGGGACGAAAAAAATGACGG -TACCTGAAGAATAAGCCACGGCTAACTACGTGCCAGCAGCCGCGGTAATACGTAGGTGGCAAGCGTTGTC -CGGAATTACTGGGTGTAAAGGGCGTGTAGGCGGGAATGTAAGTCAGATGTGAAATCCCAGGGCTTAACCC -TGGAGCTGCATCTGAAACTATGTTTCTTGAGTGCCGGAGAGGAAAGCGGAATTCCTAGTGTAGCGGTGAA -ATGCGTAGATATTAGGAGGAACACCAGTGGCGAAGGCGGCTTTCTGGACGGTAACTGACGCTGAGGCGCG -AAAGCGTGGGGAGCAAACAGGATTAGATACCCTGGTAGTCCACGCTGTAAACGATGGATACTAGGTGTAG -GAGGTATCGACCCCTTCTGTGCCGGAGTTAACACAATAAGTATCCCACCTGGGGAGTACGGCCGCAAGGT -TGAAACTCAAAGGAATTGACGGGGGCCCGCACAAGCAGTGGAGTATGTGGTTTAATTCGAAGCAACGCGA -AGAACCTTACCAAGGCTTGACATATAGCGGAATACGGCAGAGATGTCGTAGTCCTTCGGGACTGCTATAC -AGGTGGTGCATGGTTGTCGTCAGCTCGTGTCGTGAGATGTTGGGTTAAGTCCCGCAACGAGCGCAACCCC -TGTTGCTAGTTGATAACATTAAGATGATCACTCTAGCGAGACTGCCGGTGACAAATCGGAGGAAGGTGGG -GACGACGTCAAATCATCATGCCCCTTATGTCTTGGGCTACACACGTACTACAATGGCTATAACAGAGGGA -AGCTAAGCTGCAAAGTGGAGCAAATCCCCAAAAATAGTCCCAGTTCAGATTGTGGGCTGCAACCCGCCCA -CATGAAGTCGGAATTGCTAGTAATGGCAGGTCAGCATACTGCCGTGAATACGTTCCCGGGCCTTGTACAC -ACCGCCCGTCACACCATGAGAGTCTGCAACACCCGAAGTCGATAGTCTAACCGCAAGGAGGACGTCGCCG -AAGGTGGGGCCGATGATTGGGGTGAAGTCGTAACAAGGTAGCCGTATCGGAAGGTGCGGCTGGATCACCT -CCTTTCTAAGGAGACAGGGTTCATGCAGAGAAATCTGAGATGAATCGTAATCTTTAGGTCGAGGATAATG -TTAGTAAGGCTTGAGCAAAGCTCGCCGAACATAAAAGCATTATCTTAGAGTTTCTTTACAATCACTGTTT -AGTTTTCAAAGCCCATGAAAATGGACTTTGATTTTATGGGGGTATAGCTCAGCTGGGAGAGCACCTGCCT -TGCAAGCAGGGGGTCATGAGTTCGATTCTCATTATCTCCACCAAGGCTTTTTTTAAGTCTAAAAAATACC -AGTTGACTTGTTGATTGAAACTGGTATAATAGGAACTCCGCAGTCAGTGTGGCAACACAAACAGCTGCGA -GGTTTGTACCTTGAGAACTGAATAATGTTATTCAAAGAATGCGTTTCAAATTTTTATTTGAAATACGTTT -TAAGAAGATGAGAAGACATAGAAATATATATGAAAGTATGTATTTCCGTAAAAGTAATAAGGGTAACATG -TGAAAAGGAGAAATCCTTTGAAACACGTAAAGCAGTTTACGTTGGAACATGCAACTCTTAGGAAAACTAA -CTCATTGATAGGTTAAGACAATCACTTTAAATCAATTACTATGTAATTGACATTGAGAATCTGATGAAAT -CGAAGATAATTCGAATACAAAAGGAATAGATACGAGCAGTACAAGGAAGGCGACCGACGAGCAGCGGAGT -TTACGGTGGTAAATGAGCAGCACAGGAGGGAAGGCTGACACAGTAATGCGACGTATATATAACTTTTGAG -AGGTCAAGCTACTAAGAGCATAGGGTGAATGCCTTGGCACCAGAAGGCGATGAAGGACGTGACAAGCTGC -GAAAAGCTACGGAGAGGCGCAAATAGCCATGGACCCGTAGATATCCGAATGGGGGAACCCGGCCGAGTTA -AGCACTCGGTCATCGTTACATGAATCCATAGTGTAACGAGGGCATACGTTGGGAACTGAAACATCTAAGT -ACCAACAGGAGTAGAAATCAAAAGAGATTCCGTAAGTAGTGGCGAGCGAAAGCGGAAGAGCCCAAACCAA -AAGATAGCAATATCCTTTGGGGTTGAGGACTGGCATAATGATTCTGATCTCATAGCAGAATGAGCAGCTG -GAAAGCTGAGACCATAGAGGGTAAAAGTCCCGTAAGCGAAATGAGAAAAGACAGGCCAGAATCCAGAGTA -CCACGAGGCACGTGAAACCTCGTGGGAAACAGGGTGGACCACCATCCAAGGCTAAATACTAACTGGTGAC -CGATAGTGAAGCAGTACCGTGAGGGAAAGGTGAAAAGAACCCCGGGAGGGGAGTGAAAGAGAACCTGAAA -CCCTATGTTTACAAGCAGTTGAAGAGCGTTAAAGCTCGACAGCGTACTTTTTGTAGAACGGTCCGGCGAG -TTATTGTATGCAGCAAGGTTAAGTACTAGAGGTACGGAGCCGAAGGGAAACCGAGTGTTAACCGCGCGAA -TAAGTTGCATGCTATAGACCCGAAACCGGGTGACCTACCCATGGACAGGTTGAAGCGGGAGTAAAATCCC -GTGGAGGACCGAACCACATGACCGTTGAAAAGGTCTGGGATGAGCTGTGGGTGGCGGAGAAATTCCAATC -GAACTCGGAGATAGCTGGTTCTCCCCGAAATAGCTTTAGGGCTAGCCTCAAGGGAAAATCAAACGGAGGT -AGAGCACTGAATGGGCTAGGGGCCTTACCGGGTTACCGAACCCTATCAAACTCCGAATGCCGTAATGATG -TTACTTGGGAGTCAGACTATGAGAGATAAGTCCCATAGTCAAAAGGGAAACAGCCCAGACCATCAGCTAA -GGTCCCAAAATCACAGTTGAGTGGGAAAGGATGTGGGTTTGCTAAGACAACTAGGATGTTGGCTTAGAAG -CAGCCACTCATTCAAAGAGTGCGTAATAGCTCACTAGTCGAGTGAGCCTGCGCCGAAAATTACCGGGGCT -AAACTGTGTACCGAAGCTATGGATCCATTTATGGGTGGTAGGGGAGCTTACTGTTGTAGGTAGAAGCAAG -ATCGAAAGGACTTGTGGACGAAGCAGTAGTGAGAATGCCGGAATAAGTAGCGAAAGTAAAGTGAGAATCT -TTACCGTCGAAAACCTAAGGTTTCCTGGGGAAGGTTCGTCCGCCCAGGGTAAGTCTGGACCTAAGCTGAG -GCCGAAAGGCGTAAGTGATGGACAACAGGTTGAAATTCCTGTACTACCGTTAATCGTTATGAGAGAGGTG -GTGACGCAGGAGGATAAGTCAAGCGATCAGCTGGAAAAGATCGTGCAAGCGAGGTAGAAAGTCCGGTAGG -CAAATCCGCCGGATGATTCGAAGACGTGATGCGGAGGGAAAACAAGTACCGAAGTGACAGATTCCACACT -GACGAGAAAACCCACTATCCAGATTAAAGGTACCAGTACCGCAAACCGACACAGGTAGGTGAGGAGAGAA -TCCTAAGACGAGCGGGAGAAGCGTTGTTAAGGAACTCGGCAAATTGACCCCGTAAGTTAGCGAAAAGGGG -TGCCTCAAGCAATTGAGGCCGCAGAGAATAGGCCCAAGCAACTGTTTATCAAAAACATAGGTCTCTGCTA -AATCGAAAGATGAAGTATAGGGGCTGACGCCTGCCCGGTGCTGGAAGGTTACGGGAATTGCTTAGAGAAA -TCGAAGGCATGAACTTAAGCCCCAGTAAACGGCGGCCGTAACTATAACGGTCCTAAGGTAGCGAAATTCC -TTGTCAGGTAAGTTCTGACCCGCACGAATGGCGTAATGACTTGGGCACTGTCTCAACAACGTACCCGGCG -AAATTGTAGTACTTGTGAAGATGCAAGTTACCCGCGACTAGACGGAAAGACCCCATGGAGCTTCACTGTA -GCTTGATATTGGGTTTCGGTATTTTTTGTACAGGATAGGTGGGAGACTGAGAAGTAGTGGCGCCAGCCAT -TATGGAGTCGCCGTTGGGATACCACTCTAAAAGTACTGGAACTCTAACCTGAGACCATAAGCTGGTTTAG -GGACACTGTCAGGTGGGCAGTTTGACTGGGGCGGTCGCCTCCCAAAGAGTAACGGAGGCGTCCAAAGGTT -ACCTCAGTGCGGTTGGAAATCGCACAACGAGTGCAAAGGCATAAGGTAGCCTGACTGCGAGAGAAACACC -TCGAGCAGGTACGAAAGTAGGGCTTAGTGATCCGGTGGTATGAAAGTGGAATTGCCATCGCTCAACGGAT -AAAAGCTACCCTGGGGATAACAGGCTTATCTCCCCCAAGAGTCCACATCGACGGGGAGGTTTGGCACCTC -GATGTCGGCTCATCGCATCCTGGAGCTGTAGCAGGTTCCAAGGGTTTGGCTGTTCGCCAATTAAAGCGGT -ACGCGAGCTGGGTTCAGAACGTCGTGAGACAGTTCGGTCCCTATCTGTCGCGGGCGCAGGATATTTGAGA -GGATCTGTCCTTAGTACGAGAGGACCGGGATGGACGAACCTCTAGTGCACCAGTTGTCATACCAATGGCA -CAGCTGGGTAGCCAAGTTCGGCAGGGATAAACGCTGAAGGCATCTAAGCGTGAAACCCACCTCAAGATGA -GATATCCCACTAGCAATAGGTAAGACCCCATGTAGACTACATGGTTGATAGGTCAGGAGTGTAAGCATAG -TAATGTGTTAAGCTGACTGATACTAATAGGTCGAGGGTTTGACCCAAAAGAAAACAGGTATATCAAAAGT -AGAAGGTCTTAAAACTAGAAAATGAGAGAGCTTCAAGTCTTCTTAAAAGGATAACATTAATCAGTTCTGA -AGGTACAAAAAGTATCTTAAAAAAGTTAATAAAATTGTAAGAAGCGAGTAGTACAAGGAAGAAGAGTGAT -GAGGAGCGGAGTTTATACGCATAAATGAGCACCACAAGAACGAAATCTGACGAAGTAATATGAAGCTTAT -CACAATTTTAAATTTTCTGGTGGAAATGACGAGATGGCCACACCCGTTCCCATACCGAACACGGCAGTTA -AGCATCTTTGTGCCGATAATACTTGGCTGGAAACGGCCCGGGAAAGTAGGTCTCTGCCAGATTTATATGA -AAACCTCAAGCTTATAGCTTGAGGTTTTGTTGTATTGAAAAACAGATATAGAAATAGAAAATGAGGGAAA -TAATTATACTTATGAAATTTTGTTTATATAAGATACAATTATATATAAATATAGCACTTTATGTAAAATT -GTGATAAAATGAAACTTGTCTTTTAGAATAATAAAGATATAAGGTATGTACAAGTAAAAATATGATTTAA -TCATAGTAAACTTAACAAAAAACAAAGGTGATTTTTGTAGAATAAATGATTCCTTTTTGAGTTATTTTGT -AATATAATATATAGTGATTGTATTATTTTGGTAATAACTTATATCGTACCTTCATTCTTATGGACAAATA -AAAAACTTAGAAAAATATTCTAAATCGTATTCTTCTGGAATACATATTACATTAGATAAATAAAAAAGAG -AGACACAACAGCAAAAGAGAGGAGTGGGGGGTAAATGGTCGGAAATGTAATAGAAAATAACGTAGTGACC -ATTTCAGGTAGAGTAGTTTCAGAGGTTGAATATAGTCATGAGGTATATGGCGAAGGATTTTATTCTTTTC -ATTTAGATGTACCCAGATTAAGTGAAAGCAGTGATAAAATATCTGTTACATTTTCAGAACGTCTGATTCC -AAAGGAGAAGCTTGTTATTGGCTCACTGTTGGAAATAGAGGGTCAATTCAGATCATATAACAGCTATAAA -AGTGAATCCAATAAACTTGTGCTTACTGTTTTTGCAAGGGAAATAGTTTATATTGATGAAGATAAAAGAA -TAAAGAATCCTAATCAGATTTATCTGAACGGTTATATATGTAAGGCACCCATATATAGAATGACACCTTT -TGGAAGGGAAATAACAGATATACTTGTAGCTGTTAACAGACCATATAATAAATCTGATTATATCCCATGC -ATAGCCTGGGGCAGAAATGCCAGATATTCTCAAAACCTATCTATCGGCGACAATATTAAGATATGGGGAA -GAATCCAAAGCAGAGAGTATCAGAAAAAGCTTGAATCAGGAGAAACTATAACAAAAACGGCTTATGAGGT -ATCAGTCTCTAAAATGGAAATTTCTGAGCCATCAGCTAAAGAAGATGATGAAGATATGGAGATCGAAAGT -TCAACAGAAGAATAATTTTTCATAAATATACAGACAAAAACCATCCACATTGCTTCAGTTTTTGGGAACA -GAGTGAGATGGTTTTTTATTTAGGACTCCGAGTTACAATATATCCTAAGAAGCTTCAGCCATGTAGGAAT -TCAACATCTATTTAAAGTAAGGATGGCTTTTATCCTTGCGGCCCAAATAAGAGTATGCGTATTTAACTCA -CACATCATTTCAACACATGTGAAACCGCCTCCGCTCTGTAAAGTGCAGAAGTGGTTTTTTCTATTATTGG -ATGTATAAAACAGTATCAAGCCTGCAATTAGCGATCCTGTTTTTTGTTATAAAAGTTGAAATTTCAGGGA -AAGATTTATAAATAATGTACATTTTATATAGTGTATAATTTGTTTGATTTGTGTTCCTATTCGGAAATAT -AAGGGGGGAGTTGGTTGAAAATTAAGCAGTTTTTAATTCTTACCATAGTTATATCATTTTCTTATAATTT -ATGCGGTTGTTCAAAGAGTAATACCGGTAATCACTACGTTGAAAAAGAAAGCTATCAAATGGGTACTATA -ATTTCTCAAAAGATTTATGGTACAAACGCAGAAATTACTGCTGACAAGATTACACAAAGGTTAAAAAGCA -TTGAAGAAAATATGTCTGTCAATATTGAAACGAGTACTATCAATCAAATTAACAGCCATTCAGGACAAGC -TGAGGTATTTCGTATTAATAGTGATATATATAATATTTTGATTATGGCTGAAAAGTTTTCTTCATTAAGC -GATGGTGCCTTTGACATAACTGTAGGGCCTTTAGTCAAGGAATGGGGAGTTTTTACCAACCATCCACATA -TTCCTTCACAGAAGCGCATTAAAGAACTTTTAAAGCTTGTGAGTTATAAGTCAATTAACATAAACCGAGA -GAAAATGACTTTCAGGCTTCCTGTTAAAGGTCAGATGGTTGATTTTGGTGCTATAGCAAAGGGTTATGCC -GCAGATGAAGCTGTAAAAATATGTAGTAGTAATGGAGTAAAATCAGCTTACATAAACCTTGGAGGGAATG -TCTATGTGGTGGGGCATAAACCGGATAAAACAACCTGGAGAATAGGAATTCAAAATCCAAGGGCTGCTGA -TGGCAAATATATTGGCATACTCAGTGTATCGGACAAAACTGTAGTAACTTCAGGTGATTATGAAAGATTT -TTTATGAAAAACGGTATAAGATATCACCATATTTTAGATCCGAGAACAGGGTATCCTAGCAATTCAGATT -TGATGAGTTCAACCATTGTTACTAACAGTTCAATTTGCGCTGATGCTCTGTCAACAGCAACATTTGTAAT -GGGATTGAAGAAGTCCAGAGAATTACTTAAAAAACTGGATGGTATTGATGCTGTATTCATTACCAAAGAT -AAAAAAGTTTATGTAAGCGAAAAGCTTAAAAGGTACTTTACTTTTTATGATGAAAGTGGTGAGTTTACTT -ATGTTGAAAAAGGGTGACATAATCCTTTTGTTGCTTATAGTTATAGGAATACTGTCAGTTTTATTCTTTG -GCAGGGAAGATGCAGTAAGTTTTAGCAGTAGAGATGGAAGCCAGATTGATCGTGGAGCTATTACAGCAGT -AATAAAAAAGGACAATAAAGTAATCAGAAAAATTAACCTGTCTAAATTGGATAAAAGTGAGGTTATTAAT -GTTTCCGGGTTGTATAAAGCTACTATTTTAGCTGAAAAAAACAGAATCTGTTTTGTTGAATCAGATTGTC -CTGACAAAATCTGCGTAAAAAACGGTTGGCTCAATAATCCAGGAGAAATGTCGGTTTGCCTACCGAATAA -AATAATTATCAAGCTTGAGAAAAACAGAAATCAAAATGTGGATGGGGTGGTAAAGTGAGATTGTATGTAA -AAAATTCCGTTGATATAAAGAAAATGGTACTGTTGGCTGTTCTTACTTCTCAGGCGTTGGTATTGTCGGT -TATTGAATCTTGGTTTCCGTTTTCTGTGGGAATTCCGGGGATAAAGCTCGGACTGTCAAATATAATCATA -ATTGTAGCTTTAATCTTTTTCAGCCTTTCCAACACCCTTGCTATAGTTCTGGTAAAATGTGTACTCTCAT -CCCTTTTCATGGGTGGGCCGATAATTTTCACATTTAGTATATGTGGAGGAATTTTGAGTACACTGATTAT -GTGTATAATGTTAAAATATATGGAGAAGTGGTTTAGCTTGATTGGAATAAGCATAGCTGGATCAATAGCA -CATAACACCGGGCAGATTATGATAGCATGCTTTATAATGAATGATTTATCCGTTATTGGATATTTACCTG -TTTTGCTTTTGGCAGGAATTATTATGGGAACATTTGTAGGGATATGCAGTACTTATTTTGTGAAAGGTTT -AAAAAAGTTAAATATTATATCAAATTTATAAGGGGTAATTATGTTTTTTGATAATCAAAGGTTAAATGGT -GATATTGAGAAAGTCGAGGAGAATCTGCGTAATAGTGTTACTTCAAAAAATAAGCTTCTGGTAAAGGCTA -TTGCTGATACGGTAGGTGCAGGAGGTAAAAGGCTCAGACCTGCAATGGTAATAGTTTCATCTTATTTCGG -AAAGATACGACAAGAAAATCTGATTCAGCTTGCAAGTGCCATAGAATTACTTCATACTGCAACTTTAATA -CATGATGATGTACTGGACAACTCACCATATAGAAGAAACAATGAAACAGTATACAAAAAATACGGAACCG -ATATGGCTATTTACTGTGGAGATTTTTTGTATACAAAGGCACTTTTGATGCTTGCCGATATTGTTCCCGC -AAACAAGCTAACAATAGCAGCCCGGGCAGTGAAGACAATTTGTGAAGGTGAAGTAGACCAATACAGGGAT -AAGTATGTAATGAATCTGTCAGTTCCTTCATATCTAAAAAGAATCTCCAGAAAAACAGCAGTGCTTTTTT -CAGCATCGTGTGCTTTGGGTGCTTTATGTGCAAAATGTAATCCTCGAATCACTAACAGTCTTTCAAAGCT -AGGATTTTACTATGGGGTCATGTTTCAGTTGATTGACGATTTCCGAGATTACAAAAGCGGTGATTCAGAA -TGGGGAAAGCCCGTCTATAACGACCTTTCAAAGGGTATACTTACTCTTCCTGCCATATATGCTTGCAGGG -ATAGTAAGGAAATACATAAAAGGGTTCAAAACTATTGGAACAAAAAGGTAAATACAAACGAAGAGCTTAA -TTCTATAATCTCTCTGATATGTTCTTCAGGCGGTATGGAATATACCGAGAACTACATAAAAAGGTATAGA -CAGAAGGCTTTACGGGAGATAGACAAGCTCCCCCAAAGCGAGGCGAGAGATATTCTTGGGGATTTGATAA -ATAAATTGCATATCTGATATAATAAAAGGGTTCTTTACAATATATAATTTGGAGTCGACATAATGAAAGT -AACAACTGTATCTGTAGTGCTAAGTAACACAACCAGAGCTTTTGATAAAAAATATACATATAGCGTACCG -GAAAAGCTGTCTGAACAGGTTTTTCGAGGATGCAGAGTTCTTGTTCCCTTCGGTAACGGAGAGCTGATAA -AAGAAGGGTTTGTCATGGAAACAAATCCTTTGGTTTTTGAAGAAAAGCCTATTACATATAAAGAAATAAA -AGAAATCCTTGAACCTTATCCTCTTTTGACAAATGATAGTATACAGCTTTTGGATTGGATGAAACGAAGG -TATATATGTACGTACTTTGATATTATTAAATGTATGCTGCCACCGGGTATAAGTGTAAAGACGGTAAAAA -ATATTAGAATCGATACTCTTAATCAGAAAGAATTTAAAAAAACAGGTTTGAATAAGGTTTTAAGTATTCT -TACATATTGCGGCGGAGAATGTGAGTATGGAGAACTTAGAAGTCTCTGTAATATAAAGGGATTTAAGGCG -GCTATAGATGAATTGTGCCAATCAGGCACGGTTATATTGGAGGAAAGCTATGAACAGAAGGTTAACGCAA -AAACCGTAAAAGCGGTTTCCCTTGCAAGACCAGCCTCTGAAATAGTAGAAGAACTTGAAAATAACCGGAT -TAAGAGGATTCAGCATGTTAAAGTTCTTGAGATACTTCTTGAAAATGAAATAGTTTCAGTAAGTGATATT -CAAAGGTTTGCCGGTGTTACTGCTTCGGTGCTCAATACTCTTAGCAAACATGGGTACATAAGTTATAAAA -GTCTTGAAATAAAAAGAAATCCTCTAAAGGATAAACAATATGCAAAGACAGAACCTCTTCCACCCACAGA -GGACCAGGCTAATACCCTGATGTTTTTAAAGAAACAGCTTGACAGCCGCACCTTTCAGGAAACATTGCTC -CATGGTATTACGGGAAGTGGTAAGACAGAGGTATACCTTCAGCTTATTTCCCACTGTTTTGAGTTGGGGA -AAAAGGCTATTTTACTTGTGCCGGAAATTTCATTGACACCGCAGATGGTGGAAAGATTCGTTTCAAGATT -TGGAAATAGGGTTGCAGTAATACACTCAAAGCTATCATTGGGGGAAAGGTTTGACCAGTGGAAACTTATC -AGAGACGGAAAGGTTGATGTGGTGGTTGGTGCACGTTCTGCCGTATTTGCACCTGTGGAGAATCTTGGAT -TAATTGTAATAGATGAGGAGCACGAGAGTTCTTATAAGTCAGAATCCTTGCCAAGATACAATGCTAAAGA -AGTTGCACAAAAAAGATGTGAAATTAATGACTGCCTGCTTGTATACGGGTCGGCAACACCTTCTATAGAG -ACATATTACAATACAGAAACAGGAAAAATACAACTGCTTGAAATGAAAAACAGACCCAAAACAGCTATTT -TGCCGAAAGTTGAACTTGTTGATATGCGGCTCGAACTGGAAAATGGAAATAAGACACCTTTTAGTTCAAG -ACTAGTAGAAGAGCTTCAAAAAAACAGAGAGAACAACCAGCAGAGTATTTTGTTTCTAAACAGAAGAGGC -TTTTCAACTTTTGTTATTTGTAGGGATTGTGGTTATACTATGAAATGTCCGGATTGCAGCATTGCATTGA -CATATCATTCAAAAACTAAAAGACTGATCTGTCATTATTGCGGTTTTACAGTGCAGAACCCCTCTACATG -TCCATCCTGTAAAAGTGAGAATATCAGGTATTTTGGAATAGGAACGCAAAAAATAGAAGAGGAAGTGAGT -AAGCTTATCACGGAGGCCTCGGTAATACGTATGGATATGGACACCGTAGGCTACAAAAATGCACATGAAG -AAATACTCAACCGATTTAAAAATGAAAATATAAATATTATGGTAGGCACACAGATGATAGCGAAAGGGCA -TGATTTTCCTAACGTCACCCTTGTAGGAGTGCTTGCTGCGGACGGTATGCTGAATACGGGAGATTACAGA -GCCTCCGAAAGGACTTTTCAGCTTCTTACCCAGGTTTCTGGAAGGGCAGGAAGAGGAGATATTGGGGGTC -GTGTAATAATACAAACTTACAACACTGATGAATATAGTATAATTGCAGCCTGTAACCACGATTTTTGCCG -GTTTTACAGACAGGAAATCATGATACGTAAGAGACTTGATTATCCGCCGTTTACAAATATTGCAGTAATT -ACATTTACTGGAATACGAGACAGAGGTGTATTTGAGGCTTCAAAAAGCATTAAGCCCCTGCTATCTAAAG -TTTGTCCTAAAGATACTTTGATACTTGGACCTTCCAGAAGTCCCATACCCAAGATTGCAAGTAAGTACCG -ATGGAGGCTGGTTATAAAGGAAAAAGATGTGGAATTGCTGATTGACAGACTGACCGAAACGGCAGACAAG -TTTTGGAGGAATAACAAGGATAAGGATGTTTCCATGAGCATAGATATAAATCCCTATAATATGCTATAAT -AGAAAAGATATATTAATTTGGAGGTTGGTTATGGCTTACAGGCAAATAAGGAAAGATGGGGACGAAGTAT -TAAGAAAGATAAGCAGACCGGTTGATAGTATCGATAAAAAAATATTAGCTCTTTTAGAGGATATGGCAGA -TACTATGTACAGAGCTGACGGTGTTGGTTTGGCAGCTCCACAGATTGGTATTCTCAAGAGAATCGTTGTT -ATAGACGTTGGGGATGGATTATATGAGATGATTAATCCGATTATTCTGGAACAAAGTGGAGAACAGGATG -GTATGGAAGGTTGCCTGAGTATCCCCGGGGTATTGGGAAAGGTTAAGCGCCCCATGAAAGTTACATTAAG -ATATACGGATAGAAATGGTGAGAGTATAACTATCGAAGCCAAAGAATTCTTTGCAAGGGCCATATGCCAT -GAACTAGACCATTTGGACGGGATATTATATAAAGATAAGGCACATAAAATGTACACTGAAAAGGAACTTG -AGGAAATGCAAAAAGATTAAACTGAGATATACCAAGGTTATTTAGGAGAGTGAAGTATTAATGAAGATAA -TTTTTATGGGGACACCTGAATTTGCAGTGCCTAGTCTCGAAATGCTTATAAATGAAGGTTATAATGTTAT -TGCAGTTGTAACTCAGCCTGACAAGCCAAAGGGTAGGGGAAAAAAGCTGGCGGCTCCGCCTGTTAAGGAA -TTTGCCTTGGAACACGGTATTAAAGTTCTACAGCCTGCTAAAATAAAGACACCTGAATTTGTTGAACAAA -TAAGGGAATTGGGCCCCGATTTGCTGATTACCGCTGCATACGGCAAGATTATTTCGAAGGATATGCTTGA -TGTACCGCCCTTAGGCTGTATAAACGTACATGGTTCTCTTTTGCCTGCGTACAGGGGTGCGGCTCCTATT -CATTGGTCAATAATAAATGGCGAGAAAGTAACAGGCATTACTACTATGTTTACTGACGTCGGACTTGATA -CTGGGGATATGCTTTTAAAAAGGGAGCTTGAAATAAGTTCTGACATGACAGCCGGAGAATTACATGACGA -AATGGCTATTTTAGGAGCAGAAGTACTAAAGGATACCCTTATTCATCTCAAAAATGGCACACTTGTAAGA -AGCCCTCAGGATGATGCACTATCTTCGTATGCTCCTATTATTACAAAGGAAGTCGGTCTTATTGATTGGA -ATAAAACAGTTCAACAGGTTCACAACCTCGTAAGAGGAACTAATCCTTGGCCTGGGGCTTTTACTTTTAT -AAATGAAAGTAAAATGAGGGTTTGGAAAACCTGTATTGTAGACTTTGGTAACAGCCAAGAGCATTGCCCG -GGAGAAATTGTTAGCGTTGATGATAAAGGAATACTTGTAAAGTGCTGTGATGGTTACATAATGATAAAAG -AGCTTCAATTTGATTCATCAAAACGGATGAAAGTCAGAGATTATATAAGAGGAAACAAAATCGATACAGG -TGAGAAACTTGGAAAATAATGAAAAAGCATTTTTGCGTATTTTAATAATTATTTTAATATCATTTGTAGC -ACTATTGGTATTATTTGGTGCAGCATATGTAAATGCCTCACTTAATGTATATAGTGCAATACTTATTGTT -TTAATTATTTCTGTTGGTTTTTGCATTGGTGCCCTGGCTGTAATGAGTGCAGCAATATTTCGTACATTCA -AAACCAAAAAAGCTTCAGGATTAACCTTGGCACTAACAAAACTCGGATTAAGGGTTTTAATGCCTGTTGC -AGTTTTATTTACAAAATCAAACAGTAAAGAAAAGAAGAGCATAAGATATTTTTATATAGAATTGAATAAT -ATTGTAGTGGAATCCAATAATAAAAAGTATAATCCGAATGAAATTATGATTCTGGTGCCACATTGTTTGC -AAAACAGTCTGTGCGGGCTTAAAGTTACCTCTAACCCTGAACTATGTCGGCAGTGTGGAAGATGTAAGAT -AGGAATGCTTTTGAAATATACAAAGGAAAAGGGTATAAAGCTTTTTGTTGCAACTGGTGGTACTGTTGCA -AGAAACATAGTAAAAAAAACAAAACCGGAGATTATAATATCTGTAGCCTGTGAAAGGGATCTAATGAGCG -GTATTTCAGATATTAAGGGTATTCCGGTAATAGGTATCATAAATAAACAGCCAAACGGGCCCTGTGTAAA -TACAGATGTTGACGTAGAAAGGCTTATTGAAAAAATCAGACAGATTACCGTCGATGCAGCATAGATGAGG -CTTATAAACAGGAGGACAAGTATTATGGGATTTTTTTATATGGACAGATATTACTTGATACTGGTTGTTC -CGGCACTGATTATATCAATGATTGCACAGATAAAGGTTAAAAGTACCTTTAACAAATATAGTAAAGTAGG -TAATTCAAAACATATGACAGGAGCGGAAGTTGCTCGTTATCTGCTTCAGGTAAACGGCATACAGGATGTT -CAAGTTACCCAGGTAGGTGGTCAGCTGACAGATCATTATGATCCGAGAAAAAAAGTTCTTAGGTTATCAG -AATCGACTTATGCTAGCACTTCCGTAGCGGCTATAGGAGTTGCAGCTCACGAAACCGGCCACGCAATACA -GCACAAGGTAAAATACGGGCCTCTTGTTTTACGAAGTACATTAGTCCCTGTAGCCGGTTTTGGCTCTGCA -GCAGGTCCGTACATTGCAATTTTAGGATTATTCTTGGGATGGCCGGTAATAATAAATGTTGGGCTGGTTT -TGTTTTTTGCAGCAATACTGTTTTACTTGATTACTCTCCCTGTTGAGTTTAATGCCAGTAAAAGAGCCAT -TTCTGTGCTGGGCAGTACGGGAATACTTATGAGGGAAGAACTGATTTCAGCTAAGAAGGTATTGAATGCT -GCGGCAATGACATATGTAGCGTCTGCATTGGTAGCAATTGCAAGTTTTCTGCGGTTACTTCTGCTCGCAA -ACTCACGCAGGAACAGGGATTAATACATTTATATAAAAAAGGCTATTTGGTCTTGGAGGTTAATGTGGCA -GTAGATTTGGCAAGAGAAACAGCATTAAAGATATTATATGATATTACTGAGAATCATGCATATTCAAATA -TTTCAGTTAACAGGCATCTTGAGAACGACAAGCTTAGAGAAATTGACAGGTCATTTGCAACGGAACTGGT -TTATGGTACTGTGAAATGGCTTTTGCAGATTGATTACGTTTTAGGAAAATACTCTAGTGTTAAGCTTAAA -AAGCTGTCACCATGGATAAAAAATATTTTAAGACTGGGTATATACCAGCTTCTTCATACAGACCGTATAC -CAGTTTCAGCAGCATGTAACACAGGGGTTGAACTGGCAAAAAGATATGGACATCAGGCCTCAAGCAGGTT -CGTAAACGCGGTTCTTAGAAATATTGCAAAAAGTAAGAATAATATCCCGTATCCCGATAAAAGTGATAAT -GTAAATTATTTAAGTATTTTATACTCCCATCCCGTTTGGATGGTTGAAAAATGGATAGAATTATATGGGA -CAGAGTTTACAGAGGAATTACTAAAAAGTAATAATCAGGTACCTGATTTCATTATCAGGACAAATACCTT -GAAAACGGACAGGGTTACTCTGTTGGACATGCTACATAAAGAAGGAATAAGTGCAGAACCAGGCAGGTAT -ATTGAAGAAGCAGTAATATTGAAAAGCCCATCCTCTATAACAAACCTTGAAGTATTTAAAAATGGGTATT -TCCAGGTTCAGGATGAGAGTTCAATGCTAGCTGCAAAAATCCTTGACCCCAAAGAAGGTGAAACTGTAAT -TGATGTATGCAGTGCACCGGGAGGCAAGGCAACACATATGGCACAGCTTATGAATAATAAAGGTACTATT -ATCGCAAGAGATGTTTATCAGCACAAATTAAAACTGATAGAGCAATCATGTTGCAGATTGGGAATTGATA -TAATTAAAACTGAAATTCACGATGCTTGCTGCCTTGATGAAACCTTTACTGGGAAAGCAGACAGAGTTTT -AATAGATGCACCATGTTCAGGATTGGGAATAATAAGAAAAAAACCCGATATAAAGTATTCAAGAACAGAA -AAGGAACTCAGGGAAATAACAGGCCTACAGAGGGAAATACTTAAAAATTCATCAAAATATTTAAAGCCCG -GAGGGTACTTGCTGTACAGTACATGTACCATACAGCAAGAAGAGAATCTGGACATTGTGAGTGACTTTCT -GGAAGATAATCCAGATTTCAGACTGACAGGATTTCAGGAACTTATGCCTCCTACTCTGGATATTGCCAGT -TCTGCCGAAGGATATATCCAATTGTTTCCGAATATAAATCAGACAGATGGATTTTTTATAAGTAAAATAA -AGAGGGAGAAATAGCTACCTACTATGATAAATTTAATGAATATGACTTTGGAGGAACTTGAGCAGATGCT -GTCAGAGATGGGACAGCAGAAATTCAGGGCAAAGCAGATTTTTAAATGGATAAACAGCGGAATCAGATCA -TTTTCTGATATGACTAATATCTCAAAGCAATTAAGAGATGAATTAGAAAAAGTTTCAAAAATCAGCAGGT -TAAAAATAGTCGATAGGCTGCAATCAAAGATTGATTCCACTGTCAAGTATTTATTTGAGCTGGAGGACGG -CAATATTATTGAAAGTGTTCTCATGGAGTACAAGCATGGTTTTACAGCCTGTATCTCGTCTCAGGCAGGC -TGCAGAATGGGCTGTAAGTTTTGTGCATCTACAGGGGCAGGGTTTTCTCGAAATCTGACTCCCGGTGAGA -TGCTTGACCAGGTAATGACTATGCAGGAGGACTCGGGAAACAGGATTGGACATATAGTATTAATGGGAAT -CGGTGAACCGTTGGATAATTACGAAAATGTAATAAAGTTTTTAAAAATAGTAAATCATCCAGATGGACTG -ATGATAGGAATGCGTAATATTTCCCTTTCAACCTGTGGTGTTGTTCCTAGAATTTTGCAGCTTGCAAAGG -AGAATATTCCTATAACACTCTCAGTATCGCTCCATAGTGCCAGAGACGATAAAAGGTCCGCTATGATGCC -AGTTAATAAGACTTATTGTATTGACAAATTAATTTCAGCATGTAAGATATATACTGTGAGTACAAAAAGA -AGGATAACATTTGAATATGCAATGATTTTAGGTGAAAATGATTCTGAGCAGGATGCCAGAGAGTTAGCGG -GACTTTTGAAAGGGATGCTTTGTCATGTAAATTTAATTCCGGTAAATACCGTTACAGGTAATGGTTATAA -AAAAAGCTCAAGAATTCACATAGATAAATTTAAGAACATTTTAGAATCTAAAGGAATTGAGACTACAGTA -AGAAGGGAACTCGGCAGCGATATAAATGCGGCCTGTGGGCAACTTAGAAAGAATAAAATTGATAGTACTA -CCAATTTACTTTTAAATTCTTAAGAGTGTTTATTTCAGGAGTGATTTGTTTGAAATATGGTATAAAAACT -GATAGAGGATTGAAAAGACAGTTAAATGAGGATAATTGTAATGTCCTGGTAGGTTATCCCGGAATTCCTG -TTTGTTTTGTCATAGCCGACGGAATGGGCGGACACCAGTGTGGTGATGTTGCAAGTAAACAGGCAGTTGA -CTCGGTCTGCAATCACCTTCTGAAATCTGATTGGACAACAGAAGGTATTCCTGAGTTATTGAAAAATATA -ATCGCTACGGTAAATGACGAAATATACAAATTTTCACTGCTTGACAATTCTACCCAGGGTATGGGAACTA -CACTTATTATCACTATACTCAAAAACAGGAAACTCTACATAGGCCATGTAGGAGATAGCAGGGTCTATCT -TATAAGAAACAACACAATTAAGAAAGTAACCTGGGATCACTCATTTATAGAAGAGATGCTTAAAAACGGC -TCTATAACAAAGGATGAAGCAATAAACCATCCTAAAAAAAATCTCATTACCCGTGCAGTAGGCTATGAGC -CTGATTTGCAGGTTGATACATATGAAATAGACGTTGTAGAAAATGATTTTATACTTTTATGCACTGATGG -TCTTACAAACATGATAACAGAAGATGAAATTTTAGACATAATAATTAATACTAAGGATCCCCAGGATGCT -TGTGATACTTTAATCCAAAATGCAAATAATAAAGGCGGGGAAGACAACGTAACCGTAATCATTGGGAAAA -TTTAAAATGAGGTGAAGTATGGAAGGTCAAATTTTAGGAAACAGATATCTTTTATTGGAGAAAATCGGCG -GCGGAGGAATGGCTGTCGTATATAAAGCAAAATGCACACTTTTAAACAGATTTGTGGCTGTAAAGATATT -AAGGACGGAATTTATAAACGATGATGAGTTTGTAAAACGTTTCAAAATTGAAGCTCAGGCTGTTGCAAGC -CTTTCACACCCAAATGTGGTATCTATTTACGATGTGGGACATCAGGACGATATTCATTACATTGTTATGG -AGTATATCGATGGAATGACTTTAAAGGATTATTTGAACAAGCATGGTGCGTTAAACTGGAAACATGCAGT -TGAGATAACCATTCAGATTTGTTCGGCAATTGAACATGCACACAAAAACAATATTGTACATAGAGATATA -AAGCCGCACAATATTCTGATGACCAAGGAAGGTATTGCTAAGGTCACTGATTTTGGAATAGCACGTGCAG -TAACCTCTTCTACAATTACTATGGTTGGAAGCACAATCGGATCTGTTCATTATTTTTCGCCTGAGCAGGC -AAGGGGAGGATTTATTGATGAAAAATCCGATCTGTATTCATTGGGAATAGCACTGTATGAAATGGTTACA -GGCAAGGTTCCTTTTGACGGAGATTCGCCCGTAGCAGTGGCGTTGAAGCATATTCAAGAAATGCCGCTAG -AACCCCATAAGTTAATTCCCAGCTTGCCTTATGGAGTAAATGAAATAATAATGAAAGCTATACAAAAAGA -ACAAAATTTACGCTATCAGTCTGCCACTGAAATGCTCAGTGATTTAAACACAGTGCTTGTGCAACCACAG -GGCGGGTTTGTAGGTAATAAGTCTGTTTCAAACCAGTCTACAATAAGAATTAGAACGGTAAATTCCGACG -ACATAGACAGTACAGTAAGGGTAAGTACAAGGCCTTCCAATGTAAACAACAAAAAATATGAGTCCGAAAA -ACAAAAAAAGAAAAACAATACTACTTATTGGCTGGCTGGTATTGCCAGTGTCCTCGTTATAGGAGTACTC -TTATTCATAACTATCGGATTGTTAACAAAAGACGGATCTAAGAATGAAATAAATACTATGCCTGATTATC -GAAATAAGATATTTGAGGATGTTAAGGAAGATTTGATCAAGAGAGGAATTAATTATACCGAGAACTGGCA -GGATAATGATTCAGTGGAAAAAGGTATAATATTCGATCAGAGCGTTGAACCCGGAACCGAATACAGGAAT -GGTAATTTTACCAACCTGGAGCTTACCATCAGTAATGGGCCAAAAACTAAAAAAGTACCAGATATAACAA -ATAAGGATTATAGAGCGGCTCAGAGTGAACTGGAAAGTCAGGATATAAAATACAGGATTGAAGAAGAATT -CAGTGAAAGTATTAAGGAAGATTATGTAATCCGCACAGATCCAAAAGCGGATGAAGAAATTGCTGAGGAT -GCTATAGTAACAATATATGTAAGCAAGGGTGCGGAAGTAAAATTAATTAAAGTGCCAAATCTGGTCGGAA -AAACTGAGAGTGTAGCTATGCAGCTTCTTAAAGACGCAAAGTTGTCCCTTGGAAGTGTACTCCCCGCAGG -TACGACAAACGGAATAGTGAATAAACAGGCACCTGAAGCGTACTCTGAAGTAGCTCCGGGTGAAGCAATA -ACAATATGGCTTACGCCTCAGGAACAGCAGGCACCTTCAAGTCCAAGCCAGAGTGATTCATCTGATACTA -AACCAAATGGTAATTCCGGTGGGGATAATACAAAGGGTGGCAATAATAAAGGAAATACAAATACACCCGG -AGATCAGGAAACCTCTGGAACACAGCAACCGGACAACGGTTCCGGCGATGGAGATAATAAAACAAACACT -GAAGGAAAGTAAATGGAGGTTCATATTGCAGCTTGGTATAATACTAAAGGGAATCGGCGGTTTTTACTAC -GTTAAACAAGAGAAAACAGAAGATATTTTTGAGTGCAAACCCAGAGGAGTATTCAGGAAGAATTCTGTTA -CTCCGCTTCCTGGGGATAGAGTTGGCTTTAGTATTATTGACGGTGATAAAAAGCTTGGAAACATTGACGA -AATACTTCCACGTAGCTCCGAACTTGTACGCCCGGCAGTGGCTAATGTTGACCAAATTGCTATTATTGTA -GCTGCAAAAGCACCAAACCCTGATTATATGCTGTTGGACAAGTTACTCATTACCGCAGAAACAAGAAACA -TAAGAGTTCTAATATGTGTAAACAAGATTGACCTTGATGACGATACTGCTAAAATAGTCAGAAACGCGTA -TTCTCCGGCTGGCTATGATGTAATAGAAATAAGTTCTGTCCGGAATATAGGTTACAAGCGACTAAAAGAG -GAGCTAAAAGGGCATATTACTGTATTTGCTGGCCAGTCGGGAGTAGGAAAATCGACCATATTAAATCACA -TTATGGAATCTTGGGTTATGGAAACGGGTAGTGTTAGCAACAAGATTGAACGCGGAAAGCATACCACACG -CCACGCTGAACTTCTTGAACTTAAATACGGCGGTTATGTGGCAGATACTCCCGGGTTCAGTTCCTTCGAG -ATTATAGATATCCCATATAATCAACTTGAAAGGTATTACCCCGAGTTCCTGCCATATATTAATACATGCA -GGTTTAATTCCTGCAGTCATATAACAGAACCTGGATGCAGAGTCATTGAAGCACTTGAACGAAGCGAAAT -CGACAACAACAGATATCAAAGATATATACAGTTATATAAAGCGTTAAAAGATATTCCTCAATACAAAGGG -AAAAAGACCGAATCTAGGAGAGTGATAAAATGATTAAAATTGCTCCTTCAATTTTATCAGCTGATTTTTC -ATGTCTTGGCAGTGAAATTGAAAAAATCGATAAAAACGGTGCTGACATTATTCATATTGATGTTATGGAC -GGTCATTTTGTACCAAATATAACAATCGGACCGGGAGTTGTTAAATGTTTACGTAAATACACAGATAAGC -CATTTGATGTTCATTTGATGGTTTCAAATCCTGATGAATATATCGAACAATTCGCACAAGCAGGTGCTGA -CATAATAACAGTACATGCTGAGGCGACCAAACACTTGAATAGAACAATTCAAATAATAAAAAATTGCGGA -AAGAAAGCGGGTGTAGCTTTAAACCCGGCAACTCCACTTAATGTACTTGACTTTGTACTGCAGGACGTGG -ATATGGTACTTATAATGACCGTTAATCCCGGTTTTGGAGGCCAATCCTATCTACCGCATTCTACAAAAAA -GATATCAGACTTAAAAAATATGATGATAAGAAATACACTCGTAGCTGATATTGAAGTTGACGGCGGAATT -GATGTTAATAATATTAATGTCGTTACAAAGGCAGGCGCAAATGTAATTGTTGCAGGTTCCGCAGTATTTA -AACAGGATAATGTCGGAGAAGCAATCAGAAGCTTAAAAATGAACTCTTATAACAGAAATACATTGTAATG -TAACATATATGCTCGGAGGTAAAATGAAAGTTGTTTGTGTATGTAATGGTTCAATCAGTGATTATGACAA -ATTAAAAAAATATATACTTGCTTCAGATTATATTATTTCTGTAGACGGTGGTGCGAGCCATCTGAGAAAA -ATGGGGATTGATCCGGATATTCTTATAGGTGACTTTGATTCTGCTAATCCACAGGACTTGGATTATTTTA -TCGGTAAAGGAATAGAGGTATTCAAGTTCCCAGTTGAAAAGGATATGACTGATTCGGAACTTGCTATTGA -AAAGGCATTTGAGCTAGGAGCTAAAGAGTTGGTTTTTTTAGGGGCATTAGGTACTCGGATTGACCATTCC -TTTGCCAATATAATGCTTTTAAAGAAAATGTTGGATAGGGGTTTGAAGGGATCTATTGTAGATGAACATA -ACGAAATATATATGTTTGATTCTGATTTCAGCCTAAGTAATAAAGAGGGCTGCAAGCTCTCTTTGATTCC -AATAACGGAAAAGGTTACAGGTGTTAGTACAAAAGGATTAAAATATCCGCTTAACAATGCAACTATGGTT -TTAGGAACTTCGTGGGGTGTCAGTAACGAATTTGGGAAAGAAACGGCTAAAGTTACTATTGTCAGTGGAA -TTTTACTCGCATGTCTGTCAAGGGATTGATGTAAGATTAGCGGCAACAAAAATGTAGTTGCCAAGAGTAA -AGAATCATGTTAATATTGGAATGGTGCGGGGCATTAGCGCAGTTGGGAGCGCATCACACTGGCAGTGTGG -GGGTCAGGGGTTCAAGTCCCCTATGCTCCACCAAAAATAAAAAACCACAAGGCCGAAACCTTGTGGTTTT -TTATATCAAAAAAGATCGGACACTTGATAAAATGTATCACTCAAAAGACGTAATAGTGTTCGATACATTA -GATCGGATAATATTGTTGTAAAGAGAGACACAAGTTGTGGGGGATAGGAAACATGGAAGAATTATTTTTA -TTAAAGATTAAAAAACAAATGCTTGAGGATTGTGTGGATTTGTATATTGAAACATTTACTAAAGAACCAT -GGAATGATACTTATGAATCAAGAGAACAAGTAGTGAAGTTTTTTAATAATCATTTTAATAATAATTACTT -TATAGGTTATGCAGCTTTACTAGATGATAAGATGGTAGCCTTGAGTATAGGTATGAAAAAACCATGGATA -AAAGGTTTTGAATATTATATTGATGAATTTTGCGTTAGTTACAAAATGCAGGGTAGAGGTATTGGTAGCT -GGTTTATAAAGGCAATAGAAGAAGATATTAAAGAGCAAGGAATAAACGGAATGATATTAAACACGGAAAA -AGATTATCCATCGCAAAGATTCTATGAAAAAAATGGATTTAAAAAACTTGGTGACTTGATAGTCCTTGGT -AAATAACGCTTCATAATATGAATAGAGAGCCACTGAAGAAACTGTACTTTAATAACTGAATAATGCGGTA -TTGATAAAACTTGACATATATACGTTCCAGATATAGTATTATTTGTAATAAACTATTAATGAAGAATCGT -TTAAGATTGTATAATATTATGTTTTGGGAAGGTGATAAACATGAGTGAAATAATTATCTTATATGTAGTT -ATATTCCTTTTAGTTGGAATCGTCACTTGGATAATATATGAATTAATTCCCAAATTATTATGGTGTATAC -CTGTTGCTGCACTAATTATTTCAGCCAGTTTACTTTTTAAAGATATCAATTTAAGTACATCTGAACCTAC -ATTTGCAAGAAAATGGGAGTTTTATTTCCATAATGATTGGTCAATGGGTTTTTACTTGTTCTATTTACCT -ATCATTGTGATAAGTGTATTAACAACCGTTTTTGCATACCTACTTAAACATGTAAGGAGTAAATCCGATT -AAATACAAAAACACAATTGAGAGGAGATACAATATTTATATTGTATGATCGAAAACATCAACCAAAAGTT -CAAAAACATGCCGCATATTCAGTTAATGAAATGCGGTTTTTCATGACCGTTTTTTGACGCAAAATAACCA -GATGTAGTATTATTTGTAAATATACGATTATTAGTATAATGCACAGATATAAAAATTTAACAAAATTATA -AACTGCCTCATTGCACAAAAAGATGGGGTAGTCCATGCTTAGCTGTAGGAGGTGCATTGGTATGGCAAAT -GAACAGAACAAAGATTTTAATACAATGCTTCATAATAATAAGGATATGCCTAAATTACAAATTATTACCG -ATGAAAAAAGCATTGAAAAGTATGGCGGAGAGCGAATGTACTTTGCTCCACCCATGGACTATGACCGGGT -TATGAAGAAAGTACCATTAGGTAAGGTAATTACAATAGGACAAATTAGAGACTCCTTTGCAAAGGCAAAT -GATGCAGATTTTACAGACCCTATTACCGCAGGAATTTTTGTTTCTATCGCAGCATGGGCGAGCGACCAAA -GAAACAGCGAGAAAACGCCATACTGGAGAACACTTAAAGCAGATGGTGAGTTAAATCCCAAATACCCGGG -TGGTATCGAGGCACAAAAAGAAAAATTAGAAGCAGAAGGTCACATAGTTGTTCAGCGAGGCAGAAGTAAT -ATCAGATATTATGTACAGAATTATCAAGATTACTTATGTCAGCTATAACAATTTGACAGTAACCAATTTA -TCAGTAAATCATAAGCATAAATGAAGGTAAGCTATTTGCACATTCTTTATATACCAAAAATCAATTATTA -CCGCACATTCAGTTAGATCGATGTGCGTTTTTTATGTCCAAATAACTTCGCAATTTAAATAGCAGAGTAT -CGTTAAAGGAGCAATAAAACCGGTACCGTCAAGTATTTTTCGCAAAATTAGATTTAGCCATATGGTAGAA -ATAAGTTAACCTGCTATGAAATCGGACTCATCAGAATCCATGTTTTCTAAATGCTTCATGTTCAGATACT -TCTTGCTGCCCCATTGTGTACCTGCAACGTGCCGTAGTCGGGCACATACCAGCATTAAGGCTGAATTTCC -GTCGGGGAAAGTACCAACTACTCTAGTCCGTCGGCGAATCTCCCGATTCAGGCGTTCAATTGTATTGTTA -GTACGGATTCTTGTCCAATGCTCATAAGGGAATTCCATATAAGTAAGAGTTTCTTCAATTCCATCCTCCA -ATTTTTTAGCTGCCTCTCTTAGTTTCATGGACTTTAATTCTTCCGCTACCAATTTGGCCTTCTCACGAGC -TGATGCCTTGCTTTCCTGTGCATGAATCGCCTTAAGCATTTTTGCCACAAGTTTCATCTTTGATCGCGGT -GTTACAGAAAAAATATTACGGTAAAAATGAACGGTACAACGCTGATATTTAGCTTCTGGAAACACTTCGT -TAACTGACTCTAACATACCTAAACATTTATCACCTACAATAAGTTTTACACCATCTAGTCCACGACCTTT -AAGCCATTGTAAGAATTCCTTCCAACTGGCCTTGTCCTCTTTCATCCCTTCTCTGGCACCGATAACCTCA -CGGTAGCCCTCTTGATTTACAGCAATCGCTACAAGAATAGACACATTTTCATATTCACCGCCCCAGTTAC -GTTTTAGATATATACCGTCTACATATACATATGGGTATTTACCGTCCTGCAAAGGGCGGTTTCGCCAGTT -TTCAATATGTACATAGGCTTTCTTATTTAGTTCACTTATTGTTCCGGGAGATACTTTAGTTCCCCAAAGA -GCCTCAGTAATATCTTCTACACGACGAACTGAAACACCGGCCAGATACATTTCAATTAAGGCTTCTTCAA -CTGAACTTTCTCGGCGGCGATATCTTTCGATTATTGCTGTCTCAAAAGGCACGCCCTTTAGCTTAGGAAC -TCTTAGAGTTACTTCACCTGATGTGGTTTGTAAACTACGGGTGTAATGACCTGAGCGATAGCCTTGTCGT -TCCTGTGTACGCTCGTATTTTGCAGCATTGGTTAAGTCTTCAGCCTCTTTATCGAGCAGGTTGTTTAATG -TTTCCTCAACACTACTCCTAACCAGGTTTTTCAGTTCTTCCTTGATGATTCCTTCATTTAGTTGTATAAT -TTTTTCGGACATATTTACAGTCTCCTTTTTTGGTATATTTTGTATGGTAACTTAATTCTACCAAATGACT -GTAAATCTGTCCTTTTTTATTCGAATTTGCGAAACCTATTATACGTTATCATAAAACCCAATCAAATCAG -TTTACTAGACGGCAGGATAGCAGCGCAATTTATCCCTACTAACGGACAAATTGTAGGCAGACTTTTTCAA -ATAACAGTCTGATACTGAAAGAAAACGATTTTGTATTCAAGCTTCCACCCACATGGGTATATTCCCTCCC -ATGCATATACGAAATAGATAGCAGGATTGATAACAAGTTAAATACCAATGAAGACATTGCAGCCGTGCTG -ACCAAAGGCAAACAGGAATCAATATTTGATATCACCGTAGTATATGTAAAAGATAGTACCAACAGAGAGG -TTACAGATACAAACGGAAATGAACGACTTGACTGGACATCCCAGGTGTCGATAATAAAAAAGCAAGCGTT -TGACAAATACGGAATCACAGAGAGAAAAACAATACTGGTAAAAAGGATACTCCAATTAACATTCTACTAA -TTGTAAACAAACAAAATGAAGGCTTCAGCTCAAACATTGTAAAAGAGTATGACATGGTCTTTGCAGTGTC -ACTGCCCTATATTCCTAATGCATCCTACCTTACTGATATGCAGAATAAATCACTCAGAGGGTTAAACACA -GACAGCTGGACAAGCTTACAAACGTGATGGCCTTATAGATTGAATACAGGCTGCAACAAAGGAAAAAGAC -AAAAAGTATATTTGGAAAGTGATAAATGGTAGCTACAAATTCAAGAGGAAACACCCAAACCTCCAGAATA -TAACATAAAATACTATAAAAACAGACTTTTACTTATATTACCAATAATATATAATCTATGCATAGTATCT -GATCAGGTGCACAAAAAGTTTAAAATCTTGGAGGCTTAATATGAATTACAAGAAAGTACTGTTTACGTGT -TTTTTTCTCCTAGCATTAGTTATTCCAGTATCAGCTAATGCCACTACGGAAAAAAATATAATTGATTTAT -CTAAATGGCAAAATGTAGGTATAAATTATAGTGGCTCAGAGCCAGCACCAATTTGGAAAGTGAATTCGAC -AAATACAGCTGTAACGCAGACTTTAAATGCCAGACCGGCAGTTTTTATGGGTGATATGGAGTGTGCGAAT -AATTCAGTGCGTGGAAGTTTTAGTGTCGATACAACTTCAGATAACGACTTTGTAGGTTTTGTTTTTGGCT -ATAAGGATTCAGGACATTTCTATTTGTTTGATTGGAAGCAATCGGATGAAGATTTTCATGGACTAGGAAA -ACAAGGTATGAGTATTAAGAAAGTAAATACGAATACATCTCTTAGTGACAGTGACTTGTGGCCGACTTCT -AATACTGATAAGGTTAAAGTTTTATATCATAATAACATTACATATAAGGATCAAATGCTTTATAATTTTA -CATTAAATTTTACAGATAAAGGTAGCTTTAATATTGTAATAAAGCAGGGGAATACAGTTTTGGACAGTAT -CACCATAAAGGATAGCACATACACTTCTGGTAAATTCGGTTTTTATAATTACTCTCAAGAAATGGTTACA -TACAGTGTATCTGAATTTGAAAAACTCCCCCCTGTGGTGAAAGTTACTTCAACTCAAAATGAAAAGGTTG -ATTTATCCTGGACAGCTGTAGAAGGTGCGACCAGCTACAATATAAAACGTGATACTACTTCTGGTGGCCC -ATATACAACAATCGGACAAAGCACTTCGACGACATATACTGACACAACAGTAGCCAATGGAACAACATAC -TACTATGTTGTAACTGCTGTAAATACCGGAGGAGAGAGTGAAAATTCCAATGAAGTATCTGCAAAGCCAA -TAGCACCTGCAAAAGCACCAATAAACCTTGTAGCAAAAGCTAATAATGCAAAAGTTGATTTAGTTTGGTC -TGCATCTCAATCTGCGACCAGCTACAATATAAAACGTGCTACTACTGCTGGTGGCCCATATACAACAATC -GGACAAAGCACTTCGACAACATATACTGACACAACAGTAGCCAATGGAACAACATACTACTATGTTGTAA -CTGCTGTAAATGCTGGAGGAGAGAGTGAAAATTCCAATGAAGTATCTGCAAGGCCAATAGCACCTGCAAA -AGCACCAATAAACCTTGTAGCAAAAGCTAATAATGCAAAAGTTGATTTAGTTTGGTCTGCATCTCAATCT -GCGACCAGCTACAATATAAAACGTGCTACTACTGCTGGTGGCCCATATACAACAATCGGACAAAGCACTT -CGACAACATATACTGACACAACAGTAGCCAATGGAACAACATACTACTATGTTGTAACTGCTGTAAATGC -CGGAGGAGAGAGTGAAAATTCCAATGAAGTATCTGCAAAGCCAATAGCACCTGCAAAAGCACCAATAAAC -CTTGTAGCAAAAGCTAATAATGCAAAAGTTGATTTAGTTTGGTCTGCATCTCAATCTGCAACCAGCTACA -ATATAAAACGTTCTACCACTGCTGGTGGCCCATATACAACAATCGGACAAAGCACTTCGACAACATATAC -TGACACAACAGTAGCCAATGGAACAACATACTACTATGTTGTAACTGCTGTAAATGCCGGAGGAGAGAGT -GAAAATTCTAATGAAGTATCAGCAACTCCCACCAATCCAACAGTAACCCTTGAAGTAACTTCAGTTGACA -AAGCAAAGCTGGACGATGAAATAACTGCAAACATAGTAATTCATAACGCTGTAAACATATGTGCCGAAGA -CCTAAAAATATCTTATGATACTTCCAAACTACAATTCATAAATGCGGAAAATGCAGATGGCATGAAAATT -TATAAAGAGGATGATATCGCTGCCGGAGTAAAAAGATACATAACGGCTTGTCTCGGTAAAGCCAATGCTG -CAAATGGCGATAAAATATTACTAAAATTGAAGTTCAAAGCTATTGATAAGGGTGAAGCAAAGATTGATAT -AACAAACGGACGTATTGCAGATAATGTAACTCTGGAAATGGATGTTTCACAGGAAAACTGTGGCGAAAAG -ACAATTTTGATAGAAGGGGTAAAAGACGTTAACCGTACAGGTGAATACACTCTTTTGGATTTAGGTATTG -ATGCATGGTATTACGGGTATGCCGCAGTTGACACAGATACCAGCAAATATGACGCCGACCAGATAATCAA -TGGATCAATTGACGATGATGACTTAACTGAAATAGTAGCTCAAATACTTGCTAATACGAACTATTCTGCG -AATAAATAAACAATTATAACTACAATAATATAATTAAGTAAAAGAATTTACCACTATGGTAGGTTCTTTT -ACTATATTAAGGAGCATTCCTGTAAAGAAAATAAATGAACTTTGAAAAAATAGATGCCACACTGTAAAAT -TTGAAATGTGAGTTGCCGGTCAAGTAACCACAAATCAAATAACACAGGAGGCATCATATATGAAGCGTAC -ACAAAATGAGAAGATTTTGCAAATAAAATTTGAAACATTAGTAGTTGGAATTGACATTGGGAAGGAAACA -CACTATGCAAGAGCCTTTGATTGCAGAGGACTAGAACTTTCAAAGCTCCTTAAATTCAGCAACACAAATC -AAGGTTACGAAGCCCTTGAGGATTGGATGCAGACAGTGATGAAGGAGCACAGTAAGACAGAAGCAATTGT -TGGTTTTGAACCTACAGGACATTACTGGTTCACACTAGGAGATCACTTGCAAAGAAAAGGCCATCGTTTG -GGAATTGTAAACCCATTCCATGTTAAATGTACAAGAGAGCTAGATGACAATAGCCAAACAAAGAATGATA -AAAAAGACCCTAAAACCATAGCAATGCTGGTCAAGGACGGCAGATTCAGGGATGTATATATTCCAGAGGA -TGTTTACCAAGAACTTCGTGAAGCGGTTAGCGAAAGAGAACGGTTACTTGAGCAGTTGATAGGTTTGAGC -AATCAGGTTATACGTTGGCTTGATATAAGGTTCCCAGAGTTTAATGAGGTATTTAAGGATTGGACAGGTG -ATGCAGCTTGGCTGACATTAAAAAACTATCCTACACCAGCAAAAATACTGTCTGCAGGAGCTCCAGCAAT -TGTAGGTACATGGTCAAAGGAAATGAAGAAGCCTAGCATAAAAAGAGCTGAAAAACTTGTAAGGCTTGCA -AACGTGTCAATTGGAAGAACGGCAGGAAGTGAAGCAGCAGAAGCAGCTTTGCAAAATCTGCTTACACAAT -ATGAAATGATATTAAAACAGAAACAGGATACAGAAAGACTGATGCAGGAATTACTCATGAAAGTACCAAA -TGCATCAAAATTAGTTGATATTAAAGGGATTGGAATGGTGGCAGCAGCGGTCATTGTCAGTGAAATCGGA -GATATCAGCCGATTTAAAGACCCTAGACAAATACAGAAAATGGCTGGACTAAGCTTGCGAGAAAATAGCT -CAGGCAAGCATAAAGGCAAGACTACGATAAGTAAACGAGGACGAAAACGTTTAAGAGAAGGGTTGTTCAG -AGCTATCATAACAATATTAGCTACAAACCAAGAATTTCGCATGTTACATCAGAAGAATCTTGGCAGAGAG -AAGAACCCGCTTAACAAGATGGAATCCATAATAGCCCTATGCGGCAAGCTTATTCGAGTGATTTTTGCAA -TATTGACAAAAGGTAGCGATTACGATGCAGGTAAAATGATTGAAGATATGAAAGCATCGATGAAGGCAGC -ATAAGGCTGGAGATATGCATAAAAACAGGACTACAACGTACTCTGACGACCGCAACAGAGCAAGTTGAAT -TCTTGTAATTAAGGTTAACAATAGCAGTATTTGAACATTGAAATGCAGAGCCGGGGCAGTCAAGTTGAAT -TTCACCTTTAGGGCGTAGACCCAGTTTAGGAGCATGATTGACGTTCTATCTCTAGGAAAAGCAGGACGAA -GGAATTAGGCACATTGATGCCGGAAGATATGGGAGGTTTGCAACCTGGAGTTATGTAGAATCCCGATGGC -CGAGATAAGAAAACACACGCGGTTTATTTTCTCTGCTCAGATTCACAAAATTATCAGATGTTATGCAACT -ACTAGAGAAAAGGCTTAGCATAAACAAAATGAAATACTGTGAAAAACTAAGATAATGAAAGAAAATGAGA -GTATATTAAGGAGGTTTCTATGTCTAATATCACAAACCAAAATTAAAAACAGGAAGGGGATATAAATAAG -GATAGTCCTGACTACACCAAAATGAAGGAATTCGACATGGAGGAAGTACTGTGCCTCAGACAAAGCTGTT -ATATTGTCTCATTATAATAATTCAAGTGAACGGCTGATTGTAACAATAAAAGAACTGCCTTCATTGGGTG -TACTTTTTACCCGTACGGATCCGCCATGGTATTCAACTATCTCCTTTACAATTGCAAGACCTAGGCCGCC -GCCGCTAGAAGATGAATTGCGGGATTTAGATCCTGTATAAAAGCGGTCGAATACATATGGTATATCATCA -TGGGATATGCCTTTACCAGTATCCGAAATGCAGTACAAAACATAATCTCCAGACAAACTGCTGGTAACAG -TTATACTGCCTTTGGGAGTATGTTTTATGGCATTGTAAATTAGATTGGAGAAGACCCTATCCATTTGGTT -AATGTCGATATAAATATAATCAAGTGCTTCATCAGGAATTTCGACTATATAATTCAGACCGGCATTTTCT -ACATCATATCTGTATTTGCTGTCTAGCTTTGCCATTATGTCTGCCATACTGACTTTTTGCAATTCCAGCT -TGATCTCGCGGGACTCCAGCTGGGAAAGTTCAAATATGTTATCAGTCAGATTGGACAGACCGATAATCTT -GTTATGTATAAGCTTTAAATATTTTTTTTGGTCTTCTTTGTTATTGACCATATCGTCGAGGAATGCTTCC -GTATAACCACGTATAAGGGTCATAGGAGTCCTGAGATCGTGGGAGATGCTTGTTAACAGATCTTTTCTTG -TCCTCTCCATCAAAGAAAGGTTCTTACAGACGCTTTCCAGCTGGCGGTTTGATTCCTCCAAATCCATAGT -CCGTTCTCTTACCTTGTCTTCAAGTGAAGATAGCAGTGTGTTTTTTTGCTTGTCTGCAATAATTAGCTGT -TCTGACATTACTTCCACCTGTGAAAAGGCTTTTGAAAAATTAGCCGCAAGCATGATGGATTGGGAAAAGA -CTAGAATAATAAGGCCAAGCGACGATAGGTTGCCTGTTACAATAATATATCTGAGATAAGGCAGATTATT -GTCATTAAAAGGTATACTCAGAAATACAATATCATTTAGGGCTGTGAGAATGAAGAAAAGTCCTCCTATC -GTAAAAATGAGAGCCCCTGAGCGTTTTCTTGCACAGGCTAGTATAAAGCTACGAACTACAAAGATAATTA -CTATTAATGTTATTACCTGATAAAGCGGATTAAAGTATGTAAATATCCTAGCTGGTGTCAAAAGTACAAG -CAGACAAAACAGAGCACCTGCGGCCTGTGAAAATTTCAAAGCACTTTTTGGAAACTCATCAGTAAAGACA -GAGTTAACAAATGTTGCAAATATTGGAACACCGGCATAGAAGGTCAAGGTTTGAATTTTATGCTGCAGTT -CCCAGTTGAAGTCGGGAAAAAGCTGAATAAAGAAAATTTCGCCTACAAAAAGTGTCCGTATAGCTATGAG -AACACAATATACTCCAAAGTACAAAGGCGAAAGGTTTTTTTTTCTAAAGGAAAAGAGTACTATATGATAA -ATCCCCATTATCATGAGGCAGCCGAAAAGAAGCAGTTCCAGAGCCAATTTATTTTCTCTGGCCATGATGA -TTTGTCTTTCAGTTCCAAGCTTAATGCTTTCCAGTATACCACCGCTTCTGTGTGAAAAATTGGAAACCTG -AACAATAAGCTGAAATGTTGTACCGTTAGGGTTTAGTGTTACTATTTTAGGATAGTATTGTGGTACCATA -CCTTCTTTGTTTTTTGCAATCTTTCCGCTTGAAACAAGAAGACCATCATTTGACCAGAGTGAATAGGCTG -TAAAAATTCGGGGGATTTTAAGGGCTAAAGTATTGCTGGTACTGCTGGTTACCACTGTAAGTCTATAAGT -TGCATATCCATTGCTGGACAACTTTTTACCGTCTATTTTATATTTGTTCCATGAACCTGGGACATATATA -TTGCCAGTCTTAACGGGTATATGAGACTGAAAATCCGACCATTCAAGCATCTCTTCCCAATAGAATTCCC -ATTCTCCGTCCAATGGTATAATACCATCCTTCTCAAAATCCCAATCGGTGAGATCCAAAACCCCGCCTAT -CGATTTTGGAGCTGTGATTACTTTATCAGATTCATTTGTACATCCAGAAAAAATCAATAAGCTGCATACC -GCAAGAACTATCAGAACAAAATTATATTTAAAGTTCAAAGTTTTTGACCTCGCTTTATAGTTAGGGTGTA -ATAATGTAATAGTACATTTCTGTATCAGCTTTCCGGAGCAGTTGTGTCCAGCTTGTAACCTATGCCTTTA -ATAGTGACAATAAGTTTAGGGTTTGCAGGATCCTTTTCAATTTTTTTACGCAGGTTGCTAATATGTACCA -TTACAGTTCTTGTATCTCCTATATTATCAACTCCCCAAATATGGTCATATAATTGGGTAAGACTAAAAAC -CATGTTTGGATGCTGTGACAGTAACGATAGAATCTCGAATTCCTTTACCGTGAGCACGACAGGTTTATCA -TCGACATACAGGGTATAGTTGGCAAAATCTATTGTTAATCCTGCAATATTAAGTATGGACAGATCTGCAG -AATTGGTTTGATTGGTCAAAATCCTATTCCGACGCAGATGTGCATTAATACGTGCCACCAATTCACTGGG -GCTGAACGGTTTTGTGATATAATCATCACCGCCTACGGTAAGCCCTAGTATTTTATCCATGTCTGTACAT -TTGCAGCTCAGGAACAGAATAGGACTTTCTGTTATTTTCCGGAGATTCTGACATAATTCGAGACCGTTAG -TGTCTGGAAGAAGAACATCTAATATAATGAGGTCAGGATTATGACTATTTGTAAGCTCTAAAGCTGTACT -ACCGTTAGTCGCAGTAATTACTTGGAAACCATCTTTTAAAAGATAAAGTTTAATAAGGTCAATTACTTCT -GTTTCGTCGTCTATTATTAGTATTTTTTCAGAAGCCATTTTTTACCTGCTTTCTGTCTGATTTAGGTGCT -AGATAATAAAAATGAACTAACTATATTTACAATTCGACATATAACTTCAAAATCCTATACAAAAACTTAA -AAACTTTAGGTAATCTTTATATTAAATTTAAGTGTACATTAGATTTAAATGATACTATTCCATAAAAGGA -TTTGTAAGTTCAGGTGGCGTTTTTACTTCATCTGAAGCTTACAAATGTTATCCTTAGTCGTAACGCCGCT -TATTCTACAACTTATGGGAGTTGGGATATTAGCGGCGGGTAGACATCAAAAAATATATATTATATATACA -AATAAAAAAAAGGGGCTGTAATTATGAGACGATATTACAAATTTTTCTGTTTTTTTCTTGCAGTTGTATA -TTTTTTGACCTGCTTCAATTTAAGTATAGGAATTAATGGCGTGCAGAATAACATTGCATATGCCGAAAGT -AATCTGACTGAAGCAGTATGGATTCCAAGGGATTCAGGTACGACACAAAATGTCAATGCTGTTGTTTATG -GAGCCGGTCTTTTTGTCGCAGTAGGTAACAGCGGTACTATAATCACCTCGATTGACGGCAGTGAATGGAA -TATACAGCCATCTGGTACAGCTAGTAATCTGAAGGGAATAATTTACTCAGGTTCGCTTTATGTAGCAATA -GGTGATGCAGGTACTATTATGACGTCACAAGATGGCTATTCCTGGGAAAAAAGGGCATCAGGCACATCCA -AAAACCTGAATGCAATAGCTTATGGAGGCGGTACATATGTAATAGGTGCATCATCTGAGATGACCAATAA -AGCAAATATTCTGAGATCAAATGACGGAATTGATTGGACGAAAATGTCTGTCGAAAGTTATGGTGGTGCT -TCATGGTTAAGTATGAGTAGGGCTGAATACTTGGACGGTAATTTTTATGTGGGAGGAAATTATGGCAATT -TCTATTTTTCAAGCGACAGCACTGCAACCTCCTGGAACTATAAAAGAGATTCGAGTGTTGGAGGCTCCCT -TGGAAATGCAGTATATGGAAACGGATTTTATGTCACATCAATATCGGATAGTTCTACTAAATATTTTGAA -TCTGTAGATAACGGAGCTGGTGTCACCCTAAAAGATACAAGTGGAGGCAGGGTTGTCAGATTTTTAGAAA -ATAATTTTTACTTTGGCTGTCTGGACGGTAAAATTAAAATGGGTGCTACTACTGCTGATGCCATCGAATG -GCAAGAAACCAATACTCCTGAAACCACTTCTGATATAAACGAAATAACATATGCAGGTGATAGATTTTAT -GCTATCGGAACCGAAGGGCTTATAATGGAGTCCTTTGACGGACAAAACTGGTTTGCCGTTAATTCGTTTA -CAACCAATAACTTGACTAAAATAGCCCGTTCAGAAAATATGCTTATTGCTGTGGGCAGTAAAGGAACAAT -AAGTACAAAGCGCCTTGACGGGACAATTAAGGATACTGATATTACAGTGCTTGATAAATACAGGCTGACA -GAGGTGGATATACTTGGAGCAAACCTGTCTGCTGGCAACGTAACAGAGGACCTTAATCTTATGACGGCAG -GTGAAAATGGCAGCACCATCAGTTGGTCGTCTGACAGGTTGGATATTATCTCGTCCGAGGGGAAGGTAAC -AAGACCTCCTTACTCAGGTGCAAATGCCGAAGTAGTGCTTACTGCCACAATTACCTGTGGTACTTCAACT -GAGATAAAGAGTTTTACAGTAACCGTTATAGAACAGGACGAAGTTGTAGATTATGATGCGGCTTCAGTTG -AGGCCGATATTGCCGTGCTGGAGCTGACATTTGCCGAAGGTGATTCATCTGCATCTGTAACTCAGCCTTT -AGGGCAACTTCCGGCTTTCGGAGCCAATGGGACAACGATTACTTGGACCTCAAATAATACGGGTATATTA -AGCAATGATGGGCAAATATTAAACCGTTCGTCGTGCGGGGACTCGGATGTACTTCTTACTCTTACGGCTA -CGGTTAAAAAAGGCGGAATCAGCGGTGCAAAGGCATTTCCTCTACTCATTAAAAAGTTGGAGCAGACCGA -CGAGCAAGCAGTGGCGGAGGATGCAGATGCAATTGATATAAGTGCTATATTAAATGGCAATACCGATTCA -CAGAGTATAACAGGTGATCTTATTCTTCCAACAGCAGGAGAAAGAGGCTCAGCAATAACTTGGAGTTCAA -ATAATCCGACAGTTATTTCAAATGAAGGAAAGGTTACGCGTCCAACATACAATACTGGAAATACAAATGT -TACACTTACTGCGACCATTACAAAAGGCGGGATTTCGGCCGAAAGAGTGTATGTTTTTACGGTTATAAGA -AACGAGCAGACCGACGAGCAAGCAGTGGCGGAGGATGCAGATGCAATTGATATAAGTACTATATTAAATG -GCAATACCGATTTACAGAGTATAACAGGTAATCTTATTCTTCCAACAGCAGGAGAAAGAGGCTCAGCAAT -AACCTGGAGTTCAAATAATCCAGCGATTATTTCAAATGATGGAAGAGTTACACGACCTGCATTCAGTACC -GGAAATATAACGGTTACACTTACGAGCACTATTGCAAAAGGAAAGGTTTCAATTGAAAGAAAATTCTCTT -TTACAATCGTTAAAAATGATCAGACTGATGAAGAGGCTGTGGAGGCATACTCACGGATGATTAATGATAG -GCATCTATTAAGTGGAAACGAGAGCCTTCTTAAAGTTGTAGAAAATCTGACACTACCAACCAAAGGTGCA -TTTGATACAACTATTTTTTGGAGTTCAAGCGACTCGTCCGTGATTAGCAATACAGGAGTTGTCACACGTC -CGGCTTATGAATTGCAAGATACCTGCGTCACACTGACAGCTACCATATCTAAAGGCACTGCCAGCAAAAC -GAAGGCTTTCAAAATTACAGTAATAAAGATGCCTGATACCACCGCACCTGTCGTTGTAACAACAAATCCG -CAGGATAATAAATATGTTTCAACATTTACAAATGTTGAATTAACATTTGATGAGGACATTACACTCTCCG -CAAAAGCGGATGATATAAAACTCAGATATAAGGCATCAAAATGGTCATGGTTTAAAAAAATTACTGTTGA -TGTATATGAAACAGTAAGCGTCAGTATTGATCAGAAAAATCCAAAAAAGTTGATTATTGATCCCGACAAA -AAACAATTAAAAGGAAATACCGAGTATACGTTTGTGCTGCCAGTTGATGCTGTCTGCGATATGAGCAGGA -ATTCCAACAGTGAGGTAAAGCTTAGTTTTACAACAGGCACTGAGGATAAAAAAGCCCCCGATTTTAGCAG -CATCAATCCTAAAGACGGTGAAACCAAAGTTAAAGCAGATAGGATAATTGAGATCAGCTTTGATGAGAAT -ATATATCCTTCTAAAAAGTTTAGCAGTATACGGCTTGAGGCTTCAGGTCAAAAAGTACCCTGTAGTATAA -TAACATCGGGTTCAAAGGTAATCATGACCCCTGAAAACCCTCTTGTAGAAAATCAGAAATACACTGTCGT -TCTTCCTTATGATTCGGTTGAAGACAAGGGAGGAAATAAATACAGCAGTATCAAATCATTGTTTGAGGAT -GAAGTTAAATTCAAATTTACTACGGCAGTTGAATTTTCTGAGCCTAAGGTCCAGAGCATATTTCCGGTGG -ACGGGGCTAAAAAAATAAGCACGATGTCGCAATTGATGATTGAGTTTAATGAAAACATTACCAAAGGTAC -TGCATTTGATCAAGTGGCAATTAAAGGACCAGCCTCAGAAAATGTAGGTGCAATTATTTCAATCTCTGGC -AGGTATCTTATAATTAACCCTAAAAATAGTCTTAAAAAGAACACAGCATATAGTATAGTTATTCCTGAAG -GATCATTAAAGGATAATAATGAAAATACAATTTCTGATTCTTTTGAGTATCGGTTTAGTACAGACAGTGG -CTTGCAATTAATAGAAGCTGAACCGGGCAGTAAAGAAAATGAAGCACCGATAGATAAATCTTTATTATTT -ACATTTAATTCCAATATACATAAAGGCAATAATTTCATGAGTATCTCGTTGAAGGATTTGGGCGGCAATA -CCGTGGACATCAAAGCCGATTTGCAGCAAAATGATCTTTTTATAACTCCGGTTTCGCCATTAACAAAAGG -AACAAAATATTATCTTAAGGTGCCTGAAGGGGCATTGAAGGATGCTGGCGGAACTGAAAACGGGGCATTG -TTATATTCGTTCGGTGTCGCCAGTGAACTCGATATAAATTGGGAGTCCATTAGGCTAGAGAGTACTCGGT -ACCCTATAGAAAACCATGAAGTAATATTTGATGCATCGTCATTGACTTCAAAATTCGAAGTAGCAGGCAG -AAAAGTACTTGATTATAAATGGAGTTTTGGAGATGGTAAAACAGCAGTTGGAGAGAGAGTATCCCATATA -TATAGTGAACCTGATCAAACCTATAATGCTACTTTAACTATTGTAGATGACAAAGGAATTGCTTATACAA -GAACAATCTGGCTAAATACAAAGCAGGATTATGGCTTGTATGAATTGGAGGTAAGCCCCGGAAACGTTAT -TCTTCCAGACGCAATTAACGACGCAGAGGCTGTTGAATTCGAATACAGAACCAGAACAACTAAACAGGGT -AATAATATATCAAACAGTACAGTCATTGCACAACTTTTGGATACTAACGGAAAGGTATTAAAAGTTATAA -GTGAACTTACAGATAGTGATGGGTATGCAACTTTTAGAATAAAAAAGCCCAAGGGTTATACTTCTAAAGT -ATTGAATGTAAAAATAATCCAATCCGTTAATAATAAAGAGGTCTACAGACAAATAATATATGAAGGATTC -AAGGACAATATAGCTATAGAATTTTTAATATATGATATGGATAAACAAACTCTGCTGGATCCATCAAAAA -GAGATAAACTGGATGTTTACGTAAACGGAGAGCTAAAAGTTGCCAATAAGGTATATGATAATCCAGGTAA -AGCTCATCCAATTTCCAAAGTGTTATCAAAAGACCAACCATATAAATTCCGACTGGAGGGTTTGAGGACA -GGGTGTCAGCAAATAGAAATAAAGAATATACCTTATTATTGTAATTTTGAACAGAAGGTTATAGTCAGAA -ATACAGGCAGTAAAGTTGCTATGGAAAAGTTTGATGTAAAAAGATTCATACCATCAGGAAAGCCTGTTGT -AAGCCGGGTTTACTCTGATGTCTCCGATTCCAGGGATAATGAGTCTAGCAAGGTGTTCAAGGGTGTTCCA -GTAGAATATAAAGTTTCTGTTAATTGGGCAGATCATGAGCCGGGTTACTTCCAGTTTATTTACGAAGATA -AGAACGGAAAACAAAAAGCTATAAACACAAAAGGCTATACGTATCTGAACAAGATAGAAATTCCCAACGA -TTGCAAGGAAGGAAGCAGACTTCAGGTAATAGCGTGGAGTGTGGATGGTACAAAATCTAATCCGTTAGAT -CTTAAAGTCAAAATTGTTTCGTTGCCTGAATTTGCCACGGCAAAGGTTGTCAACGGGAAATTTGAGGTTA -AACTTACGCAAAGTTTGCCTGGCGTTCAAACACCAAAGGCGGTAAAAAGCTTCCCGCTCATAGGGGGTAG -TACAATAGGGTTCTCTACCGACCACTTTGGAGTGGAGGGTGAGATGGATGAAGAAGGGACTCTAACTTTA -GCTATTAAAGGAAAAGGAGAAAAAACCAAGGAATGGAATAAGGAAGAGCTTTTAAAGAACGGCAAGAAAA -AAGAGCTTGAAATTGCTGGAGTAGGTATAGAAGGTGCGATGGGAGCCCAATTCAAGTATAAATACGATAA -TGAAAAGGGAGAATGGGTTTTTGCGGGCGGAGGAGTCGTTATTGAAATAGAAGGAAGTGCATCCTACACC -CAGCACTTTACAATTGCTGTAATTCCATGCTACCTGCGAGGGAAAATTGTTCTTGGTCTCGGCACGGAAT -TGATGGCTGAAAAAAATTTCGACGAAGGAGATTATGATTTTAAAGGATCTATTGAAGTTTCCCCTTCTGT -CGAAATTGCATTGGGTGCCGGAGGCGGATCTTTGAAGGTTGAAGGGTATCTTGGTGGCGTGTTGGATATT -GGATTCGAATTCCCATCAACTGAATATGCTGTTAACGCTAAGGTAACCGGAGGTATAAGAGCAACAGCAT -TTTTGTTTGAATATGAAAAAAAATGCTTATCATATGAGTGGAATATAAAATCAGGCAAGGTAAGGTCAAT -GATGCTTGCTCCGAGACTGTATGAATTTCCTGAGACAGGACAGTTCAAGCTGATGGGAAGGCAGTACCTT -ACCGAACAAACGAATTGGAATGGATTTACAGATCCTTTAAGAAGTATGAGAATGTTCAGCCTTTATGGAG -TAGTCCCAGAGCAGGGTACGTCAAATATAACTGACAGGACTTTGCAGAGCAATGTATTCCCAAACACGGA -CCAGATACTACTAAATTCTGGAGATAAAACAATCATGGTCTGGGTATCAGACAATCCGAAACGTTCGGCT -CTCAACAGGACTGAGATAGTTTATTCTGTACTTGCAGACGGGGTATGGTCAGAGCCGCAGCCCATGAACA -TCGATAATACTGCAGATTTTAAGCCAGTTATGTCAAAACTGGATAATGGGACATTAATGGCATGGGAAAA -TGTCGGTAAGGTTCTTGAAGATGATATATTATCGGGAGAAAACAGTGGAACCGGTTCTGATGAAATAAGC -GACATTTCTCAGTTGAACGGTCTTACCGAGATGGTATCTTCAATGGAAATTGGAGTTGCAAGTGTCAGTT -CCGACCTGTCAGGGTGGGAAAACAGCCGGAATCTTACAAACGATATTTATCTGGATCATTCTCCTAGGAT -TGCTTCCAGTGGAAACACTGCAATCCTGACGTGGATAAAAAATGAATCAAATGATCTAACCGGTTCGGCG -GAAAAGCCTAATAAAATCATGTTTTCAAAATGGGATGGTACTTTATGGAGTGAGCCCGAAAGCATCTGTG -AAGGGGTAGGTGCTATCGTTGATTCATCCGTAGCCTATGACGGAGATAGGGGACTTTATACATATACCGT -TGATTCAGACGGCAATTTTGCGACAGAAGTTGATCAGGAGGTATACGTACTATTCTTCGATGCTGGCGGC -TGGAGTACTCCATTGAAAGTGACGGAGAATAATGTACAGGATGCAAATCCCTCGGCCTTCTTTTTAAACG -GCAAAGCGTTCCTGATGTGGTATCAGGATGGCAGCATAGTATATACCAAGGACATTGAGCAAGGGTCATC -CATAAAAGTACCAACAGTATCCAATGCAGATGGCAAATTTAAAACCACAGTTAGTATTACAAGCGAGGCT -GCGATTGTCTATACTGAAACAACAAACGGCGGCCAGAATATTTACACCACATTGTATGACTCAACAAATG -ATGTATGGAGTGAAAAGATACAGCTTACCGATACTCAAAACAACCTTGCAAGTTCACTTTCACCTGTATT -TGATAGCGAAGGAAATCTGATTGTTGCATATTCAAAGGTTGGCTTGTACAAGAGTGTGGTTGACGGTATC -GAGTACAACAGCATAGGAAATACTGACTTAAGTGTAGTAACTCTATATCCTAAACATGATTTATCAATTG -AGAAGGGTGGTATAGCCACACTTGAAGAAAATCCTGTATCGGAAATGAATGCGACAATTACTGCAGAGAT -TAGAAATGAGGGTGAGTATACAGAACGCAATGTTGAAGTCGATTTTTATAACGGTAATCCGTCAAATGGC -GGACAAAAAATTGGAAATACATATGTTATTACACAACCCATAGCACCAAGAACGTCTGTTATGGCACAGA -TGGAATGGGCCATTCCTGAACCTGACGGCATACAGGATGTCTACGTAGTAATTGACCCAAATGAAAAACT -ATATGATGCCGACAGAGGGAATAATATTGCATACAACAGCCTTGTACGGGCGGACCTGCTCATTAGTAAA -ATGGATTACATCCAGAGCATTATAGACTCCGACGAGAGCACGGATTCAGAAAGAACAGGGTATATGAACT -TTTTGGTTTCTGCAGATGTATCGAATACTGGAAGCATACCTGTCAACAATGCTACTCTGACACTGTACGA -AAATGGCACAGATGGTCAGATAATTGAAAAAAGTGAAATTGACAGATTGGAGCCAGGTGAAACAAAAACG -GTATATGTGATGTGGGATGCAAACGGAAAACCTTTCGAGAATAATAGATTTACCGTGGCGGGCGAGTTAG -GTGCAGAAGGTGTACAGGAATACTCACTTGACAATAATATATATTATAAGAGCATAAAGACCCGGTCACT -TACAGTAGACAGATATACACCCGGTATTAATGAAATGGATGTACCCCTTGATTCAAATGTAACACTTGAA -TTCAATATGGATATCTTTAAAGGTGGGTTTTATGACAACATAACATTTGTAGACTCAGAAGGAAATGAAA -TAGCATTTACAAAGACAATAGAAGACAATAGACTTATACTCGACCCGGAAGAATTGCTGAAACATGGAGG -GACATATGCTGTAAGCATTCCTGTAAACGCTGTAAACGGATATGACGGCTCTGTTATGAATGAAGCTTTT -TTGATCAAATTTACAGCTGAGAGACTCTATCCTTACCCGGTAGTTAAATTCATATATCCCCAAGACAAAA -TGGGAGGTATACCAGTAAATAGTGATATCAATATAAAGTTCAGCGGCAGCATAAAAGCAGGTGGTGAATA -CGCTGGGATAACTCTCACAGACAGTCAGGGGCAAGAGGTGGACATAAAAAAATCTATCAACAATGATATG -CTAAAAATTGACCCTATTGCCTATTTGGATGATAATTCAACCTACTTTGTAGCTGTTCCTTTTGGTGCAA -TTTCGTATATGAACGGCATAACTACGGAGGATGAATATACCTTCAGCTTTATTACTTCAAACCAAATAAG -TTCCAGGCCTGAGACTGAACCCGGATCCAAGCCGGATTCCAAGCCACAGCCACAACCACAGCCTGAACCG -ACGCCTAACCCTGGTTCTACAAAAGATAAGGCCGGGGTTGGTGACTCACATAAAGAGACTGTATCCATCT -CTATATCCGCTAAGATTGAAATAAGCGATAGCACAGGTATAATTAAGGCTTCAGTAGATAAGAACATGAT -AGAAACAGCATTAAGTAAAGTAGTTGATGAGCTAGAGGGTGCAGCAAAGGCTAAAGCAGAAATTGTTATT -AATTTGGATGGAGAGGGAGCAAAAGAAGTACTTCTTCAAATCCCGAAAGACGCTTTTGACAAGATAGCTG -AAGTTGCAGGTGTGGCATTGAAGCTTAACAAAGGTATGGCCACTGTTAAATTCGATGAACAAGCTATAAA -TTATATAAGCAGCATTGAGAATGCAGGTGATATCAACTTCAGTATTAAAAAGGTAGAACCAGAAACCCTG -ACACGGGAAGCTCAAGATAAGATTGGAGATAGGCCGTTTATTGATTTGCAGATATTGGCTGGAGAAAGTG -AAATAACTAGCTTTGGAGGAGGGAAGGTGTCAGTCGATATTCCTTATACACCAAAGGCAGATGAAAAGCA -CTATGCAATACTTGTCTACTATATTGATGGTGAAGGTAGGCTTATATCCACTATGGGACAGTATAACCCT -GAAAGTAAAACCGTTGGCTTTACGACTCTCCATTTCTCCAAATACGCCGTTGGGTACAATGATGTAAGAT -TTGACGATGTAGGAGAAGAATCCTGGTATAGCGAGGCCATAGGCTTCCTTGCTGCAAGAGAGGTAATAAA -CGGTATCGGAAATGGAAGTTTTGCACCTGGAAAAAATATATCTCGAGGGGATTTCCTCATTATGGTCATG -AACGCCCATGGAATTGCGGCTGATAGCACAATATCAGATAACTTTGCTGATGCGGGAAACAAGTACTATA -CACCGTACCTTGGAACTGCAAAACGCCTTGGTCTGGTGTCAGGTATTGGCAGTAATATGTATGACCCGGA -ATCAGCCATAAGCCGTCAGGATATGGCGGTCATTCTGCACCGGATATTGGAGAGGATAGGAAAATTGCCG -ACAGAGAAGAAAGGCTACACCCTTGAAAGCTTCGAAGATGCCGGGAATATCTCGGGATATGCAATAAACT -CCATGAAACTTTTTGTGGAAACAGGAATTCTTAATGGAGATGGAAAGAAACTACATCCGGTGGATATTTC -TACAAGAGCGGAGGCCGTTCAGATTATATATAACCTTCAGCAATAATGTACTAAAGCCATAATAATCACA -AATACAGGTGCAGTGGATAAATGTCACTAGTAAGGTTTATTCACTAAAAAGTGTTCATTAAAGGCAGATA -CAGGTTTTTGAAAACACAATTTCCTGCTATCTGCCTTTTTATATAGTGACATTGGATTTGTAAGCAAACA -ACTATACAAAAACTATCGTTAGTCAATTTCCCTTGGTAATGCTGCTACCTGTGATTTCCTGAACTTACTG -GGACTGACATGGCAAGCTTTGTGAAATGCTCTGTTAAATGTGCGGATGCTCTGAAAACCGCAGTCATATG -CAATCTGGGTAATATTTTTATTGGTATTTAAAAGCATGTTACATGCCCAACTTACACGAATACCGTTTAT -ATAATCGCTGAAGCTTATTTTAATTTTATCGGAAAACACTCTTGATAGGTAATGTTTTCCAACACCCAAG -GCTCTAGACATGTCATTGAGTGATATAGGCTGCATGTAATTCTCATTTATATAATTAATAATGTCAAAAA -TAATATCAAAATAGTTAACATCAGTGTTTGTAATGAGTTCCATTTGCTGAAGTAGTCTGGAAATAATAAT -CTGGATATATGCCTTACAAATGGGAGTGTAAACAGGTTTACTCTGTGCGTAGTTATATTCCTCGTAGAGC -GTATTTATAGCGTATGGAACATCCTTATGAAGATTATCACTACTAATAAAAGGTACCTTTGGATGAAATT -TCAAAAGAGTATTTATAAAATCTCCTGCAAGTATCAAATTAAGAATGACAACAATGCAATTCATGCGTTC -TTGATGAGGTGGTGTATTATAGCTATGTACGCTATTGGGAAAAGAGACAGAAAGATCCCCTTTTTTCAAC -AGACGTGTACAACCGTTGACTGTAATTTCAATTTCGCCGTCCTCTACATAAAGCAATTCCAGTTGTGCAT -GAAGATGTGGCAGGAAATCAAGACTGTTTTCTCTAAATACCAGTAAATCCTCTACTCTATTTTCATAAAA -AGGAATCAATACTTCTTCCCCCCCTCATACTGCAATATTTGGCTGAAAAATAATACTATCTGTCAAGTAT -TATAAATTGTTCTGTGCTAAAATTCAATTGTAAAAAGAAACACCAAAGAAATCAAAATTACATTAAAGGA -GGAAGGTAAAATGAATAAGGAATTTCATGTTGCGGTTACCGGATGTGATTTTGCAGAGGGTACTAAAGAG -AATCCTTTCAGAACAATATCAAAAGCTGCTAAGGTAGCTGAATCTGGAGATAAAGTTATAGTTCACGAGG -GAGAGTACCGTGAATGGGTAAAGCCTGAGCATGGCGGCGAAAGCAATATCAACAGGATTACATATGAAGC -AGCTGAGGGTGAAAAGGTTGTTATAAAGGGCTCCGAGAAAATACAGAGTTGGGAAAATTTAGAAGGAACA -GTCTGGAAAGTAGTTCTGCCAAATTCCTTCTTCGGTGATTACAATCCGTACAAGGAGATTCTCAGTGGCG -ATTGGCTTATATATAAGCCGGGTATTTATCGTCATGCCGGGGATGTTTATTTAAACGGAGTCTCTTTTTA -TGAGGCTGATTCTTTGGATGAAGTTAAAAATCCTGTTGTGAGAACCGGGGTGGTAGATATCCCGTGGACT -CAGAACTTTGAAAAAATTCTGCATCCTGAGCAAACAATTTACCGTTGGTACAGCGAAGTGGATGATGAAA -AAACTACCATTTACGCAAACTTTCATGGTGTAGATCCAAATAAAGAACTTGTTGAAATTAATGTAAGAAA -ATGTTGTTTCTATCCAACCATAACAGGTCTGAATTATATTACTGTAAGAGGGTTTGAGATGGCACAGGCT -GCCTCTCCATGGACTCCGCCTACGGCAGATCAACCCGGTCTGTTGGGTGCAAACTGGAGTAAGGGCTGGA -TTATAGAAAACAACATTATCCATGATGCTAAATGCAGTGCCATCAGTATTGGCAAGGAAGCGTCAACCGG -ACATAATCTTTGTACTAGAAAACACCGGAAGCCAGGTTATCAGTATCAGATGGAATCTGTTTTCCGTGCT -AAACAGATCGGTTGGAGTAAGGAAAAGATAGGTTCACATATCATCCGTAACAACGTTATTTATGATTGTG -GTCAAAATGGTATCGTAGGTCATATGGGCTGCGTTTTCAGTGAAATTTATAATAACCATATTTATAATAT -CGGAGTTAAGCATGAGTTTTTCGGCTACGAAATTGGAGGTATAAAGCTTCATGCAGCGATTGATGTAAAA -ATTCATCATAACCGTATTCATAATTGTTCTCTTGGTACTTGGCTCGACTGGCAGGCACAAGGCGTTCGAG -TCAGTAATAACCTATATTACAACAATGACCGCGACTTAATGATAGAAGTAACCCATGGTCCACATTTAGT -GGATAACAATATTTTTGCTTCAGACTATTCCTTGGATAATTTTGCACAAGGCGGAGCATATGTAAATAAT -CTTTACTGCGGTAAGCTCTATTTATCGAAGGTACTTGACAGATCTACCCCATATCATTTCCCGCATAGTA -CAGATGTAGCCGGTTCAGCAGTGGTATACGGCGGAGATGACCGTTTTTACAATAATATTTTTGTTGGCGG -TAAAGATATAGAGAACAGTGGTACAGCAGGATATAATCCTCATACTGCATCATTTGAAGAGTATGTTTCC -GACGTGCTTAGTCATGGAGTTGGTGACCACGAGGTGTTTATGTTAACCGAACAACCGGTATACATTTCAT -CAAATGCATATTTAAACGGAGCTGAAGGCTTTGATCGTGAAAAGAACGGTTATACTAATAAATTATTTGA -TCCAAATGTAAAAATCGTTGAAGAAGGAAACGAAGTATATCTGGAGATGAATGTAGAAAAAGATATGCTG -GAAATACCGACAGAAATCATTTCTACTGAAACCCTTGGTAACGTGCGTATTGTTGATGCCATTTTTGATG -ACCCTAACGGAAATTCAATCATAATGGACACCGACTATACAGGAATGGCCAGAACAGCTAAGCCTGTAGT -AGGACCAATCGAAGGATTGAAATCAGGATTCAACCGCATTAAAGTTTGGGGTTAACCTTTAAAGTTTATA -AAAGTAGCCTGGGAATTTCTTAATTCCCAGGTTTTTTTCGTTAGAAAAGATATTAATTTGCTATAATAAT -ACAAATTTGGATGATTGTGATATAATCTATACAGAATAGTTTTAAGAAAAGGGGGAGTTAAAATAGATGT -CTAGATTAACGTCGATTTTTTTAATAATATCACTAATGCTTAGTTGCACAGGTATTTCAAGTGCTGTAGC -AAATGATACGGTAAATTCAATGGAACAGACATACCGAAATGTAGCATATTTTACTTCATGGGGAGGCTAT -CAGAGAGCCGTAGAGGTGGGGGATATTAATCCTTCCTTGTTGACACATATTAACTTTGCATTTGCTAATT -TATCGGCTGATGGAACTATTACAGTTGGAGATCCGTGGATTGATACCCAAAAACCATATGGAGATGATAC -TTGGGAAACAGAACTAAGGGGGCATTTCGGACAGCTGATTAGATTAAAACAACAACATCCTCATATCAAG -ACGCTAATATCGGTAGGAGGATGGACCTGGTCAGAAAACTTTTCAGATGTAGCGGCTTCTGATTCATTAA -GAAAGGCATGTGCTAAGTCTGCAGTTGATTTTGTAGTTAAATATGATTTTGACGGTGTTGACCTTGATTG -GGAATTTCCGGTACAAGGCGGCAAGAACATTCCTCACCGTGTAAATGACGGCGATAACTATATTTTATTG -CTTAAAGAGATCAGAACTGCACTGGATCTACAGGAGAAAATTGATGGAAAGGATTACCTACTAAGTATTG -CTGGTGCATCTTATAGCAAGTTCTTAGACGATTGCAAAATTGCAGAAATGATGCACTATCTGGATTATAT -AAACGTTATGACATATAATTATCATGGTACATGGGATGATATAACAAACCACAATACTCCTTTGTATACA -AACTCAGATGATCTTTGTGTTTCCGCTTCCATTGAGAATTATATATCTGCGGGAGTAGAACCTGCGGATA -TTAATTTGGGCCTGGCATTTTCCGGCAAAGGGTGGATTAACGTAACTGATCCTAACGGTTCAGGACTTTA -TAAAAGCGGAACAGCACCAACCTCAGCAGGGTATGGGAGCGGCACATTTGAAGCTGCCGTATTTGATTTT -GGGGATATTACGGAAAATTATATAAATAAAAACAACTATGTACGCTATTGGGACGATATTGCAAAAGTGC -CTTACCTGTATAATGGAAGCACTTTTATTACATATGAAGATGAAGAATCAATAGGCTGCAAGGCGGATTA -TATAAAGAAAATGGGTCTTGGGGGTGCTATGTTCTGGGAATTCTCTTATGATAAAAACTTAGTACTTCAG -AATGTAATTGCCAAGAAGCTAAATATTAATAAGATACCGGAGGTAGTTTTTTACTACGGAGACGTTAATG -AGGACGGAATAATTGATTCTATTGATTTTGCACTGCTAAAATCATTCCTGTTAGGCAAGGGTGCTTTACA -GAATATGGATATCGCTGATGTTAACAATGATGGTAATATTGATGCTCTTGATCTTACATGTTTAAAAATG -ATCTTATTGGAAAAGAATACTCCAAAACCAATTGAGTTGAAATAGTATAAATAAGTATAGGATATCGCAT -CAGCTGATATATAGTCACTGATGCGATATCAGTAATTTATTCTATTGGGAATTTATCAATTTTACCAAGA -AGCTTTTGCTTCATATATGAAAAGTCCAAAGCGTTTACTTGTCCGTTGCCGTCTACATCTGCGGTTGTCA -GGTTTATCGGAGTATTAAGCAGCAAGTACGATTTCAAAAGGCCAAAATCTATAGCATCAAAATTTCCGTC -AGAATTCAAATCCCCTGCCACTTCGTCTGAAGGTGCAGAACCGTAGATATCTTTGGGGAGTTCGTCCAGA -GTTACCACATACTCACTGTTGTAAATAGTGTTTAGCAGTACCGGGTCATTATATCTTGAACTGGTTATAA -AATCACCGTACCACGGGCAGAAATACAGCCACCAAGCACCTTCGTTTACTATGTTCTGAATGTCGGGTAT -AACGTCATTTTCAGTCATCGCAACCATTTTTGTATCGTTTGTGTCATTTACAAGTGTCAGAAATGCTGTT -GATGCAGCACTTGTCTTCCACGTGTAAGGTGATCCTTCGTACTTATCATAAGCAACGATATCTACATATT -TATCACCCGGATACCATTCGAGGGAATTTGCATATGTATAAAGGTTTACTTCCCATATTACATTATGAAT -ACCATATTTTTCTGTCAATGTTGTATACAGAAGCTTCCATAGTTCTTTATAAACATCTGAACCTGCGGAA -CCCCACCAGAACCAAGCACCAGAGCCGTCAGTGTTGTTATTGCCTTCTGCTTCATGGAAAGGTCTAAGAA -GTACAGGTACCTTAGCATCCTGGAGTATAAGGAGCTGCTTTGCCATCTCATCGATTGCAAGCATCAGGTA -TGCGTATTCTTTTGTTGTTTTATCAAGACAGTTGGCTGTATTGAAGCTGGAAGTAGGTTTATAAGTGCAT -TTTGTCCAATCCAGTTTATCACCGAGCTTATAGCTTGTGAAATCTGCCGGTACATTGATATGCCAACAGG -CTGTTGCAATTCCACCTTTTTCTTTTACCCACTGTATCATGCGTTCTGTTGTACCATCTTCCCATCCGTA -CAGAGGGTTGTAGTTCATCAGGTCAAAGCCTCTGATTGCAGGATATTTGCCTGTCTTATCATATATGTAG -TTAAATTCAAGTTCGTAGTCTCCGTCATTACCGCTTCCATAAATCTCCTGTTGTCCTGAAATAACATGAT -TTCCATAAACGCTTGTTAGATACTTCATGAGAGACTTTGTTTCTAGGGTTGCCTTTGGATCACATAATGT -TGGTTCAATGTTGAGATCAGGCATATCTGCATAGTCAAATGATATTTTATCATACAGTATAAAGCCCCAG -CTCCCGGATGATCCTATCTCAATTTTGGTTGTACCTGCTTCAAGGTAGAAGAATCCAAAACTGTAATCCA -TCCATCCGCCTTTGTTTGGAATATAGAAGTTGCCTTGAGGTACGCCATTGATGCTTACAACCTGAAGTCT -GGAGTCACCCTGATTGCCCAGATACATCCAACAGCGTGTTGAAAGCTCATACATAGCATTTGTAGGAACT -GTAACCTCCAAAGTTATTGTTCCTGAATTGGATGCCCATACAAATCCGTCACCTGAATACCCTGGATATT -CAGTTCCATAAACGTTGGTAGCAACCGTAGCACCATTACCGAGGCTGCAAGCTTCAGCTTCAACATTTAC -AGGAAGCGAATATGCAGCCTGAACCGGAGCAGGCACGGTTGTAAGAATAGTACATCCCAGTGCAACCCCT -GTCAGCAGAGACAAAACTCTGCCAAAAATTTTTTTCATAAAAACACTCCTTTTATTATTTTTTTCTATTA -CGATTAAAAAAAGAATAGTGCTGTCGAGAAATTAAGACGAAATGATTGCTATGAACTACATATTTAGTTA -AATTATAACATATTTTTAGTTTATTATCAATTTTAATTTTACCTAAACCAATTTAAAATTCTAATAATAT -TTTGAATAAATACATAGTTAGAGATTATATTTTACAATGTTATATACATTACCAAATGGGAACAATTTAT -GGTAAAATGTAATTTCATTAAAATCTTTTGAGGACTATAATATGAAATTTAAAGAAAGAGCAAAACAACT -AAAAAAAGATATTCCAGCAGTTTTTTTGGCATTGAGTAAAAAAGAAACACCCCCGTTAGCAAGGGTTTTA -GGAATTATAACAATAGGTTATGCTTTGTCTCCAATCGACTTGATTCCTGATTTCATTCCTGTTCTTGGAT -ATCTTGATGATATAATAATTTTACCATTATTAGTAGCTGCGACGGTAAAGGCAATACCAAGAGAGTTAAT -TGAACAGTGCCGCCTTGAATCTGAGCAGATATGGAAAGATGGGAAACCTAAAAAGTGGTATTTTGCCCTA -CCGATAATACTAGTATGGGTAATAATTATTACTTTGGTTATAAAAGCATTATTATAATTTTAAACTCTAC -ATTCCAAAAACACCTCATAAGGTGTTTTTTATTTATGGCTTTATTATTTACCATTAATTAACAATATGTA -ACAAAAACTCAATAATGTCTTAATGTTAATCCTTTATAATTTAGACATTAAAGGACCTTTTCAAAAAAAA -ATAAGGAGGTACTAGTTAATATGAAGCACAGTATTTCAGTAAATCACAAAAAAAGCCAAAGGTTTTTATC -GGCAATAATAATACTGATTATTATTATTACCAGTTACACACCACAAGGAAGTATGACAGCTAATGCAGCG -ACAGCAAACCATCTAGTTATAAGTGAGGTTTATGGCGGTGGTGGAAATAGCGGTGCGAAATACAAAAATG -ACTTCATCGAAATATATAACCCTACAAATAGTACTATCAATCTATCAAACTGGTCTGTTCAGTACGCATC -ATCAACGGGAAGTTTTAATAATATTACAAGATTATCCGGAAGCATTGGTCCTCATAAGTTTTATCTTGTT -AAGGAAAGTGGGGGAACAGGGGGTTCAATAAGTCTTCCAACTGCTGATGCAACGGGTACGATTAACTTAA -GTGCTACAAGCGGCAAGGTAGCTTTAGCAAACACTACTATATCAGTATCAGGTGCTAATGATCCGGCTGT -TATTGACTTTGTAGGATATGGCAGTGCAAATGATTATGAAACGACACCTGTCCCGGCACTTTCAAATATA -GAAAGCGGAGAACGTAAGGACAATAATGGTGGAACAGTTGAGAGTCAAGGCAACGGCTGGGACACAGACA -ATAATTATGCGGATTTTGTTAAAACCGATAATGTTAATCCTCAAAACTCATCAAACCTTGCAGAACCTCA -ATCTCAAATAGATTCCCCAGTATTATCAAATATTCAGCCGACAAAAATTACCTCCGACAGCGTGATTATA -ACTTGGACAACAGACCAAGCCGCAAGCAGTATTGTTAATTATGGTACGAATACTTCCTATGGAAGTATTG -GCTTCAGGCAATAGTATATCAACAAGTCACAGTGTTTATTTGACCGGGTTGGTTGCCAATACAACTTATC -ATTTTACAGTTCAATCCACAAATTTAAGTAGCTTGAGTAGTACTAGCAGTGATTATACATTTACCACACT -ATCTTCAACACCACCAAATAAGGATTATAATTTCTATTTCGGTCAACTCCATAGTCATACAAGTAATTCT -GATGGTCAAGGTACATACAGTTCTGCTTATACCTATGCCAGAGATACTGCCAAATTAGACTTTTTTGCAA -TAACAGACCATTCTAATAATTTTGATAATTATACTGATTGGACAAAAAGTCAAGAATGGGCAAATATGAA -GAATACAGCCAACAGCTTTAATAAAGATGGAGTATTTGCCGCAATAGCAGGGTTCGAAATGACATGGAGT -AATGGAACAGGGCATATGAACACCTTCAATACCGAGTGGTTTGAGTCCAGATTAACTACGGGTATGAACC -TGCAAACATATTATAATAAAATAGCAGCAGATACAGGTTCGATATCACAATGGAATCATCCGGGGACAAA -GTTTGGTGATTTTAATAATTTTGGCTATTACAGTGCTGCTACTGATAAAGCAATTAAGCTTATTGAAGTT -GGAAACGGAGCAGGTGTTCCTGGAAGCAGTTCATATTATCCAAGCTACAGTTACTATACAACAGCACTTG -ATAAAGGTTGGCATGTTGCACCGTCTAATAATCAGGACAATCACAGTACAAATTGGGGGACTTCAAATGA -TTGTAGAACAGTAATATTAGCAACAAGTCTGACAAGAAAAAATGTCTTTGAAGCTATCAGAAATTTACGT -GTATATGCAAGTGAAGATAAAGACCTTGAAATTTCATTCTCTATAAATAATAGCATAATGGGGTCAACGT -TATCAAATCCCTCAACGCTGAACATATCTATCACAGGATACGATTCAGAAGCAAGTGATACCATTAGTAA -AATTGAACTAATATCCGATGGTGGGATAGTTTCAGCATCAAAAATTTTCTCATCAAATAATGTAAGTTGG -AATCCCCAACTGGCTTCAAAATATAAGTACTACTATGTCAGAATCACTGAAAAGGATGGAAACATTGCAG -TTACTGCTCCTATATGGACAGGAAAATAATTAGGATTAAATCAATTTATAAGGGAGGTCGTGCTATGAGT -GGATTAAAAGGAATACTATACGTTGCTGATATAAATACACTTCTGATCTTTAATAATTCAATTAGATGTA -AATTATTGGATATAATAATGCCAAAGTTAACTCATTTAGGCAGTGCCACTGCGACGATTTCTACTTGCCT -GATGATTACTGTAATGGGCAGTGGAGAGGTCAGAAAGGCGGGGGTTCAGGCATTATTAGCCTTGGCATTG -AGTCACTTGTTCGTACGTTTATTAAAAAATAATGTTTGTCGGTTAAGGCCCAAGGATGTCTTGTATAATA -TTAATACCTTTAATGTAGCTTTGGACTATTATTCCTTTCCTTCCGGCCACACAACTGCTGCTTTTGCTAT -TGCTACAACATTAGCATTGAACCTTCCTATACTGGCAGTAATTTGTTTCCCTATTGCACTTGTAATTGCT -ATTTCCAGACTCTATTTAGGAGTACACTATCCTTCTGACGTACTTGCGGGAATTGCAATTGCCATATTCT -CTTCGGTAGTTCTACAGCTAATAATTAGCCATTAATTTCACGGTTATGCTACCAAAAGTTTCTATTGTTA -AAAAGGAATAAGATACTTACTATTAGAGAACTACTAAATATGCCAAATTATCACCGCACTTCAAGGATGA -AATGCGGTTTTTTTCTAGGATTTATGTTTATTACCTTATAAATGGTGGTAATTAAAATATATTGACGTTT -ATTAATTGTTCGATTACTATAGAACTATGAAAACATTAGATTTAGTGAAAATATTTAAAGCACTCTCATG -TGAACAAAGATTGAATTTATTTAAAGTCCTGTATGAATGGTGTGAAGAAGGCGAATGTAAAGACGGGGAA -TATACCTGTACAGACGGAATTGAAAAATGTTTTACTAAAGCATGCTGCTGTATTAATCTGTCTAAATCAA -CTATTTCTCATCATTTTAAAGAACTTCAAAATGCAGGCCTAATTACTTATACCCGAAAAGGGCAGAGCTT -TAAGTGTAAAATAAACAAGGAAGCAATTATAGCCATACAAAGTTTCTTAAAATAATTTTTCCTGGTTTAT -TTTTTGTAAGCAAAAATTTTTATAGTGATAGTTCGACTGTTGTAAAACATTAGAATTTTTTCATTATTTT -AACGAGGTTACTATGAATTGGAAGTTTGATAAAGTATTAGATGTTATTAATAAAACTGACAGCAAGCTCT -TACTAAACGGAAAATGGGGTGTTGAGAGGGAGGCCCAAAGGGTAAATACAAATGGTTGTTTAGCTTTAAC -TGATCATCCGGCTGCATTTGGAAATAAGCTTCTAAATAATAAGGTTACTACTGATTTCGCTGAAAGTCAG -ATTGAACTTATTACGCCTCCTATGTCATCGGTTGATGAAGTATATAAGTTTTTGAAGTTGCTAACTTTGG -AGGTTATTCACGAACTTAAAAGTGAATTACTATGGCCTTTTAGTATGCCTCCTATTTTACCTTCAGAAGA -AAGGATTCCAATTGCAAAATACGATGATACACCTGAAGGCAGAGAGAAGGAGATATACCGACTGGGACTT -GCAAATCGTTATGGCAAAAAAATGCAGATGATTTCTGGTATACATTTTAATCTGTCCTTTAGCGAAGGGT -TATTTGATACTTTATATAAATATTTCGGTAACGGTGAAAATAGGAATGAGTTTATTGATAAAAGCTATTT -TGCAATGGCAAGAAATTTTTTAAGGTATCGATGGCTTCTAATATACCTTTTTGGAGCTTCTCCAATAGCT -GACATTACATTTAATTCTGAAATTCCAAACGCAACCTCCTTACGTGTCAGTCAATTTGGTTATTCAAACG -CGGAACAAGGAAATTTTATAGTATCATATAATGATAAATCTGAATATTTACAGAATTTAAGAAAATTGTT -GATAACAAAAAGTGAGAAGTACTCAAAAATTGGTACATTTAGAGATGGTAAACAAATTCAGCTTAATGAA -AATATACTTCAAAAAGATAGTGAATTTTACTCGACTATACGCCTGAAGCAGGTTACTGAAGAAGGTGAAA -GTCAATTAGATGCAATTGAAAAAAGAGGTGTAAGTTATGCTGAAGTGCGGATTTTAGATATAAATCCTTT -TGAGATAACGGGAATAAGCCTTCAACAAATGTATTTTTTACAGGTGTTTATGCTCTTTTGCCTTTTTGAA -GAAAGCAGCTATATACAAAATAATGAGCTGAAACTTGTAAATAAAAATCATAATTTAGTTTCTATTTCAG -GAAGAATAAATAAGCTTCTGCTTAATCATAATACAGGAGGGCAGATACTTATAGAAGATTGGGGCCGGAA -TATATTTCGAAAATTGTTTAAACTTTCAAATATCATGGATACAGTGGAGAATGATGGGAAATATCTAAAT -TGCGTTTTAACAGAATATTTTAAGCTTACGGATAGATTACTTCTTCCATCTAGTAAAATTCTAAATCAAA -TGGAACTCAATGGAGATAGTTTTATAACTTTTGGGATTAAAAAGGCTTTGCACTACAAGAACCAAAACAG -ATTAGGGGAGGGACTAAAAAATGTTGAAGGGTTATGAGGCTTTAGAGTTATCGACTCAAATGATTATTAA -AGAGGCAATAAATAGAGGTATTAATATTGAAGTTTTAGATTGGGACGACAATTTTGTCAGGTTAACAAAA -GGAAGAAGGATAGAATATTTAAAACAGGCAACACGTACTTCGGTCGACACATATATTTCACCTTTAATTA -TGGAGAATAAAGAGGTTACAAAACGAATATTAGCAGAAAATGGACTGAGTGTTCCAAAAGGAATTACAAT -CAAAAAAATTGACAAATTCAATACAGAGGTCTCTCAATTTAAAGGAAAAGATATTGTTATTAAACCTAAA -TCCACAAACTTTGGTCAGGGCGTAGTTATTCTAAAGCAGCCTTTCACAGAATCCGATGTACAAAACGCGA -TAGAACAGGCATTTGAATTTGATCATTCTGTATTAATAGAAGAATTTATTTCTGGAAAGGAATATAGATT -TTTAGTAATTGGTGAAGAGGTTGCAGCTATTCTTCACAGGGTCCCGGCTAATGTTACAGGAGATGGTAAG -CATACAATTGCAGAGCTCGTTAACGAAAAGAATAAACATCCTCTAAGAGGAAAAGGTTATGTTACACCGC -TGGAAAAAATAACCTTAGGTCAAATTGAAAAAGATTTTTTGAAATTTCAAGGAAAGACGTTTGATACTAT -TCCAAATATTAACGAAACAGTATATTTGCGTGAAAACTCGAATATTAGCACCGGTGGAGACAGTATAGAT -TTTACTGATGAAATTATAGATGCATATAAAACAATCGCTGTAGAGGCTGCCAAGGCTGTTGGTGCCAAAA -TATGCGGTGCGGATATTATTATCCGTGATATAAACGATAGTCCAAACAATAATAATCACAGTATTATTGA -ATTAAATTTTAATCCGGCACTTCATATACATGATTATCCTTACAAAGGGAAAAACCGACAGGTTGAAAAA -AAGGTTCTTGACCTTTTAGGATTTTAATCCAATTTAAGTGTTTTAAAGAAAAATAGGATATATTATTTAA -AAGGGATGACCTTTCCCTGATAAATTAGACACAACGAATGGCGGGATTTCTCCGTTTTCCTTTGTATCTT -ATTAACTTTTATTTAAGCAGCTTTGTTTTGCTTTTCAAATTCCACAGGCGACTTATAGCCAAGCTTTGAA -TGTAATCGTATCCGATTATAAAAGACTTCAATATACTCAAAGATAGCCAGACGGGCCTCAGTCCTTGTTT -TGAACCTTGTTAAGTAAATAAGCTCCGTTTTGAGAGTTCCAAAGAATGATTCCATACAGGCATTATCGTA -ACAGTTACCCTTGCGACTCATACTTGCTGTAAAACCATTGCTTTTCAGTACTTTCTGATATTCCTTGCTG -GCATATTGGACCCCTCGGTCGGAATGATGAATCACTCCATTTGATGGTCTCTGCCTGCCGATGGCTTGCT -TTAAAGCATCTATACAAAGCTGTTTTGTCATAGTGATATCCATTGCCCATCCAACAACTTTTCTGTTGTA -GAGATCAACAATGGCAGCCAAATAGAGCCAACCCTCGTCTGTAGGAATATAAGTAATATCTGCAACCCAG -ATTTGATTAGGCCTAGAAGCTGTAAAGTCCTGATTTAGGATATTATCTGCAACCGGGTAATTGTGCTTTG -AATTAGTTGTAGCCTTAAACTTCTTCCTAGTTTTAGCAGTAATATTATTTTCCTTCATCAGTTTAGCTAT -ACGATTTTTACCACAGTTTATGCCTTCATTCTTTAAAGCCTTGGTTATCCGGGGGCTTCCATAGGTTTCA -CGGGATACTTTGTGAATGTTTCTGATTTTTTCAAGAAGTTCCACATTCCTTTTCTTGCGCAAGCTTTCAG -GCCTTTTAATCCAAGCATAATAACCGCTTCTTGATATTTTTAGTATTTGGCACATCTTCTGAACAGGAAA -TTTGAAGCGGTATTTGTGAATGATAGGATATATTATTTCCGGTCTTTCGCGAAGATTGCCGTTACTTTTT -TTAGTAATTCATTCTCCATTTCAAGGTCTGCAACACGCTTCTTAAGTTTCCTGAGTTCTTCATCTTCAGG -TCTTAGGTTGCCGCTACCTGGGAAAGCATTCTCTTTATGAGTTTTGTACTGGTCAATCCATTTGTATAGA -GTGTTTTCGTGGATTCCAATGTCTTTAGCCACAATTGATACACTTTTACCTTGCTCTGTAACAAGACGGA -CCGCTTGTTCTTTAAAACTATTATCATAACGTTTCATGATGGGTACCTCCGACTAGTTTTATTATACCAG -CCATTCGGTGTGTCCATCAAATTGGGGTAAGGTCAGGATAAAGGGCAGGGAAGTGTACATAGTAAATTAC -TAGGCACAATATAATCTGTACTTTGCAACACCTGTTACTTTATCCCATGCTTCTTTTCGTTGAATACTCT -TGCCTATAATATGTTTTCTCCTATATATAAACTAGATATTTTCAATTTATTAGCTTGAAAAATGTAGTCC -GCTTAGATATTATTTCCTTATAGATAATATTTACTCTTTGAAATCGTCATATAATACATAATTACTTACA -TTTGTAAAAGTATGGAGGAATACAATTTGCTTTTCCGTATAACAATAATAATGTCCGAAAGGATAATATA -TTTCAGAGAGGGCGATGCTTTATGGCAAACAATAAAAAGTTAGTACCTGAAGCTACAGACGCACTTGAAA -AACTGAAATATGAGGTTGCCGCCGAAGAGGGAATAGAGCTAAAAGACGGTTATAACGGTGATATAACTGC -CAGAGATGCTGGAAAAATCGGGGGTAACATGGTTAAAAAGATGATTGAGTATGCTGAAAAGCATATGAAG -GATTCAGAGTAAGGCCCGTAAGGGCCTTACTTACTGTTGATGATAAATAGTAGTTGTAAATAATATTTTG -TCTATTCTCCAGGAAGTTCCCTGATTTAATATAACAAAAAATTCAGAAGTCTTAGCTTTCCACCATTATC -AGAACTCAGACTCATCATAAATTCTATTTTATTTATTTTTTCTGGTTGTAATTAGCTTCCATACTTTACC -TAATTTTATAAGTGCAAAATAGATATTATTACCATAATTGTATAAATAATGGTATAATAGAGGAGATATT -TTATGTATGCAAAAGCAAATGCCAAAAAGCAGGATAAAATTCAAAACAAAGGAGGTGTATTGCAAAAGGC -TAAGTCTCCTAACAGGCGAAATATTAAACAGCAAAACCCGACGGAGATAATTCAACGTATCCGGATAAAC -CCTGAATCGATGACACAAAAAGATGTAGTACAACTTCAACATACAATTGGGAACCAAGCAGTTCAACGGT -TAATGTCTCGGCTCCATAATAAAAATGGTTATAATGCAGAAGATAAACCCATACAGAAGAAAGAAGAAAA -AAAGAAAGAGATTCAATCCATATCAGAAAGGAATTCCCCATTGGGTCTGCCTATTAATCTAAAAGAAGGA -CTTGAATCACTCTCGAATATTGATCTTTCAGATGTTCAGGTACACTATAATTCAGATAAACCTCAAGATG -TAGGTGCTTTAGCTTTTACTCAAGGAAATAATATTCATATCGCACCCGGCCAAGAGAAGCTTCTTCCCCA -TGAAGGCTGGCATACAGTGCAGCAAAAGCAGGGTAGAGTACAGCCCACCATGCAAATGAAAACAGGAACA -CTTGTTAATGAAGATGCAGGTCTTGAAAAAGAAGCTGATGCTATGGGGAGTAGAGCTGAAAGAGAAAGTT -CAGGAAACAAAACCTTACAATTTAAGGGATATTCAAAATTAAATCTGCCAGATTATAATGAAAATGTTAT -ACAAAAGAAAGACAATGCTTCCAAAATCGGCAAAAAAGTAATATACAACCAACAAACAAAAAACTATAAA -ATAATTAATAGCAAGGATGGTTACGAAAAGGATTGGAGTGAAACCCCGCCAAAATGCATGCAAATTGTAT -ATAGTAAAACTTTGAAATATGCATTATGCAACAATACTGGTGAAATTGCAAGTTACTTAACTTCTGGCTG -GTACACAGATCCACTTTGGGCCCAAGGAATAAAAGTTAGTAGCTATGATGTAAGCTTACAAGATTCATTA -AATAAACAGATGAAACTAAGTGCAAAACCTCAAACACAAAAGAATGGTAAATGGGTTAATGCGGAAACCG -ATCAGGTAAAAAAATATTTAGATCCAAGTAACTTTAATGATGGTGTAAGCAAATACCAATTTCTTGATTT -ATCGGCATCTGCTGATATAAGTGAGAAAGAGATGACAAAATTCTTATCAGGTAAAGGAGTTCTTTCTGGT -CATGCAAAGACTTATTTGGACGCAGCTAAGAAATATAATGTCAGCGAGGTGTACTTAGCAGCACATTCAG -CACTTGAAACAGGTAATGGCACAAGTGAACTAGCTAAGGGGGTCAAGGTAGAAGGAGTAAAAGTTTATAA -TATGTATGGCATCAATGCCACTGACAAAGACCCTGTAGGTGAAGGTTCCAAATATGCATATAAAATGAAA -TGGACTTCGATAGATAAAGCTATCGATGGTGGTGCTGAATGGATTTCTAAAAACTATATAAATAGTTCTT -CACATAGCCAAAATACTTTGTATAAAATGCGATGGAACCCTGCTTCACCCGGTGAGCATCAATATGCCAC -AGATATAGCATGGGCTGTTAATCAAACCTCTAGTCTTAAGAAAATGTACGATTCTTTTCCTAGTGCTTCT -TTAAAGTTTGATATTCCAGTATATAAGTAAGGGTTTATTTTTGTTACAAATACTATGGGATTCAGCATAG -AAAAAGTCTACTAAATTGAATAATAATAACTAGAAAGGAATTATCAATGAAAAAGTTAGTATTGTTTATG -TTGATAGCAGCGAGTATTACAATATGCGGGTGTGATAATAAAACATCTATAGATAGCAGTAATCGGAATT -CAGGTATGCGGCAAGCTGCGACCCTAAAGATTAAAACAAACGAACAAACAAATAATAGACCTGCAGATAA -AACCTCTGAAAACTCTAATAGTACTCAAACTGTAAACTCAGCAAAAAAAGATATTGAACCAATAAAAGTA -TCTGATTTTATAATATCCGATGGAATCGATAGTATAAAATTGGATTCTCCTTTTAAGGAATTTAAATATC -ACAAACCTGAAGAGAAGATTGATAACAACTACGTTGGAGAAACAACCTCTGGTGAATATACTTATAAAAC -TTATATGCACAAATATCCTGATTTCGATTTATATGTTTCAAATCTAAATTATAACCTTAAAAATAGAAAT -TTCGATGAGTATTATATAACTCAGATAACACTAAATAATTCTAATTTTAAGACAGCAAGAGGAATTGCTA -TTGGTTCCAAATTAGAAAATGTGTATAACGCGTATGGAAGCACAGAGATGTCAAACTCAGATGGGATTGT -AGATATAAGCTATGGATTTGAAGATATGGAGTTATTATTTGCAATAGATAAAAAAAATCAAAATGTAAAA -GAAATAGTCTTAATGATTAAGCCGGAAAATACTAATTAATTGAGTTATTAGAGAATAATCTTCAGTTAAA -GTGTTTAAGAATTAAGGAAAACCGTGGTTAAAAATCGACCCTCTAAAATCGTTTTAAAGGTAATATTTGA -AGTTAAGTAATATAAAATATCCTCTAAATAGATATGTCTGTCTAAACCAGTATTACTTCATAATTCATTA -TTATAAGCTCATTCCGTATAGGCGTACGTTGAAAACCGCCCCCAATTACACGAAATTAACCAATTCACTT -TATTATAAGTTATTGTTGACTAGAAATGAAGATAAAAAAAGCAGTCTGTTTAGGCTGCTTAGCTTTTTGT -AATAAGCTTTATAAAATCTATAATAGTTGAAATTAATAATAAGACTGCTATCGGTAATCCTATATAGATT -ACTGCACGTAAAAGCTTGCTAGGGGGTTTATATTCGCTTTTATATCCGTAAAATCTTAATTCAAATAATA -TGTTTGTGAATATTCCAGTATTTTTCTTTTCAGCATCTTCGTGAAGTTTTATTTCTGCTTCATCCATTTG -TTTTCTGAAATTTTTCTGAATTTCATTTTTCATGATGTCAACTCCACGTTGCAAAAATAAGCAGTCTAAT -ACTAGACTGCTGCTTTTTCTATTCCTTGAATCTTTATTCTTCCAACTAACATATCAAGAGATACCATGTA -ATAGTCGGCTAGTTTCACTAATGTTTTTATATCTGGTTCCCTTTTGTTGCTTTCATAGTGAGTGTATGCT -TGCCTAGATATTTTTAATATTTCGGCTATATCTTGTTGAGTTTTATTGTGAACATTTCTTAAATATTTGA -GATTTTCTCCTATATCCATGTGTTTCACCTCTTTATATTAATTATATGCGAAATTTGAAGAGAATGAAAG -GTATAGGCAATTAATGGAATATTATAGCAACAAATTGTTGCTAATGAAGGTTGATAAATGCAACAAAATG -TAGCTATAATAAATTAGCAACAAATTGTTGCATTTATACTATATTTGGAGGTCATTGCTAATGAAAATTT -CAGTTAAAAATTGCATGATTGATTGGCTTGAGTTTTCAGTGTTTGAAATGACCGAAAAAAGTGTTTTATA -TGCTCTTGGGCTTGAACATTTTAATTTTGAAGTTAAAAAGGGTCGATTTTATGGTCGTGTGCTAAGTTTT -GAAAATATTATCACTATTAGTTCTCAATATTTTGGTAATGGGGGAGTGGAACACGTACATGTAAGGTTTA -CTGGTAAGGGTTGTAGGCTTCTTGAACGAATATATGGCACAACTGATTTAAGGTCTGAAATTAGACTACG -TTTTATATTGTCTGACGTTAAAGTATCTCGTATGGATATAGCTTTGGACTATAACTATAAATTTGTTGTT -GATTATTTCGAATCAGTGCTAAATGAGCGTTTAACGGGTGTTAAAGTCGTTGAGCATATCGGTAGTCTTA -AATCTGGTTTAACCCTTTATTTAGGTTCTAGAAAGTCTGAAAAGTTCTTTCGTTTGTATGAGAAGGACTT -TGAACAAAATGATTTTGAGAATTATAAGGATAGGTTGGAACTTGTATTGAAGAATCAATATGCCACGTAT -GAACTTTTTAATGAAAATGAATTAATAAAAATAGTGTCCACGTATATGAATGATATCGAGTGGCAGGACA -CAGAAAGGCAGAGGTTGTGGAATGGTATGAAAAATGGTGAATGTGAAATATCTCCTAAAATCAGGCACAA -GAAATCTACTCTTAAAGAAAAGGGTGAATACATATTAACTACATATGCAAAAACTTTAAAGGCTTATGCT -GAACAATATGGCACTAAGGATATTTCTTCCGCCATTCATGACGCTGTGTTGTCTGAAAAGGAAATTCGCT -TAATCAATAATGAAAAGGTTCTTAAACTCATGAAATATAGGAAACAGGCTCGACAAAAGGACAAACAAGT -TCAAGAGTCTGTAAATGAAATTGAGATTAAAAAGGGTATTTTGTTAGATAATCTTATTGCAAATAATCAA -TCTGACAAGTTTGAGCAAATGAGGATTTGTTGAAAATGATAATTTCGGAAACGTATGCGGTAGATAAGCT -TAGGAGTGTACCGAGAAAATGGATGGCTAAAGGCTCGAGACATTTCCCATTAATGTATACAAGGTGAAAA -GCCTGTTATATAAATTTAAAAAATAAATATTTGGAGGTATTTAAAATGGCTAATTTTTTGGTTATGAATG -TTAATCATTCGCAGGGTACAAGTAAGAAGAGTGGTAAGCCTTATGATTTTACAACTCTGACGGCATACAA -AACTAAGGTGGAAAACAGTGAAAGTTTTAAAGGTATGCGACCAATGGAATTTTTCTGTGATAGTACGATT -TTTTCAACTGTTCCGGCTCTTCCCGCCATTTGTGAAATCGAATATGATTTAGAACCCGGATATGGCGGTC -AAGCAAGAATGACAGTTGTGTCTGTCAAGCTTGTAAAAAAGTTTGAATTTGGGGGATAGGTGTTTGTATG -TCTGAATTAGAAGTGTTACAGCAGATTCAGCAAGGTATTGAAGCGTTAGTGATAGAAATCGGTTTTGTCT -GCGGATTATTAATTGCATTGTTATTTTCGAAGGCTTGGGGGCGAAATACTCATGTATGATATGTATGCAG -ATTTGTTTTTAAAAGGTTTTGGTTATGGCTTAGTTACTGGGGTAGTTTGTTATATGTTTACTTGGGGTCT -TACTGTAGGCATACGTCTACTTAAGCAAATATAATGATTAGGAGGTTTTTGTTATGAGAAAAGTGAGTAA -GAAGTTTGTCGGAACAATGGTTGCGTCATTAGTAGTTGTATCTACGTGTATATCGATTTTTGCAGAGGAT -TCAGATACAGTTACTGCAATGGGTACTGCAATGTCTGGTGTGAAAAGTGATGGGATAAGTGCTTTGTCCA -CTGTTGCACCGTACGGTATTGCAATTATGGGAGCATTTTTGATTTGGAAACTGGGTGTCAAATTTTTTAA -ATCTCTTGCCAAGTAGTAATAATTACATAAAAAGGGTAGCTATATGCTACTCTTTTTTAGTGTTGGAGGT -GTTTGGATGCGTAAAAAGCTTATATCTATAGCTTTAAGCATTATGTTAATTTTTAATTCAATGTCGGTAC -AGTATGCTTCGGCAAACGAAGTAGTTGAGGTATTGAAAACTGTATCTGTAAACGGTGTCGCACTTGGTGC -AGGGGCATTGGGCGGTGCTGTTGCTCTATTAGCAGTATTGGGTGTCTATGTAGCTAGCGAAAATGATGCA -GTACGCAAAGCGGCAGTTGATTTATATAATTATTGTGATGATACGAATAAGCAAGCAATAGCTGACATGA -GCGGATATTATAATTTAGTATCGGATTCGTTATATACGCAGGCACAGCAATTTGTTAATACTGCTTATAG -TGTCGGTAATTCCGTAAAACGGTTTATCGATTACACTATAAATGCAGATGGTACTGTTTCAGATTTTAAT -GGTTATACTGATGCATTAGTAAACGCTGAAATGGGTGTTTCTGCTCGTACTGACGGTCAATACGTTTATT -ATGACGTTGGTGATTATCACGATAAAATTGACTATGGTCCGAGTTACTATAATGCAAAATTACCGATATC -GATTGAATACAGTCACACCACAATGAGACAATATACTACATCATACAGTGGCGTAGACTATAATCGTACA -GAATATACGTTTCGTATAAATGTTTATAATGCAGACCATGAATTTGTTAGACAAGGTTATGTACAAGGAC -ATATAGATACACTAGCTAGTACTGGTGTATATCGTGAGGCACAAGATGCAAATTTTGGTCTTAGCCCTGA -CCAATATTACGATTATACAAAGTCTGGTGTTTCTGTTCCTTTACCTAAAACTGCTAGTGGTGAACGTGTT -ATTGCGGTACCGGATGTTGTTGGTCTTGAAGGTGTTGAAGTAACTGGTGATATGTGTGTTCCTGTTGCAA -ATGCAATTCCTGCTGAAATTGCTGATACTATAGTAGAATATCCGGAAACTGAAGAACCTGCGGAAAATTT -GCCGAAGGTGGATTACCCCAAAATGTCTATACCTCCTAAATTAGGTTTGACAAGAAAATTCCCTTTTAGT -ATTCCTTGGGATTTAAAGAATGCTGTAACAACCCTGGTAGCAGAACCGAAATGTCCTAAATGGGAAATAA -ATTGGGATAGTGAGTATTTTGTTGGTGGAGGTAAAACTGTAATTGATTTTGAAAAATTTGAGACATGGGC -AAAAATTGTTAGATGGGGTGTACTTATAGTCTTTAATATTGGTTTGATTATAGCAACACGCAAATTAATC -GGTGCAGGAGGTTAATATGGCTATATTAGAAAAGCTTGGTTCACTCTTGATGTCAGCTTTAACTTGGGTT -GTTCAATTTCTGCCTGATTCACCTTTTCAGCTTATAAATAATTCAGATGTTCAATCGTTTATGGGGACTT -TGAATTGGATATTGCCTATTGGTCAAATGGTGGCAGAATTACAGTTATGGATTTCTGCTGTTGCTGTTTA -TTATATTTATCAAATAGTGTTGAGATGGATACGTGCAATTGATTGATTCAATACTTGCATGATATATGAT -GTGATCCAGTCTCATCGAGGGTGTTTTTATCGGAATTTTGCAAGATAAGAAGGGGGAATATTCATGATTT -ATTTATATTGTGGTACACCAAGGAGTGGCAAGTCATTACATACGATAGTTGATATAGTGCATAAATTAAG -ACGGGGTCAGGACGTAATTGCAAATTTTATTGTAAATGATGAATTGATACGAAAAAAGCCTTTCAGAACA -TTCATGGAGAAAACAGGCTGTAAGTTTAAGGATAACCAATTTACTTATAAACTTGGCAAATTTACTTATA -AGGATAATCCTGAATTGACTGTACCGTTTTTAGTAGACTATGCGAAAAAGAATCATAAGTATGGTAAGGA -AGGTCAAACACTCCTTGTAATTGATGAATGTAGTGTACAATTTAATCCTAGGGACTTCAAAAGGGCAGAT -AGGGATGCTTGGGTTAAATTCTTTCAACATCATGGAAAACTTGGATATAATGTAATACTGATATCTCAAT -CAGATGGTTTAATTGATAAGCAAATACGTGCCTTTATTGAGTATAAAATCATACACCGCAAGGTTAATAA -CTTTAAAATAGGATGGATATTTTCATTGTTCCATGTAGGCTTATTTATTGCGGTAACTCAATGGTACGGG -GTCAAGGAAAAGTGTGGTTCAGAGTTTTTTAGGTATCGTAATTTTTATTCCAAGATTTATGATTCTTATA -AAATGTTTGATGATAGTATGCTTAATGAATTTAACTAGAATAAGCTACAAAAGGTAGGGTATGCCGAAGA -CTTTGATGTGACCCCAAAAAGTTAGACTTTATTGCGTAACAGATTTTGATATTTGTTACGCATTTTTTAT -GCAGCCAAGAGCCTAAGTCTGTATTGAGCAGGACTCAGCCATCCTAGTTTCTCTTTAATTCTTTGCTCGT -TATAATACTTTATGTATCGTTCTATTGCATTTTTTAAGTCCTCGTAGCTGTAGTACACAACTCCATAGTA -TATCTCTTGTTTTAGCAGACCAAAGAAGTTTTCCATTACTGAATTATCATGGCAGTTACCTTTTCTAGAC -ATACTTTGAAAAATCCGTTCTTCTTTGAGACGATGTGAGTATACTTTCATCTGATAAGCCCAACCTTGAT -CTGAATGGAATGTTCTTCTATAAGGACAATCAGATGTGATTTCAATAGCTTTATTAAGTGCACTCATAAT -ATTTACTGCAGATGGATGTTTATCAATACCGAAACTTACTATTTCACTATTGTACATATCCATAAAAGGA -TCCAGGTAAAGCTTATGCATTGTCATATGTCCCTTGGAATCAACTTCGTAGTATTTAAACTCTGTTGTAT -CAGTTGTAATCTTCTGGTGTGGAATATGAGTATTGAAACGTCTACGGATTCTGTTAGGTGCAACTGTTCC -AACTTTTCCCTTATAAGAACTGTACTTGCGACTTTTTCTGGTAAAAGAAGTAACTTGAAGACTAAGCTTT -TGCATAATTCGCTGTACTTTCTTCTTGTTTACTATAAATTCTTGATTCCTGAGTTCACCATACATACGAC -GATATCCATAATTCTTATTATTCTCATGAATCTCCAATATCTTATCTTCCAGTTCTTTGTCTGGATTCTC -TCTATCAAATCTTTTCTGCCAATACATATATGTTGCTTTAGGAAAGCCTACTACTGCGAGAATGTCTTTT -AGTTTGAAATCTCCTCGGAGGCTGTAGACGATTCTCGCTGCTTTTTCAGAAGAGTTTCCTCCTCTAAACG -CAGCCTCCTCAGTTCTTTTAAATAGGCATTCTCTATACGTAACTTTAAAAGTTCATCTTCAAGCTGTTTA -ACATATTCAGCACTAGTATCAACAATAATTGATTCAGTTGCATTGGTATCTGTTACTTTTCTTTTTAGGC -TCAATGGTTTCTTCCGACCTTTCTTCTTAGGTCTCAAAGCATCCGGACCAGCAATCCGAAAATCGTTCAC -CCACTTAACAATCAGTGCAGGATTACGAATTCCTTCTTGAATAGCTAACTCTTGATATGAAACCTCACTT -GTTAAATATAATTCTACAACATGAAGTTTATATTCGAAAGAGTATTTTTTTTGTTTGCGAGAACGCACCA -AACCTTCGTCGCCAAAAGCATTATAATTAAGGACCCATTTCTTAATGTTGTTAAACGAGGGGATATCATA -CTGCTTTGCAAGATACTCGTATCCTCCTTCTCCATTTAGATAGGCTTTTACAATTTGTTTCTTAAATTCA -AAAGAATATTTAGCCATAAAAATACCGACCTCCAATCGTTAGATTATGGTCTAACTTTTGGGGGTCGGTA -CACTTGCAGGCGGGTCCCTGCCTTTTGTAGCTTTATTAATATTTCATAGGTGTATGTTTATCGTAGAGCA -CTGTTAGTGTGTTAAAAACGAGCGTAGCGAGTTGTAGCGTTAGCGTAACATGGTTTTAAATACTTCATAT -CGATTTAACTTGAATTAACTTGGCGGGCTCCCCAGTAGGAAATTTGTGTTAAACTTGTTCGGTCTTGGTG -ACAAGGTTTTTTGGTGTTAATCTGTTTTTAATTGTTTTTGGTGCAGCAAAGCTATTATCTGTGGAAAATT -GAATACCCCTGTTCAGTAATACAGGGGTACAACCGTTAGGCAGATAAATAAAACTGTGGATAACTGGGCT -TTTTAAAAGCTTTTGATTTTTGGTTTTGTGTTTTTCAAGTCCTGTAGTCTTTTTCTGATTTGGTTGGAGT -TATATCTGTAGTTCCAGTAAATTTCTTTCATGTCGAAGTCAGATTCTGAAAATTTTTTGCATATTCTTAA -AATCTCCATTTGTGAGAATTCTAGGAGTTTAATTAATATATCAAGTTCGTCTTGGTCTAATTTGACCGTA -TAAACCTTTTTAGCTGCACATTTATTTGTGGAACGTATAAAACGTCGTGGAAGTCTGTTCATTCTGTATT -CACCCCAATTACACGAAATTAACCAATTCACTTTATTATAAGTTATTGTTGACTAGAAATGAAGATAAAA -AAAGCAGTCTGTTTAGGCTGCTTAGCTTTTTGTAATAAGCTTTATAAAATCTATAATAGTTGAAATTAAT -AATAAGACTGCTATCGGTAATCCTATATAGATTACTGCACGTAAAAGCTTGCTAGGGGGTTTATATTCGC -TTTTATATCCGTAAAATCTTAATTCAAATAATATGTTTGTGAATATTCCAGTATTTTTCTTTTCAGCATC -TTCGTGAAGTTTTATTTCTGCTTCATCCATTTGTTTTCTGAAATTTTTCTGAATTTCATTTTTCATGATG -TCAACTCCACGTTGCAAAAATAAGCAGTCTAATACTAGACTGCTGCTTTTTCTATTCCTTGAATCTTTAT -TCTTCCAACTAACATATCAAGAGATACCATGTAATAGTCGGCTAGTTTCACTAATGTTTTTATATCTGGT -TCCCTTTTGTTGCTTTCATAGTGAGTGTATGCTTGCCTAGATATTTTTAATATTTCGGCTATATCTTGTT -GAGTTTTATTGTGAACATTTCTTAAATATTTGAGATTTTCTCCTATATCCATGTGTTTCACCTCTTTATA -TTAATTATATGCGAAATTTGAAGAGAATGAAAGGTATAGGCAATTAATGGAATATTATAGCAACAAATTG -TTGCTAATGAAGGTTGATAAATGCAACAAAATGTAGCTATAATAAATTAGCAACAAATTGTTGCATTTAT -ACTATATTTGGAGGTCATTGCTAATGAAAATTTCAGTTAAAAATTGCATGATTGATTGGCTTGAGTTTTC -AGTGTTTGAAATGACCGAAAAAAGTGTTTTATATGCTCTTGGGCTTGAACATTTTAATTTTGAAGTTAAA -AAGGGTCGATTTTATGGTCGTGTGCTAAGTTTTGAAAATATTATCACTATTAGTTCTCAATATTTTGGTA -ATGGGGGAGTGGAACACGTACATGTAAGGTTTACTGGTAAGGGTTGTAGGCTTCTTGAACGAATATATGG -CACAACTGATTTAAGGTCTGAAATTAGACTACGTTTTATATTGTCTGACGTTAAAGTATCTCGTATGGAT -ATAGCTTTGGACTATAACTATAAATTTGTTGTTGATTATTTCGAATCAGTGCTAAATGAGCGTTTAACGG -GTGTTAAAGTCGTTGAGCATATCGGTAGTCTTAAATCTGGTTTAACCCTTTATTTAGGTTCTAGAAAGTC -TGAAAAGTTCTTTCGTTTGTATGAGAAGGACTTTGAACAAAATGATTTTGAGAATTATAAGGATAGGTTG -GAACTTGTATTGAAGAATCAATATGCCACGTATGAACTTTTTAATGAAAATGAATTAATAAAAATAGTGT -CCACGTATATGAATGATATCGAGTGGCAGGACACAGAAAGGCAGAGGTTGTGGAATGGTATGAAAAATGG -TGAATGTGAAATATCTCCTAAAATCAGGCACAAGAAATCTACTCTTAAAGAAAAGGGTGAATACATATTA -ACTACATATGCAAAAACTTTAAAGGCTTATGCTGAACAATATGGCACTAAGGATATTTCTTCCGCCATTC -ATGACGCTGTGTTGTCTGAAAAGGAAATTCGCTTAATCAATAATGAAAAGGTTCTTAAACTCATGAAATA -TAGGAAACAGGCTCGACAAAAGGACAAACAAGTTCAAGAGTCTGTAAATGAAATTGAGATTAAAAAGGGT -ATTTTGTTAGATAATCTTATTGCAAATAATCAATCTGACAAGTTTGAGCAAATGAGGATTTGTTGAAAAT -GATAATTTCGGAAACGTATGCGGTAGATAAGCTTAGGAGTGTACCGAGAAAATGGATGGCTAAAGGCTCG -AGACATTTCCCATTAATGTATACAAGGTGAAAAGCCTGTTATATAAATTTAAAAAATAAATATTTGGAGG -TATTTAAAATGGCTAATTTTTTGGTTATGAATGTTAATCATTCGCAGGGTACAAGTAAGAAGAGTGGTAA -GCCTTATGATTTTACAACTCTGACGGCATACAAAACTAAGGTGGAAAACAGTGAAAGTTTTAAAGGTATG -CGACCAATGGAATTTTTCTGTGATAGTACGATTTTTTCAACTGTTCCGGCTCTTCCCGCCATTTGTGAAA -TCGAATATGATTTAGAACCCGGATATGGCGGTCAAGCAAGAATGACAGTTGTGTCTGTCAAGCTTGTAAA -AAAGTTTGAATTTGGGGGATAGGTGTTTGTATGTCTGAATTAGAAGTGTTACAGCAGATTCAGCAAGGTA -TTGAAGCGTTAGTGATAGAAATCGGTTTTGTCTGCGGATTATTAATTGCATTGTTATTTTCGAAGGCTTG -GGGGCGAAATACTCATGTATGATATGTATGCAGATTTGTTTTTAAAAGGTTTTGGTTATGGCTTAGTTAC -TGGGGTAGTTTGTTATATGTTTACTTGGGGTCTTACTGTAGGCATACGTCTACTTAAGCAAATATAATGA -TTAGGAGGTTTTTGTTATGAGAAAAGTGAGTAAGAAGTTTGTCGGAACAATGGTTGCGTCATTAGTAGTT -GTATCTACGTGTATATCGATTTTTGCAGAGGATTCAGATACAGTTACTGCAATGGGTACTGCAATGTCTG -GTGTGAAAAGTGATGGGATAAGTGCTTTGTCCACTGTTGCACCGTACGGTATTGCAATTATGGGAGCATT -TTTGATTTGGAAACTGGGTGTCAAATTTTTTAAATCTCTTGCCAAGTAGTAATAATTACATAAAAAGGGT -AGCTATATGCTACTCTTTTTTAGTGTTGGAGGTGTTTGGATGCGTAAAAAGCTTATATCTATAGCTTTAA -GCATTATGTTAATTTTTAATTCAATGTCGGTACAGTATGCTTCGGCAAACGAAGTAGTTGAGGTATTGAA -AACTGTATCTGTAAACGGTGTCGCACTTGGTGCAGGGGCATTGGGCGGTGCTGTTGCTCTATTAGCAGTA -TTGGGTGTCTATGTAGCTAGCGAAAATGATGCAGTACGCAAAGCGGCAGTTGATTTATATAATTATTGTG -ATGATACGAATAAGCAAGCAATAGCTGACATGAGCGGATATTATAATTTAGTATCGGATTCGTTATATAC -GCAGGCACAGCAATTTGTTAATACTGCTTATAGTGTCGGTAATTCCGTAAAACGGTTTATCGATTACACT -ATAAATGCAGATGGTACTGTTTCAGATTTTAATGGTTATACTGATGCATTAGTAAACGCTGAAATGGGTG -TTTCTGCTCGTACTGACGGTCAATACGTTTATTATGACGTTGGTGATTATCACGATAAAATTGACTATGG -TCCGAGTTACTATAATGCAAAATTACCGATATCGATTGAATACAGTCACACCACAATGAGACAATATACT -ACATCATACAGTGGCGTAGACTATAATCGTACAGAATATACGTTTCGTATAAATGTTTATAATGCAGACC -ATGAATTTGTTAGACAAGGTTATGTACAAGGACATATAGATACACTAGCTAGTACTGGTGTATATCGTGA -GGCACAAGATGCAAATTTTGGTCTTAGCCCTGACCAATATTACGATTATACAAAGTCTGGTGTTTCTGTT -CCTTTACCTAAAACTGCTAGTGGTGAACGTGTTATTGCGGTACCGGATGTTGTTGGTCTTGAAGGTGTTG -AAGTAACTGGTGATATGTGTGTTCCTGTTGCAAATGCAATTCCTGCTGAAATTGCTGATACTATAGTAGA -ATATCCGGAAACTGAAGAACCTGCGGAAAATTTGCCGAAGGTGGATTACCCCAAAATGTCTATACCTCCT -AAATTAGGTTTGACAAGAAAATTCCCTTTTAGTATTCCTTGGGATTTAAAGAATGCTGTAACAACCCTGG -TAGCAGAACCGAAATGTCCTAAATGGGAAATAAATTGGGATAGTGAGTATTTTGTTGGTGGAGGTAAAAC -TGTAATTGATTTTGAAAAATTTGAGACATGGGCAAAAATTGTTAGATGGGGTGTACTTATAGTCTTTAAT -ATTGGTTTGATTATAGCAACACGCAAATTAATCGGTGCAGGAGGTTAATATGGCTATATTAGAAAAGCTT -GGTTCACTCTTGATGTCAGCTTTAACTTGGGTTGTTCAATTTCTGCCTGATTCACCTTTTCAGCTTATAA -ATAATTCAGATGTTCAATCGTTTATGGGGACTTTGAATTGGATATTGCCTATTGGTCAAATGGTGGCAGA -ATTACAGTTATGGATTTCTGCTGTTGCTGTTTATTATATTTATCAAATAGTGTTGAGATGGATACGTGCA -ATTGATTGATTCAATACTTGCATGATATATGATGTGATCCAGTCTCATCGAGGGTGTTTTTATCGGAATT -TTGCAAGATAAGAAGGGGGAATATTCATGATTTATTTATATTGTGGTACACCAAGGAGTGGCAAGTCATT -ACATACGATAGTTGATATAGTGCATAAATTAAGACGGGGTCAGGACGTAATTGCAAATTTTATTGTAAAT -GATGAATTGATACGAAAAAAGCCTTTCAGAACATTCATGGAGAAAACAGGCTGTAAGTTTAAGGATAACC -AATTTACTTATAAACTTGGCAAATTTACTTATAAGGATAATCCTGAATTGACTGTACCGTTTTTAGTAGA -CTATGCGAAAAAGAATCATAAGTATGGTAAGGAAGGTCAAACACTCCTTGTAATTGATGAATGTAGTGTA -CAATTTAATCCTAGGGACTTCAAAAGGGCAGATAGGGATGCTTGGGTTAAATTCTTTCAACATCATGGAA -AACTTGGATATAATGTAATACTGATATCTCAATCAGATGGTTTAATTGATAAGCAAATACGTGCCTTTAT -TGAGTATAAAATCATACACCGCAAGGTTAATAACTTTAAAATAGGATGGATATTTTCATTGTTCCATGTA -GGCTTATTTATTGCGGTAACTCAATGGTACGGGGTCAAGGAAAAGTGTGGTTCAGAGTTTTTTAGGTATC -GTAATTTTTATTCCAAGATTTATGATTCTTATAAAATGTTTGATGATAGTATGCTTAATGAATTTAACTA -GAATAAGCTACAAAAGGTAGGGTATGCCGAAGACTTTGATGTGACCCCAAAAAGTTAGACTTTATTGCGT -AACAGATTTTGATATTTGTTACGCATTTTTTATGCAGCCAAGAGCCTAAGTCTGTATTGAGCAGGACTCA -GCCATCCTAGTTTCTCTTTAATTCTTTGCTCGTTATAATACTTTATGTATCGTTCTATTGCATTTTTTAA -GTCCTCGTAGCTGTAGTACACAACTCCATAGTATATCTCTTGTTTTAGCAGACCAAAGAAGTTTTCCATT -ACTGAATTATCATGGCAGTTACCTTTTCTAGACATACTTTGAAAAATCCGTTCTTCTTTGAGACGATGTG -AGTATACTTTCATCTGATAAGCCCAACCTTGATCTGAATGGAATGTTCTTCTATAAGGACAATCAGATGT -GATTTCAATAGCTTTATTAAGTGCACTCATAATATTTACTGCAGATGGATGTTTATCAATACCGAAACTT -ACTATTTCACTATTGTACATATCCATAAAAGGATCCAGGTAAAGCTTATGCATTGTCATATGTCCCTTGG -AATCAACTTCGTAGTATTTAAACTCTGTTGTATCAGTTGTAATCTTCTGGTGTGGAATATGAGTATTGAA -ACGTCTACGGATTCTGTTAGGTGCAACTGTTCCAACTTTTCCCTTATAAGAACTGTACTTGCGACTTTTT -CTGGTAAAAGAAGTAACTTGAAGACTAAGCTTTTGCATAATTCGCTGTACTTTCTTCTTGTTTACTATAA -ATTCTTGATTCCTGAGTTCACCATACATACGACGATATCCATAATTCTTATTATTCTCATGAATCTCCAA -TATCTTATCTTCCAGTTCTTTGTCTGGATTCTCTCTATCAAATCTTTTCTGCCAATACATATATGTTGCT -TTAGGAAAGCCTACTACTGCGAGAATGTCTTTTAGTTTGAAATCTCCTCGGAGGCTGTAGACGATTCTCG -CTGCTTTTTCAGAAGAGTTTCCTCCTCTAAACGCAGCCTCCTCAGTTCTTTTAAATAGGCATTCTCTATA -CGTAACTTTAAAAGTTCATCTTCAAGCTGTTTAACATATTCAGCACTAGTATCAACAATAATTGATTCAG -TTGCATTGGTATCTGTTACTTTTCTTTTTAGGCTCAATGGTTTCTTCCGACCTTTCTTCTTAGGTCTCAA -AGCATCCGGACCAGCAATCCGAAAATCGTTCACCCACTTAACAATCAGTGCAGGATTACGAATTCCTTCT -TGAATAGCTAACTCTTGATATGAAACCTCACTTGTTAAATATAATTCTACAACATGAAGTTTATATTCGA -AAGAGTATTTTTTTTGTTTGCGAGAACGCACCAAACCTTCGTCGCCAAAAGCATTATAATTAAGGACCCA -TTTCTTAATGTTGTTAAACGAGGGGATATCATACTGCTTTGCAAGATACTCGTATCCTCCTTCTCCATTT -AGATAGGCTTTTACAATTTGTTTCTTAAATTCAAAAGAATATTTAGCCATAAAAATACCGACCTCCAATC -GTTAGATTATGGTCTAACTTTTGGGGGTCGGTACACTTGCAGGCGGGTCCCTGCCTTTTGTAGCTTTATT -AATATTTCATAGGTGTATGTTTATCGTAGAGCACTGTTAGTGTGTTAAAAACGAGCGTAGCGAGTTGTAG -CGTTAGCGTAACATGGTTTTAAATACTTCATATCGATTTAACTTGAATTAACTTGGCGGGCTCCCCAGTA -GGAAATTTGTGTTAAACTTGTTCGGTCTTGGTGACAAGGTTTTTTGGTGTTAATCTGTTTTTAATTGTTT -TTGGTGCAGCAAAGCTATTATCTGTGGAAAATTGAATACCCCTGTTCAGTAATACAGGGGTACAACCGTT -AGGCAGATAAATAAAACTGTGGATAACTGGGCTTTTTAAAAGCTTTTGATTTTTGGTTTTGTGTTTTTCA -AGTCCTGTAGTCTTTTTCTGATTTGGTTGGAGTTATATCTGTAGTTCCAGTAAATTTCTTTCATGTCGAA -GTCAGATTCTGAAAATTTTTTGCATATTCTTAAAATCTCCATTTGTGAGAATTCTAGGAGTTTAATTAAT -ATATCAAGTTCGTCTTGGTCTAATTTGACCGTATAAACCTTTTTAGCTGCACATTTATTTGTGGAACGTA -TAAAACGTCGTGGAAGTCTGTTCATTCTGTATTCACCCCAATTACACGAAATTAACCAATTCACTTTATT -ATAAGTTATTGTTGACTAGAAATGAAGATAAAAAAAGCAGTCTGTTTAGGCTGCTTAGCTTTTTGTAATA -AGCTTTATAAAATCTATAATAGTTGAAATTAATAATAAGACTGCTATCGGTAATCCTATATAGATTACTG -CACGTAAAAGCTTGCTAGGGGGTTTATATTCGCTTTTATATCCGTAAAATCTTAATTCAAATAATATGTT -TGTGAATATTCCAGTATTTTTCTTTTCAGCATCTTCGTGAAGTTTTATTTCTGCTTCATCCATTTGTTTT -CTGAAATTTTTCTGAATTTCATTTTTCATGATGTCAACTCCACGTTGCAAAAATAAGCAGTCTAATACTA -GACTGCTGCTTTTTCTATTCCTTGAATCTTTATTCTTCCAACTAACATATCAAGAGATACCATGTAATAG -TCGGCTAGTTTCACTAATGTTTTTATATCTGGTTCCCTTTTGTTGCTTTCATAGTGAGTGTATGCTTGCC -TAGATATTTTTAATATTTCGGCTATATCTTGTTGAGTTTTATTGTGAACATTTCTTAAATATTTGAGATT -TTCTCCTATATCCATGTGTTTCACCTCTTTATATTAATTATATGCGAAATTTGAAGAGAATGAAAGGTAT -AGGCAATTAATGGAATATTATAGCAACAAATTGTTGCTAATGAAGGTTGATAAATGCAACAAAATGTAGC -TATAATAAATTAGCAACAAATTGTTGCATTTATACTATATTTGGAGGTCATTGCTAATGAAAATTTCAGT -TAAAAATTGCATGATTGATTGGCTTGAGTTTTCAGTGTTTGAAATGACCGAAAAAAGTGTTTTATATGCT -CTTGGGCTTGAACATTTTAATTTTGAAGTTAAAAAGGGTCGATTTTATGGTCGTGTGCTAAGTTTTGAAA -ATATTATCACTATTAGTTCTCAATATTTTGGTAATGGGGGAGTGGAACACGTACATGTAAGGTTTACTGG -TAAGGGTTGTAGGCTTCTTGAACGAATATATGGCACAACTGATTTAAGGTCTGAAATTAGACTACGTTTT -ATATTGTCTGACGTTAAAGTATCTCGTATGGATATAGCTTTGGACTATAACTATAAATTTGTTGTTGATT -ATTTCGAATCAGTGCTAAATGAGCGTTTAACGGGTGTTAAAGTCGTTGAGCATATCGGTAGTCTTAAATC -TGGTTTAACCCTTTATTTAGGTTCTAGAAAGTCTGAAAAGTTCTTTCGTTTGTATGAGAAGGACTTTGAA -CAAAATGATTTTGAGAATTATAAGGATAGGTTGGAACTTGTATTGAAGAATCAATATGCCACGTATGAAC -TTTTTAATGAAAATGAATTAATAAAAATAGTGTCCACGTATATGAATGATATCGAGTGGCAGGACACAGA -AAGGCAGAGGTTGTGGAATGGTATGAAAAATGGTGAATGTGAAATATCTCCTAAAATCAGGCACAAGAAA -TCTACTCTTAAAGAAAAGGGTGAATACATATTAACTACATATGCAAAAACTTTAAAGGCTTATGCTGAAC -AATATGGCACTAAGGATATTTCTTCCGCCATTCATGACGCTGTGTTGTCTGAAAAGGAAATTCGCTTAAT -CAATAATGAAAAGGTTCTTAAACTCATGAAATATAGGAAACAGGCTCGACAAAAGGACAAACAAGTTCAA -GAGTCTGTAAATGAAATTGAGATTAAAAAGGGTATTTTGTTAGATAATCTTATTGCAAATAATCAATCTG -ACAAGTTTGAGCAAATGAGGATTTGTTGAAAATGATAATTTCGGAAACGTATGCGGTAGATAAGCTTAGG -AGTGTACCGAGAAAATGGATGGCTAAAGGCTCGAGACATTTCCCATTAATGTATACAAGGTGAAAAGCCT -GTTATATAAATTTAAAAAATAAATATTTGGAGGTATTTAAAATGGCTAATTTTTTGGTTATGAATGTTAA -TCATTCGCAGGGTACAAGTAAGAAGAGTGGTAAGCCTTATGATTTTACAACTCTGACGGCATACAAAACT -AAGGTGGAAAACAGTGAAAGTTTTAAAGGTATGCGACCAATGGAATTTTTCTGTGATAGTACGATTTTTT -CAACTGTTCCGGCTCTTCCCGCCATTTGTGAAATCGAATATGATTTAGAACCCGGATATGGCGGTCAAGC -AAGAATGACAGTTGTGTCTGTCAAGCTTGTAAAAAAGTTTGAATTTGGGGGATAGGTGTTTGTATGTCTG -AATTAGAAGTGTTACAGCAGATTCAGCAAGGTATTGAAGCGTTAGTGATAGAAATCGGTTTTGTCTGCGG -ATTATTAATTGCATTGTTATTTTCGAAGGCTTGGGGGCGAAATACTCATGTATGATATGTATGCAGATTT -GTTTTTAAAAGGTTTTGGTTATGGCTTAGTTACTGGGGTAGTTTGTTATATGTTTACTTGGGGTCTTACT -GTAGGCATACGTCTACTTAAGCAAATATAATGATTAGGAGGTTTTTGTTATGAGAAAAGTGAGTAAGAAG -TTTGTCGGAACAATGGTTGCGTCATTAGTAGTTGTATCTACGTGTATATCGATTTTTGCAGAGGATTCAG -ATACAGTTACTGCAATGGGTACTGCAATGTCTGGTGTGAAAAGTGATGGGATAAGTGCTTTGTCCACTGT -TGCACCGTACGGTATTGCAATTATGGGAGCATTTTTGATTTGGAAACTGGGTGTCAAATTTTTTAAATCT -CTTGCCAAGTAGTAATAATTACATAAAAAGGGTAGCTATATGCTACTCTTTTTTAGTGTTGGAGGTGTTT -GGATGCGTAAAAAGCTTATATCTATAGCTTTAAGCATTATGTTAATTTTTAATTCAATGTCGGTACAGTA -TGCTTCGGCAAACGAAGTAGTTGAGGTATTGAAAACTGTATCTGTAAACGGTGTCGCACTTGGTGCAGGG -GCATTGGGCGGTGCTGTTGCTCTATTAGCAGTATTGGGTGTCTATGTAGCTAGCGAAAATGATGCAGTAC -GCAAAGCGGCAGTTGATTTATATAATTATTGTGATGATACGAATAAGCAAGCAATAGCTGACATGAGCGG -ATATTATAATTTAGTATCGGATTCGTTATATACGCAGGCACAGCAATTTGTTAATACTGCTTATAGTGTC -GGTAATTCCGTAAAACGGTTTATCGATTACACTATAAATGCAGATGGTACTGTTTCAGATTTTAATGGTT -ATACTGATGCATTAGTAAACGCTGAAATGGGTGTTTCTGCTCGTACTGACGGTCAATACGTTTATTATGA -CGTTGGTGATTATCACGATAAAATTGACTATGGTCCGAGTTACTATAATGCAAAATTACCGATATCGATT -GAATACAGTCACACCACAATGAGACAATATACTACATCATACAGTGGCGTAGACTATAATCGTACAGAAT -ATACGTTTCGTATAAATGTTTATAATGCAGACCATGAATTTGTTAGACAAGGTTATGTACAAGGACATAT -AGATACACTAGCTAGTACTGGTGTATATCGTGAGGCACAAGATGCAAATTTTGGTCTTAGCCCTGACCAA -TATTACGATTATACAAAGTCTGGTGTTTCTGTTCCTTTACCTAAAACTGCTAGTGGTGAACGTGTTATTG -CGGTACCGGATGTTGTTGGTCTTGAAGGTGTTGAAGTAACTGGTGATATGTGTGTTCCTGTTGCAAATGC -AATTCCTGCTGAAATTGCTGATACTATAGTAGAATATCCGGAAACTGAAGAACCTGCGGAAAATTTGCCG -AAGGTGGATTACCCCAAAATGTCTATACCTCCTAAATTAGGTTTGACAAGAAAATTCCCTTTTAGTATTC -CTTGGGATTTAAAGAATGCTGTAACAACCCTGGTAGCAGAACCGAAATGTCCTAAATGGGAAATAAATTG -GGATAGTGAGTATTTTGTTGGTGGAGGTAAAACTGTAATTGATTTTGAAAAATTTGAGACATGGGCAAAA -ATTGTTAGATGGGGTGTACTTATAGTCTTTAATATTGGTTTGATTATAGCAACACGCAAATTAATCGGTG -CAGGAGGTTAATATGGCTATATTAGAAAAGCTTGGTTCACTCTTGATGTCAGCTTTAACTTGGGTTGTTC -AATTTCTGCCTGATTCACCTTTTCAGCTTATAAATAATTCAGATGTTCAATCGTTTATGGGGACTTTGAA -TTGGATATTGCCTATTGGTCAAATGGTGGCAGAATTACAGTTATGGATTTCTGCTGTTGCTGTTTATTAT -ATTTATCAAATAGTGTTGAGATGGATACGTGCAATTGATTGATTCAATACTTGCATGATATATGATGTGA -TCCAGTCTCATCGAGGGTGTTTTTATCGGAATTTTGCAAGATAAGAAGGGGGAATATTCATGATTTATTT -ATATTGTGGTACACCAAGGAGTGGCAAGTCATTACATACGATAGTTGATATAGTGCATAAATTAAGACGG -GGTCAGGACGTAATTGCAAATTTTATTGTAAATGATGAATTGATACGAAAAAAGCCTTTCAGAACATTCA -TGGAGAAAACAGGCTGTAAGTTTAAGGATAACCAATTTACTTATAAACTTGGCAAATTTACTTATAAGGA -TAATCCTGAATTGACTGTACCGTTTTTAGTAGACTATGCGAAAAAGAATCATAAGTATGGTAAGGAAGGT -CAAACACTCCTTGTAATTGATGAATGTAGTGTACAATTTAATCCTAGGGACTTCAAAAGGGCAGATAGGG -ATGCTTGGGTTAAATTCTTTCAACATCATGGAAAACTTGGATATAATGTAATACTGATATCTCAATCAGA -TGGTTTAATTGATAAGCAAATACGTGCCTTTATTGAGTATAAAATCATACACCGCAAGGTTAATAACTTT -AAAATAGGATGGATATTTTCATTGTTCCATGTAGGCTTATTTATTGCGGTAACTCAATGGTACGGGGTCA -AGGAAAAGTGTGGTTCAGAGTTTTTTAGGTATCGTAATTTTTATTCCAAGATTTATGATTCTTATAAAAT -GTTTGATGATAGTATGCTTAATGAATTTAACTAGAATAAGCTACAAAAGGTAGGGTATGCCGAAGACTTT -GATGTGACCCCAAAAAGTTAGACTTTATTGCGTAACAGATTTTGATATTTGTTACGCATTTTTTATGCAG -CCAAGAGCCTAAGTCTGTATTGAGCAGGACTCAGCCATCCTAGTTTCTCTTTAATTCTTTGCTCGTTATA -ATACTTTATGTATCGTTCTATTGCATTTTTTAAGTCCTCGTAGCTGTAGTACACAACTCCATAGTATATC -TCTTGTTTTAGCAGACCAAAGAAGTTTTCCATTACTGAATTATCATGGCAGTTACCTTTTCTAGACATAC -TTTGAAAAATCCGTTCTTCTTTGAGACGATGTGAGTATACTTTCATCTGATAAGCCCAACCTTGATCTGA -ATGGAATGTTCTTCTATAAGGACAATCAGATGTGATTTCAATAGCTTTATTAAGTGCACTCATAATATTT -ACTGCAGATGGATGTTTATCAATACCGAAACTTACTATTTCACTATTGTACATATCCATAAAAGGATCCA -GGTAAAGCTTATGCATTGTCATATGTCCCTTGGAATCAACTTCGTAGTATTTAAACTCTGTTGTATCAGT -TGTAATCTTCTGGTGTGGAATATGAGTATTGAAACGTCTACGGATTCTGTTAGGTGCAACTGTTCCAACT -TTTCCCTTATAAGAACTGTACTTGCGACTTTTTCTGGTAAAAGAAGTAACTTGAAGACTAAGCTTTTGCA -TAATTCGCTGTACTTTCTTCTTGTTTACTATAAATTCTTGATTCCTGAGTTCACCATACATACGACGATA -TCCATAATTCTTATTATTCTCATGAATCTCCAATATCTTATCTTCCAGTTCTTTGTCTGGATTCTCTCTA -TCAAATCTTTTCTGCCAATACATATATGTTGCTTTAGGAAAGCCTACTACTGCGAGAATGTCTTTTAGTT -TGAAATCTCCTCGGAGGCTGTAGACGATTCTCGCTGCTTTTTCAGAAGAGTTTCCTCCTCTAAACGCAGC -CTCCTCAGTTCTTTTAAATAGGCATTCTCTATACGTAACTTTAAAAGTTCATCTTCAAGCTGTTTAACAT -ATTCAGCACTAGTATCAACAATAATTGATTCAGTTGCATTGGTATCTGTTACTTTTCTTTTTAGGCTCAA -TGGTTTCTTCCGACCTTTCTTCTTAGGTCTCAAAGCATCCGGACCAGCAATCCGAAAATCGTTCACCCAC -TTAACAATCAGTGCAGGATTACGAATTCCTTCTTGAATAGCTAACTCTTGATATGAAACCTCACTTGTTA -AATATAATTCTACAACATGAAGTTTATATTCGAAAGAGTATTTTTTTTGTTTGCGAGAACGCACCAAACC -TTCGTCGCCAAAAGCATTATAATTAAGGACCCATTTCTTAATGTTGTTAAACGAGGGGATATCATACTGC -TTTGCAAGATACTCGTATCCTCCTTCTCCATTTAGATAGGCTTTTACAATTTGTTTCTTAAATTCAAAAG -AATATTTAGCCATAAAAATACCGACCTCCAATCGTTAGATTATGGTCTAACTTTTGGGGGTCGGTACACT -TGCAGGCGGGTCCCTGCCTTTTGTAGCTTTATTAATATTTCATAGGTGTATGTTTATCGTAGAGCACTGT -TAGTGTGTTAAAAACGAGCGTAGCGAGTTGTAGCGTTAGCGTAACATGGTTTTAAATACTTCATATCGAT -TTAACTTGAATTAACTTGGCGGGCTCCCCAGTAGGAAATTTGTGTTAAACTTGTTCGGTCTTGGTGACAA -GGTTTTTTGGTGTTAATCTGTTTTTAATTGTTTTTGGTGCAGCAAAGCTATTATCTGTGGAAAATTGAAT -ACCCCTGTTCAGTAATACAGGGGTACAACCGTTAGGCAGATAAATAAAACTGTGGATAACTGGGCTTTTT -AAAAGCTTTTGATTTTTGGTTTTGTGTTTTTCAAGTCCTGTAGTCTTTTTCTGATTTGGTTGGAGTTATA -TCTGTAGTTCCAGTAAATTTCTTTCATGTCGAAGTCAGATTCTGAAAATTTTTTGCATATTCTTAAAATC -TCCATTTGTGAGAATTCTAGGAGTTTAATTAATATATCAAGTTCGTCTTGGTCTAATTTGACCGTATAAA -CCTTTTTAGCTGCACATTTATTTGTGGAACGTATAAAACGTCGTGGAAGTCTGTTCATTCTGTATTCACC -CCAATTACACGAAATTAAAATTTCGTGTAATTGGGGGCGGTAATAAGCAAATGAAATAATATCACCAAAC -CTATTGGTTAAGCATAGTATTTATTTTCTATAATTATAATAATCAAGTTATCATATAAAAAGCATTTATA -TACCTAATTGATATCCCTTATGTATAAATAATCTATAATGTTTTAGAATACTGACTTTAACATAATAATT -TATAACTAGAAATTATTTTTCTATATTTTCATTCAGATACGCATAAATATCATAACAAAAATGTTATTTG -AAAATTAACAATGGTAAATTTAGATTCTGCATTAACTTTTACTTTGGTGCATACTGGTTAACTAATATAT -TTCAAGCTATTTGTCGTCCCACGTGGTACCAATGGATTTCATACGAATCTACATTCAATTATTATTGCAC -AGGGAATTTATTAACAATACCCAGCAAATATTGCTTAATTAATGAAAAATCCAGCGCTGTTATTTGACTG -TCTCCATCAACATCGGCAGTAAGTTTGCCGTTTGAAGCAGGAAAGTCGGAAATCTGGTCTAGCAGATACC -TTTTAACTAATGAATAATCCAGTGCATCAATCATGCCACTTCCATCAACATCACCATACATTATATCCGT -ATCGGTGGAGCTTGCTTGAACTTTTAATACCACCACACCGTGAGAAGGTACATTGGCTGTATACTCAGTG -TTAAACTTGCCGTAATCCTTGTGCTCCCAAAGATCACGAACAGTGGCAGGCCCATCGGCAAGCTTTATAT -CTCTCCAATTAACTGTGATATCTGCCGATGCGGCTCCGCGATTTAACAGTGCAACTGCCTTGGTAGTGCC -ATCTGTCCCTAGCGGTTTACACCACACTTCAAGTTCTCCCGAAGTACTTACCTTGGTGCCTTGCACGCCA -GCAGCATCTTGATTAATAGCAATTACCTCTTTGTTAGTAAGAATATCTTTAGTAGCAGGAGTCATATTCC -TAAGGTCATTTCCAGCAATAAGCGGAGCTGCCATCATGCACCACATGCTGAAATGTGCTTTGTATTCAGT -CTCTGTCATATTACCGTTACCAACCTCTAGCATATCTGGATCATTCCAATGGCCCGGGCCTGCATACGCG -GCTGACTTGGAGTTTTCATCAATATTCTTTATAATACTTCGCCAGTTGTCACTAATATCTCCTGTTGTTC -TCCAAGAATTACCGCAATCTACCATCCACGCACCTGCAAAATACCAGCAGCATATGCTATAGAAAATAGG -TCTTCCTGTTTTCAAAAGAGCATCCCGCATTTTTTCGTAGCCTGCCTGCAAATTGCTGTCTGAAGCACAG -TTATCATATTTCAAATAATCTACACCCCATTGAGCAAAAGTTTTTGCGTCTTGTTCCTCATATCCTTGGC -TTCCACTCTGGGGAATATTACAGCATGTGGTTACTCCCCTGTCACCATAAATTCCAAATTTTAACCCTTT -TGAATGAATATAATCTGCTAAAGCTTTCATACCGTTAGGAAAACGTTTGGGATCCGGAATAAGTATTCCA -TTAGCGTCACGTGCAGGGTTTGCCATCCAATTATCATCAATATTGACATACTCATAGCCTGCATCCTTCA -TACCTGTGGTAACCATAGCATCTGTGATTTGCTTGATCTTTTCCTCATTGATGTCACCTCCAAAGATGTT -CCAGCTGTTCCACCCCATGGGCGGGGTCAATCCCAGACTGTTATTCAGTGCCAGCACTTGATTGCCATTT -TGCACAGTCGGCGGAAATGGCGAGATAAACACAGCTGTTAAAATTACCAAAGCAATAAGGCGTTTGATTT -TTTTCATTAATATACCCTCCTACAATAATACATTTCTAAAAGTTAAAAAACATATTTACATAGTGCCCAC -AAGTAATATTTTACCATAATTTTACGTTAATTGCTAAAAATACATAGTAACTATCAAAAACTTCATATGG -GTTAAAAACAGCCGAAAAATCTAGTACTTTAAAGTAGTCTGAATGATATAATAATATCTGGAGGAAACTC -CATCAGATTGAAATAGGAGATAAATCTATGACAGGGGTAATATTAGCCGGTGGAAAAAATAGTAGAATGG -GTAGGAAAAAAGCCTTTATAAATATAGAGGGAAACACAATTATTGATAGAATATTATCTATTTTTAAAGA -AGTTTTTTTAGAAGTTATTATTGTTTCAAATACACCTGAAGATTTTTCTTATACAGGTTTAAAAGTTGTT -ACAGACATAATTCCTGACAAGGGTTCCCTTGGAGGCTTGTATACAGGCCTTGTAAATACAAAGTACGATC -GATCCTTTGTTGTAGCGTGTGATATGCCTTATATAAGTAAATCCCTTGTTAAATATATTATTGATATTCC -AAAATATGATATTGTTGTTCCTAAAATTAAAGGTCTTTATGAACCTCTATTTGCTTGCTATTCAAGAAAG -TGTGCAAATCTGGCAAAAAGACAGATAGAGGAAGGTAATTTAAGGATAACTGACATTTATCCATATTTTA -CTGTAAAAGAGATCTATGAGGATGAAATAAGAAAATTTGATAGTAGTATGAGGTCGCTTGTAAATATTAA -TACTCCCGAGGATTTGTCCTCCTCTCTGCTTTAGTTTTTTATGAAAAAACTCAATGAGGTTTGACCTTAC -TCTCTAAGCCATATTTTAATTAGTAGCAGCATAATAAATGTAGATATAAATAATAACAATGATAAAGCTA -CTGCCGCGTAAATATCAACTTGCATCAAGGTATATATTTGAAGCGGAATAACTCTTGTTTTATCTATAAC -ATTCCCAGCAAACATAATTGTAGCACCAAATTCACCCAATGCCCTATTAAACGACAGAATCAGACCAGTC -ACCATTGGCTTCTTCAGCATAGGTGCAATTACTCTTATGAATGTTTCTACTTTTCCTAGTCCAAATAGAT -ATGAAACCTCAAAAAATTCCCGGTTTATCTCATTTACACTAGCCTTTAAAACCTGAATATAGAAAGCTGA -TGAAACAAAAAACTGTGCTAGTACAACTGCAGCAGGGGTAAATACAATCTCTATCCCGTACTTTGCAAGC -AAATGTCCAATAATCCCATTTCTACCGTAGGCAAAAAGAAGCCCTATTCCTACTACTGCCGGAGGCATTA -CTACTGTTATATTGACCATAACATCTAGAATCTTTGTTATAAGACTACTTTTGAAGGTAAGCATGAATAC -AACCGGTGTACCAAGTAAAAATACAAAGAAAGTGGATATTGTTGCTGTTGATATACTTAACTTTATAGCT -TGAGCATTCTCTGAATTACGGAGTACTTCAGAAAAATTCTTCAGCCCCACCTCCTTAAATATGGCTAAAG -TGGGAATAATAAGTACTAAAAAATAAAAGCATACCATTAGAACAAATAAACCCCAATACAATATTTCCCT -ATTTAATTGTATCCCATTATTTTTATATTTGCGATAAATAGGTGGACTATTGATATGCATCATTTCTTAC -ATTCATGTTTTTACCCCCAAATATTAGCCTACTCTATTATAAATCTATACTTTCTTAAAATATCCTTACC -TATAGCGGAATTAATAAAATTATAAAATTTGACTACTGAGTCATTTAATTCGGAGCCATTAAGTATTGCT -ATTGGATAGCTTGCGTTGATTGCACTCAGTTCAGGTATAGCTATTTCTTTAATAGTACCTTCATTTGCTG -AAGTTATGTCTGTTCTGTACACTACGCCAATATCAACCTCGTTCACCAGAACTTTACTAACAATATCTTT -TACGCTTAGCTCTCTGCTTTTTACATTTTGTTGTATCTTTATGTTTAGCTTTTCAGTGATATTTTCTTTT -TTTAAAGCATCTTCACAAGCCTTTTTCCAGTACATACCTACAGGAATCTTACTGTCTCCGACAGCAATTT -TAGTTCCATCTGCTGCTAAATCTGAAAACTTTGAAATACTTATATTATTTTTACGATTTTTTATCAGTAC -AAGACTGTTTTTTGCAAATATTTTATAGTCCTTAATTATTTTCTTGCTTTTTAAGTTATCCATATAGTTG -ACGCTCGCTACTGCAAAAATATCGGCATTTGCACCATTTTCAATAGATGTAACCAAAGCTTGACTTCCAG -CAAAGTTCAAGACCACTTTAACCGCCCCTGCCTCCTGTTGTTCAAATTCCTTGGCAAGTTCACCGAAGCA -TTCAGTGAGGCTTGCAGCAGCAAATACCTTTATCTCTTTTGGTGTCTCTACTTTACTTGTACAACCTGCC -AAAGAAAAAGCCGCTAAAATAACTATTAAAGGTAATAAACGGCATTTCATGGATACTACCTCCTAAATTA -GTTACTAGCTACCCTCCACATCTTTCGACTCTCCCTTTTATTACATCAACCGTATGTACTAAAACGGGTA -AGATTGTTTCTAGGCATTCCTCCACTGCTTTTGGACTTCCTGGAAGGTTTACGATGAGCGTATTTTTTCT -GGTTCCAGCAACAGCTCGTGATAATATGGCATTTGGTGAATATTTTGAAGTTTCTATTCTCATTTTTTCG -GGAATACCGATAATTTCTCTATCAATCACCTTATATGTAGCTTCGGGAGTAACATCTTTAGGGCTTATGC -CAGTCCCGCCTGTTGTAAGAATAATATCCATAAATTTTTCATCTGCCAGCTTTTGTAAACATTCCACTAT -TGTATCTAATTCATCAGGAATTATAATCTGGCTGTCGACAAAGCCAATATCCTTTACCATTTCCGCAATA -ACTTTGTCACTGGTACTTTCCCTTTGGCCTCTTGATGCACTATCGGAAATTGTTACTACTGCTATTTTAA -GCATCTTCTCACCCTTATTTCATCACCAATTTTTATATTGCCGGATTTTTCTACGATAGCAAATAAACCT -TGCTTTGGCATTATGCAGCTACCAACTTTCTTAAATATCTCACACTTATCATGACATTCCTTACCTATTT -TTGATATTTTTAACTCTACACTTTTACCAATCAATAGGTCGTCCCCAATTTTGAGTTTCGCTAAATCAAT -ACCCTGTGTGGTAATATTTTCTGCATAATCACCAGGTTTTAGGGCTAAATCAATTTTATTATCTTGGTTT -ATATTGTTCTGTTTTAGAATATTTTCAATAGAAAGAAAACTAACTTGTCTTATATGATCTCCAGAATGGG -CATCACCTTTAAACCCATGGTTCTCAATTGCTTCTATCTCTGTAACAGGATACTTTGAGGTTCCTTTCTC -TTTACTTATATTCAATGAATAAACCCTTCCAATCAATTTAAATTGCCTCTCTTTCTTATTTTAAATATTT -CTTATATATTGAAGTGTTTAGTAGTACGGCTAAATAAATTGTAAAGCAATTATAAATCTCATGTTATCTA -TAAAATTAACATTCATCTACTTAAATTCTCTCTGAAAAATTCACCACTTTTACCACCAGCCTTTTTAAGT -AGCTTAATTTCTGAAATAATTATACTTTTATCTACCGCTTTACACATATCATAAATTGTCAATGCAGCAA -TAGATGCAGCAGTTAATGCTTCCATTTCAACTCCAGTTTTAGAATACGCCCTGGCAAAAGTTTTAATAAC -AATCCGATTATTTTCAATCTGGAAATCTAATTCTACTTTATCCAAAGGTATCTGATGGCACAGGGGAATT -AGCATGCTTGTCTGTTTTGCAGCCATAATACCGGCACATTTTGACACGCTAAAAATATCTCCTTTTGCAA -TTTTATTTAATTTAACCAGCTCGAGAAGCTCTTCTGACATTTCTAGAGAAGCCTGTGCAGAGGCTTCTCT -ACAGGTAGGCTCTTTAAATGAAACATCTACCATTTTAGCTCTTCCTTCTGTATCCAAATGACTCAACTCT -TCTATCAAATTTCACCCTCCTATCCTCATCATTGAACAAAAATCCATTTGTTTATCCTCTACTGTCAAAC -TATGGCTTGCTGGTTTGCTTACAATTGCTCTGTATAAAAGTTTAGTAACCTCATCAATATCCGGCCCTTT -TCTAAGACTATCTTTAATATCAACACATTCCTGTGCATACAGGCACGAAAGCAGTCTCCCGTCTGACGTA -AGTCTTATTCGGTTACAATCAGAGCAGAACTTACAGCTTAAGGGGCTAATAAACCCAATAGTTCCATTTG -TACCGGGTATTACATAATATTTTGCCGGTCCGTTTCCATCCACGACTGCCGGTAAAAGACTATAAGCCTC -ACTACATAAAAATCTCATTTCATCAGCAGATACAAACTTTTTTGCATACCCATCAAGACTATTTTTAGTT -GGCATATATTCTATAAATTTAACAGTAATTCCAGTTTCTGTAGAGAAGCGAACAAAATCCAATATTTCAT -CAAAGTTAATATCCCTTATAATGACAGTGTTTACCTTAACCTGGGGAAATTCTAATTCCATTGCTGTTTC -TATCCCCGTTAGAACATCTTTAAGTTTTCCAATTTTTGTAATTTCCTTGTACTTATCTGAACATAATGAA -TCTAAACTTATATTTAATTTTTTAAGTCCTGCTTTCTTTAAATCGGATGCGTATTTTTTTAATAAAACTC -CATTGGTGGTCATCGATATATCCGTTATTGAATCAATTTCTTTAATACAAGAAACTAAAGATACTATATC -TTTTCTTAGTAATGGCTCCCCACCGGTTATTTTTATTTTCTTTATACCATGTGAAGACGCCACCTTAACA -AAACTTACAATTTCTTTTATGCTGAGCATATCTTCTTCCCTAGTTTGAAGAACGCCAAATTGGGGAATGC -AGTATATACATCTTAAATTGCATCTATCAGTTACTGAAATCCTTAGATAATCAATTTTGCGGCCATATTT -ATCAATTAGGATTTTCATCACCCCTTTTACCTCAAGCTAACCTGTCACCCTAATATTACTTAATAGCAAG -GTTAACTTTAAGCTTTGATAAATCTTTTCATAAAAATTTTTGAACAATAAAATCAGTAATTTTATCTATA -TCTTTAAAACGGAATAATTTGATGTTACTAAAACCTTCAGGTGGTTGGAAAGACTCTTCATCAACAAAAT -TATTAACTAATGCAATAAGGTTATTATCAGTGGAGGTTATAGGATTATCAAACCGTATAACTTCTATTTT -AGGCTTATCCATACTTTTATAACCTTCGGTTATAACGATATCAACGTCAGGAAACAACCATTCAGTTATT -TCATCTAAGTTTTTTTCACAGTCGATATATTTAATCATGGCCATCTTTTCCATAGAAGTTATAACAACTG -TATTTGCCCCGGCTCTAGCCATTCTCCAAGTATCTTTTCCTTTATGGTCAATATCAAATTTATGAGCATC -ATGCTTTATTGTACCCACTTTATAACCCATTTTTTTTAAATTAGGAATTAGATTCTCTATTAAGGTAGTC -TTTCCGCTATTGCTCTTTCCAACTATTGAAACTATCGGTATCATTATTATTATTCCCTATTCATCTAATA -ATTGTACTAAAACTTGTTCACCACTTTTAACTTGAGGAGTATCTTCGGGCACAACTATCAAGCAATTGGA -TTGCAGCATTGAATTAAGTGCACCTGAACTCTGAATTCCAACAGGTTTTGTAAAATATGATCCGTCCCTG -TAACAAATATTCCCCATAAAATAATGTCTTCGCCCTGGGGTTATAGCTATGTCTCTTTCTAAAACTGCAT -ATTGTTCTCTAACTGGGTTGTCTACTCGTCCCTGCATTTTACACATAGCAGGTAAAACAAACTCCCTGAA -GGTCACTAATGTAGAAATTGGATTGCCTGGCAATCCAAATACCAATGTATTTCCCTTAACTCCAAAAAGT -ATGGGCTTACCAGGTTTAATAGCAACCTTCCAGAATTTTATACTAACACCCTTTTCTATTAGTACTTCTT -TTACAAAATCATAATCTCCGACAGATACTCCTCCAGAAATTACAAGTATGTCTGAATTTAAGCCGTTTTC -AATACTTCTAATTATTGCATCTTTATTGTCCTTAGCAATGCCTAAACTTATAGGTATACCCCCATACTTG -ATGACATTTGCATATAAAGTATAGCTATTAATATCTCTTATTTTACCTGGTGATAATTCCTCTCCTACAT -CAACCACCTCGTCCCCGGTAGCTAGTATACTCACACTAGGTAGTTTGGAAACACTAATAGTACGAAGATT -CTGTGCAGCAAGCATTCCTATATCAGCTGGAGATAACTTTTTACCTTTCTTAAGTACTAACTTTCCATGT -GCTAAATCTTCACCTTTGTATCTGATATTTTCTTTGTCTTTTACGCCGCGAAACACTTTTATCAGTGCAC -CTTCTGCCTTCGTATACTCAATTGGAACGACTGCGTCGGCTCCTTGAGGAATGGGAGCACCAGTCATTAT -TTTTATAGCCTTTCCATTCATTAATATGCCACTATAAGTATATCCTGCGGGAATTTCTCCAATTACCTCC -AGACTTATAGGCTGATCAAAGGATGCTCCTTTAAGTTCGGATGAAATAACTGCATATCCATCCATAGCTG -AATTATTAAAGGTAGGCAAGTCGATATCTGAATATAAATCACATGCCAGAATTCTATTTAACGAAGATGT -TATGTCTACTACTTCTGAATCTTTTTTTACTACACTCTCCAACACAAGGTCTCTTGCCTGTTCAATCCCC -AACATATAAACCTCCATTAGACATCAAAACATCCAAGCCAATTATGTATTTGCTTTTTTGTTTTTCACTT -CCTTTATAAGTGCCGGAATAATGTGCTCTATTTCCCCAACCATACCCAAGTTTGCAACTTTAAATATTGG -TGCATTGGGGTCTTTATTAATTGCAATTATATATTTAGCTGACATCATACCCGCTAAATGCTGTATAGCA -CCTGAGATCCCGCAAGCAAAATAAATTTTGGGCCTTACATTTATACCTGTTTGCCCAATCTGATGACTAT -ATTCAATCCATCCAGCATCCACTAATGCCCTTGACGAACCAACTGCCGCCCCCAAACAATCCGCAAACTC -TCTTATTAGTTCAAGATTCTGAGGTTTCTGAATGCCTCTGCCAGCTGATACAATAATATCTGCATCCGCC -AAATTAACTCGTTGGACTTTATTTTTAATACTATCTATTTTTTTAATTTTTAAGTTCGGAGAAATGGTAA -CATTGGGTTTTATAATTTGTCCAATCTTGCTAAAATCAGGCTCAATAGGGTTCATAACCTTAGACCTCAC -AGTACACATTTGCGGTCTGTGATTTGGACAAATTATGGTAGCCATTAGATTTCCGCTAAAAGCCGGTCTT -GTTTGCTTTAGCAACCTTTTTTCAGCATCAATCTCTAAACAAGTACAATCGGCAGTAAGACCTGTATTCA -ACCTTGATGCTACACGTGCTGCTAATGAACGTCCGTATGTAGTTGCACCTACTAGGAAAATTTCAGGTTT -ACTTTGAAGTATCACTTGTACAACTATATCTGTATACAGTTCATCATTAAAACACTCTAAAAGTGGGTGG -TCTATTTGAAAAACATCATCTGCACCAAATGCAAAAAGTTCTCTTACCACTTTATCAGTATTATTCCCAA -GTAATACTACTGATACTTTGGTGCCCAATTGTCTGGCTAACCGATTGCCCTCACCTAATAACTCATAAAC -AACACTCGATACCTTTCCATCTCTTTGTTCTCCGAATATTAATATACCGTTGTACTCATCAATATTAAAT -TTGCTTTTTGTAAAGTTCTCATTATAACTTATTGCACTAAAACTACATTTAGGGATACAAATTCCACATA -ATGTACAGGTATTATCTATATAAACTACATTTTTATCATTCTTTATTGCATTACAAGGGCATACATTTAT -ACATTGCAAACACTTAACACATTTATCAGATAAAATTTGTAACTCTGCCATTTAAAACACTCCAACCTAT -TAATTCTTGCCAGAATAATCAACATATATTTCACTAACTACCGAAAGTTTCTTACTCTCAACCCTTCTTG -TAAATAATTTTCATAAGTTTATCGATAACTATCTTTGCCTGCTCTTCAGGTTCTCCGTTAAGTATTTCAT -TTTCAATCTCATGATTAGGTGAAAATGTGTCTACAACATAGGTAGGTGAACCAGCGATTCCACATAAGGT -ATTATCAATATTGATATCATTAGCTGTCCAGATGGGAATTTCAGCTTGCATAGCTTTTCTTAAACCGAAT -AAGGAAGGAAGTCTAGGTTCATTGATCTCCTTTACAACTGTTATCAGTCCAGGTAGACGCATTTCAACAA -CTTCATATCCATCTTCTATAAGTCTGTAACATTTTATACAATCCTTTGATATTTCTTCAATTTTACTTAC -ACATGTTACATGTGGTATTTCAAGTTTTTCAGCAAGGCTCGGACCTACTTGAGCAGTATCTCCGTCCGTT -GATTGTCTTCCACAAATAATTAAATCATAACTACTAATTTTGCGTATTCCGGCCGCTAAGGTATAGGAAG -TAGCAAGCGTATCAGCACCAGCAAAAGCTTTATCACTTAATAGAACTGCGTTGTCTACCCCAATTGCTAT -TACTTCTCTTAGTAATTCTTCTGCTTGTGGTATCCCCATACTAATTGCAGTTACATTACCACCTAATGCT -TCTCTCAATCTAATAGCTTCTTCTACCGCATAAAGATCGAACGGATTAATAATGCTATTGTTACCTTCAC -GAATAATAGTGTTGGTATCTTTATTTATTTTTACATTTGTAGTTTCCGGCACTTGTTTAACACAAACGAT -AATATCCAATACAAACCAACTCCATTTTAATACATACTTTACACTAATTAGCAATACACACAACTTCATA -AACAATTTTATCTGCACAAATTAAATAATTTGCCCATGTATTTCTAAAATAAAGATATCACCCTTTATTA -CAGCAAACACTTTTTGTTATGGCATCTGCTATCAGTTCAAGACTCTCAATAGCTTGTGCACGCTTGTCCT -GTGGAATATTTTCGTATACCTTCTTAAAGTAATTGTTCATTGTAAGTTCTATTTCGTCAAACATTTTCTT -ACCATTTTCAGTTAATGATATAGTAACATACCTTCTATCGTTTGGATCAAGCTCTCTATTAGCTAAACCT -TTATTAACAATATTATTAACATTTCTACTCATTGTGCTATTATCAACATTTAATTTTTCTGCCAGTTCAT -TTAGTGAAATATTGCAAGCCCGACCAATTTCTGTAATTGCATGGCATTGTGTAAAAGATACTCCACAGCA -TGAAGATTTCATTTCATTTAGTATTCCTAGTTTTGCTTCAATTTGTCTTATAAGTTCTCTTAGCTCTTTT -TCATTATTTGATATAATCATATAAATCCTCTCCTAAACCACAATGTATTTTCAAGTAGTCGTAAAAACTA -CTATAAGTGTATTCTTCCTCTTGCATCAGAACGGCACCTTTGACAACTCTGTTTAAACTTTACTTTAGGA -TACCTATTTTCAAGGTCTTTCTTAATCTCACAAAAATCACTATGTGTTAAAGGCTCAATCGTTCCAAACT -CAGTTCCACTTACAGAAAGCAAGGGGATAATATTTATTATATCAATTTTAAACTTGCAAAGGAATTGTAT -TAATTCATCAATTTCTTTATCGTTAATTCCTGGTATAAAAACAATATTTATTTTAATTTTTAAACCCTTA -ATACTACTAAGAATATCCAATGCAGACTTTTGTAATCTCAAAATGAGTTGTGCTGCACTTTCTCCTTCGT -AGTATTCATCACGATAATAAATATATTTGTATATTTTACTTAGGGTATTTACATTTATAGAATTAATGGT -GAGAGTAATATAATCTATACCAGCTTCTTTTATCTTATCAGCACAGTCTTCTACCCCAAACCCATTTGTA -CAGATGCATTTTTTGAAATCAGGATAATTTTCACTTACAATTTCCAATGCAGAAAAAATATCGTCTGGAT -TTGCAAGCGGGTCACCCGGTCCAGCTATTCCAATAATCTTACAATCATTATATAATTCTATGCTTTCATT -AACATAAGTAACTACATCGCTGACATCTAATAATTTATCGGTAACACCAGGTCTTATATCGCATTTTGAG -AACGCCATCTTGCAATAATTACATTTAGTATTACACTTTTTTGCTATGGGGAGATGAATTCGACATCCTG -ATTCAGTTTCATCAAAGCAAGGGTGAAGAATCTTAACCATGTATATACCTGCTTTCAAATAGTAATTTGA -CTATAAATAGAAAAACAATTGTTACAAAAGCACAATTTAACCTCTTAAATAAATAGTTAATAAGATAGAT -GATCGAGAAATTATTAATCATCATCCTATTAACTATTTGTGATAAGTCCTGATGCAATATTTATATAAAT -TTACCTATATTATTGATAAGTCTTTTAAAACCTGTTCCATTTTTTTCTGATTCGGCTCACTCAATGGAGT -AAGCGGCAATTTTAATTCATTTGGTATCTGACCCATTTTATACAAAGCATAATTAACGGGAATCGGATTT -GATTCGAGAGAGAGTGCCTGATAAAGAGGCAACATTTTAGTATTCAGATCAATAGCTGTCTTTAAATCAC -CCTTTTCCACACTATCATATAATGCAACTAATTCCTTTGGCATTATGTTTCCGATTACGGAAATTACACC -TTTTCCTCCAACTGAAAGCAATGGCAAAAACGTTGAATCATTGCCTGATAATACACTAAAGTTTGGCTTT -GTTTGAGATACCATAATGCTTACTTTTTCCATGTCGGAGGATGCTTCTTTTATACCAATATATCTTTCTA -ATGCAGATAATCTAACAACTGTCTCTACACTAATATCTACAACAGTCCTACCAGGTACATTATATATAAT -TAATGGAATATTCTTAGTTTCATCATGAATAGCTTTAAAATGAAGGAATAACCCTTCTTGAGTTGGCTTT -ACATAATAAGGCACAACAGACAAAGAAGCATCAACTCCAATTTTTTCTGCTTCCTTTGTTAAATAGATAG -CTTCATGAGTTGAATTTGCTCCAGAGTTTGCTATTACTTGTATCCTTTTATTCACTATTTCCTTAGAAAG -TTTAAATAGGTGAATATGCTCTTCCATTGTAAGCATGGAAGATTCTCCTGTACTTCCGCAAACAACAATC -CCAGCTATTCCAGACGAAATTAAATTTTCCAAGTATTCCTCATATATTTTTTCAGCTATCTTTCCATTGT -CAAATGGAGTAACAACAGCTACATATACGCCTTCTAACCTCATTTTGACACCTCTTTCAAGATATTGTAG -AAACTTTATTTAAAACATTATTTAAAATACTTATAGCCTCATCAACTTCAACAGTTGAAATATTTAAAGC -TGGCATAAACCTCAGCGTTTTTGTATTTGGAGCATTAATAATCAAAAAATTATTCATACATTCATCTTTT -ATCTGATTAGCAATTTCTTCATGTAACCCTATTGCAATTAATAGTCCACTTCCTCTAATTTCTTTGATGA -CTTTATGCTCATCCATCAATTTACATAACTGCTCAGTAAAATATTCACCCATTTTTTTTGCGTTATTACA -CAAATCAGAGTTTATAATCTCCTCAACCACTGCTTTACCTACGGCAGCACCCAAAGGTGTCATACTATAA -GTTCCGCCCTGATCTCCAGCTTCAAAACAACACACCTTATCCTTAGCAAGAAGAGCTGAAAGTGGGAAAC -CTCCTCCAATTCCTTTTGCAAGTGTCATGATGTCAGGTTCAATTCCATATTCTTCATATGCAAACATATG -GCCTAACCTGCCTAATCCAGTTTGTACTTCATCTATAATAAGTAAAATGTTATTTTCATCACAAAGTTGC -CTTACTTGTTTAATATAAGTCTTATCTGCTGCTATTACACCGCCCTCACCTTGAACAAGCTCAAGCATAA -TAGCACAAGTATCTTTAGAAATTGCTTGTTTTAATGACTCAATATCATTGTATTCTACCTTTGCGAAGCC -TTGGGGTCTGGGCTGGTATAGGTTCTCCCATATTTTTTTACCAGAAGCCGCCATTGTAGCTAATGTTCTT -CCATGAAAACTATTCCAAGCGGTAATAATTTCAAAAGCTCCATTCATATACTTTTGCCCATATTTTCTAG -CTAGTTTTATAGCACCCTCATTCGCTTCTGCCCCAGAATTAATAAAAAAAACTTTATCCATACAGGAGAT -TTTTGTAAGCAGATTTGCAAACTCTATTGCAGGTTCATTATAAAAAGAAGGGCTTGGGTTTATTAGTAAA -TTGGCTTGACGTGTTAAAGCATCAACCATTATTTCTGGAGAGTGCCCTAAGCAACACACGGCCCAGCCAG -CTATCATATCTAGATATTTGTTGGAATTACTATCCCATAGATATGAACCTTTACCTTTTATAAAAACAAC -ATCTGGACGATTAGTAACATACATTAAAGACTTTTCTGCTTTCTTTATCAATTCTGTGGAATTGATATAA -CAATCACTTGACATATAAAATCACCCTTCCATTAACAAATATTTTCCTTTTGTTATTATAACACATTTAT -ATAATGCTGTTATACTCCAAAAAGCTTTAGTAAATATATTTGATATATATTAATTGTTCATAATTTTTCA -ATGTTAATGTTTATGTAAATCTTGGTTCTTACTTATACTCCATATTAATATTAAATATCCAGTAATCTAC -TGAAAAACAATTATTTAACAGTAGATTACTTTGATTAGATCGTATAATAAATGATGACTTAGCAGCAAGT -TTTTCTCTTGCTTTTTTTTGCATCATCCTCTGTTGGCCTTTTGTAACTAAAGAGTTTGCAGCTACAATCT -CCAGTACAGCCATCATTTTCCTTGTTTGTAGAATCTTTTGCAACGCTTTGTTCAACAGTTTGTTCATTAG -TTTTGTTTTTAAAATCCTCTTGGCTCACACTTAAACCTCCTTTCACATTGAAAATTAATAGTATCTATTT -ATAATTTTGTTATACCATTCCTCAAAGAAATTTAATGTCCCTTCGTATCCAACCACAGGGTGTCGGTTAA -AGCGTATTTCTCTTGCACCTGGATAACAAATATTAATATATGCAGGTTCATATGATTCTTTTGCAAAATA -AAATTCAGTGTCACTTCCCAACAGAACCTGAGGTTTTAAGCTTTGTATAGATTCCTTTATTTCCTGATTA -TCGTCTGAAATAATTACTTTTGTTGAAGGAGACACTTCCTTAAACTTAGCTATAGTTTCGTCAGCACCTT -CAACCGATATATCTTTTACAATAACTATGTCTATTTTGTCTTCAAATTCATTTGCTATTATATTTAAAAA -AGCTAAAGCAATTTCTGGAGGCCCAACAATCATCTTTTTTAACTGCTTAATATATTCAAAAAGTCTAAAG -GTGTTTACTTTCCCCATGCCGTTATTAAATTGCCTTTTAATAGTGGCTTTTTTTTCATCCAGTAGGGCTG -ATATATCATTCTTATTTTGTAGAATCTGTAGAATACTTTTAATAAAAAAATCTGTTTTTTCTAAACCCAC -AGGATATGGAAGATATAAATATGGAATTCCATATTTCTTACTCATATATTCGGCAGTATCCAGCCCAATT -GATGAACATATTACTACATTTAAACACGCACGACCATAATCTCTTATATCCTCAACGGTTGCATTACAAA -ATAGAGGTCTTGCTTTAATTCCAAATTCATTTAGCAAGCTAGATAGATATTTCATATCCTCTTGCCAACT -GGAACTTATACAAATTGGGCTAATTAAATTTACTATTGGATAAGAGTTATCAATATTTACACATAATTTT -TCAATTAAAGCTTTCATAGCCGTATTCGTACCGGATGTCTGTGTGTTAAGAAATCCTCCACCGTCAACTC -GGATTACAGGAATAGGTAAGTTGGCAAGCTTTATTAATCCTTCAATATCATCTCCGATAATTTCAGAAGA -GCAAGTAGTTACTACAGCCATTAAATCTGGTCTATTCTCGTAAAACTCATCAACTATTTTTTCGCTCACA -TCATGTTCTCCTCCAAAAACAGTAGACTTTTCACACATCTCTGTGTAGTTTATGTTTAAAGGATAATTTA -TTGAGGCTTCATAAGCTGGATAGACACATCCTTTAGGTCCATGGATGACAACTGAGGAATTTGATATTTG -AGCAATTACATGGCTAACTCCTAGTATGCCACATTTTTCAATCGAATCAATGCATAGATATGTATTTCTC -ATATTTTTAACCTTCCACAAATAAGGAATATTTATTGCTTTTCTTTTTTAGTGCATTGAACATTTCTTGA -TATATTTTTCTTGTACCATTAAACCCGTATACTGGATTTTGTGCAAATCTATACTTAAAAACAGTTTGGT -CAGGAAAGTAATTATTATTGCAAAAAATCACAGGGTTTCCCAAATACTCAATTAGTTCATTAACATCTTC -AATATACTTTGAAACAAATATCTTCACGTCTAGTCCATCTTCTAAAATTTCCTTTTCAAATATAGGTAAC -TTGTCTCTAATAATTGAAGGCTCGACACCTACCACTATGGGCTCCATTTCCAACTCATATGCTAGCTTTA -CTAAAGCAAGCATACGTTCTCCAGTCTGTGTCCAGATAATACACTTACGTCCTTTTCCTATTTCATTTAC -TAATAGCCTGCGTTGAGCTTCTAATTCCTTAACTTCATCCAGCTCTTCAATATTAACGTCTAGTTCAAGA -ATATTTGAGATTTCATGCAGCCACTTCTTAGTAGCGAATAATCCCATAGGAGCTGTAACCTTTGAATAAG -GAATACCAAAGTTGTTATTCAGTTCGCTAAATAGACCCATACCAAAAAACAAGCAAAGGGCAACATTTAA -TTGTGCATTTTGCATTTCGTAAAAATCTTCAAATGATAAGCCTTGATTAAATATCTTATTTAATCTTACG -CCTATCATTTGAAACATCCTCTTAATTTCATTAATTTCTTCCTGCTTTGTCTGATCCCAAATCCATCTTC -TTAAAAACAGATTTACACTTTTTTCCTGGTTGGTTATATCTATAGTATGTTGATTAGTTTGCAGATGCTT -AGCTAAAAGTTTAAAAGCCATCTCTGTACCACGACGATAGGATTTTCCGGAATACCCTCCTGAATTAAGA -TAAATTACTTTTTCCCTTATTTCATCGGGTAATCCTTCAATACACCCTTCAACATCATCTCCAATAATGT -CAGCACAGCAATTGGTTAAGACAGCAATGATTTTAGGGTTATATCGGCTGTTTACCTCATTGAGACTATC -TACCAATTTCTTTTCTCCTCCGAAAACAACTTCTCTATTTGTAAAAGAAGTTGATAAGTGAGGTTTATTA -TCACATTCACCAAGGTGTCCCATTGCCGGAAGAAATCTTCTGTTTCCTAAGCATCCTGAAGGGCCGTGTA -CAAGAATTACTACATCATTAAAATAATTTAAAATATCAAATGCACCCCAAAATGCACAAAATTGGTGCAT -ATCAATACAATCTCTAATATTTAAATTATCCGCTTTTACTTCTCTAACCAGCATACTTAACATTGCCATC -TTGCTTTCAATTTCTCTACTCATTTTCTACACCCTATCTTTTAATTAGTGGCTCCTTAACCATCTTATCA -AACTCTTCGTCTGATAAAGGAGTTGGAATTACGTAATTATTGTTTTCAATAATACTCTTAGCCAATTCCT -TGTAGACTTGAGCTTGATTAGATTCAGGGCTACCTTCCACGACAGTCTTTTCAGCCAGCTCGCATTCCTG -AACAATATTATCCCTTGGAATCCACCCTATAATATGTGTGCCTAATTTACTAGAAAGAATATTTACAATT -TCTTTTTCTAAATAAGCATTACGCTGATTACATATAATTCCACCTAATCTAACATCACTTCTCTGAGCAA -ATCGATTAATGGCTTTTGATATATTGTTAGCTGCATATAATGCCATTACTTCTCCGGAAGTAACCAAATA -TACATCCTTTGCAAATCCCATTCTCAATGGAACTGCAAAACCGCCGCAAACAACATCCCCTAAAACATCG -TAAACCACTACTTCAATGTCTAGTTCCTTAATTAAATTCAGCTGCTCGATAATTTCAATAGCCGATATAA -TCCCTCTGCCTGCACATCCTATTCCAGGCTCCGGCCCTCCGGCTTCTATACAGTATGTATTAGCAAATCC -TTTAGTAACTATATTATCGATGGAAATGTTCTTTGAATTCTCCTTGACATAATCTAAGATATTTGGCATT -TTATTTCCGCCAACTAAGTTTTTTGTGGAGTCAGCTTTTGGGTCACATCCAATTTGCAGTACCTTATAGC -CCATTAAACCTAACGCAGCTGATATATTTGAACATGTAGTTGACTTTCCGATTCCACCCTTACCGTAAAT -AGCAATTTGTTTTATACTTTTCAATTTAACTCACCTTTTCATTCATTTTATTGTATTAAAACACTGAAAT -TGACTTCAAAACATCGTTATTTAAAATTGAATAATCTAAAGTATCTGTATTAGGATATGCTTCTTTTAGA -ATACTAGGTAAATTAGTTTTAAGCTCAATTGTATTTTCATTAGCCGAAGTTTTAACAAACCCAAACTTTT -CAAATAGTGAAATTGCCCTATTATTCCCATTCCAGGTTTCTAACATTATATAATCGATACCCTTCTTTAC -AGATAAAACCATAGAATAGCTCAATAATGAAAAGCCAACTTTGATTCTTCTATATTTAGGGCTAACATTT -ACTAGGCTGATATGAGCTGATTTATTAGAATCAAATGTAATGTGCAGCATGCCGAATATGCTTCCGGTTT -CTTCGTCAAAGGCAACTATAAATTCAGACATATTTCCATCGACTTTATCAACCTTTCCCATTATTTCATT -AATGGGACGTTGAGGACAGCAAATATTTTCTTTTGAAAAGGAGCTTTCCTGTTTCCAAGTACTAAATAAA -TCTTCAATGAATTCTCTTAGCTTAGCTTTATAGTCACAATCAGAAAGTTGCTTAATAACCATAATTACCT -CCCTTTTCGTATAAAAAGACCATATACCCTATAAAAAGAAGCCTTATCTTGAACCCTCTTTACGATTAAA -TCGTAATTATTCATAAGTAATACATATATATTATTAGCAATAGTTGTATATGTCAATAGTTTGATATATA -AATAAATATTATCACATCTCTAACCAATTATCTTTTTATAAAATCAAGCATATCGTCAAATTCACTCAAA -TTAAGCTGTTGTTTACTATCTGAAAGAGCAAGTTCAGGAATTGGGTGCACCTCTACCATAATGCCATCAG -CACCTGCTGCAAGAACAGCTTTTGCAATATTATTAACAATATCTTTTCTTCCAAGTGAATGACTTATGTC -AGCTACAATAGGCAAGTGTGTTTCTTTTTTAATGATAGGTATTGAAGAAATATCAAGTGTATTCCTTGTT -TTTGTTTCATAAGTTCTAATTCCACGCTCACATAAAATTATCTTATTATTTCCTTTTAATGCAATATACT -CTGCCGCAAGCATTAATTCTTGGATAGTTGCACTAATACCTCTTTTTAGTAATACTGGGTGATTAGTTTT -ACCTACCTCTTTTAGTAGTTCAAAATTTTGCATATTTCTTGCACCAATTTGAAGTATATCTACGTACTGT -GTTACTAAGTTTACGTCCCTTGTGTCAACAACTTCCGTAATACTAAAGAGTCCATAGCGTTTAGAAACGT -CTTGTAGTATTTTTAAACCATTTTCCTTTAATCCTTGAAAGTCATATGGTGATGATCTTGGCTTATAGGC -ACCTGCTCTTATAAATCTGATATTTTTATCTCTTAAGTGCTTTGCTATTGTTTCAAGGTATTCTGGCGTT -TCAACAGCACATGGTCCAGCAATTATAACCGGTTCATTATTCCCTAATCCAAACATTTCATTAATACTCT -TAAAACATGCATTCGAACTTGAACTTACCAACAGTTTTTTTTGACGGCTTATGCCCATAAATTTTAGTGA -TGTAGAAAAAATAGCACTAAAAACCTCCCTTATAAGCTCGTTATATAAAGGACCGCTATTTTTGCTTAGA -ACCTTTTTCATCATCTCTGTTTCACGTTCAGGATCAAAATATTCAGAGCCGTTTTGATCTTTTAAATCTG -TTATTTCCTTTATTAATTCTGTTCTTTTATTGAGCATTTCAAGGATAGAATCATTAATATTATCAATTTC -TTGTCTTATAGCTTTTAAACTTTTACTCATGGTATCCTCATAAAAATATATTTTTTATTTACAATTATAA -AAAATCATTCGTATTTATAATTTTAATCTTTAAAGAAATACTTTTATTTCTGTATTTCCATATTGTAAAA -CCTACATTTCTCTTTTTTACAATTTGGTTGAAATGTAGCTGCCCAACACTTTTTGTATTTTATTTGCTTA -TCAGGAAACTCAAGTCCTAAGTATTTTTTTGATAATTCTATTCCTTTTTCTAAAACTACCCTTATTGATG -CAACACAACAATATGGGCCTCCTAACTCGGCAACTTCAAGCAAACCTGCTGAGGTTACTCTATTAGCTAT -GCTACGCTCTTTATCAGAGCTTGGTGTAGCATTTAATAGAACACTAAAACTTGTACCTAATGCTACCGCT -GCACCACATGCACCATGGTATCCGCACCAGCCACCGGGTATATCGTAAGCTCTTGAAATCCCCTCCAACA -CATCTTCAGTAGTAATATGGTTAGTAACATTTTTTACTGCTGTCAGAAAAGCAGCCGCAGTTATTGGATG -GGGTGTATGTCCAGAAAAACCGCATTTGCTTATAATCTTTTCTGCAATATCTATAGGGTTTTTATAATCA -ATACTGGGAAGAATCGCGTAAAGCTTGTCCATGACCTCTTTAGCAGCACAAACCTTACAGAGATAGTGAT -TATTTGAGCAAATAATATATGATTCCTCTTCCTTACCGCAGAACTCACATTTTGCTTCAAAAAAATCCTC -TTTGTACAAAATAACAGAATTACATATTGAACATTTTCCAAAACTCATAGCATCACCCTCACAAAATTAT -TTTTAAATTACTTTTGCATTAATAACACTTCATACTCGCAAAACTAACTAAAACAAGTCTTAGCTTGTTT -TTAACATAAAGATAGACCACAAAACATCTGTATATTTTGTATTAGAAATAAAATAAGCTTTGCTGTTTTT -TAAGCTTGTATCATTTGTTAATGCTAAATCTACTTTTCCATCCTCCAGCAACATTAAAGATTTTGTTGTA -GAATTTGCTTCAACAATTTCATAGCTTTTATTTTTAAACTCAGTTGTGTCCATCAATTCTTGCAGCAAAT -GTTCAACTGCCTTGCAGGTTGAAATAGTTAAGGTGGGCTTATCATACAGGTTTTTTTTATCCAACATAGC -AATCCCATATTCTGGTGTTTTATTTGTAAATACAAATCCAAGCTCAATTGTGGTATCCCAATAAAAATTA -GTCATTTTACCATAAGCATTTGGCAAGAGTATAAAATCTGCACTTCTTTTATGTACCTCGTTTATTGCAA -GCTCAAAAGAATCATATAAGTTAATTTTTAAATCAGCTAGTTTATTTATATCCTCTATATATTTTTTAAA -AACTTTTGCTGTCTCACTGCTAGTTGTGCCTTCGGGGCCAAGTGTGGCCATTGTTACGGAATTTTTCTTA -TCTATGTATCCAAATAATTTTTCCTTTTGGAAAATACATTTTTTACATAGTAAATCATCATTTTGTAATT -TATACATAATTGCCTCTCCCAACTATATATTGAACTTTTTATCTTTTATATAATTGATTAATCCTTTATG -CTTTACAATTTCGTCGATAATATTGCTATTACTCATATTAAAATCAACGTTTATATTGTTACTTTTGTTA -AGTATAAATTTGTTCTCAAAATCTACTTCAATATTATCTCCTGTTGAAACCAAGTCATAGAGCTTATGAT -CTATAACTAGCATTAAGCCTATATTTATTGCATTACGAAAGAAAATTCTAGCAAATGATTTAGCTATGAT -ACATTTTATACCGCACGCTTGTATAGCAATGGGGGCAACTTCTCTTGAAGACCCGCAACCAAAATTTTCA -CCTGCAACAATGATATCACTGTCCCTAACATTTTTATAAAACTCTTCTTTAATATCATGCATACAATGCC -TTGCTAACTCTTTTTTATTCAAGGTAACACAATATCTGGCTGGTATAATTACATCAGTATCAATATTGTC -ATCGAATTTATGGACATATCCGTTAATTTTCATAATTCTAGTCAGTCCTATCTCATATAATAATTGCATC -TACCAATTTAGAATTCTGGTATCTGTATGCTACCTTTGGTTGCTGAGTATGCAGCTATCGCAGGATTACA -TAAATAGACTTGTGCTGAGGAGTCACCATTTCTACCGAGAAAGTTTCTATTAGTTGTAAACAATCCTATT -TCATTATTTGCAAGTACCCCCATATGTCCTCCCATACAAGGTCCGCAGGTGGGAGGTGATATTAGTGCTC -CGCATTTAATAAAATCTATCAATATACTTTCTTCCTCCATTTGTTTCAACACTTCTTGTGAACCAGGTAT -GACAATTAATTTAACCTCATGGTGAACCTCATTATCTTTCAAATATTTATGAGCTACTCTGAAATCTTCT -ATTCTTCCATTTGTACAAGAACCGATTACTACTTGGTCTATTTTTAAATCCACCAGCTCTTTTGCAGTTT -TTATATTACCAGGACTATATGGACATGCAATGACTGGTTCAATTTTTGAAACATCAATTTCGATAATTTT -CTTATATCTGGCACCATTATCAGAATTAAAATCTATATCTTCCGTCTTAAGATTTTTCTCTCTGAAATAC -TTTTGTGTAACAGCATCTGCATTTATAATTCCGGCTTTGGCACCCATTTCTATAACCATATTGCAAAGTG -TTAATCTGCTTGAGATATCAAGATTTTTTATTAATTCGCCATCAAATTCCAGCATATCATAGTTGGCTCC -ATTAATGCCTAATTGACCAATTAAATACAAGGCTAAGTCTTTTGCGTAAACTCCTTTAGGTAGTTCACCA -GAAAATATTATCTTTGTAGTTTCAGGAACCCTAAACCATAGTTTTCCTGTTGCCCATACACACGCCATAT -CTGTAGAACCAACACCAGTTGAAAATGCACTTAGTCCACCATATGTACACGTATGAGAATCTACACCGAC -AACAATATCATAAGGTTTGATAAAACCTTTTTCGGGCAAAAGTACATGACAAATACCGCTTCTCCCAATT -TCAAAAAAGTTCTTTATATTCTGTTTCTTAGCAAACTCTTTCATCATAAGTGCAAATTTAGCAGTCGCAA -TATCCTTTGCCGGAACAAAGTGATCATTTACAAGAACAATTTTGTCTGGATTAACAATATTTTCAAGACC -AAACTCATTAAATGTCTCAATAGTAATCGGTATAGTTGCATCAGTACCCATTGCAAGGTCTATAGGAGAA -AAAACTGTGCCATTTGCGTAAACAGCTTTTCCTATTTTGTTTGAAAATATTTTTTCTACCAATGTCTGCT -TCATAAAACCTCGAAATATAATTCTTAATGTTTATTTTTTTATCGAGTCAGTACTATAATAGGCCAAGGA -ATAACATAGTATTTTCCCCGGCCTATTAAATCACTGTTCAACAAATGCAATACTTGTTAGGCTATTTACC -AATCTTATTTGTAAAGTCCTCTCTAATTGGATGGAAAATATCATAGGATTTAAATGGAACTTTTGAAATT -TTAGCACAATGAGGTACGTTAGCAGGAATAATACAAGCATCACCTGCACTCATCTTTTTTTCTATTGTTC -CGAATTTAATAGTCATTTCTCCTTCAACAACAATAGTAGTTTGTTCGTTTTTATGACTATGAGTTGAAAG -ATCAATTGTTTCTCTGAATTCGAACTTACTGACTGTTATATTTTCAGAGGAAATTATAAACATATCAGCA -TTCTCTCCAATTAGCTCATTGTTTACCTTTGTCCATTTATCAATACTCATAATGGAATACTTATCTCCTC -AGTTTTTTATATTCTGTTATTACATCCTCTACCGAGTAATATACTCCGGCTTTTTCATTACTTTTCATGT -GTCTCCAAAAATCTTCCACTTCTTCTTCTGACAGTTCAAATCCATTAGTCTTTAAAATATGCTGGATGGT -GTGTTTACCCGCATGTTTTCCCATCTCATATTTTCTAGAATGTCCTACCAATTGTGGGTCGAATAACTCA -TAGGTATTGATATCTTTCAACATTCCGTGAACATGTATACCAGATTCGTGAGAATATGCATTTTGCCCAA -CAATCGGTTTAAAAATATCCATTGAAATACCTGAATATTTTTCAACAGTTTTAGATAATTCCCCCAGAAT -TTTTGTATCGTATTTTAAATCCTGATTATATAAGACTTTTAAAATCATAATTACTTCTTCTAAGGAGGCA -TTACCTGCCCTTTCACCCATTCCATTGACTGTTGGGGAACAATATCCTCCTCCTGCTAACAATCCGGCAA -TTGTATTTGCTGTTGCAAGCCCCATATCATTATGACAATGTACCCCTATTGGTAATTTTAAATTTCTTAC -TAACTTCTTTATAAAATTATAGGTTCTTTCAGGCGTCAAGTAGCCGATAGTATCTGTAGTTCCCAGAATA -TCTGCACCTTCTTGCTCTGCCTGTGACAATATTTCAAGAAGTACATTAAAGTCTGTTCTTGTTGAGTCCT -CTACTCCGAACTCAACAAACAGGCCTTTATCCTTTGCATATTTAATTGCATCCATCGCTTTTTGAACTAT -ATTTTTTCTAACTGCAGGAATATCCTCACCAAATTTTGCTTTTAAGTGTATATCCGAACCTGGTATAAAT -AAAATAACCCCTTCAACACCACAAGAACTAGCGAAGTCAATGTCTTCACGAATAACACGACACATACTCA -TTATTCGCATTTTTAAGCCTAAATCACAAATCTTTCTTATCGAAAGTCTTTCTTCCTCTGAAGTTGCTGC -AAAGCCAGCATCAATTGATTCAATCCCGGCCTTATCCAACATTTGTGCAATTTCTACCTTTTGTTCGGGA -GTATATCTAATGCCAGAAACCTGCTCGCCATCTCTGAGCGTTGTATCACAGAAGAAAAATTTAAAATTCT -TTATTTCTTCTTTTTCATCGAGACTATAGAAATCCATTTGACGACCCTTTCAATTTATGCATTTTATATT -AAAGAGATTGTTTCTAAATGTACCTGTTTTGCTGCAACACTACTTAACCCTGCGGTTTTTGCTCCATCAT -TTGAAGCATCATTATTATATTACTGCGCTGAACCTCGTTTGCAGATTCACAAATTGATAATGCTTTCGAG -TCTCTAAGAAGCTTTTCTGCAGGGTATTCTCTTGAATAACCATAACATCCTAAAATTTGTATTGTCTCAT -TTGATGCCATGATTGCAGCCTCTGATCCCGCTACTTTGCTCATTGAGCCTATTACCATACCAGGTATCAT -GTTATCCAAATGCCATGCCGCTTTTTGATATAGCAGCCTTGATGACTCTATAGCTATTAGTATATTTGCT -AATTTGTGGCTTATTGCTTGCTGGTTAATAATAGGTGCTCCACCCTGAACTCTTTCTTTTGCATATTTAT -AAGAAATATTAAAAGCGGCCTGTGCAATACCTGTACCTATGGCTCCTACAGTGGAAAAACGATTTTCAAT -CATTGCTAAGCAAACTGGCAGCCCCATACCCTCTTTTCCAAGTAAATTACTTGCTGGGATTATACAGTTT -TCGAAAATTAATTCTCCTTGCTGTGATAATCTATTTCCCATTTTGTCTTCGATTTTCCCTACTTTAAGAC -CGGGTGCGTCCGCTGGTACTAGAAATACACTAAGTCCGCCCTGAGGTGCACCTTTTGATTTGTCAGTTCT -AGCCCAAACAAGGTATAACCCTGCAATTCCTGCGTTAGTAATAAAGCTTTTAGTACCATTTATTATGTAC -TGACCATCAGTTAACTCTGCTGTCGTTAACATACCCGCATTTGGATTAGGTGACATATTGTCAGATCCAG -TTTGAGGTTCTGATAATGCGAATCCCATTAAAAATCTTTTGGTTTGGTCATTTGCAATCTTAGTTAACCA -TTGATTCTTCTGCTCATCTGTGCCAAATTTTGTTATTAACTGTGCTCCAGTTATAGTTGATAATAATGTA -TAAGCAAATCCGGCATCTCCGCGAGCAAGTTCTTCAATTATAGTCAATATTTCAAGACTTGATAGCCCGC -TCCCGCCAAACTCTTTAGGAACAGCCGCACTGCCCAAACCCAGTCCCATTGCCTTTTCTATTATTGACCA -TGGTATGCAATCTTTTGGGTTCTCTTTTTTATCATACTCAGCCGCAAAAGGTGCAAGATCCTTGTCAACA -AACTTACTTACCATTGCTTTTAATTGTAGCAGTTCTTTTGAAAAACTAAATTCCATTGTTTTTTCCTCCC -GATATTGAATTTTTATTATTGTGGTTTATAATTAGATTTTTACCAACTTTTCAAAATTCTCTTTAAAGAA -ATCAATAGCTCTCACTCGTGAAAACTTTCCGTTCTCTGTATAGAAAACCTTCTTTTCCTCGATTTTTAAA -TCATATTTGTAAATATTAACGATATTTGTATTTGATTTAATTTCTTGAACACTGTTTATATTCTGTTTTA -TAGCCTCGGAGTTTAAATTTGAAAAGCCATCTATTAATAAAACGATATTTAAAGCAAAGTTATTACTCTC -TTGTCTTGTTTTAAAGATTACCATGTCAGCTATTTGTAAGCTTGACTTTATCTTATTTTCAATCATAATA -GGGTTTATCTTGATCCCGTTATTAAGTATAATTGTCTCATTTTTTCTTCCGTTAATACTTAAAAATCCAT -CATTATCTATACTCCCAACATCCCCTGTTGGTCTAACCATACCCAAGAAATCTTTTGTATTGTCTTCCCT -ATAATAACAGCTGACAATTGGAAAAACGCTTTCGGTAACTATTTCATTGTCATCAGATAGGTAAAGCTTG -ATAATTGGTCTTCCTACAGTTCCAATTTTATTTAGTTTTTTATTGTTACAGGCTATCATCCCAATCTCGG -TCTGACCATAAATCTGATAAATTTCTAACTTGATATCACTAAAATGCTCTAAAACTTTAAGATCAATTGG -TGCCATACCAGTAAGCAGATAATGCATTTTCTTTCCCAATGCTTCATATATTGGCTTATGAGTAATATGC -TTGCAAATAAATTTATTATTTATATTCTTAAATATTTTTTTAAAGAATCCATTATTATTGTCTGAACAGA -ACAGATTATAATAGAAATTTGGCGGAGCTAATAAAATTGTTGGGTTAAATTCTTTCAGTGCATGAAAAAG -GGATTTATCATCGCCTAAAGCTATGTTAACAGAAGTAATCAAGCATCCCCAAAAGAAAAAGCGTTGCTGA -TAATTTGCCAGCGGCAGATAAATCATAAACTTATCCGATGAACAAAAACCCATATAATTAAAAAAATGTT -TTGAACTTCCAATAGATCCCTGTTCAGTAATACCTAACGCTTTGGGAAATCCTGACGTTCCAGATGAAAA -TACCACTGAAAAATCTTTATTATTATAAAGAGTCTGAGTAACTATTGAATTATTCCCTATTTGAAATAAG -GAACTAATGTCAATAACGTTAACATCAACCAGTGAATCTATAAGCTCTCTTTTACTGATTATGTACTCTG -CTTTAAACTGTCTAACTCTATCTTTAACTTTATCTAATGGCTCGGTATTATTAGAAACTATAGATAATGC -ACCTGTAAGAATAATAGCAAAATCACAAATTAAAAACTCATAAGAATTATCAATATCAATATAAATAACT -GAATTTTCTGTTATACCGGCTTGTTTTAAATTATTATAACAAGCTTGTATATCATCATGAATTTCAGAAA -AAGTTTTTCTAAAATACTTATACTTTTTACCGCTCCAACTCAAATAATTAATGTAATTATCATTATTATC -TTTTATGTAATTGAATAATTGATAGAAACTCTTAATGTCATTTTTTAACACATCTTTTCTCCTTCTATAG -TTTCTAAAGCATTTAACGATATACTTTTATTTTGAATTAACATAGTTTTTGATACCATTGATCAGGTCCT -CTACTGTCTCGTATTTTCCTTTAGCTAGGAAATCCGGCTCAAAAGTACATTTAAGCTTTTTTTCTAGCTT -TATAAGGAATTGAAGCCATCCCATTGAATCAATATATATATCTTTCAGAATAATAGTATCTTTATTTATG -TTTTTATCTGAAGCAATTTCTTTTAAAGTATTAATAATAACTTTTTCATAATTAATTTTAAAAATCATAG -GTCCTCCTATAATGAAGGTTTATTTCAAGTAGCATTTTTTAATAACACTAGATGATAATTTACATCAAAA -GATTTTTCTACATCTGGAGTATATAAAACAATATTCTGATTCTTAGCCTTCTTTTTACTATTGATATAAT -CTTTAAGGTTTCTAACAATATCAATATCGCAAATATGACCACCATTGGGAACGTTATCAAGGTAGAATAC -TTTTGGGTCCATTTTTAAATAATGACTATATACATCAAAATAAACATCATGTCGAACATTAGGCGGAATC -ACCTTTCCTATATCATCCTTTTCTAACTTAAACTTACTTAAAGTTTCGTTAAAAAAGGAAACTCCTCGGT -TTATCATATCACTACGAAAATCTTGACTCTGGGCTTTATTTTCTATTTTATTGTAACTTGGATTACCTAA -ATTACATGAATTCCAGTCAGCGATTCTCAAGAAACCCGTATCACTTCCAACTAATAAAAGACCTATACCA -TCACCCCGTACTGTAAAATCGATAAATCTGTCTTCAGCAGACTCCCATTTACAAGCAGACAAGATAAGCA -TATTCTTCTTTTCCCTATTTAACAGACTTCTTGAAAGTCCCATTGCAAATAATGCTGCTGCACATGGTTG -TAACAGTGGGACAATTGTAGACTTGTTGAAATTAAATGCTTTTTGAATATAGTGAATAATTGAAGTATTA -TTATGTTTCAATAAAACTTCGTTTCCGCAAACTAAATAATCTATTTCCTGAGGATTAATTTTGGTTTCCT -TTAATAACTTTTCTATCATACTAAAAACTATCGAAGCTAAATCATCCTCTTTTTTAAATATTGAAATTTT -GTTCAATTTCGTTTCTTTTTTCAACTTTGAACAAAATGTATCCTTGGATATGTTTTTTCTTTCAAAGATT -TCATTATCTAGGCTTGAGAATACATCATCGACAGTAATAAAATTCTCAGGTAAATAATAATCAATATACT -TTATATATGTATCAATTTCCATGTTTGTACACGCTCCATTAACTTACTATAAATATAAGATATTCTGCCT -TCTTAGAAATGCTCAGCTCTTTAGTGCAAACCGAATTTTCTTGTTGGCTAGGGGGAATTACTTCCCCCTC -CACGAAACACTTTGTGGTTCTGAGCCCCCTCTAATATGTACAAAACTCAAGCTCAGGATTACCAATGCTT -TTGTAATTATTCTTAAAAAACAGATGTTAATGATTTATTATATAACCCATCATATAAAATGTTATCAATT -TCTTCGACAGGCGGAAGAACACCTACTCTTGTGAAAGTATCCAGCAAACTTTGATATTCAGAAAAGAAAC -CACTATTAACATGATCTAAGTTTACATCCTCTGTTGTTGTACCAGCTAAATACCTATCAAAATGCCTTTT -ATCAGATTCAAATCTCTCCCCAAACAACTTATGACATGGATCAGGAATTCTTGGCAGACCCAAACTATTA -GCTAACTCCCTAGTCTCGTTGTCAGTAAGATTTATAATAGGAGTTATTTTATTAATTTCTGTGTTTGGAA -TACCAATTTTTAATTTAGGATAAGGACTAAACCAGGATAATTGCATTCTATTAAAATAATACTTTTGGGG -ATTATGCTCTTTATCATGCTCCCAAGTCTTTCCGCCGGACCTGATAATTAAAGATTCTAATACATAAAGC -AGATCAAACTTTGTTAATCCTGCAGCCAAAGTAATGTTCTTACCTTTCTTGTGCTCATCCTCCAGATACT -TGCACAAAGCTCTGTATAGGCCAAAAAAGCACCAGACACATGGCTTTGATGCATTCATAATCATATCCTC -AGTAATTCCGGGAACAGTATTTACGTAAGTACATGGTATACCCTTCTTCTCCCAATACTTCTTTGTCTCA -TCAACAGCTTTCTTTTGCTCGACTATATAGTCTTTTTTGCTTTCATCAGATGCAAAGTATTCATCCGGCT -TATATTTCCAGCTAGGTGAAGCAACAGTTACTATCTCTAATTCTAAATCAGGTCTTTCCTGCTGTTTATA -TTCAAGTAAAAGAGCTGCAAGTACTTGTGCATCCTTTCCACCTGACATTGCTATTGCAACTTTATCAATT -CCCTTTGGAATTAAATCGTAATCATTAACTGTCTTTAAAAATTTTTCATACTTCTGCTGAAACATGATCG -TTCCTCCTAATTTTAATATAATTTATGCTTTTAACTAACTCTAATGCGATTCTATTTATCTTCTAATACA -AAACCACTTGATAATTCAACACAATGATTGTCATTGCATAAACTCAGTAATAATTGTCTCTCAAATTCAC -TCATCGAAAATTTTGTTTTAGAGTACCTTAATAAGCAAACTATATCCTGTGAAGTATGGATTAAGGTATT -TATTCTTTTAATAAACTCTTGGTGGTTAATTCAGATTCTTAAAGCACATAGCCTGGAAATAAGGACCTAC -AAAATACACAATCCTCTAACGCACAAACCTGTCCGCTGTTGACACAGCTTTGCCCCTTCGCTTACCCTTT -TTGATAAGTTAGCATGACTTTCACTGTATGTTCCTTATCAGTGGTTAACGTGCCCCTCCAGCGATTAACA -ACCAATACGTGCTTACTAACCATTTATAATTAATTATATGTTATCAGAAAATATTGTATATTGCAACTGT -TTCATGTGCACATTAACTGAGATAAATAAAAGATTAATCATTTAGACCATCTCGCCTGCTTTGATTCCCA -CTTTTTTGCAAAATGTGAAAGAATAAAGCACAATATAAAATACAGCATTGCTACCAGAATATATGAAAAA -ATAAGTTTATCCGGCTCCCGCTGACTAAGCATTATTCCTATCTGAGTCAGGTCTATAATTCCTATAATAT -ATATAACAGAAGTATCTTTGAAAAGAGATATTAAAAAGCCGACAAAGGATGGTAGCATCATTCTCAGTAC -TTGAGGCAGGATAATATATGTCATACATTGATAATGTGATAAACCTGTGCAGGAAGCAACTTGCCATTGT -CCTTTATCAATACTCGTAAGGCCCCCCCTAAAAATTTCAGCCTGATTTACAGCAGAATAAAAAGTAAGCG -AAAGATAAGCACTCAAAAGGATTGGTAACGGTCTGCCTGCAAGAAGAGGGATAAAGAAATAAAACCAGAA -TACTATCAGTAACAATGGCAGTGCACGGGTGATTTCAATCACACAGGTGACAATCCGTCTGATTACAATA -TTTTTGGAGATCCGGCCTAAGGCTAAAAATAGACCCAAAATAAACCCTGATGCCATAGTGATGACAGCAA -GAAAAACATTTATGGCAAGACCGCCTAAAGGACCTTGTGGAAAAGGACCTATCAAAAACATCTTTATAAG -ATTAGGAATATCAGCCAACATCTTTTACCTTCTTTATTTTTTTAAAATTTTTATCTGTTAAAAATCTTTT -TTCTACTGACAACCCCAAACGGCTAAAGACATAATTGATACATAAAAAGAAGAGCGTTGCTATTATTGTC -GCCTCTATTCCGCGGAATGTAATAGATTCAATCTGCTGGGTAGCCCATACAATTTCGTGTACCGATAAAG -CCAAAGCCAGGGAACTGTTTTTCATATTATGAATAAGCCGGGAAACAAGAGGTGGAAAACAAATGCGTAT -AGCCTGCGGCCAAATTATATATATCCAAATCTCCCATTGTGAGTGACCCAGAGTGCGTGCAGCAGAGACC -TGCTCCTTGGATACACCCGATATCCCTCCCCTTATGATTTCACTAATATAACCACTGCTGCTGATAGATA -AACCAGCAATGGCAGCCCAGAAATTTAAAGCTTGATTGTTGTTAAGCATTGTTTTAATGGGTTCGGAAAA -AAGTTCCGGAAACACATAATAAAAGAACAACAACCAAATAAGAGTCGGAATGTTCCTACATAACTCAATA -TAAAGGAAAGAAATAAAGCGAATCACCCGGTATTTTGATAACTGTCCAAAGGTAAGCAAGACTCCGAGTA -CAACGGCAAACAGAGAGGATAGAAGCATCAGACTTAAAGAAATCTGAATTCCCTGCAATATCCACTCAAG -ATATTGTCCGCTTAAAATTTTCTGCCAATCAAATTCGTAATTGATAATTGACCCCATAATTAATTCGACC -ATCTTTCAAAGGGTTTCAAAAATTTCTTGTCCTGGGATTTAAACCATTTGTAAAAAATTTCCTCATATTC -GCCAGAATCGTAGATTTCAAGCAGAATATTATTTATTTCATTTAACCACTCGGAATCATTTTCAGAAACA -CCAACGCAAAAATACGAGTAACAACATACTTCCGGATGATACTGAAAATTGCCCCTCTCTGCTTCGCCAT -TTATAAAATGATTTATAATTATCTCATCACTTGCATATCCGGCTACTAGTTTGTGCTTCATCGCATTATA -CGCCTGTTCATCTGAACAATAAGCAATAAAATTCGGTTTGACCCAATTATGTTCTTCAAAGAAATTTTCT -ATTTCCATTGCTGTACTTGTGTCGATGGTGTAAGCTATGTCTTTGCCTGCCAATTCGCTTATTGGGCCTA -TATTCTCTTTATACATAAGGATTTTTTTACAGTCCTGAAGATAAGAGACACTGAAGTCAATCAGATTATC -ACGAGCTTTGGTGTGATTCAGCTTAGCTATACAGGCATCGATTTTATTAGTAAGGATGTACTCAATACGT -TCCTTGTTTTTTAACGGCTGGAGATTCAGTGACACATTTAAGCGTTTCGCGATACTTTTAGCCAGGTCGA -CATCGAAGCCTACGAGTTTATTCCCATCCTCGCTAAAACACATAGGTGGAGAGTTATCTACTACACCTAT -ATTGATAGTATTAGCCCTTTTAACAGAGTTCAAGCTCGATTTTTGGCTGAAAATTTTCTTCATAAACATT -TTAGTGCGCTCTTTTTTAGGACGGATGATAATATCATGAGGTTTATCGATTTCGATAATCTCACCCTTAT -CGAGGAAAGCGACGCGGCTGGCTACTCGGCGTGCAAATCCCAATTCATGTGTAACAATAACCATAGTCAT -CCCATCCATAGAGAGCCCAATGATAGTATCAAGTACTTCATTAATTAATTCCAGATCCAACGCGGAGGTA -GGTTCATCAAATAGCATTACTTTGGGCTGCATAGCCAAGCTGCGGGCAATAGCTACACGCTGCTGTTCGC -CTCCTGACAGCTGGGACGGATATGAATGACTTTTATGATCCAGACCAACTTTATGAAGAATTGGAATAGC -TATCTCCAAGGCTTCTTCTTTGGTCTTTTTTTTCACCATCCTTAAGGCAAGTGTCACATTTTCAAGAGTA -GTCATATGCGGGTAAAGATTGAATTGCTGAAAGACCATACCGACCTCTGCCCGCTTCTTTCTGCTGAGTG -CTTTACAATTTCTGCAGTTATAAATTTCATTATTAATGAACACCTCACCAGACTGGATGTTCTCCAGTCC -ATTGATTGTTCTTAACAAGGTACTTTTGCCTGAACCACTTGGACCTAGAATAACCAATACTTCCCCGTTA -TATATTTCCAAATTAATATCCTTCAAGACCTGGAGATCGTTATACCATTTGCTTACATTATTAATTTTTA -TAATTGGGTTATTTTTATCCATCATTCTTCCTCTCTTTTGCCACTTTCTCAATTTTAACCATTATGTCTC -CAAAGGCAGGCATACCGGTGAATTGGTTTATGGCATTTGAGTCATATAACTTGTTTATGTTTGGTGTAAA -TGAAACTGCTCCAGAAAAAATACCCATACCTGTTGCTTTCCTCCCGCCTGAACCAAAGGTTGTTTTTATG -ACTCGTGATTTTATACCCGAAGAAAGAAATGCTTTTCCCGTAAGGTATTTGCCATTTGAATTTTTGAGCC -GAATCATATCACCTGTATAAATTCCCAGATTTTTTCCGTCGTTTTCATTGATTAAAAAAACCGGGATGGC -CATTGTATTAGATTCGAATTCATCCTTTTTTGTGTTTTGTGTATGAGAAGGAATAGTAAATGTATCATTC -ATCTTTTTATTTGCTTCTGTTTCAAGATCTGAGAGTGAGACGCAAACCTGCGACATAGTGCCCGTCTGAT -GTGTTCTTCCAGTTATAAGATGAAACGGATATTCTTGTTGCAGGCTCTCAGTAAATTGACTGTTGTTTTC -CTTCCATAAAAAGGAAGCGGGATAGAAACAATCCATTTTTTCCTTTAGTCCGGTCATATAATGAAAACTG -AATTCGAATTTACCTGAATTGGTCATGGGCAAATATCCCGAGGGTTTTGCCTCTTTGTTGCGGCGATATC -TGTAATAACTGGCAGGCCAGGCTGCCAACCCACCGTTTTTCCTTAGCCAATCCACTGTTAGTACTTCACC -CTGTTGTATAAGTTTTCCGTTAAAATACACATTTGGGTTGCCTGGTGTTCCTTCTATCAAAGCACCTTCC -GGATATTGCGGGTAAGGGAGAGGTTGTCCTATATTCCTTAACCCGGGACATCCTTGAAGCTGTATGTTTA -GCAAATCTTCTTCCGAACGGTAACAGGTAAAACTGCTTTCATTTATATCTTTATCTCCAGCCGCAACCAA -CGCTCCGGCCAGTTTCTGCATAATCCAAAACGGTGTCTTAGACTCATGCTGCGGAACAATTACACGCTCT -CGTAATGCGATTTCCGGATTGATTGTGTATTGATCACTCAGTCCCATCTTTTCAAGATAACTGCACTCAG -GTAAAATAAAGTCAGCATATTTACCTGTCTCGTTGATATGGGTATCGATATGAACAATCATATCCAAAAG -GTACTCCCCACCCTGAACAGCCGTCAAAGCCTTTATCCACTCGTCTGTATTTCCCCCGGTATACACAGGA -TTGCCTGTCCGGTTAATAAACGCTTTTATTGGGTAAGTATGTCCTTTAAACGGTCCTCTTTTCAGCGTGA -CACCTTCAATAATATTGCGTGGAATAGTACTTAATACTCCTTTCCATGCAAAGGGATAATCACCATATAA -ATCCTTATGAAGCTGCTGATAAGTGCCCTGTCGAACCTCACCTGCTACAGCTCGAGTTATTTTGCGATTA -CCATTTATTTTTCGGCTTATTAGGTTGAGCACAGGCTTAATCGACCCGGTAAAAACCATCCCACCGGGTA -CATCTATGTTCCCGGTAATGGCACATAACACATTTGCTAAAGTTGAGGTGAGGTCGCCAGTCAGATGATG -AGCACCTCCGTGCATACCGATTTCTATAGCCGCTGGTTTAGTAATTCCCATTAAATGTGCAAGGCGTTTG -ATTTCATCCTGAGCTATCCCTGTTTTATCCGCCCCCCACTCCGGCGAGAAAAACAATAAGCCGTTTGTTT -CATCCTTTTGTTCGGCCTGAGCGAGAAAGTCCCGCTTAAAATCTTCCCAACCTTCGGTGTAGTTTTCAAT -GAAATGATGGTCGATAAAGGATGTATGTTTGTTCCCCGGCTCATCATGGGTAAGGATATAACAAAGCAGG -CAAGCTAATAATTCCGCATCTGTACCCGGCACGATTGGTAGCCAAAGATTGGCTTTTGCTGCCGAGTTAG -TAAAAGCCGGATCGATAACCACATAGTACATTTGATTGGTCAACTGTGCTGCAGGAATACCGCGGGACAT -GTAATTGAAACGTGTTGCCACAAGTGGATTGGCTCCTACATTAATCAAAAGCTTTATATCATGCTCTGAT -CTATAATATAAGGTATTATCGTGGTTATTGATCAGAAGCGGACGCTGAATGTCAGGCAAAGGCCTTTCAT -CTCCCATTAGTAACTTTGAACCCCATCGACGGTTCGTGTCGCAAATGGCACTATGCGTATATGTATGCGG -AGTACCGAAGGCATGAAACAACATCATGTAAGGTTCGACATCCGTTAGATCCCCACAATCTAGAATAACA -GATTCTTCACCATATTTCTTTTTTATAGCGAGAAGCTTTTCTGCAATCTGCTTTAATGCCGATTCCCATG -ATATTTCCTGCCATTTTTCGTTTCCCCGTTCACCCGTTCTTACAAGTGGTGTTTTTATGCGTAATGGAGA -ATAAACGAGTTCGAGTCCGGCTGCTCCCTTTGCACAGATTGTCCCCTGATTATTGAGCGATTGAGGATTG -CCGTAAATTTTCCGAGCCACCCCATCTTCGACAAACACGCTTATATTGCATTCTGCGGGACACATAAGAT -CTACTGTATTAATGCATTTTATATTGGAATTCTGCTTGTCTTGCTTTAAATGTAAGTCGATTGAATCTGC -AAATTGCAAATTGTATAAGGAAAAATCGGCCTTGGTTAACGATTCATATCGGTTATTGCCTCTTTGTAGA -AAAAAAACTTTTGGTAAATTCGGAGCGAGTGTTTTCTGTACGTACAAATAGTTTTTATTAGCTTCCAGGA -TATGCATTAATTTACTTTCTCTATGATTTAGTTCTCCAAAGTATAATGCCTTCGCCATGCAGCTAAGAAC -GCATGCAGGTTGTAACCCCTGCTGCAATCTTTCGAAGCAAAAGTCACATTTACTTAATAAACCGACTTCC -TTCTGATATCTGATAGCTCCTGTTACACATGCTTCCATGCAAGAAAGACAATGATTGCAGTCTTCCGCAT -CATATGTGATAATCCCCTCATCCGTGTAATAAAGTGCATTGCTGCTGCAATACTCCGTACAGGTTGGTTT -TTCACAATGATTGCATAAGCCTGGAAGAAAGAGTCGCATTAAAGCCGGGTAAGTGCCGGCATCCTGTATA -TGTACTTTCAGTCGGTCTGCCCCACGCGGAATAGCGTGTTCCTTTCGGCAGCTCACCTGACATGAATAAC -AGCCTATACATTTATCTAGGTCTATAATCATTCCGTATTTAACAACAGAGTTTTTCATCCCACTAATACC -TCAAACCTGTTCATACTATATATTTTTTTACTATTGTGAAAACGATTTTATCTGAAACATGTAAGGCTCA -CCCGCTTTAAAGGCTACGAATGTGTTATCCTTCAATTTCACTAATCAAGGATGTTGGTATATTGGATAAA -TTTGTTTAATCAGGCCAGACATAAAGCTGGTCTTCACCAAATGATTCTTTGGGTAAAACAGGTTTAGCAG -AAGGTTGCAAAGGGAACTTTCCATTCGTTCCAAACCATTTATCGTAAATCTTGTCATAAGTACCATCACG -CATCAAATCCTGCAGGATAAAACTGATTTTATCTTTCCATTTACTATCATTTGGTGGTACACCAATCCCG -TACAATCCAGGACTATATATGCCCCCGATTGGCTCGTATTCAACTCCTTCTTTTCCGGCTACACCTGCAA -TAATTACACTGTCCTGAGTAAAAGCATCTACCTTACCCTGTTTTAATGCAAGAAAGCATTCGGCATTAGA -CTGGAAGGTCTGAATATCTGGTTTTGCACCATTCACCTTTTCGATTTCCTGTTGTATAGCGATATAGGCA -TTTGAACCTTGATCGACAGCAATCTTTTTACCAGCTAAATCAGTGAGATTTTTGAATTTTCCCTTTTTGG -CATATGCAATCTTGCCTGTCCATAAATAGGGTGGTTCAACATAATCAATCTGTTCATCACGACTTCTGGT -GTGACTCAGATTAGAAACAACCATATCAACAGTTCCGTTAGCTAGGAAAGAAATCCTTGTCTTGTTGTTA -ACGACAACTCTTTCAAGTTTTACGCCCAGGCGTTCTGCAATAGCATCCGAGAGTTCAATGTCGAATCCGG -TCCAGTTCCCATTCTCATCTATGTAATTCATCGGCGGAACGTTGTTGCCGGAACCAATATTGACAACTCC -CCTTTCAAGTACCTTATCAAGGATGCTTTCCTGTTTTTCGGTTCCGCAAGCAGTTAATAGAACACTTATG -ATCACCAGAAAAATAAAACATACTATACTCTTTTTCATTTTAATTCTTACTCTCCTTTTAATTCTATTAG -ATTTTGTATCGTTATACTAAGTGTATTTCCATCTCCAAATAAATTGAAAATACACTTATAAAACACACTT -AGAAAACACACTTAGAAAACACACTTAGAAAACACACTTAGAAAACACACTTAGAAAACCTTGCATATAA -GTATGCAAGGTCTACAAAAGTTTTTTCTTTTAAAATAGAACCTGTGAAAACATAACCGGGAAACGTAGGT -GTTAGCTCTTTGCGAATAGATTGGGAATTCTTAGTCACTACTTCAACTTGGGGAACAAATTCTACTGACT -CTTCCTTATCGTATAACTTATTCAAAAACTCACAAGCTTTATATTCTTCTCCAATTTGTACACGAAATAC -AAACCAATTGTTCATCTCAAAAATTCTCCTTCTTAAGATACAGCTTCGCCGGTTCGTTTATCGCACACAA -TAAACTACAAGGTCTTTACTGTATTATCCTTACCGACAGCTAACGAGCATTGCTACGATTATTGTACAAT -AAGTGCTTTAAGAAGCTTGATACATAACAACAATTAAACTACATATAGGTTTGGTAATTATTTCTTTTTA -TAGAGTAGCAGAAAATATTGCAAAATGCAACAGTTGTTTACATATTTTTCTCTTTTTTTTAAAACTGTAA -TCTAGTTTGCGTTGGATTAGTTTTTTTGTTCACAAAACTAAATTATCACGACGCTTGGGGGGTCAGCAGG -GCACGAACTTTACAATTTTAGACCAAAAAAGAGGCTGTCGCAGAACAAATTTGTTTTGCGACAGCCTCTT -TTTTTCTTTATTCTTTATTCTTTATTCCTTACTCCTACATTCCTTTTCTTTATCCTGATAGAAGGTTAGC -CTATACTGTTTGTAGGCTTTTTGATATTCATCAGCTGCTTTGGAATACTCCTCATTTTTATATAGTCTGT -AAGCTTTCAGGGAAGGTTCTATAATTTCGATTTCTGCTTTGCTTCTTAGCTTTTCAAGCCAAGTATTTAG -TTTGTCCGATATGGAAAATTCCCTTACAAGCAGCATTTTCTTATATTCATCTTTAGGGTGGATTGATTTC -GGCATGTCTTTGTACTTTTTGGTATATTCATCGTATTTGTTGTTAAAGTCGTTTTCATCAAGACTTATTC -CATACTCTTTTGCAATACTCGGAACACTCTTTAGCTTTAACAGATATAATTCAACATCTTTTTTGTACTC -GGCTTCAGATTTATAATCAAGGCCTTCACTGATACTGGAACCCTCGCCACCAGAGCCTTCCAAGCTTGGC -TTTACATATTTATTGTAATAATCATCTATTTCTTTTTGAGTCACTTTGTAACCTGATTCATTGTAGAAAT -AGTTATCTGCCAGTACTTTTTTGATTACTTCCTCGAGAATCAAATCATTGATTTCTTCATCAGTTTTTTG -CATTAAAGCAGAGTTTCCTTTGTTTCTATCAAAGAAAATATTTTTTTCATCAAGAAAAATGCTGGTTTCA -ACCATTTTACCGTTTATTTTCAGTGCTTGCTCGCCGAATACATAGTCTGAAGCTTTTCCGGTCTTTTTAG -ATATAATAAATGCTGTAGCTAAAGTGGCGAGAACAGTCAATAAAATTAAACTTATAATAATTATTCGATT -TCGTTTTACAGATAACTTATCTACACTTTGCATAGTATTTCATCTCCCCTTACACAAATATATAGATAAT -ATTACAATAAATATTAAAAATTTACAATATTATAAAAAATTAAACCAATCATCTTTATCGGATGATTGGC -TTAATTTTAATGGTATTACATTTAAGAGGGATTAATTACAATAGTTCAATAATAGCATCTGCCATTGATT -TCAGGATAAGGTTACAGGAAGTTGCACCTGCATCGAGAACTCCTCTTGACCTTTCGCCAAGTCTAGCCGC -TCTGCCTATTTTCGCCACCATATCCCGTGTTGATTCCTTACCCTTTTCAGCTTCGGACTTCATGTCCTCC -AGTGCAGCTTTAAAATCCTTTCCTTCTGCCAAAGCCGCTTTGTATCCTTCAATTGCAGGAACCAGAGTAT -CCATTAGAGTTTTGTCACCAACTTTTGCTTTATCAAAAGCCTGCATGCCTTTTAGTGCAGCTTCCAATGT -TGCTCCGAAAGCTTCCTTGTCTATATCTTCAACATCTTTGCAGGCTTTGGAAAACTCTATAAAGAAGGTT -CCGTAAAGAGGGCCCATAGAACCTCCAATTTCCAGTATCAATGTTTTGCCCAGTATATTAAACCCTTCCG -ATAAACTGATTTCCTTACCTTCAAGCTTATTTTTTGTCATGGTGAAGCCCTTATTCATATTAACTCCATG -GTCTCCGTCACCTATTAATCCGTCTACTTCACTTAAGTAAGTCCAATTATCAATTATTGTGTTTATCACA -TTATATACTACTGAGGATGCAAGTGTATTTTTAAAGCTGCTCATAGTTATTACCCCTTTCAGATTTTATA -ATAGCAACTATTTAAACTGTTTCATTCCAACTGTATTAACTTCTTCGTCTACCAGTTCCTTTAATTCTTC -ATCAACTTTCATCAATGTTAGGGTAGCACCCATCATTTCAAGAGAAGTAAAGTAGTTGCCCACATAGGAT -CTGTATACTTTGATACCCTTTTGTGCAAGTATTTCTTCAACTTTGTTGTAAAGGATATATAATTCCATTA -TAGGAGTAGCACCAAGACCTGAAACAAGAGCAACAACCTCATCACCTGCAACAAAAGGATAATCCGGCAG -AATAATATCAAGCATTTCCTGAGCCATCTCATCAGCAGTCTTAAGTTCCGAAACCGAAATTCCAGGTTCA -CCGTGATGACCAATGCCAACCTCCATTGTTCCCGGCTCTATCTTAAAGTTTGAGTGTCCTACAGCAGGTA -TTGTACATGATGTAAGACCAATACCCACACTTCTTGTATTATCTATGGCTTTTTGTGCTGCAGCTATTAC -TTCATCAAGAGTTCCTCCCTTGGCTGCTTTAGCTCCTCCAACCTTCCACATTAATATTTCCCCTGCAACA -CCACGTCTTTTTTCCTTTTCAGATTTAGGTGCGGAGGCAACATCGTCATTAGCTACAACTGTTTTAACTG -TTATGCCTTCTTCTTCCGCAAAGGTTGTTGCCATTTTGACATTCATATTGTCTCCGGCGTAGTTTCCGTA -GAGACATGCCACACCATTTCCCGAATCTGCTTCTCTCATAGCATCCAGGAATGCCTTTGCTGTGGGTGAT -GCAAATATTTCACCTACAGCAACAGCGTCCACCATATTTTTTCCGCAATAACCGATAAACGCTGGTTTGT -GCCCTGAGCCTCCCCCTGTAACAATACCCACTTTACCGGGAACAGGAGCGTTTTTATATTTAATAGTTCT -TGGATTGTCTGTTTTAACAACTATATCAGAGTGAGTCTTTAGAAAACCTTCTAACATATCTTCTACACAA -TTGAATGGATCATTAATAATTCTTTGCATATTAAAATCCCCCTTTTTTCATTTTTATGATTATCTACAAC -TTTTTAAAAATTCATTTTCGTACTCCATGATTTTATTGACTTTCGCCTCTGAACCACCGCCACCAAATTC -ACACTCCAGCCATAAATCCACCAGAAGCTTTGCCAGCTCTATTCCGATTACACGTGCCCCAAGGGCCATA -ATCTGTGCATTGTTGCTTTTTCTGGAACGTTCAGTTGAGAAAGAGTCATGACAAACGGCCGCTCTTATAC -CCGGAACTTTATTGGCAGCAATGGCCATTCCTATACCTGTTCCGCAAATCAATATCCCTCTTTCATGTTT -TCCTTCAGATATTGACTTTGCAACGGCAACAGCAATATCAGGATATAGCACAGGGTCTGTATTATATACT -CCAAAATCTTCAACATCCAACCCTTTTTCTAATAAAAGATTCTTTATTACTTCCTTGAATTGAAATCCTG -CTTCATCACAACCTATAGCTATAGACATTCTATTCACCCCTATTATGCTAGTTTAATTTTTCTATTTTAT -AGTATAGCCTCCATCAATAAGCAGATTGTGTCCTGTAATCATACCTGCTGCACCACTGCATAGAAATGCT -ATGGCACCGGCAATCTCATCGGGTTCTGCAAAACGTTCAGAAGGCATTTCTTTCTTAAAGGCATCTCCAA -CGGGGCCTTCCCAAGCCTTTTTGCCCAAATCGGTAAGAACTACTGTAGGTGAAACTGCATTTACCCTGAT -ACCGTACTTGCCCCATTCATATGCCATTACCTTTGTCATTGCAATAATTCCACCCTTGCTGGCACAATAG -GCAACGTGCTTGTCAAGTGCAATAACACCTGCCTGTGATGCCATATTAACGATAGAACCTTTTTTACCTG -CATCGATCATATATTTTCCAACCGCCTGAGCCATCTTGAAGGAGGCTGTCAGGTTTATGCTTATTGTCTT -ATCCCACATATCATCATTTAAAGTTTCAGCACTATCCAATGCTACTATGCCTGCACAGTTTACAAGAATA -TCAACACTGCCGAATCTTTTTACTGCTGCATTAATAACAGATTGTCTGTACTCCGCCTTTGTTATATCAC -CAGAAACACCTATGCAATTATCACCCAGCTCATGTGCAATTTTATCAGCTTCAGGATTGAGATCTGCTAA -AACACAATTAACACCTTTTCCTTTAAAAAAGTGTGCAGTAGCCAGTCCTATTCCTGCTGCACCTCCTGTG -ATTATTGCTGTTTTGCCTTGCAACGAGAAATTCAAATCTGCTCCGCAGTATTCCAACATAATTAGACCCT -CCATTTAGCTACATTTTGTTTATCTTGTATGTTTCCGATTATAAGGAAAGGGAGCTTTACTCCCCTCCTT -ATAATCCATATCAATAATATTATTGTGCTCTTTGCTTGAATTCTGCTACATTGTCCTTTGTTACGGGTTC -AAAATCAATCCAGTATTCCTTGTCAACATTTTCGCCTTTAGCTTTAGCAACAGCAATTTCTAATGCTTTA -CTTCCTTGTCCTGCACCATCTTGGAATATTGTTGCAATTAATGTTCCTTTTTCTACAGCATCCAAAGCAT -CTGTTATACCATCAACACCGATTGTAGGGATATCCAGTTTCTTAGCTTCAATTGCTTTTCTTGCACCCAG -TGCCATTTCATCATTTTCAGCAACAACTGCATCTATCTTGTCAAAAGCCTGCAACCAGTTTTCCATAACT -GTCATTGCTTCTGAACGTGACCAGTTTGCTGTTTTTTCTGCCAAAACCTTTATATCAGGATATTTCTTAA -GTACATTTTGGATTCCCTCGCTGCGTTCTAGCTGAGCTGATTGTCCGAGAGGACCATCAAGTATAACTAT -GTTGCCCTTTCCACCGATCTTATCAGCAATTGCCTGCATCTCCAATTCACCTGCATATACGTCCTTTGAG -CCAACGTAACTTGTAAGTTTTTCGCTGTCAACACGTGTGTTAACTCCGATTACAGGTATATTTGCTGCTG -CAGCCTTATCAACCGCTACCGCACAGGCCTTTGCATCCTGAGGATTTAGAATAATAGCATCCACACCGTC -AGAAATCATTGTTTCTACCTGGTTTATTTGTGTGTTTGGATCATAGTTACCGTCATAAATCTTGAGTTCC -ACTCCCAATTCTGCTGCTTTCTTCTTAGCAGCATTTGAAAGGCGGACTGTGAATTCATTTTTTAGACTGT -ACAGTGTCATTCCAACAACAATTTTTTTGTCAGCAGGCTTGCTTGTTTCAGTTACTTTAGTTGTGTCAGA -AGACTTGGATTCTTCCGACGAATTTTTGCTGGTGTCTGAAGAACAAGCTGCGAAAGTGATTAGCATTATT -GCAGCTACTAGCATTGCTACGAGTCTTTTCATTCTTTTCATAACTATTTCTCCTTTAAATTTTAATTTAA -TAATAAACCGTTTTTTATAACGGGTATTAATCATTAGAACTGTTTAAGCTATCCATCATAACAGCTGCAA -TAATTATCAAACCTTTGATAATTAACTGCCAGTATGATGATACAGCCATCATATCCAAGCCATTATTTAA -AACTGCTATTATAAGGACGCCGACAAGAGTTCCCCATAATCTTCCTTTACCGCCTGCCAGACTGGTTCCG -CCCATTACAACAGCCGCAATAGCATCTGTCTCATAGTTTTGTCCGGCCATTGCCAATCCGGAAGATACAC -GAGAAGTCAATACTACACCCGCAAGTCCTGCCAAAACCCCTGCTATCATATATGCTGACCACTTGATTTT -CTTAACATTTATACCTGATAGACGTGCAGCTTTTGCATTTCCACCTACACCAAAAATGTATCTTCCATAT -TTTGCCTTGTATATAAGAACACTGCAAATAATAAATACTACTGCAAGGATAATAACTGGGATTGGTATAA -TTCCAACATTTCCTCCACCAATTTTCAGAAATCCTTCACTTAACCCCGGTACCGGCTGTGCATTGCTGGC -CAGATAAGTAATTCCTCTGGCGACGCTCAACATTCCCAACGTAGCAACAAAAGCCGGAACCTTTAGCCAT -GAGATTACTATTCCGTTTAAACTTCCAAGTATAAAACCTACACCCAATCCAACAAAGACTGCCACAAACC -AGGGAATATCATGGTTCTGGGCAACAAGTGCTGCAAATATTCCAGATGCACCCAATATTGAGCCGACGGA -GAGATCAATTCCCCCTGTTAACACTACAAATGTCATTCCAAGGGCAAGTAAGCCATTTATGGATGCCTGT -CTTAACAGGTTAAAAACATTGTTTACATCAAGGAATTTGGGTTTTAGTAAAGCAAAAATCAATATAACCA -AAAACAGTCCAATCAATGTCGCAAATTTCTCTAAAAACTGACCTGCAGTCATTTTTCTGTAATTTTTTAT -ATTCTCCATTTTTTATACCCCATTATCACATTTTAGATACAGCAAGTCTCATAATATTTTCCTGTACAAA -ATCTTCCCTCTTAAGTTCGCCGCCTAATTTACGATTGCTGAATACTATGATCCTGTCAGCCATCCCCATT -ACTTCAGGCATTTCCGAAGAAATCATTATAATAGAATTCCCCTGTGCAACAAAGTCGCACATAATCTTAT -AGATTTCAGATTTAGCACCTACATCAATACCTCGGGTAGGCTCGTCCAATATTAACAGTTTTGGCTTTTT -TATCAACCATTTTGCAAGAACAACCTTTTGTTGGTTTCCTCCTGAAAGAGATGATACTAACTGCTCTTTT -CCTTGTGTTCTTATACGGAGGGAAGAAATCTGTTTGTGAATTACTTCATCCTCAGATTTCATGTCAATCA -GAAAATTCTTTTCAAAGTCCTTCATAGAAGCCAGCGTAATATTGTTTCCAACACTCATATACGGTACAAG -TCCCTCACCTTTTCTATCTTCAGTAACAAATGCCAAACCATTCTTAATCGCTTCCACAGGCTCTTTGGGA -TTAAGTTTTTTCCCCTCGAAGATTATTTCACCCTCATCTGCCGGACTAAGCCCGAACAGAGCCTGCATTA -CTTCAGTACGGCCTGCACCAACCAATCCCGCAATACCAAGAATCTCTCCTTTTCTAACATCAAAGTTAAT -ACCGGAAAATTTGTTTTTAAGTGTCAGGTTACGGACCTCCAATACCTTCTCGCCTATAGGAACGTGCACC -TTTGGATAAATATCGCTGAGTTCCCGTCCAACCATGTTTTTAATAAGAATTTCATTGTTGATATCTTCAG -CCTGCCAGGAATCCACATATACTCCATCTCTAAGCACGGTAATTTCATCAGAAATCCTGAAAACCTCATC -CATCTTATGAGAAATATATATGATTCCCTTTCCTTCTTTTCTAAGGTTATCTATAATTAAAAACAGGTTA -TCAACTTCTTTATCTGTTATTGCAGAAGTCGGCTCATCCATAATAATAATCTCTGCATTAAAGGAAATAG -CCTTTGCTATCTCAACAAGCTGCTGGTCAGCAACCTGCAAATTCTGAAGCTTTTCTTTTGGACTTATATT -GTTAATATGAAGGCTTTTTAATAATTCTCCTGTTTGCCTGTACAGCATTCGATAGTCAACAAATCCTCCT -TTTCCAGGTTCACGTCCCAAATATATATTTTCAGCTACTGTCATTCCCGGAATAGGAGACAACTCCTGAT -GGATCATTGCTATTCCCATATTCTGGGAATCCGTAGGCGAATTGATTTCTACATTACTACCATTTATACT -GATGCTTCCCGTATCACTCTTTGTTACTCCAGCTAGGATTTTCATGAGTGTGGATTTGCCAGCTCCATTC -TCACCCATAAGGGCATGAACTGAACCCTTTTCCAGTTTAAAATGTACATTATGCAATACATTTACTCCGT -TAAAACTCTTGCTGATATCTTTCATTTCCAGTAAGCTCAATAATCACACCTCTTTTCCCATAGCTTCTAT -GAAGTATTATTTTTATATTTTATGTCTCCCCGCATTTCATGGTTTAATTATATTATTGAATTTATGGTTT -AGTAGGTTAACTATTTTAATATTAAGTTTGGTTTTTTATGATTTGAAAAGAAAAAATACATGAACTATCA -GAATTCATGTATTTTTTAATGTGATTTCACTGTAATTCAACCTTAATGCATAGAGTTTTGCCTGTATACA -ACCGGGCTTACACCAAAAGTATTTTTAAACACTACAGAAAAATACTTGGGGTTTATATATCCACAAAGAC -CACTTACCTCACCTATAGGAATGCTTGTGTCGGCAAGCAGCTTTTTAGCCATAGCCATACGGATGCTGGT -AATATATTCATTGAAACCCATTCCGGTACCTTTTTTGAATAAAGCACTCATATACGCCGGAGTACGATCA -AATTTTTCCGCTACTATATTTAAATTGATATCACTGGCGGCATTTTCCCTGACAAATTGCAATACCTCTA -CTATAAGCTTTTTATTAGGTACATCTATCCCGGCCTCATCAGCTGCCTGACACACTTGATTGAGATATCT -GTTAATCTCCTGTTTAAGCTGTAAAAAACTCCAGAGCTCAAAAAAGGGAAGAGGCTTAATAATACTTTCC -GTCCTTGTGCTGTTATACTTAACAAGCTGACGGTTAATACTATCAACAAGTTTTGTATAGCTTTGCTCAA -TAACTGACAGAGACTGTAGTGAAGGGGTTAACCTAATCAGTTTTTCAAAAGAATTAATAATTTCTGCATT -ATTAATATTCTTAAGGGGGCGGATTAAATTACCCCAATCAATCTGTTCATACCTCAATGACATAGGTATC -TCCGAGAATAATTGTACACTGTTACCTGTACGATACAATTTGTAATTGGTAGCCATGTTGGCAAAATTAA -AGGTTTTATGCAATAATGTAGAGCCATAGACGGCATCACCAATACCGGCAAAAACATCTACCATCAGGTA -CTTGCGAACCAGATTGCAGATCTTATTTAGCTCCTGCTTTACTGAAAGGAACATTGTCTCTCTTTTAAGT -CCTTCAAAAACAGCAGCAAGTCTGCCTGATTCATATTGAACTGTAATCAAGAAATCCTTACCCATTTTCT -GGGTCAAAACTTCATCTGCTATGTTTTTTACTGCAAAATCAATATAGTCTTTGTTTTCATTATTCACCTG -GTATTGTATGATTGCACAGAGTAAAAGCTTTTCACTAAAGTGGATACCCAAATCATAAAGCTCGGTCAGG -CATCTATTTGACTCTTCTGCATCAGTGGAATCAAGTAAGCTTCTAAGGAGCTTTTGCTTTACATTTTCTA -CAACCTTCTTATTTTCACTTTCACGGGCAAATTTTTCGTCTATTCTCTGTTTCTCATTAGCCAAGCTTTT -TACATAACCCTCAACCATAGAAACAAGTTCATGCTTTTTAATAGGCTTAAGTACATATTCTTTAACACCT -AACTTAATGGCAGACTTTGCATATTCAAAATCTGCATATCCTGAAAGAATGATAAAAGTTGGAGAATACC -CTGTTTCCTTTATATTCTTAATTAAATTAAGCCCATCACAGAAAGGCATCCGGATATCGGTAATGACAAG -CTGAGGTAAATGTTCTTTGCAGAGTTTAAGTGCTTCTATACCATTTTCAGCCTCAATACAACAAATATCA -ATGTTCGCCAGCTCCCTTTTGAGTATTACGACTATACCCTTTCTTATAACATCCTCATCATCTGCCACCA -ATATTTTGAACATCTTCTTCCCCTCCGTTTTGAACACCCGATTCAATAATAATGGTTAGAATAATTTTGG -TTCCGACATTCTGTTCACTCTCAATGTACATTCCGCTTCCAGCAGGACAAATCATCTTCAGACGTTGACT -TACATTAAGAATACCTATTGAGTTTTTAGACTTATTTTTATTGTAAATAGTCTTATTTTCCGCGATACAT -TTATAGATTTCTTCAAGACGTTCATTTCCAATTCCCACGCCATTATCTTCAACAGTTATGCTCAGCTTGT -TTTCTACTATAGAAACATTAACAAATATCTTCCATGGAGGAAGAGAATCTTTAAAGCCATGTGTAAAACA -ATTTTCAACCAATGGCTGGAGTATCAGTTTAGGGATCATAATATTCTTTAAGCTTTCGGGACATTCTATT -TGATGGGTCAGTCTTTTATTAAATCGCATTCTCATAATCTCTATATACTGTTCAATATTATTGAGTTCTT -CACTTATTTTTACTTTGGGGCTTTCCCAATGCAGGCTGTAACGCAGTAAATCACCCAAATTTTCCAGTTT -GTCTGCCACTACATAATAATCGTCTATTTCACACTGCATTCTCATATTTTCCAGAGTATTATAGAGAAAA -TGCGGATTTATTTGTGCTTGAAGGGCATGTATTTCCGCCTCTTTCTGTGCTTTTTCCTTTTGGACCATTG -AAACAAGCAATCCTTGAAGTCTTTCAGCCATATGATTAAAGCTCTCTGAAATCCTGGAAATTTCATTAAA -TCCACCCACTTTAATCCGTACATCAAACTGTCCAGCTTCAATATGTGTAATCATTCTATCAATTTCTTTA -AGCTTTCTGAAGAATACTCTCGCTGCTACATTGGTAAAAAGTATAATAAACACAATACTGAGAATGGCAA -TCAAAAGCAGAAGGGTAGCAACTCCTGAAGTGGAAGCAAGAATTTTCTTCTTGTCCATTACGGCAGCACT -GGTCAGACCCGTAATATCATCCTTATAATACGCAATTAAATAATCTGCATCCCCGATTTTAATATCCGAT -ACACCTGATTCTTGAGGAAATTTTATAGTGGCAAATTCTCCCTTACTTTTATCGTCCGAGGTGAAAACCA -ATTTTTGGTTACGATCAAAAATCAAATATTTCACTTCTGAATCCTGATCTATAAGTTTGCTTGAATCAGC -AAGCTTGCTCATTGTCATATCGACTTCAATTATTCCGATGCATTGCTTGGTGCGAATATCTAATATTTTT -TGATAAATGGGTAATACCAATTCTTCCTTATTTTCAAGCTCTTCATAATTTACAAGGTTTCCTAAGGATC -TGTCATATACACGTACATTTCCATATATATGTTCACTGCTGCTTTGCATTATTTCAGAATAATAATCACG -GTCATATAATCTTTCCATGTGATATGACCAGTCGAAATACTCATCAATCTGATTATTCGAAGAATATATA -ACAAGTCTGTTGAATTGATTGGTATATACATAACGTATATTTAAAAGTTCATTTTGAACACTGTAGACAT -AATAATTCTTTTCATGCGTGCTTAGATTATTTTCAGGATTTAAATAATACTGAAATTCCTGACTGAAAAC -CAATTGATTCAGTGCACTGTTCATGTCACTGATATTGGAATTTATGTTACTATCCAGTTTTTTTAAATTC -TCCTGTACCTTTTTATTTGCTTCCTCCAAAAGATTATCTCTGACAATTTCAAAGTACGATGTGGTTATCA -CAATTGCAGGAATTATCATTATAAGTGAGAAAACAATAGTAACCTGCCATACCAGACTAAGTCTTGTAAG -CTTATTTATCAGTGTTTTCATGTCTACACACATCATCCTGTCTTGATTATTTGAATTTAAATAGGTTATA -TTTATGATTTTATGTTAATTCTTGATTAAAAGCAAGTTATGTCTACTAACAGGTAAAATTTTTATATAAG -AATATCACCATATGTTTTCGTTGTAGTTAACATAAAATAATTATTCTTTCCATTATAAAAAGACTACCAC -AAAACAATTTTGAATCGTTGTCTTGTGACAGTCTTTTATAATCAAAATTCAGAAGGATTATCCTTGTTTT -ATTTCTTTTTTCCTTCCGCTAAACAAAACTGATAGTATTATACTTGAAGCAAGTACAAAGAATATTATTC -CCACTGAAAGTTCAATAGGTATTTTAATGTCAAACATAAGCACTGACAGTTTTACTCCAGTAAATACCAG -AATCAGTGCTACACCGTACTTAACATACTTGAATTTTTCATGTAGATTACCAAGTACAAAATACATACTT -CTAAGCCCCAATATGGCGAATATGTTTGAGGTGTAAACAATAAAAGGATCGGTTGTTACAGAAAATATGG -CAGGGATTGAGTCTACAGCAAATATAATGTCTGTAAATTCTATTAAAATCAGAACAGCAAACAAAGGCGT -AGCATATAGAATTTTGTTCTTTCTGACGAAGAATTTATCTCCTTCCACCTTGTCAGTAACCGGAATAATT -TTACCAAGAATTTTTATTATTTTACTATCCTTTACAGCATTATTATCTTCATTGTTAAAAATCATTCTTA -CTCCGCTAATTATGAGAATAGCTCCAAATACATAGAGAACCCAGTGGAACATATTTACAATTGTAACCCC -AAGTAAAACAAATATAAGCCTTAGTATCAGTGCTCCCAATATACCGTAGTTCAAAACCCGTCTTTGATAT -TCCAGTTTTATACCAAAGCTGCTGAATACCATAATAAACAAAAACAGATTGTCAATACTCAAGCTTTTTT -CAATTACGAAACCGCCCAGAAACTCCAATGCCGGTTCCTTGCCCTTAAATACATAAATCCCTAAATTAAA -TATCAATGCCAATCCAATCCAGAACATAACCCACTTTAGTGCTTTTTTTGTAGACATTCATTATCCTCCT -GTTTTTTTGTACATTTATAAAAAAGACTTTTAACATAATCAGTTTCAGATTATGTTAAAAGTCTCGTTAA -CCATTAAGGAAACAAAGCCAGATGCGGGTGCATCATGATGTTGACTTAGTTATTAAAAACTACTCCCTTT -TAACAAGTTTATTATAGTATATGCAATATATTTGCGTCTATTAAGAGAATGTTAATTCTATGTTAATAAG -TTCTATTAAAGTCATCAGCACGTGTTAGTTACAATAATTGGCAATTTATGCATTGATCGATAAGGTTTTT -AGCTTTTTCGTCTAAAAGGTAGATATTGCTCCAAGAAGATACTTCTTGAGTAATGCAAGGTCAATTGCAT -TAACAGATTCATCTTTATTTACATCTGCTCTGACACAGCTCTCCGAATCCAATTCCAAAGCACCGAGCAG -GTATTTTTTCATTAATGCAAAGTCGATTGCATCAACAGTTCCACTGCCGTCTACATCTCCGAGATTGATA -CTGATAACAACAGGTTCGACTCCATACTTGAGTTCACCCTTTATGTAACCTGTAATTTTAGTATTGTCCC -CAAGTTCAGCCATTTTTGAATTATATGAATAGTCGTTTGACTGGTCATAAGGCGATGCTCCCTCAATTCT -GAATGGTATGGCCCCGGTACTCCCCCCCGGTGCAAGCTTTCCAGCCTCGCTTGTAAATCCGATTTCACAA -TAGGTGTCAGCACCCGGAACAGGATTGCTTATGTTTGAAAAATTACCAATGACATTTCCGGTTCCTAAAG -CTGCGTATTCGCATGTAAAGGAATTCTGCTGGTTCCCGTCATTTGTGAACCAATATTTTACTTTTATGTC -CGACAAATTAATAGGAACTGTTCCGGTATTTTTAATATTTATTGAAGACCTTATGGTATTTTTTGTACCA -TCCGAAGTACCGCTCTTATACGAGACACTTATTGACGGCGGAGTATTATCAGGGTTTTCCGGTTCAGTTG -AAGGGTCAAGCTTTGGAGCTTCTTCTCCATATACCAAGGTCCCATCCAGATACACAGGTACATTCTTGGT -TACTGCATATGTACTTGTTAGATTCTTCATGCTGTAGTCATTGGAAGAATCCCAATGAGTTAAGTAATTT -GAATCCTGTTTTGCACGGAAAGATATTTGAAGCTCTCTGTCTCCATATATTTTGCTTCCGCTCCAGTCAA -ATTCATAATAATATGTTCCTGCCTCATCCCATTTGAAAGGCCCTGTGTACTTAATAGGCTCCTGCTGCAT -GGAAATCTGTTCGTCATACTCTACTGCAAAAATAACATCGTCTATACCTTGTCCGCTTTTTAACAATTCA -TCAATATTAAAGAAATATCTTGCCTTCATTCCTGTTTCGTAATGAGGTGGCTGACATGATTCATTATGAA -TCCTTAGAACTACCTGTGTACTGTCAGCAGTTTCCCTTGCTACACGGGCTTCGCAGTAGTAATCATCGGC -TCTTGGTTCCTTTGGAGGGAAATCTGCTATTGGCTCTTGTCCCTGACCGTAGTAATTAAATAGTCCGGCA -CAAGCACCTACAAAGGCAGCATTATAGTCAACTGCAACTTCATTATATGCATACTCGGTAGTTGAATCTA -TATGATAATCACTTGCGTCTGGTCCACCAGACAATGCACCCCATAAAATATGCCTGTGTTCCTCAGGATC -GTTCATACTGTTCGTTTTTGAGCCATGTGCTGCTCTGTGGTGCGGATGACGTGCAGATGGAAGCCCCTGC -TCATAGCCGTAACCTACTATATAGGAATATCCCATAGGATTTCTTCCCATAATGTATTCCATCTGGCTCT -TTGCCCATTCACCGAAATCAGTTCTTTCAGGGTGGTGTTTCATATACACAAGGGCACATAATTGTGCGGC -TGTATTGTAACGGGCAGATCCCCAACCGTTTATCATAGTATATCCGGCGGGTGATGTTTTATAATAGTTA -TGGTCATTTGGGTCTGTATGCTTTGCTACACCGCCGGACAAGTATTCTACGTTCCAGCTTGCAATAAAGT -TGAATAGTTCATTTTCAGGTAATAGTTCATTTAGCTTTAAAAATGTTCCGCCCCATACAGCATCCCAGCA -ATGAGTCCATGAATTGTACCATGTATTTGTGTTATATGTTTCAGGTATTATTCTTTTCATATATCCGGTA -TAGTTTCCCTGTGCATCAACAGAGTCAATATCTTTTATGTAGTCCATATTTCCAGTACACTGATAAAGCC -ATACAGCAGCCCAAGCCAGCTCATCTTCATCATAGTCAGAAGTATAGTAGCCGTCCCCAGCTGCCTTACC -CCTGTACTTCTTTGCGAATTCATACAAGGCTTTTGCTACCTTCAAGCACTCTTCTGCATATTGTGGGTCC -GAATCCTTAAAATTCAGGTATGATGTACAAAGTGCAGCAGCAGTACTGGCACATACATCACTTCCCGGAG -TTTCAGCAGTAGCAAAATCAGCAGGTCTGGACTTTTGATACTCTTCGGGATATAGTTCCGGCGGTCCCCA -GTAACAGTGATCGACGTCACCTTCCCCTACCATATAGCAGAATGCAATCAGATTTCCGTCCTTGTCAAGA -TAGGAGCAACGCAAAAAGGTATCAGTAAAATATTTTAAAATATCAATTATATGCTGTTCTTCTCCTATTG -CCTTGTAGGAATCCCTGAATTCATAAAAGCCCCAGCCAAGAGTACCGGCAGTATAGCTCTGTGGAAGGCC -GAAACGCACATGATCGCCTGCATCATGGAACCCTCCGTGTACATCTACTGTTCCGTCTCCATCGGGATCA -AGTATGCTCTTATACTTTTCTATAAAAGCAGCGGACAGGTTAGTGTTTTTTAACGGAATTTTCGCGTCCC -CTTCATGGCAAGAACCTCTCCACTCAAGCCTGCCGCCCTTGTCATAACCGGCTTCTTCACCGCATTTTTC -CGCGTCATAGAAGTAAAGTGATTTTTGCAGAGCTTCTGCAAAGTTGAAATAGTTAAAATTCTCCCAGCCT -TCAGCCGGTGTAAAAGAAGATGGCGGTGCTTCCGCCGATACCGTAAACGCAGACATAATCTGTCCTGCAA -TAAAAGCAATGATCAACAAGACAGACAGCCTTTTTTTCCTTTCCTTTTGTACTTTCGACATTTTTTAACT -CCCCCTTAAAAAATAATAATTTGGATTAAATATACCCTGAACTCTTTTAGCCTTATTATGGTAAAAAGAG -TTCTCTGCAACAATTATACCAAATTAATACATTAATAAAATAACATTGCAAAAGGTTGTACAAAAAATTC -AAAATATTCTATATAACAACATATATTAATGAAACCTACTGAAATCAGTATAGATAACATAATTTTCAAT -TATATTTGGTATAATGTTACTTGAATATAAGCATTTTAAACACTAAGGTGGTTCAATTTAATATGATAAC -AACATCAATCGTAATTTTACTTATTTCCGTATTAGCAGGCTTTCTAGGCTCACTGCTTGGGCTTGGAGGA -GGAATTATTATCACTCCTGCACTTACACTTTTGCTTGGAATTGATATTAAATATGCAATAGGAGCGAGTA -TTATTTCCGTGATAGCAACTTCCAGCGGTTCCGCCGTTGCATACCTAAAAGACAGAATAACAAATGTCCG -GGTCGCAATGTTTCTCGAAATTGCAACAACTATAGGAGCCCTAACTGGTGCTTTTATAGCAGGGTTGGTT -AGCACCAAATACCTGTATCTAATATTTGGGTTCCTTCTATTATACTCTGCTATTAATATGTTTAAAAAAA -GAAAGCAGGAGCTGCCAAGGGACATTTCCCCCTCCCCTCTGTCCCAAAAATTAAACCTCAGCGGTGCTTA -TTATGACAAGGCACTCTCCGAAACTGTAGAATACAATGTGACCGGGGTTTATGGCGGGTTTGGGATGATG -TATGTCGCAGGAGTCATTTCAGGACTTCTTGGAATAGGCAGCGGTATTTTCAAAGTAATGGCCATGGACT -CTTTTATGAAGCTGCCAATGAAGGTTTCAACGGCAACTAGTAACTTTATGATTGGTGTCACTGCCGCCGC -AAGTGCAGGAATTTACCTCTCAAGAGGAAACATTGATCCCAGTATTGCCGCACCTGTGGCATTGGGTGTT -CTTTTAGGTGCTTCTGTGGGAACAAAAGTAATGCAGAGGTTAAAAAGTTCAACACTTAGATTGGTTTTCA -TACCCGTTTTACTATATGTATCAATACAGATGATAGTTAAAGGAGTGAAATTGTGAAATCCAAGATTGAA -AGCTCTGAGATATTTATAAGCAAAATTCTGAGAATCGGAGTAATCGCCAGTGCCATTGTAATAGCAGCAG -GGCTTATACTGCTTTTTATAACGGGTAAAAGCGGTTATCCGGGAAGCTCTTTTCCAACCTCATTGGGTGA -TATTCTCACCGGATTGGTGGTTTTAAAACCTTACGCAATAATTCTTACGGGATTATTGATTTTAATTATA -ACCCCGGTCTTTAGGGTTGGCGTATCCATTTTTACTTTCCTGAAAGAGAAAGATTATATGTATGTAATTA -TAACAACCGTTGTTTTTGTAATATTGATTATTAGTTTCTTACTTGGCAAGGTAGAATAAATATACAAGGG -GCTGTTCAAAACAGATAATTTTTTTGTTTTAACACTGGTATTCCCGTATAAAATTATATCAATGATTGCT -TACAGGATATAATTTATACTCTAAGTTAAAAAAGATAAAAATTAATTTTGTGACAACCCCTCTTTTATTA -ATCACATACTGTTATACCTCTAGGGCCCTTGCCAACTGCTACGGTAGCGATTACGACATTGGATTTAGCA -TCTACTACAGTTACGTTACCTGACCCGGCATTAGTAACAAAAACATATTTGCCGTCCTTGGATATCGCAA -CACCGTGTGCTTTTGAACCTGCTGCAATGGTTGCGGCAACATCCAGAGTTTCCGTTTTTATAACACTTAT -GCTATCGCTTCCCGTATTTGCAACATAAATGAATTTACCATCAGGTGTAACAAAATCCTGAACGGGGGTT -TTTCCTACCGGAATTGATTTTTTGACGCTCATAGTGGATGTATCAATAACGTCTACCCTGTTTTCGTCAC -CGATTGTTACAAAGACCTGCTTATTATCCGGTGTTACTGCTACCTGAGCAGGTTTTTTGCCTACCTTTAT -CGTCTTAATGACTTTGTTGGAACTCAAATCAATAACTGATATGTCATTTGAATTTGAATTAGCTACATAA -AGATTTTTCCCATCCGGGGACATTCTTAGCCCGTGAGGCATTTTACCAACGGGAATTTTATTCTTTACAG -TCCCCGTAGCAATATCAACAACGTAAACATTCCCTTTTTTATCTGAACCACTCATTTCCCCTGTTTCTGC -CATTTCAGTTACTGTAACATATGCCGTTTTGGAATCTTTGGAAAATATGATGTGTTTTGGCCCTTCTCTA -ACTTTAATTGTTTTTGTAATTTTATTTGTTTTAGTATCAATTGCAGACACGGTGTTACTTTTATTTTCTA -CAACAAAAACAAAGTTTCTGTCAGGTGTGACCTGAACATTATGGGGGCCTTTTCCCACAGGAATACTGGC -TGTAGTCTGCATTGTAGCTACATTTACGGCAGATACGGAAGATTCATCCTCATTTGCCGTATAGAAATAA -TACTGTGACATATTATTTATTTCTGATTGTGTAGTGTTCTTAGTAGGCGTCTGTAAAGCATTTTCAAGGT -TACTTTGAATAGACTGACTTCCGGAATTATTCGGAGGCTCTTGTAATACTTTTTGTGAACAGGCTGTCAG -TGTTAATAGCAACATTGATGCAAATAATGAAATAGCTCTTTTTTTCATCATGCTTCCTCCATTAATTAAT -ATTCTAATGTACATTATCCGTACATTGAAAAAATTCAATCCATGGAAAAACGAGGTATTAAACAATGAGG -GATTCTTGAAAAACCTCCTGATTGCTTGTTATTAAGTCATTTTTAAAATTTATATAACTCTTTTTGCACC -TATATATAAAGCCTTGTATTGGGATAGTTTTTGTATACGGACAGAACCTTTTGAAGAGGATGCATGGATG -AAATTATCACCGCCTAAATAAATTCCTACATGGTCGATTGCTCCCGCCCTATTTCTTGAAGAGGCATCAA -AAAACAGTATATCCCCTGCTTTCAATGCATCTCTTGATACTTTTTTACCGTTTGAGTACATGCTTTGAGC -AGATCTGCTTAGTTCGATACCGAAATTCTTATAAACGTATCCGATAAAACCTGAACAGTCAAAGCCTTTT -GGACTTGTTCCACCGTATACATATCTGACTCCAACAAATTCTTTGGCATAATCAACCACCATTCTGATAA -CATAACTTTCATAATCCATACTTTCCGAGATAGGTGTGTTTCTTATATCTATATTAGTTATCATATCTTC -TGTCAAACTGTTTGATGCCATTATGTCGGTTGAAGTAAAAAAAAGTAATAGAACAAAAATACAGCCTGTC -AGAAGTTTGCTATATCTGCCTGACATTAATTCCTCCTTTTATTGCTTTTATAAAATCACAATTTTTATAA -ATACAGATTGGGAATTCCAATACAAAAAATTTATGGAGTTTTAGCAAAAATTATTCAAAACATTTCTGGA -ATACTTTTCATGGATAACCTCCAATTGTAACTGCATAATATTATTGAATAAAACAAAATACAAGGGTTGA -TGGAATGCATACCGATAAAAGATTGCTTAAAGCTTATAAAAACGCCAAGCTTCAACTGTTTGACAACAAT -TCCAAATATATATTCTTTAGTGATTCCCATAGAGGAGACGACAGTATCTCAGACGAGTTTGCCAGGAACC -AGAATATCTTTCGTCATGCTCTTAATTATTATTTTGAAAACGGGTATGTTTATGTAGAGGCAGGTGACGG -TGATGAGCTATGGGAGTATAAAAAGTTCAGGCATATTAGATTAGCTCATAGCGATGTTTTTATAGTTCTT -AAAAAATTCTTTGAAAACAACAGACTTATCATGCTTTATGGTAACCATAATATTTACCTTAAAAATGAGG -ACTTTGTGAGTAAGAATTTTTACAGCTATTATGATGATTACAGTCAGGACATTCACGATTTACTCAAAGG -AATGACCCCTTTAGAATCCCTTGTATTGAAAAACAAGGCAACGGGTCAGGAGATACTTGTTGTTCATGGA -CATCAGGGAGATTTGTTGAACGATCAGCTTTGGTTTATATCTATGTTTCTGTTACGTTACTTCTGGCGTT -ATATACACGTGATTGGCTTTCATAGTCCGTCTAGTCCTGCCCGAAATCATTTTAAAAGGCATAAAATTGA -GAGAAATTATAAAAAATGGATTCAAAAGCATAAAATTATGCTCATTTGCGGGCATACGCACAGGCAAAAA -TTCCCAAAAAGTAAAGAGCTTCCATATTTTAATACCGGCTGTTGCATACATTCAAAAGGTATAACAGGTA -TAGAAATCTTGGAAGGAAAAATATTAATGGTTGATTGGAGAGTCCGTTCAGACAAAAATGGTGTTCTGCA -AGTTGAGAGGTATGTTATGAGAGGCCCGGTACCTATTGAGGAATTTGATATGAACAGCAATCGCGACTAT -GAAGATTGTATGAATAAAGACTTAAAATACGATGAGGAAGATTGCTGAAACACAGAGGTATCATATCTTT -ATAAGCCATTTCTTATGTGATATACTAATATATATATGAATCATTTGGTATTGTATATATTAATATTATA -TAGGGGTCTTACATATGAAAAACATTTTTGATTTTGAAATGCCTTTGGTTTTAAAGGATTTTTTAAACTA -TCTTCAGACTATAAAGGGTAAATCTAAAAACACTATACAGGTTTATTTCTATGATCTTAGAATTTTTTTA -CGTTTTCTTAAAATACATAGAAATTTAGTGGATAAAAACATCGAATTTAATAGCATAGATATTACGGATG -TTGATATATCTCTATTAAAGACGGTTACACTCAGTGATTTATATACGTATATGTCCTTTGTCAGCAATAA -AAGAGATAATACATCTCATGCACGTGCAAGAAAGGTTGCCAGTCTTAAATCTTTTTTTAACTACCTATCG -ACAAAGGCAAAGCTCCTGGATATAAACCCTACCATAGAACTGGAATCTCCAAAGATATTAAAGAGACTGC -CCAGATATCTTAATTTTGATGAGAGCAAAAAACTCTTAACCTCTGTAAATAAAGCAGATCACGAATATGC -AATCAGAGACTACGCAATAATTACAATTTTTCTAAACTGTGGAATTCGTCTTTCGGAGCTAGTTGGAATT -AATCTGCACAACATAAAGGACAACACGCTTATAGTATTCGGCAAGGGCGGAAAAGAACGCAGCATCCCTT -TGAATAGAGCATGTCTTCAGGCTATAGACGACTACTTGAAGGTACGTCCTGTTAATGGATTGAAAGACAA -AAGTGCTTTATTTATAAGCAGAAGAAATCAGCGTATCAGCAAGGAATCGGTACAGAAAATTGTTAAAAGG -TACATAACAGAAGCCGGGTTGGATCCCCAACGTTATTCTACCCACAAACTGAGACATACCGCAGCAACTC -TGATGTATAAATACGGGAACGTTGATATCAGGGCTTTACAGGAGATACTTGGCCATGAAAGTATTTCTAC -TACCGAAATATATACCCATCTGGATCAGCAGCAGCTAAAGGAAGCTGTAGATAAACACCCCCTTTCAGAT -TTCGGTGTTGTAAAACAAAGTAAATAAGTAACGGGAATTTCTGACAAAGAACGCCGCCAAGTTTGTAAAA -CCGACCTTAGCGGCGTTTTCTTTTTAATCATCGGTAAAGTTTTCAGCTACTTTATACTTTCATAGAACGT -AATTGTAACACCGCCTGCTCCACCACCCGGATCTGAGCTTAGATATAACTTTTGGTTCAGGTATGAGTAT -TTACTGTCTGCCCTAACTTCGAATGTAGGTACAAGAGATCCGAATTGTCCCCCATTTCGAACAATAATAA -TTTCTCCGTCATCAGTTTGCCAAAGATATCTGGCATCAATTGTTATAGGGTTTGATAGGTTCTGGTAATC -CGCACCTGCCGCTAAAATCTTAGCGGTTAAATTCCCGGTCACAGATCCGCCAGTTATGGGAATAATGTTC -CTGCTACCTCTCTTGCTTGCTCCTACAGATTGACTCGCCCCAAGACTGACCGCCTCAGTTATAAACTTAC -TGCCGTTTCTCTCATAGGATGCCTTTCTATAGTCCCATGGCTGGTCCGGCACATCGTCCGGTTCAGTTAC -TATTAATGAATTTGTGGAATCCGGTGTAAAATTTATGCCGGATACGTCATAAACACTTATCTTCATTGTT -CCGGCAACTGAGTCTATAATACGCCTGCCCACATATTTGCCAGAGTTAAGCCAATTGTATGAGCTTGAGT -TTGGAGCTTCAAAATCCCACACCATCCTCACATCATTCTGGTTTACGGCTGTTCCGGCACTTCTTAGATA -GATATAATTCCCGTCATTCGTCTTAATCATTAATAATTGTTCAATTTCCATTGCACCATTTGAAAGAGTC -AACTGAAAATCAAGGCCCCCCGACATAACTGAACCTTGTATTTTTGTAGCGGTTATACTGCCATTTTGAA -CTACAAAAACTTTTCTCAGTCCATATTGGGTTTTCCCCAGATCATAACTGTTTTGTAGCTTCATAGTAGT -TTCAAAAACAAGTACTCCGGTTTCGGGCTTGGGTATGCCATCAGCCATTCCACACGTCCATGATTTATGT -GGAATCAGTATTTTCCCATTCCCATTGTCATCAGCAGGTAAAATGGTGATTAGTCCCAAAAGGTATTTTT -TAAGTACAGCGTAATCAAGTGCATCAAGGGTACCGTCACCAGTAACGTCCGCAGCTGCGATATTTGGCAG -AGTACTTGTTATAGCTAAGATATAAGCCTTTAGTAATGCCAGATCTACAGAATCAACTGCATTATCCATA -TTAACATCACCATATTTAATATCATTTGTAGTCGTCGCTGCCGCTGAAGCTGTTCCTTCACCCATAGATT -TTACCATTTGCGTAACAGCCATTGTCCCCGTGGTCATTGACCCAACAACTATATTGCTAATCACAATAGT -TAACAATAATGCTTTTTTAAACATATAAATCCCCCTCTACTTACTATTTTGTTTAAAATATTATCCTATT -ATTGGTAAATAGTAAATACTTTGGGAATTAAATCCATCAGATAAAAAATAAGCACCTACCATTTTTTTGA -TAGATGCTTTTATTAGATTAATTCTTAATAATTTCTAAGTACCGCTTAGCAGGTTTTTCTTTAGCAGAGC -CAAATCAATTGCATCAATAACACCATCTTTATTTATGTCACCCGCTTTGAGGTCGTCTTCTACAGGGAAA -TCATTGATTAAACCGAGAAGATACTTTTTCATCATGGCATAGTCTGTTGCATCAACGCTATCATCTCCAT -TGACATCTCCTGTAAGTACAGGAGTCGTACCTCCGCCTGTAAATTCAAACCAGTTAATGTTAAATAAGTA -CCCGCTACCACCTGTAAATTTAAGATACAAATTGTGAATTCCGCTGACTCCGCTGACGTTACATGTAGCA -TCAGCCCAGGTCTGCCATCCTCCTGTGGACGTCACCGGACACGTTCCTACTAAAGGTCCTGTAATACTGT -CCAGCCTAATCTCTATATTTCCCCCGCTGGCACCACTGGCTACTCTGGCCTTAAAGCCCGTAACTCCGTT -TTTGAAATCAAAATTGTTGTAAACCGTATAATCTCCATTTTCAATATATCCTACATCCTGTCCGCCTTCA -CTGCAGTTTTCAGTTTGAACTCCCGATTGTGAGGAGAAACTCTCAGCTTCAATTTGTGAAGCGGAACCGC -TCACTCTCAGCAATGCATCAGATTCACCTATCTTAGCACCAGATGAATTTACTACAAATAATTTGTATGT -CCCTGCTGTTTCAGGTGTTACAATTGATGTAGCAGTTCCTACCGCCTTTGTCATAGTTGGCCCAACAACA -AATTTGGTTGTCCCGGCGGGAGCAAACCATACTGTATTTGCTGCATTACCGCTGCTTCTTATATTTAAAT -CAGCTCCACATTTTGTGGCACAGCTTGCGGGAAATACATAATCCTGAACAGGGAAGAGATTACTTGGCAG -AATACTCCTGTATGCTTCCTGAACTCCCGCATTTAAAGCTATATTGTACTGTGCTAAAGGCCATACATTA -TCAGGAACTGCAACGGGTGTGTCTATTGTGCTTTTTGGCGGATTTTTACCCATTTTATTAACCGTCGCAT -AGGTTCTTAGTATTGTTAAGTCGTGTTTTTGTCCGAAATCCTCACAGTTGATTGTATACGTTACCCCCGG -ACTAATATCAAGCACATTGTCATTTTCAGTTATGAACGCACTTCCTTCGTCGTTATGTAAACCATAAGTA -GGTCCAGTTGAATTGTCAGGAATTCCCTTAACATAATTCTCATTTATAGTCGTATAAGGCATTTGGCCTA -TTGTGTATATTGCTCCGCTGTCATGAAGCCTGTTTAATGCATTATATATACGATTATTATTTATTACGTT -GTCCTTACAGGTATTTGAGTCGAGGAAATTACACCAGCCCCACCCCAGCGTGATACCATTATAGCCCGTG -GTATGAACTGTGTTGTACGTTACCTTGAGTTTGTTTACAAAAAATGCCGTTATACCGGCGCATCCCCCGA -ATCCGGGAGCAGTGCTGCAATCCCACAGCATATTATTGTTGATTACAACATTGGTGCAAATACCTTCTAC -ACCCGGTGCGTATTTCTGGTGTTCTCCACCGTCACCCAAGTACACATGCTGTGGATGACCTACTGTAATC -CCACTTGATGTGATGTCATAAATATAGTTACCTACAAGATTTGAATTTATAACATCGTTTACCATGGTAA -TTCCGTCGGCAGCACTGTGCTTTATTATATTACCTGTAAAGTTGATGGAATCACTGCTGCTTACGTTTAT -CATGCCCGGATATGTATCAAGAAGAGTGTATTTGGTGTCATGCCAATTACCGTTATAATAAGCTATAAAG -CCGTCTGCACTCTGGCATGTTGTTCTGCCGTAAGAATCTCCGACTTTTATAAGGTTCCAGTCCGTATTTG -CAAAGGTAATGCCCTGGAAGGTTATATTCTTGACTCTGTTTGTGTTTGATTTCCCTGAGATGTCGATTAG -TTTCTCTAAAACAGGGGCCTCAACATCGGCAGTTGACATGTCCTCACCTGGACGCGGATAATAATATAGC -GTTTTTGTAGTCTTATTAAAATAGAATTGCCCCGGAGAATTTAAAAATTCAAATGCATTGTAAATTGTAT -GTGTACTGGTAGTAGTGAAAGCTGCACCCCAACCGGGCAGTTGTGCTATTGCTCCATATGGCTGCTGTAA -AAGAAGTACTCTTGAAGAACCTGATGTAATAACATCTCTTGTACAAACAATATTTTCGTTCCAAGTGGTA -CCGTTTACTATCTCAAGGTCATCCTTATTGCTTGTGATTTCCGGCACATCCGACGCATTATACTTAACTC -CGTCACTATTGCTGCCGCTTGTCCAAGCCCAGCTGGCCTGTCCTTTTGTAACAGCATAAGTTCCATACCC -GCCCTGACCTTTTACTGTTTTTTTAGTCATCTGAGCTCTCTTGTCATTCACAAAAAGGTATCTCAATTTG -GTATTGCGGTTCAAGGTAGCCTTATATATATTTCCGTTATGTTGAGTCCACCCTGTAACCTTTGTTGCAC -CGTTTAAAACAGGTATTTCATCTTGATATGCCTGATAAAATATTCTGAATCCGTTTGTCCCGGAATCCTC -CGGTCCAAAATTAATGGTACTGGTTAATCGATAGTCTCCTCCTCTTAAATAAACATAAATGTCACCCGTC -ATATTTTTGTTTACAGTACGTACTACATCCCTGGCTTTTGTGATTGTCTGAAAGGGTGCATCTATGGTTC -CCGGGTTACCGTCACTTCCCGTAGGGGATACGTAATAGGCTGCCTGCGTTGCAGCAGTAACAACCATCGG -TGATACCGTAAATGTGAAAATACTGCATAACACAATTACTAAAGAAAGAATTAATGATATAAATTTTTTT -GATACCTTGTTTTTTTGCATACTTGTCCTCCTCTTTTAAGTTATATTAAGATAGTTTTAAAATAGTTCGG -TACCTTATGGAATTAATTAAAATTGAATTAGTAAAATTGATAATTATTCTGAAAAGTGTTGATATGATTA -TGATATTAAATCTATATGTAATTACATATAAATTATTTCGAAAACTGAATTTTGTTCAATCAGGTACACC -TTGGCTAACGAATTTAAAATCTTCTTATTCTCTTAGATTTTAGCCTCCCTTCTTAATCAGTTTCTAATTG -CCAAAGAATAAGAGTAAAATGATTAGTAAATCTATATTCATTATAGAATGTAAACTGTTTCCAGCTCAAT -ATAAATCCTTTTGACTTTTGTATATTAATTTTGTAAAATATCATTTTCAGTGTATTGGAGCAACATAAAA -AAAGCAGCTGTAGAAAATCCAGCTGCTTTATACTTGCTATTTGTACAATTTTAGAATTACTTGTTAATAC -CTTATTCCGCAGCCTGCACCACGGCCCATTCCTTGACCTTTACCACCGCCTAAACCTTGTCCAAAACCCA -TACCATTTTGTCTGCCCATCCTTGCAGTTCCTGTTCCATCACAGATTGCCTGATTGTTTTTTATGGCATT -GTAAATTTCGTCAGCCTGCTCCTTTGTAAGTTCGCCATTTTTTACTTTATCATCCAGAATTGCCTTTTTC -CGTTCCAGTACTTTAGTTTTAAATTCATCCAGCTTTCCAGATTCATTTGCTATAGTTCCGTAGGTCTTTC -CTTCTTCTCTTTCCTCATATATATCCGTCATGCTTTTTCCTGTTAAGGCCGAAACAACCTCTGCAGGAGT -TTTTATATCTGCCGCATAAACCATTCCTGCTGCTCCAACTACCAATACTGACAATGTTATTGCCACCAAT -TTCTTAATATTTTTCATAAAAACCACGCTCCTTTAAAAAAATAAGTTTAACAATTTGTTTATGAGCACAT -TATAATAATTAATTGTGTCAAAACTTTGACAAAAGTTCGAAACAATTGTGTCAACTCCACAGATTTGTCA -CAAATGGCTTTTGGCTCCATGATATAATTAACGTGAAACGGAGGGATCTGATCTGAGCAAATATATACTT -ATTGCTGATGATAATGAAGGAATTCTTGACATATTAAAAACATACGCTGCAAAAGAGGGCTTCACTCCTC -TGCTAGCACATGACGGAATTGAGGCAGTGGATATTTTCAACAAATACTCCCCCCTATTATTATTGCTAGA -TGTTATGATGCCAAAAAAAGATGGCTTTGAGGTCTGTCGTGAAATCCGTCAAAACTCCAATGTTCCCATA -ATTATGATTACTGCAAAGGCTGAAGAGGCAGACCGGATTATGGGACTTGATATCGGAGCTGATGACTATA -TTGTTAAACCATTCAGCCCCGGCGAGGTAATGGCACGAATCCGGGCTATATTAAGGCGGGTGGATATTTC -AGATGAGGATGACAAAAAAATAATTCAGCATCCCGGACTTGAAATTAACATATCCGATTACGAAGTAAAA -GTTAACGGTTCCCCGGTTAATCTTACAAAGAAGGAAATAGAAATCCTGTGGCTTTTGTCAAACAATCCAG -GGAAGGTTTTTTCAAGAGATAACCTGCTTGATAGTGTATGGGGCTATGAATACTTTGGAGATGCACGTAC -GGTAGACACTCATATCAAACGGCTAAGAGCTAAAACAGATATTACTGATACATCCGCATGGGATATAAAA -ACAATTTGGGGTGTTGGATATAAATTTGAGGTGAAGCATGTTTAAAAAAACGCTGGCATTCAAGTTGACC -CTGGGCTTTGTAGTAATCGTGTTTATTTCAATGCTCACAATTGGGGTGTTTTTTATTCAGATATTCAGGC -AATATACATTTGACTCCAAAGAAAGGGCAATGCTGGAAAAAGCCCATAATATTTCGGATGTAATAGCTGA -AAACACTCTAAGCAATGGCCAGATGCATGGTTTCGGCGGAATAATGCATTTTCTTGACACGATGGCAGAG -GCTAATGTATGGATTACAGACAGTAAAGGTAATCCTGCCGTTTTTTCGGGGATGGGCATGGGTATGGGTA -TGAGACAAAGATTCAGTTCTGAACCTATTCCCGATGAAGCAAAAAATGTTATTCAAGAAGTACTTTCTGG -TAAAGATTCTGTCAGTGAAAGTTTTAGCAGTGTATACAAAGAAACTACATTAACAGTCGGAGTACCTATT -TTTGATACATACCAAAATGTAACAGGTTCGGTATTTCTTCATGCCCCGGTAACAGGAATAACACAAACAC -TAAACAAGGCTGTAAGCATTCTGTCAGTTAGCATAATTATTGCATTATTACTTGCAATAGGACTAGGGCT -TTTTTATTCTCTTCTGTTTACAAGACCTCTTAAAGCTATGAATTCAACTGCCTTAGAAATGGCAAATGGC -AATTACTCTGTTAGAACAGGAATAAGCAGCAAGGACGAATTGGGCCAACTTGGAAATTCCCTGGACCTTT -TAGCTTCAAAACTAGGTTATACAATTGACCAGCTTTTTCAGGAAAAAGGTAAAATGAGTGATATTATTTC -CAGTATATCAGAGGGTCTTGTAGCCTTTAACCTCAAACTGGAACCATTAAATAATAACAATGCACTTTCA -GATATAATGAACCGTACTCATCCATATAAAAGTGAGCTTCTGACAAAAGACTTTGAGTCTTTAGAAATTA -ACTTAATGATAACTAAAGTTATTAAGGAAAAGAAATCATTTCAGGTTACCAAAAATTGGATGAATAAAAA -ACTTAGGTTTACACTTTCACCTATTATTGATAATAAGGGGAATGTTACAGGATGTGTAGTTTTGGTTCTA -GACATAAGTGAAAGCGAGCGTTTGGAGCAGCTACGAAAGGATTTTGTAGCAAATGTCTCCCATGAATTCC -GTACACCCCTCACTGTAATAAAAGGATCTATCGAAGCTCTCATTGACGGCACTATAGACAACAAGGAAGA -CATTGAACGTTATTATGGCAGAATGCTTTCCGAAACCAAAAGCCTTCAAAGACTGGTGGGTGACCTTCTT -GAACTTTCCCGCCTTCAATCAGGCAAAATTTCGGTGAATAATGAGTTAGTTCATATTCCCAGCCTACTTT -CCGATATAACCAAAAGCATGCAGACAATTGCCATTATGAAGGAAATATCGATAGTATACACTCCAATTAA -TGATGTACCCGCTGTATCAGGTGATTATGATAGACTCAGGCAATTATTTGTAATTTTTATTGATAATGCT -ATTAAGTATTCACCCCAAAAAACTGAAATCCATATTAGGGCAGCTGTAAAAAGCACTCTCGAAATCTCTA -TTGAGGATCATGGGTATGGTATTTCCGAGGAGGAACTGCCATATGTATGGGATCGTTTTTACAAGACAGA -CAAATCACGGGAAGGCGGCGGTACAGGTCTTGGTCTTGCAATTGCAAAGCACCTTATAAAGCTTCATAAA -GGAAGTGTAATAATAAAAAGCAGCCTCGGAAAGGGTACAACTGTAACTGTATCTCTTCCCTTTGCTAAAT -AAACTTTACTACTGTTTTTATTAATTACATTGTTTACTATACCCTGTACGGGGTAAATAGTAATGTAGTT -ATCGGTTATTTTTTGAAGTAATTTTATGAGGAAGGTGATTTTACTGTCTCCAATTTACTATTTTTTAACA -TTTGTAGAGGGAATATTAACCTTTGTTTCACCTTGTATACTCCCAATGCTTCCTATATATTTCCTCTACC -TGGCCGGAGAATCCGACAAAGAAATAAAACAATCAACTACAGCCAAAGGCAGATTACTTGTAAATTCTAT -AGGGTTTGTTATCGGATTTACTGTGATATTTACTTTACTCGGAGCAACGGCTACCTCTTTGGGATATTTT -CTGTCCAATCACAGGAATCTACTGGAGAAAATTAGCGGTTTAGTAATGATTTTATTCGGTCTTAACTTTA -TAGGTATACTAAAGATTAATTTTATAAATATGGAAAAAAGAATTAATTTTCAATTCAAACGTCTGAAATT -TATAAGCTCAATTTTATTTGGTATGGTTTTTGCCTTTGGATGGTCGCCCTGCCTGAGTTCCTTTTTAGGC -TCTGCCCTTGCAATTGCCAGTAACTCAAAAACGGTCTTTCAAGGAATACTTTTACTTTTCTTTTTCTCTA -TTGGCCTCGGTATTCCGTTTATTATTACTTCAATTATCTTTGAAAAGGTAAAAGGAGCTTTCAAAAAGAT -ACAGGCACATAGCAAAACTATAAGTATTGTTTCAGGAGCACTTCTTATAGTAGCAGGTATTTTAGTATTT -ACAGGCAGCTTAAAATATTTTAACTACTTTGGTTTATAAAAACGGAGGAACGAATTATGAATAAAAAGGT -CAGTATTATTATATGGACTCTCGCAGTATTTGCAATTATAGCGGCAGCTTATATCTTCTACTCAAAGAAT -AGACCTCAGAGTTTTGTAACACCGCCACAAGAAACTTCTTCACAGAGTCAATCATCCCAGAGCGACAAAG -TTATGGCTCCTGATTTCGCTTTAAAGGATATGGATGGAAAAACAGTTAAACTCTCAGATTATAAAGGGAA -AGTTGTAATACTCAATTTCTGGGCAGTCTGGTGTAAATATTGCAAGCTTGAAATGCCTGATTTAAATGAA -CTTGACAAAGAATTATCTCAAGAGAATAACGCTGTTATATTAGCAATAGATGTTGAGGAATCACATGATA -CCGTAAAGAATTATCTTACTTCAAATGGTTTTGATTTAAAGGTTTTATTGGATAACGACGGATCTGTTTC -CCGGAGCTATGGTGTTTCAGGCTATCCCACTACTTTTATTATTAATAAGGATGGTTCGGTATACACTTAT -ATTCCTTATAAAACTGATAAGGCAACACTTTTACAGATTCTTGACCAATTAAAAGCTGAAGAACAGCTAT -TTTAAAGTTCTCCTTGTCACGATTTTATTGATTTTCTCACTGCTCACAAGCATAACTATGAGTAATACTA -AAATGAAGATGGGATAGAACTGAATCCCTACCACACCCGATAATACACCAATTGCCGGAGGTACCAGCGT -TGTTCCCATATAGGCAACAGCCATTTGAACACCCATGAGTTTTTCGGAATTGTTTTTACCAAAACGAACT -GGCGTTTCATGCAACATAGATGGAAAAATAGGTGCACATCCCATTCCAATCAGAATAAGGCCCAGTAAGT -TGACATAGGTTTGATTAGAAATCAGTAATAAGATAGCTCCGATACCAATTATGATTTGACCGCCTCGAAT -CAAAGCAGGATTACTCCACTTGGTAGTAATAAACCCATTAACTAACCTGCCTAAAGTAATGCCAAGGTAA -TACATGGATATCCAACCCGCAGCAACATCAGCAGAAACACCTTTTGTCTGCACCAGATAACTGGCACCCC -ATAAACCCGCGGTGGTCTCCAATGCACAATAACAAAAGAAACTAAGAAGTGCTGGGGGTATCCCCGGCAA -TCTAAAAACATGCTGGTTTTGATTTTCTACAGCAATGTCTTCTTGTCGGTTTTCACCAAACAACCTCCAA -AGCGGTAATGAAAAAAGCAAAATAATCACCAGACAAATCTGAATGATGGCAACAGATAAGTAGCCCTTCT -GCCACGAACCATTCTGAATAATGGCAACTGACATAATAACGGGGCCCGCTGTTGCACCGATTCCCCAGAA -ACAGTGAAGCCAACTCATGTGTCTGGCTGAAAAATGCAAAGCCACAAAGTTATTCAAAGCAGCATCAACT -GCTCCCGCCCCGAGTCCCAATGGAATTGCCACAAGACATAGCCATATATAGTTTTGGCTAAAGGAAAATC -CTAGCAAAGCCATGGCTGTCATAAATACGCTCATTAGTGTAAGTTTGCCAGTACCAAATTTCTGAATCAG -TTTGCCACTGAGGATACTCGATATTATGGTTCCGCCTGATATAATCATAGAGATTAATCCTGCCCCAGCC -ATTGGCACGGATAAATCAGTCCGAACCGTTGGCCATGCAGCACCAAGCATAGAATCAGGAAGTCCCAAAC -TGATAAAAGCAATATATATAATAATCAATAATAATGTTGTCATGGTACCGCCTTCCTTATCGTTGCCATT -TGGGTTCAAATGGTTTTAATGATATTTGTTTGATACCCTCTGCAAAATCTTCGCCAAATATATTTGATAC -AACGACGTCAGGCATCACTTCTGACTTAAGTATTTTTTTACAATCCTCAATGATAGGGTCAATCGATAAT -CTGGTGAGATTTTCTCTGTAAATGACGAGAATATCCGGATTTAAGAGGCAGGTAAATGTAAGGATTAATT -TCTTAAGTGCCACTGAAATATTTTCAGAAACAAACGTTGGATTGTTCCAATCAAATTCATCCGGAAGAAA -TTTAGCTTCACCTGCAAAGCCATCTTTTCCTTTATACATATTTCCATTGATAAAAATACCTACTCCTAAT -GGATACTTCTCTGGAATATAAATACCAATTACGTTTTTATCTTCACATTGATTAGAAATACAATATCCCA -ATACAGCGGCGTTAACGTCATTTTCAAAAACAACAGGTATTTGAAATTGCTTTCTTAAATGTTCCACAAA -GGCTTTTCCTTCAAGGGATATATAATCACTGTTCTCCATCTTCCCTCTTATTTCTTGTCCTGGCATACCA -ATGCCTATCAATTTTATATTAGGATATTTTTTCAGCATTTTGTCAATTGTCAAATCGAAACTATACTCTG -ATATTTCATCTAGGGCAATCTTGTTAACTTCAATTACTTCACCATATAAATTAACAACGGCTATATGAGT -TAAATCCTTCATTTCATACTCATTTGTATAAATAACTAATGCCATACTGTATTCCTCATTAAAGGAATAT -ATGGTTGCCGGTCTGCCACCACTGGACACTTCCAGCTCATCAACAAGAATTTCTCCATTTCCCAAAAGCA -GTTCCACAAGTGAATTAATTGTAACTACACTTAAACCTGTCAGATTTGCCAACTGGGGTTTTGTTGCTTT -TTTATTTTCTTTTATCACCCTTCTAACTTTGTCTAAATTAATTTGTTTTATTAAGTTTACATTCTTTAAA -GCCATACCGTTCCCCTTTGATAAGTTTATAAAGAGTATTTATAAAGTATCTTTAATATATCAGGTATGTA -ATTATATGTCAAGGTGGCTACATTGACTATCACACAAATCTTTGATTTAACCCCGAATATATTATTGTTT -ATTGGTGATACTAATTTCTGACAAAATAGATTTTGGGAGTAGATGCCAGAATCTTTTTTCTCATAGTTAT -TAGAAAGGAGGCAATAATTTATGCAGAATGATGAAAAAATGGAATACAAAGTGGCCAGATACGATAAAGC -AAGGGGCTGTGAGTGTGAATGTGGCTGTCAAGAACCAGTTAGTGTAGCTGTTTTTCCCAATGCAGCACAA -ATTAATCCCCAAGACCTAAAGACTATAAATCCTAAAATTACAGTAATAAGTAATTAGAACAAACAATCTA -AGAAGGGGCGGATATTTAACTCTTCTTAGATTTTATTTTAAAGGAAGGTTGTGAATATGGAAAATTTGTT -ACTACGACGTGAGCCGTTTGGTGGAATATTAGCAGAGCAAGAAGGATCAAAAGTAAGATTTCTTAATCAT -ACGGGTTTTGAAATAACCTATGGAATTGCCAATGGGTGGTCGGACAACGATATAATACATCACATCAAAT -CAAAATACGATGTATCAAACTCAAGTTTAGTTGAAAATGACATTAAGAATTTTCGTCAAATGATTTCCAA -AGTAAAAGATTGGGATACAGCTGAAAGCCTTTGGAAAGATTCTTCAGATAATAAGGAAATCGCTTCTATT -CCAGCACTGTCAGCACCATTGGATTTATCCTGGGAAGTTACCAAAAGATGCAATCTTAACTGTCATCACT -GTTATAATGATTCACATGCAATAAATTACGAGCCAAACTTAGAACAAATACATTCTGTCGTAAATGAACT -TAGTTCAACCAGACTAAGGAATATTGTAGTAACGGGCGGAGAGCCTTTAATGCGGGAAGACTTGAAAACG -ATTATTGGTTGGCTTCGTCCCCTGACATTTAATCTCACTTTAGCTACAAACGGAACTTTAATAAATGAAC -AAAACATACCGTGGCTTGGAGAAATGATTGATCTAGTTAATTTAAGTCTAGATGCTGGCAATAAATTTGC -ATATGAAAAATTCAGGGGACGCAAGGGAACTTTTGATAAGTGCCTAAGAGGGTTGGAACTTTTAGTTCGA -AAAAAAGTTCCTGTTGTAATTCAGACTACTATTTCTCGTTTTAACATAGATTCTCTCGAAGAGCTTGCAG -ATTTAGCCATTGAAAAGGGTGCTACAGCTTGGATTGCAAGGCTACCGGTGTACAGTGGCAGGGCTAACCA -ATATAAAGGAGATTTTCTCAGCAGGGATGAAATAGTAAAAAAAGCACCATATTTATCAGAAATCAGGTCA -CGATATAAAAGAAAGTTTGCAGAGTTACAGATCGGTGTCAACTTCGTTTGGAGTTATGGGAAACCTTTTA -ATTATGTTCAACAGCAGGACAGGGCTATTTCTTGTGCAGCAGGAACTGTCAGTACGCTTTTAACGGCAGA -AGGCACATTAGTTCCTTGTTCCTTATTTTCAAGTACAGACTTTAGGTCTAACGTTGTATGGGACAATAAC -TTTCTTAAAGAATGGGAAATAGCTCAATGTATGCAAACTATGCGGTCTCTTCGTCTACATCAGATTAGGA -AATGTTTCCATTGCGAAGACTATAAAGTGAAATGTAGTTCCGGATGTAGGGCTAAATCCTACCTGAGTGG -GGATTTGTATTCAAAAGACCCAGACTGCGGTTATTTAAGCTAAAAGAACTTATAACCCATCAAAAAAGGG -CATAAAACGCAGAAATTCTTCTGCGAGTTTTTTGCCTGTTTTTTGTTAAAAAATACTAACTAATCGTCAC -TACATATTGCACATTTTGTATGCTAAAAGCTAATCCATATGAAAAAGAGAAGAACTTTTACCCCTGAACA -GAAAACCAAAATAGTCCTCGAAGTCTTAAAAGAGGCACAAACATTGACAGAGATCGCTGCTAAGTACGAA -ATCCAACCAAATCAGCTTACGCGTTGGAAATCTGAGTTCATAAAGAATGCCAACCGTGCTTTCAGTGTTG -ATGCTGATGAAACCGAACAATTGAAGCAGGCACATGAAGCTCAGATTGACGAGCTTCACAGGCAAATAGG -TCAGTTAACCGTAGAGCGTAACTGGCTCAAAAAAAAATCTGAACAATTCGGCCTCCTGACAGAGCCGCCA -AAGCATGGTGGATAAAAAACATAAAAAGCTGACCATTACTCGGCAGTGCCAGTTGCTAGGGCTTAATCGG -AGTACGCTTTACTATCAGCCGCACGAACCGGATCGCAGCGAAGAATACCGTGTTAAATGGCTTATTGATG -AAATCTATACGAGAGACTCTTCACTTGGGTATCGGCGTATGACGCATATCCTTCATAGGGATCATGGCAT -AAACATCAACAAGAAGCGTACCCGCCGTTATATGAGGGAAATGAACATTTATGGAATCTGCCCAGGACCC -AACCTAAGTAAACGGGGCCGATTGAAGTATGTCCATCCATATCTTCTCAGAGGGCTTACAATTGATAGGC -CTAATCAGGTATGGTCAGTGGATATTACCTATTGTCGGATGCCCAAAGGTCATATGTATTTAGCAGCTAT -CATCGATTGGCATTCCAAATATATCGTCGGTTATGAATTATCCAATACCATGGATAAAAGTCTTGTCCTC -AATCTGGTGAAAAGGACTATCACAGCACATGGGAAACCCGAAATTATTAACAGTGATCAAGGATCCCAGT -TTACCTGTGAAGATTATATAAATCTTTTGAAAGAGAACAACATAAAAGTATCAATGGATGGAAAAGGTCA -AGCCCTTGATAATATCTGTATTGAACGCTTCTGGCGCAGTCTGAAATGGGAGAAGCTATATCTTGAGGAA -TATTCCACACCTAAGCAATTACGTAACATTATTCAGGAGTATATAGCTTATTACAACATTTACCGTCCAC -ATCAGACCTTAGAGTATAGGACACCAGGAGAAGTTTATTATAGAACCCTAGCAGAAAAAACTGCCTAAGC -TTAGGCAGATATCTATTCTCGCTGTAAGGCAGGAGCCTTTATAAAGCTACCAAGAATAGACGTTGGTATC -CAAACTTGTCAATTAAACAACATTTTTAAGACCTTGACAAGCTCTAACAAACACTATACACCCATCGAAA -GGAGACCTAACTAAAATTTAAAAATGTTTGTCTTGACATTGGGGGGCATTATATTTTGCCTTTTAAATAT -CCCATTATTTCTGATACACTATATTTAGGTAGTATCCTAACAAGCATATGTATGTGGTCCTTACAACACT -CCGCTTCTATAATTTCTATACCTTTCCTTTCGCACAGTTCCCTCAGCATCTTACCTATATCCTGCTTTAT -TTTCCCGTATATTATTTGTCGACGATACTTTGCTGCAAACACCAAATGATATTTGCATTCCCATGTCGTA -TGTGCTAAATTATTCTTGTCCATTGTGGACCCTCCTTTGTTTTTTAATGTGGTTGGCAAACCTACACTAT -TTTAACATTGGAGGTTTTATTTTTTCTACTTGAAGCTAAAGCCTTATGGCTCACCCCGGCTTAGCCGGGG -GTTTATTGTTATATACAGTCAAAACCACCCGTAAAACGGGTGGCTTGTGTTAGCCCTATAAGGGCTTGTT -ACCGGCCAGCGCCTCAAGACGCTGGCTTTCACTTTGTTCAAGCTACTATTGCCTTTGCCACCTTTGCCGC -CCCTGAAGGGACAACTTACTACTTGCTACCCCTTGAAGGGGTCTTCATACTCTTTCACGCTTAGTTTATC -TACCATAATATCGTGCTTTTCCTGCTCTTGGATATACTTTCTAATAGTTGCTTCATTAAGCCCTACAGTA -CTCACATAGAAGCCCTCTGCCCAAAAATGTCTATTTCCGAACTTATACTTTAGGTTTGCATGCTTATCGA -ATATCATCAATGCACTTTTTCCCTTAAGATAACCCATAAATGTTGAAACTGATATCTTTGGTGGTATACT -TACTAACATGTGTATATGATCTGGCATTAGATGCCCTTCAAGTATTTCTACTCCCTTATACTTGCATAAT -CGTATCAATATTTCTCGTATGCTTTGTTTGTATTGATTGTATATTACTTTTCGTCTATACTTTGGAGTGA -ATACTATGTGATACTTACACATCCATTTGGTATGTGCTAAACTATTTTCTTTATTTGCCATTAAAATCAC -CTTTTCCCTCGTTAATCTAGCAGCTTGAACAACTCTATTTTAACGAAAAGGTGATTTTTTTGTATAACTA -CTGTCGCGCACCCGCATAGCGGGTGGTTTATTATTTCGTATGTCTCCGTTTCTCTGTTGAGAAACTCCAA -CATACTCAACAGGCTAAAGCCCATAATAAAAATTCCCTCAAACCTAAGTCTGAGGGAATAAAAACACATA -ATATTTACAAAAATTTTATTTACCTTCCTAGATCAATGATGTTTTGAATAAGCCCCTTACATTTCCCACA -CTCTTCGCCAGTTTCTTCATCTACACCTGTTCCGGCACCTGTTATTTCTCCAACCTTTTCTACTGTATCA -GCACCATTTTTAACTGCATTTACTACTGTTTCTAAAGAAACTTTCTTACAGCCACAAACAGAAGAAAGAA -TCGCGTTTAATTCACTTTTACACCCTTCACACTCAGTACATACTCCTGTAAGTTCAACTAATTCCTCTAT -CGTTCTCGCACCAGAAGTCATTGCCTTTCTGATAGATAGATAATCTATATTATTTTTTGTACAAATTACT -CTATTCTTTGCCATATCATTAGTTCTCCTTCATATGAATTTTTATTTACCTATTATAGCAGCTTTTATTA -GTTATTCTTAATTAGTAATTGATAATTCATTAATATTAAATATTAATGTAACAGAAATTAGCTATAAGGC -CAGCTATTAAAAAATAGTTTACTTATACTCGAAATCCGGTATCTGAGTCCAGCGGTTTTGAAGATAATGA -GCTGCCAGCTTGGGACGCCTATCCCTAGTAAAGGCTCCCTTTTTGTTCCCTTCAACCCTCATAATTCCTT -GAATAGTCTGGAAATCTGCGAAGTTCCAGACATGCTCACCTACAAAGCAGTCATATTTATCAAAAATCTC -GTGATTTGCCCTTAAAAATTCTACCTGATATTCCTCAGTAAACATAGTGGGTGTAGCCAAATGAAGCCCT -GCCACTGTATCTGCTCCATACTCTGTAAAGATAATCGGTTTGCCGATGGTTTTCCAGTAATCTAATTCAA -TGCTCAAAGCCTGCTTTGCCGCATTCAGATCGCCGCCGTAAATATACCAGCCATAATAGCGGTTTAAGCA -GATTACATCCATAGCAGGAAGGGTTTTGTCTGTTTTGTATTCACCTTGCACACCGACAATTGTCACTGGT -CGGTTCTGCGGGTCCACCTTATGAGCTAAATCATAAAGAGGCTTATAGTAATTATAGGAGCTTTCCGGGA -AAGCAGTAGTATCGGACTCATTGGCTATGGACCACATAACAATGCAGGGATGGTTTTTGTCTCTTTCAAT -CATGTCTACAACCACATCATGATGGTGCTGGTGGGTATGCAATACCTCAAAGGTATCTCTCTTACCTCCA -CCGGACATTGCACCAAAATTGACATTGACACCAACAGCCGGAGTTTCATCTATTACCACAAAGCCTTCAC -GGTCACAGAGATTCATCATTTCCTCAGAATAGGGATAGTGACTTGTCCTGAAGGAATTTGCTCCTATCCA -CCTCAACAAAGACAAGTCCTTTACATTCAATACTTCATCAAGCCCCCTGCCGTGAGCAATAAAATCCTCA -TGCTTACCAAACCCCTTAAAGTAGAAGGGCTTACCGTTAATTAAGAATTGACTGTCCTTGACTTCGACAG -TCCGTACTCCAAAGGACTGCTCATAACGGTCCTCACCAAAGGTGATTTCAGCTGCATAAAGATAAGCGTT -TAAGGGCTGCCACAGGTGCACATTCTCAATAATAAAGGTTCCCTCATTTCCTTTAGCCTCAGCAACAACT -TCTCTCTCTTCATCATATATCGTAAGCGTTGTTTCCCCCTGACCTATTGTATCAATTTTATAATAAACTG -AAGCTTTTGTTCCCTCAAGGGAAGGAACAATGGTAATATCTTCTATAAATTTTTTTGGTGTGCTGTATAT -CTTGACAGGGCGATGAATTCCGGCATAATTAAAGAAGTCAAAGTTCGGTGCATTCTGCTTTTTAGGAGTG -ACACCGGGAACCGGTGGGAGTACACCGCCAAGCATATTGCCGCCTACCTCACTTCCTACCGGGAGAGTAC -TGTAATCTACCACATTATTTACAGCAACAGTCAGCAGGTTGTTTTGAGATTTAACCTTATCTTGAATCTC -AACTTCGAAGGGCAGAAAACCGCCTTTATGTTCCGTAATAAGCTGCCCATTCAGGTAAACCTTTGCATAA -TGAGTGACTGCACCAAAGCGAAGAACAATACGCTGTCCCTCCAAAGTCTTTGGAATAGCTATCTCTCTTT -GATAGAATACATAACCGTAGTGATCACGCAGGTCTATAGATTCTTTCTGATCATTATAGGAAGCTGGTAC -TGCCATAGTCATAGGATTTTTTAGCTTATTGGCATACCATTGCTGCTGGAAGCCTGTTCCGTCGTCAGCT -TTAAAGCTCCAGATGCCGGAAAGGTCAATTAGTGTTCTTGATGAATTTAAAACAGGATATAACATCATCT -AACCTCTTTTCGAATAGATTATTTTCTTCAACGATTCATTTCACTCTGTTGTTCGCCTTGGTGAGCTTTG -ATAATCCTTTCAATTTCACCGAAGCTGGTTACAATCAGGTCTCCGGGAATGGTGCTTTTCACAGCGGCCA -TGGCGTTTCCGAATTCCAGAGCTTTTTGTAGATCGGTATACTTAAGCATACCGAACAGTACACCGGCTAC -ATAAGCATCGCCGCTTCCAATGCGGTCTACAACTTCAATTTTCTCATATGCATGTTCATTATAAAAACGA -TCGTCCTTAGAACTATAGATAGTGGAACTAAAGCTATGTTGGCTTGCACCTATTACCTTGCGCTCAGTTG -TGGCGACTACAGGTATTCCATAATCACTGCAATAGCTTTTCATAATATCATGTAGCTCTCCTGTCTTTCG -GAACATCTTGCGAGTGGTTTCTTCAGATATAAATAGAATATCAAGTAAAGGTAGTACTTTCTCAATGGTT -CTTCTCGCTTCATCTTCACTCCAAAGGTTTGCCCTATAGTTCACATCAAAGGAGAGGATTGCACCTGCTT -CCTTGAAACGCTTCATCATATTCTGAGCGGCAGAACGAGTGGCTTCTCCTAAAGCCAAGGTAATGCCGCT -TGTGTGGAATAATCGAGTGCTGCCGTAAGCTTCAGGTGGGATTTCATCAAACTTAATCCGATTGATGGCC -GATCCCTTCCGATCATAGATTATACTTGGCTTTCGAGGGCTTGCACCGCTTTCGTAGTAATATATACCCA -GGCGTGTGTCGGGATTTTTGTCATATATAATGTAGTCATCCGCAACACCCAATGCTCGTATTTCGTTCAT -AATGAACTGACTCACGTCATGCACCGGCATTCGTGAAATGATGGCAGTGTTGAGTCCAAGGGCTGCTACA -CCTGCGGCAATATTGAGTTCTGAGCCGCCGGCCTGCTTTTCAAAGCTGCCGCTGCGGCTGAATCTTTGCT -TTCCTGGAGGAGACAGACGGAGCATCATTTCACCAAAGCTAATAATATCAAAGTTTTTTTCCATACAATT -ATCCTCTTTATTTACGATTAAGTATGAATAGTCTACAATGTGACAAGCTACTTTTGTACTAAATGCAGGG -CAAAACCGAAAATTTCGTCCTTCAAATAAATTGATTTGATTTTACCCTTAGGGTCAGATACAGCGGATTC -ATGATTAAAACTATAGCCTTTATGCTTAATGTAAGAGATTGCACGCTCCATAGAATTCGTTTGAACAGCT -ATATGACCTTTAGTTCCAAAGTGAGGCTGCTTCATAACTTCAATAGCTTCACTGACAAAGATTGAAGCGT -TATTGTCTGTCTGTTGAAAACCAAATAGGTTAGTCAAAAAATCAGCTATTTTCTTTGCTTCCTGATCATT -CCCGGCAGTAATTCCCACATGTTTGAGCCTAAAGCCCAGCATGATTTCTATCGCGTTTCGAGTCAAAAGC -GTAATTTGTTCAAAATCTCCTGCTTCAACAAGCTCATCTTTAGCCATCCAGCTTCCGCCGCAGGCTACAA -CATTAGGAAAAGAAAGGTAGTCACTCATATTTTGCGGTGTCAATCCTCCTGTAGGCATAAATTTCATCTC -AGCATAAGGAGCAGCCATTGATTTAATCATTTTGAGACCGCCTGCAGCTTCGGCCGGAAAAAACTTGACT -ACCTTTAAATCGAGCTCAATAGCCTGCTCAACATCGCTGGGATTCGAGCAGCCGGGAATGATGAGTATTC -CTTTTTCTTTACAGTATTTAACTACCTTTGGATTAAAGCCCGGACTTACGATGAAGGCTGCCCCGGCTTC -AATAGATTGATCTACCTGTTCTTTATTAAGAATGGTTCCTGCACCCACAAGCATTCCCGGAAGAGTTTCT -CTGACTCTGCGAATAGCTTCAGCGGCTGCTTTGGTACGAAAAGTTATTTCGGCACAAGGGAGTCCTCCGT -TATAAAGGGCTTGCGCAAGGGGTACTGCTTTTTCAACATCTTCTATTTTGATGACAGGAACAATTCCCAA -TTCACCTATGCGTTTTAAAATATCATCCATATTATCCCTCCTTATATCTAAACACCCGAGTAGGAGCTGA -AACCTCCGTCAACCGGAAGAACCACTCCGGTAACAAAACTGGAGGCAGGCTTATATAATAGAAAAAGTAA -GGCTCCGATTAGTTCCTCAGGCTCGCCGAAACGTCCCATTGGGGTACTGTTCAGGATTTTGCCTGTTCTT -TCTGTGGGGGTTCCATCAGGGTTAAAAAGCAAGCTTGCATTCTGCTTAGTTGAGAAAAAACCTGGAGCTA -TTGCATTGACACGAATATTTGTTTTTGAAAAATGCACAGCAAGCCACTGTGTAAAGTTGCTTATAGCTGC -TTTTGCTCCAGAATAAGCGGGAATTTTGGTTAAAGGTGTAAAGGCATTCATGGAAGAGATATTTATAATA -CTCGCATCTTCTTTATTTAACATATCGGGAGCGAAAACTTGAGTAGGAATCAAGGTGCCTATAAAGTTAA -GATTAAAGACAAGTTCAACACTTTTGGTATCCAGATTAAAAAAGGTTACCAAGTCAGATTTATCAAAGTC -TCCAGAGAAATAATATTCGTTTGTTGTAGTAGCAAGGGGCTTATTACCTCCTGCACCATTAATTAAAATG -TCACAGGTTCCAAGTTCTGAATTAACTTTAGCTCTCACCTGTTCCAGAGTTTCCTTATCAAGGACATTGC -ATTGAAAAGCTTTGGCTGTATACCCATCTGAGACAATCTCTTCGGCATGCTTTTGAGCTTTTTCCAAAGT -ACGGTCCAGAAGTACCACTTTAGCACCGCAGCGGGCAATAGCCTTTGCAAACATACTGCAAAGCACGCCC -CCTGCACCGGTAACAACTGCAACCTTATTTGATAAATCAACATCTATTGGATTTTTCATTATAATACCTC -CTCATAATAAAATCATCGGTTAAGCTTTTCGAGGGTTTCCCAGATACCATTTATATAGCTTGCACCTAAC -GCACGGTCATATAATCCATATCCGGGTTTCCCAGTTTCTCCCCAAATCATGCGGCCATGATCAGGTCTTA -AATATCCGTCAAAATGGTTTTTATGAAGAGAGGACATTATTTTTACGATATCCAGTGAGCCATAGGATGA -GAAGTGAGCACTTTCTTCAAAGCTGCCATCCTCAAGTATTTTTATATTGCGAACATGCATAAAGTGAATT -CTGTTCTGTTTACTGTATTTATCAACCATATTATAGATATCGTTAAAGGTTCCGCTGCCTAGTGAACCTG -TACAGAAGGTCAATCCATTGTAAGGACTGTCAACCAGCTTCAGGAACCTGTCAAGATCTTTCTCACTTGA -TATAATGCGTGGGAGTCCAAAAATGTTCCATGGCGGGTCGTCAGGATGTATTGCCATCTTGACATCTGCT -TCCTCAGCAACAGGAATAATTTCTTTTAAAAAATACTCCAAGTTTTCCCATAGTCTTTCTTCATCAACCT -TTGAATACTCCTCAAACAGAGTCTTCAAATCCTCCTTTTTATAGCTTGAATCCCAGCCCGGCAGGGATAA -TTCGCCCGTCAGTGGATTCATTTTTTCCAATTGCTCTTTGTAATAAACCAGTGCAGTGGAACCGTCAGGA -AGCTCTTTATCCAGCTGCGTCCTAGTCCAGTCAAATACCGGCATGAAATTATAACAGATGCATTTTACTC -CAGCTTCACCCAGCCTCTTTATATTTTCCTTATAATTATCAATATATTTTTTACGGGATTGAAGACCTAA -CTTGATATCCTCATGGACAGGTACACTTTCTATAACATCGAGTACAAGCCCTTTGTCCTCCACTGATTTT -TTCAGTGCTGCAATACTGTCAATACTCCATACTCCGCCTACGGGTACATCATAGAGTGCAGTGACAATAC -TATGCATATTAGGGATTTGGCGAATATACTCCAGCTTGATCGGATCGGTTTCACCATACCAACGAAATGA -TAATTTCATTTTACCTACCTCTTTCATTTTGATTAACAAAATAGTTTACTTTTATTTATACTTTTAAAGC -GGTTTTAATTTATCGTCTCCAGTATGCTTTTCTTTTAAATAGGCTTGAAGCTCAGAAAGCTTCCCTTTGC -CAAGGGGATACCAAAACTGCAGTATAATAAATATTACAAAGTAACATATAGCCGGTCCCAAAGTAGCTAA -TCCTTTAATACTGTTGGCTACCTCTGGGGTCTGAACAACTGCTGGCTGACCTTTAGGAACAGAAATATAA -CCTATTGCAGCAAGTGCAAAGCCGCTCAATCCCCCGGACAGTGCTTGACCAATCTTCCGGGAAAAAGAAT -AGACAGAGTATATCGTACCATCTTCCCGTGTACCTGTAAGGTATTCCTGATAGTCAACTACATCTGTAAT -AAATGCCCAAATAGTAGCATTAAAGAAACCTACACCCAGTCCTCCAAAGAAAAGAAATGTAATAAATACC -CATGGACTTCGTATGGGCAAAAGGAACATAAGAAGAAATATTATGGCAGAGAGAAGGACACCGATTGCCG -CTGATTCTTTTTTGCCAAATTTTTTTACTATTGTACTGACGGCAGGTGCTATGATAAGAATCGGTAAAAC -TGTAACAACACCTGCAACAGTAAGGGCTATTGTATTTTGAAAGTAATCCTTAAACAGGTAGCTGTTAAGT -CCTTGACTAAGCAGAGTCGCAAAAATGACAGCAAGAGCTGCGAAGATTAAGGAAATAAGGCCTCTATTCC -TAACAATACCCTTTGCAGTCACTTTAAAATCAAACTTTTGCTTTACTCCAACCTGAGTTTTTACACGTTC -GATACACAGGTAATAGCATAGGAGATAGCATATTGTAGCACAGATAGCAAAGACGACAGCTAATTTTGTG -AATCGGCTTCCAACGGGTTTATTGTTTACAAACACAACCAAGGGTACAATAAGGCCTATAGCAATGCCTC -CCAAAGATGAACCCATGGATCTGAAGGTTGATAGTGATGCACGTTCAATTGGATCGGTACTAATGACTGA -TGCCATTGAGCCATAGGGAATATTGACTGTACTATACAAGGTACCCCAAACGACATAGGTCAAAAGGGAG -TAAATCATATGTGTATTTATATCCATATTGGGGAAATAGGTAAAAGTAAGTACGCCAAAAATAATCATGG -GCAAAAACATCCTTAGAATCCAAGGTCTGAACTTTCCTCGCTTTGTTGCAGGGCGGGAGTCTATAAAACG -ACCCCATAATACATCTGCAAAAGCATCCCAAATCCGGGCAGCAATAAAGATGGTGCCGACAGTAACTGGA -CTTAGTCCGACCACATCGGTATAAAACAACATTAAATATGCCGAGATATAAAAGAAGAAAAAGTCATTAC -CAAAATCTCCAAACAAGTATCCAATTTTATCGCGGTTGTCAAAGGGTCTCATTGTAACACCTCTTATTTT -CCTGAACTTCATTTTCCAGCTTTAGTCCAAAATACCTTACAGAATTATTGAAGCAAATGTCTTTAACCAT -GCTGCCAAGCATATCCAGTTCTAAGGGAACCTGCTCATGCTCTACCCACTCACCTATTAAGTCGCATAAA -ATTCTGCGGAAATAGTCATGTCTGGTATACGAAAGAAAACTTCGAGAATCCGTCAGCATACCAATGAATC -CGCTTAGTAAACCATGGTTTGCCACCGTTTGCATATGATTCACCATGCCATCCCTATGGTCATTAAACCA -CCAGGCGGCTCCCAGCTGAAGCTTGCTGGGGAACATTGTGCTTTGAAAGCAACCGATAATAGAAGCGATT -TTTGCATTATCAGTGTCATTTAAGCAGTAAATTACTGTTCTGGGTAGCTCATCTGTTTTATTCATCCAAT -CCAAAAGTGATATTAAAGAATCCGCAGATATCCCATTTCCAATTGAATCAAAGCCTGCATCCACTCCGGT -ACTCTTCAGCATTTTTGTATTTGTGTTTCGAACAACACCAAAATGGAGCTGCATCGCAAAACCCAGCCTA -TGATAGGTCCTACCCAAAGCAAGCATAAGCTGGGTTTTATATGCCTCTATTTCCCCTTGCTCAAGTTCTT -CTCCTGCCATTGCTTTTAAAAAGGCTGACCGGGCTTCGTGGAGTTTTCCTTTTGTAAAATCAGGATATCC -AAAAGAATGGTCTGATATCATACAGCCTATGGATTTAAAAAATTCTGCCCTCTTTTGCAAAGCTAATATC -AAGTCTTCGAAAGATGAAATATTCATTTCTGTAACTTTTGAAAGACTGGCAATCCAATCTGCAAAACCTG -TATTTTCAATTTGAAGTGCCTTATCAGGCCGGAAAGTTGGCAGAACTTTAACCTTAAAGTTTTTATCCTT -TTCCAGTTCTATATGACTTTTCAAATCATCAATAGGATCATCTGTAGTACAAAGGGCCTTTACATTGAAC -CTTTCAATTATGCCTCGTGTCGTAAATTCGGGGCTTTTAAGTTTATTATTGCAGGCCTTCCAGATTTCCG -GTGCACTCTCTGGTACCAAAAGCTCATCAATATCGAAATAGTGCTTTAACTCTAGATGAGTCCAGTGATA -TAGCGGATTACCTATACATTTGGGCACTGTTTCTGCCCATTTTAAAAACTTCTCGTAGGGATCTGCATCA -CCCGTTATGCATCTTTCATCCACACCATTAGCACGCATCAATCTCCATTTATAGTGGTCACCAGCAAGCC -AAATTTCTGTCATATTGCTAAACGTCCTGTTTTCTAAGATTTCTTTTGGACTCAGATGGCAGTGATAGTC -AAAAATAGGCACGGATGCTGCATTAAAATGATAAAGAGAAGCAGCCGTTTTGCTTTTCAACATAAAGTTA -TTATTAATAAATGTTTTCACAGTCATTCTCTTTTCTTTGTTTGTTTCTATAAATCATATTATTTTCATAT -GAACAACCAAATATGCAGAATTATAGTATCAGGAAAACCCCCAAAAAATAACCAATATCTGTGGTAAAAT -ACCCACTTTTGTCACCTGCTCCATTGGTATTTTTTATTTAAACATTTTTTAAGTATGTATTTAAAACATA -CATTAATGTACTCAAGATGATTGACCAAGATAATATTATTAAACTTCTATACACTACAGGTAACGAATAA -ATACGAATACTTTACTTAACTTGGGTATAATAAAGTTAATATCAAATGGAAGGGGTAACCTGAGAAAATG -AAAATAGAATTCTTTCATGATGTAATTTGCAGCTTTTGTTTTCCAATGTCCTACCAAATGAGAAAAGTGA -AAAAACTGATGCCGGAGGTTTCCATTGAACACCGTTCCTTTGCATTAGTAAAAGATGTGGAAGATTTCAA -CATTATGTTTGGGTCAAGAGAAGCTGCTAAACAAGAAATCATGAGCCATTGGGAATCAGCAAATCGAAAT -GATGATGAGCATCGCTTTAATATAGAGGGAATGAAAGCGGCTTCTTTTCCATTCCCGTCTTCTATGAAGG -TGCTTATAGCAGGTAAAGCTGCTTATTTTACTGCAGGTGATATGGGTTACTGGGATGTTTTTGATGCTTT -GCAACAGGCCTTGTTTGTTGAAAACCAAAACATTGAAGAAGATGCTATTGTTTTTAATTGTGTAAGAAGA -GCTGGAATCAATTTTGATGAGTGGTATAAGCATTATAAGAATAAAGAGACAGAAAAAGCAGTCCAAGAAG -ATTTGATACTTGCAAATAAGTATCAAATCCATAGCGTGCCGTGTCTGGTTATTAATGAGACATATAAAGT -CAGTGGAGCACAACCCTTGTCGCAGATTATAAGTGCCATTGAAAAAGCCAGCAAAGATGACGGGACTGGA -GTCACAGAGCAAGGAGGGGCCTGCCGTTTAGATAATGGGAAATTTCTATGCGATTAAAGTCCACACTGCT -ATTACCTCCACCCTGCCCATTCTTCTGCCCAATGATTTAAACTAAGTACTAACTAATAATCCATCTGTTT -CCAACTAATGAGTTGTATAAAAAAGCCTGTACCGGGTAAGACCGATACAGGCTTTTTTGTGTACCACCGC -GGTAATTACCGTTCCGATCATACACATGAATCGCATGAGGCTTGTATTTCCCTTGTTCCGATTTTTAATC -ATTTAGAAAGCGATCAAATGGATGAAATCATGAAAGCAACCAAACCAGTCTCATACAAAAAAGGTGAGAT -TATTTACAGGGCAGGTGCTCAATCAAACTCACTTTATATTGTAAGCAATGGGAAAATCAGAATATATCGT -TTATCTGAATCTGGAAAAGAACAGCTAGTACGTATTCTAATCCCGGGAGATTTTACAGGTGAGTTAGCTT -TGTTTAGAGAATCTATTCATGAATCATATGCAGTGGCTATGGAAGACACTAATGTATGTATGATCACTCG -CTCGGACTTACAGGAATTTTTATTGAAGTTCCCTTCTATTTCATTAAAAATTCTATCCGAATTTTCCAAG -AGGTTGGAAACGTCGGAAAAACAAACAACCCGTTTTGCCACTGAAAAGGTTGAAACAAGGCTAGCACTTT -TTTTGGCTAAGTGTGTAGATAGTGGAGAAAAAACAACGGAATTTGTATTGCCAATGAATAAAAAGAACTT -AGCCTCCTATTTAGGGACTACTCCCGAAACCATTAGTAGAAAGTTAACAGATTTTAAAAATCATGGATAT -ATCAAGCAAATTTCACATAGAAAAATTAGAATTTTAGATTTGGATGGGCTACTCCTTATTTAAATCTTTT -CTAATCTCTTGAGTCTATAAATCGCAATAAACAAAAGAGCTATGTACCCTTTACAAGGCAAAGCTCATTT -TGCATATAGTGCAAACTGTCTAAATATTGCCAGATAGTAAAAAATTGTACACCCTTTTATTTTTAGGGGT -TACTTTCCTCTATATTATATGTTATAAACATTTAGCTATAGATTTTGGTGTGACCCGTCACAATATGGAG -GGTTTTTAGTTTGCTTGCAAGTACATAAATAAGCAGTTTCATCTTTATCAGCAGTAAATGCCATAGGTTT -AAATGAAGTACCTTCATGTGCTCCATTACAAAATGGTTGATTTGAACTTTTTCCACATGTACAGTAATAA -TAAGTTTCACCCTTTTTAAGTTCAACCGGAATAGGTGATTTTCCCGCAACTACTGGTTTGTCCATATTTA -TCTCTCCTTGTTAGTTGTAGTTATTATTTCATTTTATAATATGTACTAAAGTCCATATTTTATTCAATTT -AAAAGTGTCAATAATTTAACTAAACACTATATCAACTTTCAGACTAATAATCCAGTAGCTTCCCAACCAA -TGGATTACACAAAAAAATCCTGTCCCGGGTTAGACCGATACAGGATTAATTGATATCTACTATTATTCAT -ATAAAGGATATTTATTACAAAGAGCCTCAACTCTTCTTATTATATTCGTCCTTGAATTTTCAAAATCTGA -AATTGTGAGATGAATTAAGTCTGCAATCTCTTTCATATCTTCCTCATTCATTCCTCTGCTTGTTACAGCC -GGAGTACCAAGTCTTATACCGCTTGTAATAAATGGACTCTGAGTATCAAAAGGAATACCGTTTTTGTTAC -ATGTGATGCAGACCTCATCTAACTTATGCTGTGCTTCCTTACCCGTAATATTCATATTTGTCAGGTTAAT -AAGCATAAGGTGGTTGTCGGTGCCATCTGAAACTAGCTTAAAGCCCTTTTCCATAAGAGCAGAAGCCAAA -GCTTTTGCATTTTTTACAATGTTTTGCTGATATATTTTGAAATCATCAGTAAGAGCTTCCTTAAAGCTTA -CTGCTTTAGCGGCAATAACGTGCATCAATGGACCACCCTGATTCCCAGGGAACACAGCACTGTCGATTTT -CTTGGCATATTCCTGCTTGCAGAGAATCATACCGCCTCTTGGGCCTCTTAATGTCTTGTGAGTTGTAGTT -GTTACAACGTCAGCATATGGAACAGGACTTGGGTGCACTCCGGCAGCAACAAGACCTGCTATGTGAGCCA -TATCAACCATTAGAATTGCTCCAACTTCATCAGCAATCTCCCTGAATGCCTTAAAATCTAGTATTCTTGG -ATATGCACTTGCTCCTGCTACAATTATTTTGGGTGAGTTTTCCTTAGCGGTTTTTCTCAACTCATCATAA -TCAATGTAGCAGTTGTCCTCTCTTACACCGTATGGTACTACCTTATAGTACTTACCGGATATGTTAACGG -GACTGCCATGGCTTAAATGTCCCCCGTGTGCAAGGTTCATTCCCAGAATTGTATCTCCGGGATTTAGAAA -AGCAAAGTAAACAGCTGTATTTGCCTGTGCTCCAGAATGAGGCTGAACATTTGCATGTTCTGCACCAAAA -ATCTGCTTTGCTCTGTCAATAGCAAGTTGTTCAACTATATCTACATATTCGCATCCGCCATAATATCTTT -TTCCAGGATAACCTTCCGCGTATTTATTTGTTAAGGGTGTTCCAAGTGCCTCTATAACAGCATCACTTAC -AAAATTCTCTGAAGCAATTAATTCTATTTTATTTCTCTGTCTGTTGACTTCTAACTCAATAGCTTCTGCT -AATTGAGAATCAATCTTCTTTATCGTATCAATATTGTACATAAAATGCCTCCACTCCAATGTCACTATAA -TATGACATTTGTTCGTTATTTTATCCACGCAAGTAAAATTATAATAAAATAACCATATATATGTCAATTA -AATATGCAAATAATCGCACTTTTACTACATATTTATGCATTATTTAATTATTTTGTATAGTTCATCAGCT -CCGGGGGCTTCAATATTCTCCGAAGTCCCTTCTTTCTCACTTATCAGCAGTCTCCCAGTTTTGTTTTGGG -TAATAGTTCCAATAATTGATGCCTTAATATTGTTTTCCCCAAGAAGCCTTACCAGACCTTCGCCATCCTT -ACAGGTTATAATCATACATCCGCTGGAAATGAGTCTTAAAGGGTTTATTCCAAAGTGATCACAAATGTGC -CGGGTAACAGGCTCTACAGGAATAGAGTCCTTTTTTATAGTTACGCCCGTACTAGATGCTTCTGCAATTT -CCCAGGCAGCTCCTAGTACCCCTCCTTCGGTAATGTCATGCATTGAAGTAACCCCAAACCTGCCTGCAAG -AACACCTTCCGGCACCACACTTATAGCATTTATTAGACTTTTTGCGTATTGAAGCTCATTTTTGTTCATA -ACCTCCGCGAGTTCTTCCTCAAAATCACCTGCAATAATTGCAGTACCCTCCAGCCCAGCACTTTTGGTTA -AAATAACACTGTCTCCCGGTTTTGCTCCAGAAGATGATATAATTTTATCTTTAAGAGATTTGCCTACACA -GGTTGTAGATAAAATAATTTTATTAACCGCAGGAGTAACCTCTGTATGACCCCCGATAATTTCTACGTTC -AGTTGTCCAGCAGTCTCACAAACCTGATCCATAAGGTGCTCCAGCTCGGTTTCGGTTGTTCCCACAGGAC -ATAATATGGTTACCATCAGTCCCAACGGCTCAACACCAGAGGAGGCTATATCGTTGCAGGATATATGAAC -AGCAAGCCGTCCTGCATTTTTGCCCGCAGCTGTTATCGGATCAGTAGACATGACACATGCATATTTGTCA -AATTCTATTGCGGCACAGTCCTCACCGATGCCGGGACGCATTATAACCTCTTTTCTGAACGTATTAATTT -TTCCAAAAACTATTTTATTTAATATATCGTTTGGTAGTTTACCAGGTTCCATCTATAGTCTCTTAGCCTC -CTGAGCCGATTTACGGCTTTAAAAGTTGCAGTTATTAAATAGCATATAGTATAAGAAAAGGATTAAAAAA -GGATATCACCTGATTTAACCCACAAAGATTAAGTTTTACCAGTTATTTGATGATTAAGCTTCAACAGTGC -CATCATTGGCTGCCAACTGGTCTTTTGCCAACTGATACTGATCCCTGGCCATATCAATTAACTTTGGATT -ACTTCTTGCCCCGCTTGAGGATACTATGCGGCTGAACCAAAGAACTGATTCATTTAATTTTCCGATTCTT -CTATATAGTTCTGCTATTATGTACATACAAGTGTACTCATCAAGTTTGTCTAAAGGGAACCTCTCTTTTT -GGTAAGCATCGTTGTACGATTCTGCAGCAAAGGTAAGAAAATCGATTTCCTTTTTATCCTCTTTTGCTCT -ATAAAGCCATGCAATTCTAAGACAAACTTTAGCCATTTCACTACTTTTGGCTTTTCTTACCTGAAGATTC -AGTAGAGCAAGTTTAAATGCTTCAAGAGCTCGTTCAACGTCTCTTTCCCCTGAAAAACTTCTTCTGGTCC -AATGACTGGAAATTTTTTCTCGTATTACAGGGATGTCTCTTGTAAATATACTCTCAAACTTATCCTGCAA -CGCTGCATAACCACAATGTTCACAGACCCAAACGTCATAAAAAAGTACATTAATACCTTCATAGTATACA -CATAAATCCGTATCCCTTGATTTTACTCTGCACCCTTTTGTCTTGACTTTAGTGACCTCAATCTCCCTGT -TGCAAACAGGACATATAACTTTTTTGTTGTAAAGTAAATCATTCATGGCAATACCCCTAGTCTTTTTAAT -CAGTCAATTTCCATAATTCGTAAGTTTTTTGTCCATAGCATTTTCTCCTATGACAGGCCACTATTTATTC -TGTTGCTCTATCATTTTTGATTCTCTATATAATTGCTTTTAAGGCTCTTCGCCAATTTTAAAATATGTTT -GTTACAATATCCTAAATTATTTTACCATAATTATAAAAGTAAGTGGAGCTTTTACAATAAAAAACACGCA -CGCTTTATATATATTTACAGCAGTGCAATACATTTTTAACCTTAAATACAAAGTCTATTCAGCTAAACTA -TGGCTTTATAACAATTACTTCGGTATTTTCGATTGCGGTATTTATAAGTGGTTCAAAGTCAACAACTGAC -TCTGACTCTATTATTCTATCAAGCTTAGGCTTGGTTTGAGGGTGCTTTGCAACAAATACAGTACAGCAAT -CTTCGTATGGAAGAACAGAAGTATCAAAAGTATCAATTCTCCTAGCTATATCCACCACTTCAACCTTGTC -CATACCGATCAATGGCCTGAATACCGGCATATTTACTGCTGCATCCGTACAGTAAAGGCTCTGCATGGTC -TGGCTGGCAACTTGCCCCATACTTTCCCCGGTAATAAGTGCCATGGCATTTACTTTTACAGCTATTTGTT -CCGCTATTTTCATCATAATCCTTCGCATAATGATAGTAAGCTGTTCCTCAGGGCAATTATCGTTGATTTT -TAGTTGAATCTCGGTAAACGGAACAACGTGCAGACGAATTTTTCCGCAGTACTGTGCCATTATTTGTGCC -AGATCAATTACCTTTTGTTTTGCTCTTTCACTTGTATAAGGGTAGCTAAAGAAATGAACGGCTTCAATCT -CCACACCTCTTTTACCCATCATCCAACCTGCAACCGGACTGTCAATTCCTCCCGACAAAAGCAGCATCGC -TTTGCCGTTAGACCCAAGAGGCATACCTCCCTGTGCCTTCATCATTTCTGAATAGATATAAGTACTTTCT -CTTACTTCAAGAAATATGATAAAATCAGGATTTTTGACATCAACTGATAGCTGCGGAATATTTTCTAAAA -TAAAGCCTCCTACATCAGCACTGATTTCAGGTGACTGCATTGGAAATCTCTTGTTCCCTCTTTTTGTTTC -TACCTTGAATGTCTTGTAGCTCTTTTCTTCTACCAGTTTAGAAGCCAGTTTTAGGGAAGTATCCTTGATT -ATTTCATAGTCTGTTTCAACTTTCCACACAGGACTTACAGAAACAACACCAAATACTTTCGTTACTTTTA -CAAGAACTGAATCAAAGTCATAGTTCTCTTCTTGAGGTTCAATATAAATTCTGCCTTGTGATTTGATTAC -CCTAGCTTTTCCAAATTTGAAAATAGCACTCTTTATATTTCCAATAAGCTTATCTTCAAAAACGGGCCTG -TTTAAACCTTTTAATATTATCTCTCCATAACGTACCAGTATTATTTTTTTGTTCATCTCTTCCCTCCACG -TTTTATACTGATTATCGGAATAATTTCTTTGAGTGCCTCAATTGTTTCATCCATTTCAGATACATTGTTA -GTATGTGACAAACTGAAACGTATTGCACCGTCTATATACTTGGAACTTACACCCATGGCTTTTAATACAT -GGCTGTGATGTGTCTTACGTGAAGAACAAGCTGAGCCGGTGGAAACAAATATATTTCTTTGTTCAAGGTG -GTGCAGCAGAACTTCTGATTTCAAATTTGGGAATGAAACATTTATAATATACGGTGACGCACTATCAGGT -GAGTTCACAACCGATTCCGCAAATGTTTCATTTATCCTTTTTACGAAATGATTCCTAAGTTCGTTTGTTC -TTTTATAATTATCATCAAGCTTTGAAAATATAATTTCTGTTGCCAATCCAAAGCCGCAAATACCCGGTAC -ATTTTCAGTACCCGACCTCAATGTAGATTCCTGACCTCCGCCTATTAAAACAGGTTTCAATCTTAGTCCT -TTACGGATATACAACCCTCCAACACCTTTGGGACCGTGTATTTTATGAGAACTAATAGACATTAAGTCGA -TATTACAGGTTGACGGGTTAATTAGTGTTTTGCCAAAAGCTTGAACCGCATCAATGTGGATTACAGCCTT -GGGACACAGTTTGTTCCTTAGATTACAAATTTCTTCTATTGGCTGAACAGAGCCCGTTTCATTGTTTGTA -TGAATAATACTTATAATAGATGTATCATCTGAAACAGTATCCTTTAAAACATCCAATCTGATTACTCCCT -TATTATCAACAGGAATAAAATCTACTATATATCCTTCCAGAGCTAATTGCTTGTATACTTCTAAAACAGA -GGGATGCTCAATTTCACTTGTTATGACATGCTTACCGGCTCTTGGGTTTGCCTTCAGATAACCCAATATT -GCCAGATTATTTGATTCAGTTCCTCCTGACGTAAAACAAATATCTTTTGAATCCACTTTTAAAGATTCAG -CGATCTGTGTTCTTGCTTTTTTTACAAGATTCTCTGATTTGATACCTTTTGTATGTAAAGAAGAAGGGTT -TCCATAAAAATCCCTACTTACTTTTGCAACATATTCTACAACGTCATCATATGGCTTCGTGGTAGCACTG -TTATCAAGATAAATCTCATTAATCATATATAACCTCTCATAATTATAACTCGAGCAGCTTATCCCGAGTT -ATATACTGATTTGAATATATTATTAGTATATTTGAATTTTTTATTTCTTTTGGTTATTTTCTTTTTCTGC -TAGTTTTTTACTCAGGTTCTTCAACTGATCCTTTGTTATGTTTTCTTTCATAAAGTCCTGGATAGTAATA -CTACGATATTCATCTATTTCATCAATACACCTTCCGCAATCATCACAGTGTTTTGTAGGGTCAATATCAC -ATATATCACATTCTCCGCAGTCGATACATTCTCTATCGTATAGCTCGCATTGGTCTTTCATTTTACTTAC -ACGACTCTTATAATCGTGCATACCTCCTTTTGGCATAAATCCTATAAGCGTCCAATTGCTTTTAGTATAC -CATAAATTAATGCCTGCGGCCTAGGGGGGCAGCCAGGAATATATACATCTACAGGTAAAATTGTGTCAAT -CCCGTTTCTTCCTGCATAACTGTCTTTGAAAAGTCCCCCGCTGCAAGCACAGGCTCCGGCAGCTACTACC -AGTTTTGGGGATGGTGTCGCATTATAGGTTTTGACTAATGCTTCCTCCATGTTTCTTGAAACGCAGCCCG -TCACCAGAAGCATATCTGCATGTCTGGGAGATGCAACGAAGTGTATTCCAAACCTTTCAATATCATTATA -CGGCCCGTTAAGTGCCTGAACTTCATAATCACAGCCGTTGCAGGAGCCGGCATCAACTTCCCTGATATGC -AAGCTTCTTCCAAATTTTTTGCCGATTTTTTGGTTTAACTTTTTGCCGATAAGTTCGTAATCAATACCGT -TTACGTCTTTATCTCCAACATATAACGGAGCAGCTCTAAGCAACTCTCTGCTTTTCTGAGCAAGCTCAAA -TTTATTGGATAAGCTTACAGCCTGATTTGAACAGGCTTCTTCACAAAACCTGCAAAAAATACACTCATCA -GCATTTACATCAGGAAATTTTCCCCTTTGCCCGTCTTTATCAGTCATAACCACTGCCCCTGTGGGGCAGA -CAGAAATACATTTTTTGCACCGTGTGCATTTTGAATAATCAAACTCAGGAATACCTGTAATATACGTACT -TTTTGTATTCTTCTTGGGATATTCTACAGTAACAGTACCATGCTGTACCAGTTTTTTTACTATGTTATAC -ATTATTCCTCCTAATACGTACAGTTTTATAAATCGTTACCCGCATATGAGAGATTAAAGCTTTTGTTTAT -CAACGGGAAGTCCGTCAAAGTATTAGTATTTACTGCATGGCAAAGAGCGGGCCAATTACAGAAGGACGGT -GTTCTTACTTTATAGCGGAAAATAGTGTTATTTTCACCTGTCATTACAAAATGTAAATTTTCACCTCTCG -GAGACTCTGTCATTCCGAACGCATAGGAGTATGGCTTTAGTTCTCCTATATCAACAGATACAGGTCCCTC -CTCAGGCATTTTTTCCAATACCTGCTTTATAATATTTATAGACTCGATTACTTCTTCTATTTTTACATTC -ATTCTACAGTTAACGTCACAATTACTATGCTCTGGAACATTAAATTTTAGTTTGGAATATGCAGCGTATG -GAAATTCCTTTCTCACATCGGTTTTTACACCGCTGGCTCTTCCTCCTGGTCCAACAACATTCAAATCGAC -TGCAATGGAATTCTCAAGTATTCCGGTGTGCTCTACCCTATCTATAAACATTCCGTTATTTTTTATAATA -GCTACTGTTTCCTTAAATTCCTTATCCAGCTTGTTAATGCATTCTAGAATAATCTTCTCATTGCTACGTA -CAAAGTCACGTCTTAAACCACCGGGCTTATTGGTGTTTCTGAGAAATCTGCTGCCTGTAAGTTGTTCATT -CAGAAGTTGTATCCATCTCCTCATCATTGCAAACTGGCCTGATGGAAATATATAAGCCGTATCTACACAC -AGTCCTTGTATATCCCCAAGATGTCCGCATATACGTTCAAGTTCAGCAAATAGTACTCTCGAATATACTG -CACGTTCCGGAATATATGTGATACCATTGAGCTTTTCAATTGCCTGACAGAAAGCCAGCGAATTTGTAAA -TGTCTCATCCCCTGAAATTCTTTCCGAAAACAAAAGAACCTTCATATAATGCTGGTTTTCACAAAGTTTC -TCAAGACCACGATGTACATAATAGAGCTTTGCTTCAAGATTTATTATTGGTTCACCTGCCACGCTGAATC -GGAAATGGCCCGGTTCGATAATACCCGCATGAACAGGCCCTACAGGCACTTCAAAAACACCCTCGCCAGT -AATAGTTGAGAATTCTAACTCACGCTGCTGAAACGGAAGATGGGTATTGGATTTGAAGTTCCTCCTCAAA -GGGTGAACGTCTAGCGGAAAATTACCGTGATGAACCAGCTCCCTACTGTCAGGTAATTCTTCAAATACTA -TTCCGTACATATCATGAATCTCACGCTCATACAAGCTTGCAGCCGGAACTTCCAAAGCTATGGAATCAAC -CTTAGCTGAGCCGTCATTCTCAAGCTTTGAATACAATGTAATTAACGTGTTTGATGATCTTACTGCAAAT -GTGTAATATACTGTAAGCTTATTGTCAATCGGTGTAGTATCATTAGCAAATAAGCCAACAAGCACACATT -CAATATTTTTATATACATTAATGCAGTCCTCCTTCACAGTGGAGGGAGAAATGCAAAAGTAAATTTCATT -TTCATTAATAAGTCTGCTTTCAAGTATATGAGAGGATAACAATCTTTTTATAGTATCCAATATAGCTGCC -GAAACCATTAATTAACCCCCAATTCCTAGTATAATATCGGTTGTATTTTCCATTAACTCCTTGAAAGGTA -CCGGAATATATATGCCGGCCAAAACCGTAATACATAAAAGAATAATAAGAACTGCCGGTCCGATAATATC -TATTTCACCCTTTTTTATTTGAGGGTTGCTATTATTACCATAGAACATTTTTCCTAACTGCTTTGTAAAA -CCAGCAAAAACCATTGAAAGAAATATTAACAACAAGGCTGTTACAATATATCTTTTTGAAAATATAGTTC -CCACAACAGTATTAAATTCGCTCATAAACACACCAAAAGGAGGCATACCGGTTATCGCAAATGTACCAAG -GACAAAAACAATTCCCGTGACAGGCATTGTTTTTATAAGACCACGAATACTGGAAATCTTTTTGGTATGA -TGTTTTAAATAAACATTCCCTGTTGCCAGGAATAGCATCAGTTTTGTCATTGCGTGATTAAAGGTATGGT -AAAGTGCCGCAAAAATACTTATCGGCGTACAAACTCCAAGGCCTAAAGCAATTATTCCCATATGTTCAAT -ACTGGAATACGCCAATATACGTTTATAATCCTGCTGAACCAGTATGAATACAGCCGCAGTACCAATGGAG -AGTACACTAAGTACTATCAGCAGATTTCCGGTGTAATTGCTGCTACCCAGACATTTATTAACTATGGACA -TAACTCTTATTACTCCATACATTGCTGTATTCAACAATACTCCCGATAAAAGTGCACTTACAGGCGAAGG -TGCTTGACTGTGAGCATCAGGAAGCCATGTATGCATAGGCGAAAAACCAACCTTTGTACCGAAACCTATT -AAAATAAAAATAAATGCGATTTTTAAAATACTAGGGTCAAGTGCACTTGCATATTTGATAAGATAGCTCC -AATCCATTCCCGAAATTCTTGCTCCTCCCAATTTAACAGTTGACGAATAAAACAGGAGGATAATCCCAAG -CAAGGCAAATGTAATACCAACTGAACAAATAATAAGGTACTTCCAAGCAGCTTCAATTGCACGTTTGTTG -TTGTAAAAACCAACCAAAAACGCAGAAGCCAGGGTAGTGGCTTCAATAGAAATCCACATTACACCCATGT -TACGAGTAGTTAAAGCAAGTATCATCGATAAGACAAATGCATTGGATAATGAATAATATAACTTTAACTT -ACGTATAGTAATCACTTTATTCTTCAATTCTTGGCCAAAATAACTTATTGAGTATAGAGAAACCAAAAAA -AATGCCAGTGTCGTTATAAATAATATGTAACCACTTAGTGAGTCCATATAAAAAATATTTTTAAATAAAC -CTGAGCTTGAAATCACTTTATATTTATTTATATTAATAAGTGAAAGAATTGAAAGAACCAGCAATCCTGA -TGCCCCAATTAAATTTATAGCATGTATAAAAAATTTATTTTTACTAATCCATACCAGCCCGCCTGCCAGT -ACCGGAATCACTACAAATGCCGCAATCATATACCCTCCCTGAAACCCACTTTATTTAACCTTTTAATTGC -TTTAATTTGTTTATATCTATGGAATTAAAAGTGTTATTAATTTTAAAAACAAATATACCCATAATCAAAA -ATGCAGTTAATAAATCAAAGAAAAGACCAAGTTCAACAATCATCGGCATTCCGCCGGTTGTCAACATAGC -TGACAGAAATAACCCATTTTCTATCACAAGAAAGCCAATAATCTGTCCTAATGCCTTTTTTCTACTTATC -ATAAAAAATAATCCAATCATAACAACTGATAAAGAATAAATAAGGTAATTCTCAGTTGCCGGATTTGTAA -TACCTTCTATGTTGAAAACTACATACCAGCACAGGACAACCAGTCCGCAGCATATAAGCATTGAGATGGG -AATGTTTATAAAAAAATCCTTTTCAACCTTATATTCCACCCTATTAGAGGTTCTTCTCATAACCATTGGA -ATTAAAAATACTTTAAATACTACAATCAACAAAAATATAAAAAAAACCTCATCGAATTTTTTGGACTCAA -CCATACTTTTGACTGAAACAATCAGTGAAATCAAAGCAAGTAATACTGATTGCATTCTGAATGTTGTAAT -ATAAGCATTTTGACGCTTATTTGCCACAAGCGTAAATGATGAAATCAATATAAGAATTGCTAAAAGGTTT -AAAACGTTATTATACATTATTTACCTCCATACCATATTGTTTTATATTAAAACAAAGCGGGTTAAAAAAC -CTAAAACAGAAATAATTAGAGCAATTGCTGCATAGTTTGGAAGACTAAAAAGTCTGAATTTGACTGTATT -AATCTCAATAATAGCTGCCAGGAATGTAATTACTAACAGCTTCAGCAGGTATATGCTAAGTCCTGCTAAT -ATATTTTCCATATTCAAACCAACCGGAATTAATATGTTAGCCATAAATGTCATAAATACCAATTGCTTTA -TATATGAACCCATTTCAATGAAAGCCAGATGCCTCCCTGAGTATTCTAAAGTCATTGCTTCGTGGACCAT -AGTAAGCTCAAGATGTGTTGAAGGATCATCAACCGGAATCCGGGATGACTCTGCAATCATTACCATTAGC -ATGGCCACAAACAGTAGGATATTTACAGTAGAAAAAGCACCAATGCTCTCTTTTACTGCGTATTCATATA -TTGAGAAAACACTTGTCGAAGCAACCTCGGGGTTCGCACCTACAGTAATGATAATTAGAAAAAGTGCAGG -TTCAACCAAAGCGGAAACCAGTAATTCTCTACTGCTTCCCATTCCTCCAAAGGTGCTCCCGGTGTCCAGT -CCTGCCAGAGCCATGAAAATACGTCCGGCTACCAAGAGGTAAACTATGACAAGAAGGTCGGTATAAAAGG -AAAAACCTTTAAACTGATATATTATAGGTAAGCACATAGCTGCCGCAAGGGAAGTTATGAAATAAACATA -TGGTGCCACAGTGTAAATCCATGAAGAAGTGCTTGACACCACCAAATCTTTTTTTAACAGCTTTATCAGA -TCATAATAGGGTTGAAAAATCGAAGCACCTATTTTATGCTGTATTTTTGACTTAATTTTCCTTATTATAC -CAGTAAACAGCGGAGCTATTAACAGTAAAAAAATCATTTGAAAAATAAACTTTAGTATTGAAACAAACAT -ATATACGTGATCCTTTTTTTAATTTTTTTATGCCGTAAATGAATAATATAAAAGCATGAGTACCATAGCT -ACAAAGAAATACATTAAATACGCATGTATACTTCCTGTCTGAACGGTAAAACGGATTTTCCTTGAAAACT -TAATTATAGTACTTATAATAGGTACATATAGATATTTTTCAAAAAATCTTACCGTAGATGTTGTATATTT -ACCCTCTTTAATATGATAAGGTGCTATTCCTTCTGTTATTTCCAAATCCCTTCCAGGTTTAAAGAATCCT -CTGAATATAATTCTCAAAGATTTAGAAAAACCTGTTGCAGAATACTGCATTTTAGGATTTAGTTTTGTAA -ATCCGCAATCCCACGTATTATAACGTTCAACAGAGGTTCTTTTTCTCAAAGCCATTACTACCACCAATAA -TAAACCTCCCAATAGCACCAGCAAAATTGCCGTAAGGCCTGAAGATATACTCAAACTGCTGTTACCGACG -GGGTAATATTGGGGTGATAAAAGCGACCAGTCTGTTGCTAACATCTTAATGTTAATCAGTTGACTGCCAA -CACCGTCTATCAACCTTATAGCATATTTTGGCAAAATACCAAGCAACAGACAAAGCACTGCTGCTGATGC -AAGTGCTGCCAGCATAGGTTTGCCCGGCTCTTTGGCACTTTCTGCCTTGAGACTCCTTGGCATTCCCAGG -AAACTGATACCGAAAAATTTAACAAAACAGAATGCTACCAAAGCTCCGGTTAAAGCAAGTGCCGCAGCAG -CAACCATAAGGATTACAACCAGCAGGAAGTTTTCCGACGGAGCAAAATAGCTTATACTGCTAATAATAGT -CCTGAAAATCATAAATTCACTGATGAAGCCGTTAAAGGGCGGTACCGCAGAAATAGAAAGACAACCGATG -AAAATAAACACCGAGGCTGCAGGCATTTTTTTTATTAAACCACCCAGTTTCTCCATGTTTTTAGTATGTG -TTGAATATTGAATTGTGCCTGCACCCATGAAAAGCAGTGATTTGAAAACTGCATGGTTCAAAGTATGCAG -AAGTGTTGCGGTTAAGGACAGGGAGAGCAGAGGATAGTTTTCCGATGCTCTTGCAATCATCATCATACCA -ATACCTGCCAAAATAATACCCATATTTTCTATACTCGAATATGCCAATAGTCTTTTAATATTCGTGGTAG -AGGCAACAGAATATGCTATTCCGATTAATGCTGAAGCAATACCTATGCAAAGAACTGCTACTCCCCACCA -CAAACCACTAACAGGCAGAATGTTAAAAATAAATCTGAAAAGGCCGTAAATGGCCATCTTTATCATTACA -CCTGACATCAAAGCAGAAATATTACTTGGAGCTACCGGATGGGCATATGGTAACCAGATATGAACAGGTA -TAATACCAGCTTTGGTCCCAAACCCAACAAGCAGAAGTAAAAAGATAATATTTGCAGAACCGTGAGGTAT -GGATTGTGGATTAATTGATGATAAATTGAAACTGCCTGTATAAGCCGCAATCAGAACAAAGGCTGCCATA -ATACATACTGTTCCGATATAGGTCATTATTATGTATATTCTGCCGGCTTTCTGAACCTCATCCTTTTCAT -GCTCGTATATAACAAGGAAAAAAGAAATCAGTGACATCAGCTCCCAAAATACTAGGAAAAGCAGCATGTT -ACTACTTGCAACCAAAAGAACCATCGAAACAATGAACAAATTGTACAAACAACCGAAAACAGATATATTT -TTTTTGGAAAAGTAGTGTGACATATATGTATATGAGAACAACGAAACAATAACTGCCACTATTGAAATAA -TCATTATAAAAAATGCAGACAGACTGTCAATATTAAATTCAATGGATAAAAATGGAATATTTGTATTAAA -ATCCAGTTTAGTTGATACATCTCTGGAATATATCAGCTTGTAAATCATTAAAAACGTAAGTAAGCTGCTT -GCTAAAAGTGCAAACGAATTGGATAATCTGTTGGACCACTTTGGACTTGAATATGAAGCTAAAGATGTCA -ATGCTCCGGTCATATACAAGACTATACATATTATAAACAAAACTGCTATTTGATTCGACAACATGAGCCA -AAAACCTCCAAAGAACCACTTATTCTAAAGACTTGCTAAACACAAATTATATAATACTACCATGAATTTT -AAATGTCAAATAAGCACGATTCTTTGTTTTTAAACATTCTTTGTTTTTAAAGATTCTTTGTTTTTAAATA -ATATGACTCTTATTTGTTAACAGGTACAAGGATAGAGGCGTTCTCAGATAAGTCACTTGAATCCATATGA -TTTATCTTCTTTATTAAGTATATCTTCTTTCTGATATCGGTATTGCCACCGTACTTCGAGGCTATAGACC -ATAAGGAATCACCCTTCTCTACCGTAACGGAAATGTACTTTTTTTCAGTAAAACCTGCGACTGAGACTGT -ATAAACCAGAGTAAATGTAAGAAATAGACTAAAAAACAAAAAACTGAAAAATCTTTTTTTATCTTTTAAA -ACATATTTTTTTCTAGCCATATTAACCTCCACATAGCAAACGTATGTTCTTTATATTTTTATTTTACGGA -ACATGTGTTCTTTTGTCAATAGGTTTTTGAAAAATATCCGAACATTAGTTTGATTTGCTGTTTTTTATGT -GTTATACTATACCAGTAATAACTGCACTTTTTGGATAATGAGACTAATAGGTCTTTTATTACATAAAAAT -ATGAGCATAAGCTCAGGGAGGTCTTTATGGCAAAAAAGAATTCTAACAAACAACAGGAAATTCTTGACTA -TGTTTATAAATGTGTTCATGAAAACGGTTACCCGCCTTCTGTAAGGGAAATATGTTCTGCTGTAGGTTTT -AAGTCTACTTCTACGGTACATTCCTATTTGCAAAAGCTTATAGATAAAGGACATCTTCAAAAGGACCCTA -CCAAACCTAGAGCAATTAAAATTCTAAATAAAACAAGTCAGGTTCAGGAAAACCGCACTAATAAAGAAGG -ATACTATACCTCCCGTGAAATGGTGGATGTTCCTGTCGTGGGAAGGGTTACAGCAGGTCAGCCTATTCTG -GCTGTTGAAAATATCACCGATACTTTTCCACTGCCAGTAGATTTCGTCCAAAATAGTGATGCATTTATGC -TGAGAATTCAAGGAGAAAGTATGATAGATGCAGGAATCCTTGACAAGGACTTTGTATTGGTAAGACAGCA -GTCATCGGCCAATAATGGTGACATTGTTGTAGCTTTGATTGGAGATGAAGCTACATGTAAAACCTTTTAC -CGCGAAAAAGATCATATAAGGCTTCAACCGCAGAATAGCAGTATGGAACCCATTGTTGTAAAAGATGAGT -TGTCAATTCTAGGAAAAGTAATTGGTGTATTCAGACGCATGTAATATAAAATTTTACATATAAAATTAAA -AACGCAAAAGGAATTGATGATATGTTCCTCTTGCGTTTTATTATTTACATATTTAATATATGTAGTATTA -TTCTTTTCCCTGCTCATTAAAAATAAGGTTCACTGATTTCATAGGACTTATAGTTGAAATCGCATGCTTG -TATACCAACTGCTGCTTTCCGTCGGTGTCCAGAACAACTGTAAAATTATCAAACCCCTTAACTAAACCCT -TCAGTTGAAAACCATTTGTAAGATAAATAGTAACAGCAATGTGTTCCTTTCTTACCTGATTTAAAAAAAT -GTCCTGCAAATTAATAGTATTCTTTACCAAAGTAATTCACTCCTTTGTTATATATATATTTACCCATAAG -CTTTCCCAAAAAAATCGGGCTTAACTTAAATTTGATACACTAAAACCATTTCTTTTTTTATTTTACTAGA -TAATGCCATTTGATGCAACAAGAATATAGTTCTATCAAGGTTTTTAGCCTTTTATGTATTCATAAATCTC -ATTAAATACATTTATATTATTTCCAGAATTATCTAGGTTAAACCACTTGATTCCATTTATTCGTTTAAAC -CAGGTAATCTGTCTCTTTGCATATCTCCTTGTTCCCTGTTTTATATTTTCAATTGCTTGCTCCAGAGTGT -AGGTATTCCTTAGGTATTCAAGTATTTCTTTGTATCCTATACCCTGCATGGAAATTATACTGTCTGCATA -ACCAAGGTTTACAAGCTTTTTCACTTCATCTACAAGTCCGTTTTCAACCATAATATCAACTCTTCTGTTT -ATTCTTTCATACAACACCTGCCTGTCCATAGACAGTCCCACAAGAATAAATTCGTATTTAGGCGGTGTTT -TTCTGGAGATTTCATTGTGATATGAAATCGGCTTATGAGTCTGGTAATAAACTTCTAGAGCCCTTATTAC -TCTTTTGATGTTATTCGGATGAATATTTAAAGCTGAATCCGGGTCGACTTCCTGTAATTTTTTATGGAGG -TGCTCAGGGCCCAATTCGTCTACCTCTTTTTTTAAAGCTTCGCGAAGTTCCCAGTCACTTTCACTTTCAC -TAAAATTAATATTATTTATCAAAGAACTGATATAAAGTCCTGTCCCCCCTGCTACTATCGGCTGTTTGTT -CTTTTCAAGAATTTTGACTATATATTTTTCTGCCAGCTCCTTAAATCTGACAACATTAAAATCCTCACTT -GGAAGTACTTCATTAATAAGATAGTGTTTTATACCCTGCATTTCGTCCTTAGTAGGTTTAGCAGTTCCAA -TATCCATATATTTGTATATTTGCATGGAATCGGCAGATATAATTTCTCCATCCATTGCTTTTGCCAGTTC -AATGGATAAATTTGTTTTCCCCGACGCAGTAGGACCAACTATAACAATAATACGGTTCATTCTGTTTCCT -TTCTAGACAATTCTTTTAAACATTTTTTCTATCTCGTTTTTTGTCAGACGTATAACAGTAGGACGTCCAT -GAGGACAGGTATATCGTCTTCCGGTATTGGAAAGCTCAGTCAAAAGCTGATGAACCTCTTTTTCATCAAG -TTTTTTATTTGCTTTTATAGCAGCCTTACATGCAATGGTATGAATTATTTCATCAGCTAAAGGTGTGCTG -ACAGGTTTTATTGATTCTTGAAGTTTTTGTGTCAATTCAATAAAAATATCTCTGGGCGAGTAGTCTCCTA -CCATATATGGAATTCCTCTGATAATAATGGTATTATTTCCAAAATCCTCATAAACAAATCCAATACCAGT -CAGCAACTTTTCCTTTGCTTTTATTGTATCAATTTCAAAAGGCTGGAGTTGAATAACTACCGGCTCCAAT -AACAGCTGAGTTGTGTTTTCCTGTGAATCAAATTTTGCTCTGAGTTTTTCATATATTATTCTTTCGTGTG -CTGCGTGCTGATCTACCATTACAAGCTCATCATTATTTTGTAAAAGAATATAAGTGGAAAAAGCCTGCCC -TATGTATTTCATGTCAGCTAGTTCAGTATAAACCCTTTCTTTATTTACTTCCTGATCTTGTTTATTTATT -GTTTCATCAAAGTTCTGAGAGGAATCATCCTCCCTGATTCCGGGAGAATTATTTTTAAGCTCATCAGAAT -TTTCCTGCTTAACATTCGTGATTAGATTCTTTGGTTGTCCGACATTATAGTCTTCAGACCTTGTAAAAGT -AAAGGAGGAAGTATCCGCCGGTTGTTTTTCCGCTGCTGTACTTACTTTGTGTACATCGACCTTTGCCAAT -GGCTCCAGAGCTTTTGTAAACAAACGTATCTCATCGGCTTTTTTGTTTTCCTCCTGCTTATTATTTAATT -GTATTTCATTCTGGACATATTCCTTTTTAGGTTGGGAATTATCTGCAAACTTGAACAGCTCTCTGTCTTT -ATCAGGAACTGATACAGGATTAAACAGGCCTCCCCCTGTAGTAAGAGCATTGGAAACAGCCATATATATA -GTTCTGGATAAATAGCTTTCGTCAGCAAACCGTACCTCGATTTTTGCAGGGTGTACATTGGCATCTACCA -ATATAGGATTAATGTCAATATTTAATACAAAAAAAGGAAACCTGTTTTTCATAAGTATGCTTGAAAAGGC -TTGTTCAACTGAATATGATACCAGTTTGCTTTTCACATATCTTTTATTTATATAGAGAGATTGATAGTTC -CTGTTTGATCTGGCAGCTTCCGGTTTCCCTATATATCCGCTTATCTTTACCTTGTCGTCAGCGTACTCTA -TATGAACAAGGTTTTTTATAATTTCTTTTCCGTAAATACTGTAAATAACACTTTTCAAGTCATTATTTCC -CGGGGTATGAATTAATGGTGTTTTTCCGTTTGTCAGTTTAAAAGAAATATTCGGATTACCCAAAGCTATT -CTCGATATTGTATCAGAAATATATCCTGCTTCGGTAGAATCCTTTTTCAAAAACTTGTAACGAGCAGGAG -TATTGAAAAATAAATCCTTAATAATAAACGTTGTGCCGACAGGACATCCTGTCTGCCTTACGTCTTGTAA -AACTCCTCCTCTTACATGTACATACATTCCGTAGGCACTTGCAGCTGTCTTTGTCATAAGCTCAACAGAT -GCAACCGAGGCTATACTTGCCAGAGCCTCCCCCCTGAACCCCATTGTTATAACGGAATCAAGATCCTCCG -CCCTTTTAATTTTACTGGTGGCATGACGTTCAAAGGCAATTTCCACATCGTCCTCATCCATGCCGATTCC -GTTGTCGGCTATTTTAATATAAGATATACCGCCATTCTTTATATCAACTGAGATGCTGGTTGCACCTGCA -TCAATAGAGTTTTCCACCAATTCCTTTACAACAGAAGCTGGCTTTTCAACAACCTCTCCAGCAGCTATTT -TATTTGAAGTATTTTCATCCAGTACAATTATGCGTCCCATAATTCACCCCATACCATTTCTGAAACTATT -CCCGGTTGTTCATCTTCCTTTGAAGTTCATATAAAATATTCATTGAATCAATTGGAGTCAGCCTTGATAT -ATCAATTTTTCTTATTTCCTCAAGTATTTCAGCATCAGCAGATGCCTTTGCGGCTTGTGCAAATAAATCC -AGCTGCCCGTCAACCTGCTTCTTTATCCTGCGTGCCTTTCCGCTCCTGTTTATATCGGCATCATCCAGAT -TTGAAAGTATTTCCTTTGCCCTGTCGATTACGGACTGAGGCACGCCTGCCAGCTTGGCAACCTGTATACC -GTAACTACCGTCTGCACCACCTCGTATTATTTTTCTGAGGAATATCACATCCTCTCCTTTTTCCTTGACT -GTTATGCAGTAGTTCTTGATGCCAGGCAGCTTTCCTTCAAGCTCGGTTAGTTCGTGGTAATGGGTTGCAA -AAAGTGTTCTACACCCAAGCTGCTCCTTGTTAACAATATACTCAATAACAGCCCACGCAATACTTAATCC -GTCAAAGGTACTTGTCCCCCTGCCTATCTCATCCAACACCAGAAGACTTCTTTTTGTTGCATTAATCAAT -ATATTCGCAACCTCTGACATTTCAACCATAAATGTACTTTGTCCCGAGGCTAGGTCATCTGATGCCCCAA -CCCTTGTAAAAATCCTGTCAACCAGACCGATTTTTGCAGTAGCAGCAGGGACAAAGCTGCCAATTTGAGC -CATTAATACAATAAGTGCAGTTTGCCTCATATACGTTGATTTACCTGCCATGTTGGGGCCTGTTATTATA -GCAAGCCTATCCTCTTCCATGTCAAGCACCGTATCATTTGGAACAAATCCGCTTTTATCAGTCATCTTTT -CTACAACAGGGTGCCTGCCTTCAATTATTTCGATCTTGTCAGATAAAGAAACCTCCGGCTTGCAGTAGCC -TTCCCTATCAGCCACTTCCGCCAACGAAGCAAGCACATCAATTTCCGCAAGGGCTCTGGCGGTGGATTTT -ATTCTTGACAGCTGTTCTGCAATCTTCTCCTTAATTTCAACAAACAGGCTGTACTCCAGCTGTATTATCT -TTTCTTCTGCTCCAAGGATAGTATCCTCGATTTCTTTAAGCTCAGGAGTTATGTACCTCTCACAGTTGGA -AAGCGTCTGTTTTCTGATATATTCCTCAGGTACAAGAGAAAAATACGATTTAGTTACTTCGATATAATAG -CCGAATACCCTATTAAATCCTACTTTTAGGTTTTTTATGCCTGTTTTTTCACGCTGAGAAGCTTCAAGAG -CTGCTATCCAGTCCTTACCCTGTATTGAAGCCATTCTGAGCTTGTCTACCTCAGGATTATATCCGTCTTT -GATTATTCCTCCTTCTTTTATTGTTACAGGAGGCTCATCAATTATTGATACCTCTATAAGATTACACACA -TCCTCAAGGCAATCCAGCTGTTCACCGCAATTTTTTATATACTCTGCTTCAAAGCCGTTAAGTAAACTTT -TTATGTAAGGTATCTGACACATGGAATTTTTCAAGGCTATTAAGTCCCGACAATTTACACTGCCAAGTAC -TACCTTTCCCATCAGTCTTTCTATATCATATACTCTTTTGAGCAGCTCTCTTGCTTCTACTCTTACCATA -AACTTGTTTTTCAGCTCTTCCACAGCGTCAAGGCGAAGAGAAATATCACCATGATTTATCAATGGCTGTT -CAATCCATTTTCGAAGCAACCTGCCGCCCATTGAAGTCATGGTTTTATCCAGAACCCACAGCAAGGAACC -TTTTTTTGATTTCTCTCGCATGGTTTCTGTCAACTCAAGGTTTCTTCGTGATGAAGCGTCCAAAATCATG -TATTCTTCAAGTGCGTAGGAATTAAATTTCTGTATGTGACTCAAGTTAACCTTTTGAGTACTTTCCAGAT -ATTTTAAAAGAGCTCCCGAAGCATTTACGGCAATATCATATTCTTGAATATTTAATGTCTGTTTTTCAAA -GTGATTAGCCAGAATATCCATTGAGTTTCCGTACTCAAATGAAGTTTCTTCAAAGGTCGAAACATATGTA -TTGAATCGCTGTTTTATTTCTGATGTAAGCTCATTATCACTATTTAACTCATTATTAACAATAATTTCCG -AAGGAAGGTATTTTGCTATTTCATCAAGAAGTTTGCCTCTTGTGTTCCCCCAGGTTATTCTTGTTGCATA -GAAATCTCCTGTTGTTATATCTACAGAAGCCAACCCGTAAAAATTACCGTTTTTATAAACAGACATAAGA -TAATTGTTCTTTCTTTCATCCAGCATGGTAATGTCAGTAACAGTGCCGGGTGTAACTACCTTTACTACAT -CCCTCTTCACAATTCCCTTTGCCAGTGCAGGGTCCTCAACCTGCTCACAAATTGCAACCTTGTAGCCCTT -TGATACCAAACGGGCTATATAATTGTCGGCAGCATGAAAAGGAACACCACACATTGGTGCACGCTCCTCA -AGCCCACAATCCCTTCCGGTTAATGTAATCTCCAGTTCCCTGGACGCCAGCTCCGCATCTGAAAAAAACA -TCTCATAGAAGTCTCCCAGACGGAAAAATAAAATACAATCCTTATATTGTTCCTTTATATCCAGGTACTG -CTGCATCATTGGCGTAACAGTTCCCATTTTATCCTCCATGTATTAATGTACCTGATGTATACAACCATCA -GGCACATTGGCAAATTTAATCTTTTTTTAAAAGCATTAGCCTCTGCATCCCCCACCGCAGCTCTTGCATT -TATCATCTGAACATTCTGACTCTCCGGTTATTGAATAAACTAATATGTCATTTACCTTTTTCATTAAAGC -TTCAAGATTTCCCTTGGCTGTCAGATAATTCATAGTAACAGAGTATGAGTTGATTTCAAGCTGTTTTGCA -AGGAGTTTTTCCTTTGTTTCTTCAATTGCCTGTGTTTCAGCTTCACCTCTTGTAAGCTTGACCATTTCTA -TCTGAAGCTGCTTGTACTCGCTCATAAGTGTATTAGATTTATCATCTGATTTCATTGCAGCTTCTGTTGT -ATTGTACTCTTGCATCTCTTTGGATTTTGCCAACAATTGTCCCAGTTCTCTTGCTTTTTCTATAATATCC -ATTTTAATTACCTCACTAATTTATTTGTTTATTTTACCTAACAGAGACCAAGTCTGTATTTCTTCAATTT -TTACTTTCACAAGCTTTCCTACCATATCAGGACTTCCTTTAAAATTGACTATCTTATTTTCTCTGGTTCT -TCCGGTGTATGTGGTTTTACTGCTTTTGCTTAGTCCCTCCACCAAAACTTCTAGTTCCTTGCCAAGAAGT -CCGTCATTTATTTCCTTACTGATTTTGTTTTGAAGCTCCAATAGTCTGTCAAATCTTTGTTTCTTAACTG -TTTCTGGTATCTGCTCAGGATTTTTTGCAGCGGGAGTACCTGTTCTCTTTGAATAAAGAAAGGTATATGC -CATATCAAATCTGGCTTTAGCAACAACATCCAGAGTTTCATTAAAGTCTTCTTCGGTTTCACCGGGGAAT -CCGACAATTATATCGGTAGTCAATGCAATACCCGGAATGTTACTTTTAACCTTTTCAATAAGCCCAAGAT -ACTGCTCCTTTGAGTACCTTCTGTTCATTTCATCCAGTATTTTCGAACTTCCTGCTTGCACAGGCAAATG -CAAATGTTCGCATACTTTCTCACAATCTCTCATAGCATATATTAATTCATCGGACAAATCCTTTGGATGA -GAAGTCATAAATCTGATACGCTCAATTCCCTGTACTTTGTTGAGTTCTCTTAACAGTCCTGCAAATGTTA -AGTCTCCCTCAAGATCCTTGCCGTAAGAATTAACATTTTGACCCAACAGTGTTATTTCCTTACAGCCATC -TTTAGCCAGCTTTTCAACCTCATTTTTTATTTCTTCCAGACTTCTGCTGCGTTCCCTGCCCCTGACATAA -GGAACAATGCAATAGGAACAGAAATTGTTGCAGCCATACATTACGGTAACCCATGCCTTTATATTCTCTT -TTCTTGATATCGGCATATTTTCCGCTATTGAACCGGTGGAATCCCATACGTCAATAACCGTACTTCTTGT -TGTAATAGCCGTATTCAGTAATTCAGGAAATTTATACAGGTTATGAGTTCCGAACACTATGTCAACGTGC -TTGTAGGTCTTTTTTATATGCTCAACAACATCCTTCTGCTGCATCATGCAGCCGCATATGGCAATTATAA -GGTTTGGATTTGTCTCCTTTAGTTTCTTTAAAGCCCCAAGATGTCCATATACCTTTTGTTCAGCATTTTC -ACGAACACAGCAGGTATTAAATATTATAAGGTCGCTGTCCTTTCTTTCTGAACACTCTGAATAACCCATT -CCAGAAAGCATTCCCGACAGTCGCTCGGAATCATTTTCATTCATCTGGCATCCAAAGGTTTCAATAATGT -ATCTGACAGGCTTTCCTATGCTGGATATAACACCCTGATTGTACTGCTTTATTGTTTCTATATATTTGTA -CTGCTGATTGATTTCTTCCGCAGATACTTTTGTAGTAATTCTCTTGCCCTCGCTCAAATAAATTCCTCCA -TTGATATAAGCCATATGTGTTTTTTATACAAATGCTATTATAACATAAAATTATTAAATTAATATATAAT -TGAATTTTTCCTCTACAATATCCCTGCCACCGAGATTTACAGCTGCGAACGTTTTTGTACTGTTGAAGCC -AAATCGTCTATAAAATTTTTTTGCACGTTCATTATCTTTTATAACCCAAAGATAGCAGTCCTTAAAGCCT -TGCTGTCTTAGCCTTTCAACTGCAAACCTTGTCAGCTCGTAGCCCTGCTTTGAATTCCAATATTCGGGTA -AAACATAGAGAGATATTATCTCACCTGAGTTTTCGCCAGAACAGCTGCTGTTGTCAGAAACAACCGAATC -TGACATGGCACAGGTCTGACCAATTCGCCCCCTGCCATAGGTTATACAACCGGTAATCCTGTTGTTTAGC -TCAAATACTGCAACCTCGTGTATATTTTTGACAATAGACCTTTTGAAAATTTGAATCCATCCTTCATCGG -TTATGTTGTCTAGATATTCCTGAGAAATAAATTCCTTATATGCGGCTTTCCAGGTTCTTGAATGTATATA -ACTCATTGCAGCCGCATCATCTGACATTGCTGGTCTGATTACTCTCATACGTACTCCTAGGCCGTAAAAT -TTAACTTCTTGCTTATTGTATCAAAGTAGTTTGCTTGTATCAACTAACCTTGATTACAAAATCAATATTT -ACTTTTTTAGTTATTAATGTATAATTAACTGTAATTAATTCCCTAAATCAAGGAGTGTAGTTATATGGAA -AAAGAGATAATTAAATTTTTTGAGAAAGACAGATTTGCTCATTTTGTCGGAATTGAACTTACCAAAGTAG -GTGCAGGTTTTGCTGAAACAAGTCTTGATTTATCTGAAAAACATATGAACGGGCTGGATATTGTTCAGGG -TGGAGCAATATTTACTCTTGCGGATTTTGCTTTTGCAGCCGCTACAAATTCAAATGGATTGGCTACAGTT -GGAATTAATTCCAATATTACTTACTTCAAGGCCCCAAAAGGTAAAAAAATAACTGCAGTGGCTAAGGAAA -CATCCGCAGGAAATAAAATCTGCGGATGCGATGTGGATGTCTTAGATGAAGACGGCACCCTGATAGCAAA -ATTCAGCGGAACAGGTTACAGAAAAGGCCTAAAAATAGATTTTTCTACAGGTATTCTAACAAAAATGAAG -TAATTTATTTTTTAAACTTAAACAAGCTACTTAGGAATTGTTGTGCCGGGCTGAATCATTGGGTTTAAAA -AATCATAGGGATTGGTACTAATTATTCTCTGAATCTGGTAATCGGAATTTCCACAACGGGATACTTGAAC -TTGTACCCCATTAATATTCATTTCACTATAGCCAAGTTCATTCTCCGCATTGCCAGACGTGCTTCCCATT -ACAACGCTATGATCATATATAGTATAAAGAATCATTGAAGTCTCCCTTCCGGCTGCTGTGCAGGATTTTC -TGCATTTTTCTTTCTGTTGATTTCAATAAGCTCATTAAGTTTCTTTATCGCATCAGATAGACCGCCTACC -TGATTAATTAAACCCGTTTGTGTAGCCTCTTCTCCAAACAACACAGTTCCTACATCATTTGCAAGTTCAC -CGGTTTTCAGCATAAGTTCACGGAATTTCTCTTTTTTTATTCCCGAATGGGAACAAACGAAGTTCACTAC -CCGTTCCTGCATTTTATCAAAGTACTCATAGGTTTGGGGGACACCTATCACCAGTCCATTCATCCTTATA -GGATGTATTGTCATAGTTGCAGAACTGGCAATAAAAGAATAGTTTGCAGATACTGCCATAGGAACGCCAA -TACTATGACCGCCTCCCAGGACCAATGATACCGTTGGTTTTGACAAACTGGATACCATTTCTGATATGGC -AAGTCCGGCTTCAACATCACCTCCTACAGTATTAAGAACCAAGAGAAGGCCCTCTATCTGTTTACTTTCT -TCAATAGCAACCAATTGTGGAATTATATGCTCATATTTTGTAGTTTTATTATGTGGAGGTAATAATATAT -GTCCTTCTATTTGCCCTATAATTGTCAGGCAATGTATATTAGTTTCCTCTTTAGGAATTTCAGGTGTTCC -CAGCTCTTTCAGCTGCTGAAGTTCAGGAGCTGGTTTACTCTGTTCTGCTGGTTGTGTCTCTGGCCCTTGG -TTATTTTCATAGTTTTTGTTATTCACGGTTTATACCTCAGTTTTTATATATTTTGTCTTTCTTATTATTT -ATTAATTTTTAGAAAAAATACGTAATTCAAGGGAATATAAGAATTGCCAACTTTAATCGTACTATAATTA -ATCTGATTAAAGTTAGCAATAAAATTTTTTCATTTTAGTTGTTATGTATTAAAATAGGCTGAATTTGCTT -GTTTTTCAGAGCTTCAACAACAGTAGGAATAGTTTTTTCAAAATCAGCTACCAAGGAAGTACATTTCTTA -GTGGGATCATCCTGTCCGAATGGAACCATGTATATATTTTTTGTATTTAGAAGTACCCCGATATTTTTAG -CATTGGCACTCAGACCATCATTAGTTGAAACTCCTATTACAACAGGCCTTGCATTTCTCAGGTGTGCCTT -GCAGGCCATTGTAACGGAAGTGTCAGTAACAGCGTTGGCAATTTTAGCAATGGTGTTTCCCGTACATGGG -GCTATTACAAGTATATCCAATATTTCTTTAGGTCCGAACGGCTCAGCTTCTATAATTGTGCATACTGGAG -CCTTTCCTGTAATTTGCTTCAATTTAGCTTTCAAATCTTCGGCAGTTCCAAAACGAGTATCAAAATCATT -AACCACTTGTGAGATTATTGGAAAAACTTCGGCACCCTCGTTAATCAAATTTTCAATTTGCGGTACTGCT -TTATTAAAGGTACAAAAGGAACCCGTTAATGCAAATCCGACTTTAATTCCTTCCAGTAACATGCTTATAC -CCCCAACTCTTCAATAATGTTATATGTAGTATCTTTAATAAATATTGCTGCTGTTACAGGGGCAACTTTT -CCCGGAAGTGAGAGAGCCCAGATAGCTTTAACTCCGAGGTCTTTAGCCTTGTTAAAATCAACTCCCCCAG -GTTTGGATGCAAGATCTATTATAAGACATTCGGGATTCAATAATTTTAAAAGCTCGTAATTAAGCACCAT -GGATGGAATAGTATTAAAGATAACATCAATTTTTTTCAAAATATGAGATAAATCGCTCAGCATTACTGGA -CTGTACCCTAAACTCTTTATCCAAGCCAAGTCAGCATACTTACGTGCTTCTACATAAACATTAGAACCTA -TACCATGCAGCATCTTTGCAAGAATTTTACCTATTCTTCCGTAACCCAAAATCAGTGTATTGCTGTTATG -TAAAGTTATTGGCATTTCTTCCATTGCAATTTGAATAGCTCCTTCAGCGGTGGGAATACCGTTTAATACC -GCCATTTCCTCTCTCTCTAATAAATCAATCGTATAAACATTACATACCTGAGCCAAGTGGGCTATTTTAT -CACTTATTCTTCCTGCGAGGAAAAGTTGATTTTTATTCATAACTTTAAAGAGCTCATTTATATGGATACT -CTCATTATGGAAAGGAGCATTTATAAATTCGTTATCATTTGAACAAGGTATGGGGCCTATTACTACATCT -GCGTCTACTACAGCCTCTGTCAATGTTTTGCTTTGTTCAAGCATTATTTCAAAACCTGCTGTTGTAAAGC -CATATATATTAACGGAATTACCATCTTGTGCGATTAATTCTGCCAACTTTACACTTCTTAAATCTCCCCC -TATAATGCTATAACTTTTTCCTCTCACCATAAGCCCTCCTCACAAACGAAGAATAAACTAATTATGACGA -CTAGTATATCTTATGAAACAAACATATACCGAGTGCCTGTACAAAATATACTAATCAATATTTAGACATA -AAAAAAAGACCAACTGCTTATGAAGTTCATCTTTTGAAAGGTGCACTTCACTAGCTAATCAGTCTTTTTT -GATTTTAATGATATTCTATAACTTGTTTTTAATGTTTCCAACTGCTGAAATACTCATTTTTTCAAAGTTA -AACACTCTTTTGATCATTTCATCTATACTGTCCATATCAACCCTGTCAATCTTCTGTAATATCTCTTCAG -GAGTTTTTATTTTACCGGTCAAAAGCTCGGATTTTCCTATACTGTTCATTCTGCTACTGGTACTTTCCAA -CCCCAGAATATAATTGCCCTTTAACTGTTCCTTTGTTTTAGCGAGTTCATCCTTTGTTATGCCCTCTTTA -ATTATAGTCTCCAACTCTGCTTTTGTTAGATCAATTACAGTTTGGAAGTACTCCGGATTCATTCCTGCAT -ATACTACGAAAAGACCTGACCCCTGATAAGTAGAAGGGTACGAATAAATGGAATAAACCAGACCCCGTTT -TTCTCTGATGTTCTGAAAAAGGCGAGAACTCATTCCGCCTCCCAGTATATTATTTAGAGATAACAGTGAA -TACAGCTTGTCGCTTCCATGTCCGATGCCCTCAAAGCCCATACATAAATGGACCTGTTCAGTGTCCTTTT -CACGCACAATTTTATTAACCTTATATTGTGCAGGAGAAAAATTATTATTATAGGTTTCTTTAGATTTCCA -ATTTTGAAAGTAATTGTTAACAAGTTCAATAAGCTTTCCTTCGTCGAAATTACCTGCAACAGATATTACT -GTATTATAAGGTGTATAAAACTCCTCCATGTACTTCAATATCATATCTTTGTCAAACTTGTTGATACACT -TTTCTGTACCAAGTATCGGGTAACCTAACGGATTCCCGTCCCAAACCATTTCCGAAAAAATGTCATGTAC -AAGTTCCTCGGGGGTATCCTCATACATACCTATTTCTTCAACTACAACACGCTTTTCTACGCTTATATCA -TCACTTGCAAATGATGAGTTGAAAAACATATCAGATAATACATCCATGGCAATGTCAAGATGAGTATCCA -ATGTTTTTGTATAATAACAAGTACATTCTTTTCCTGTAAATGCGTTAATTTGCCCCCCAATAGAGTCTAT -ACATTCTGCAATATCCTTTGCCGACCTTTTAGCAGTACCTTTAAAAAGCATATGCTCAATAAAATGGGAT -ATACCGTTATTTTCCGAAGTTTCATTTCTGGAACCGGTGCCAACCCATAAGCCTACTGAAACTGACCTAA -CGTAGGGTATTTTTTCGTATACAAGTCTCAACCCGTTACTTAATTGTACTTTTTTAAACATCAAGTCCTC -CGATGAATAATCTTTAAATAATCTGGGCGTAAACAAAATGTCTACGCCCAGATTATCATTTCGCAGCAAC -TACAGTTTATTTTTCTTCAGTAGTATTTTCCTCTGCCATGGCATCTTTTCTTGACAAATTGATTCTTCCC -TGCTTATCTATCTCAGTAACTTTTACAAGAATTTCATCACCTATACTAACAACATCTTCAACTTTTTCAA -CTCTCTTCTTATCGAGCTTTGAAATATGAACCAAGCCGTCTTTACCCGGTAATATTTCAACAAAAGCACC -GAAAGTTGTTATTCTTACGACCTTACCAAGGTATACCTCACCCGGCTCGATATCCTTTGCTATTCCCTGA -ATTATTTTCAATGCCTTCTGTGCGGCTGCACTATCAGGTGTTAATATATAAACTCTTCCGTCTTCTTCAA -TATCTATCTTTACACCCGTTTCAGCAATTATCTTATTAATCATCTTTCCGCCCGGACCAATAACATCACG -GATTTTTTCAGGATCTATATTCGTTGTTATTATTTTAGGAGCATACTCAGAAAGCTCTTTCCTGGGCTGA -GGTATTGCCTTTAATATTACATCGTTGATAATCTGTAAACGGCCCATTCTGGTCAATTCAAATGCCTGAC -GTATAATCTCGTAGCTGAGACCATCAACCTTTATATCCATCTGGATAGCAGTAATACCTTCTGTAGTTCC -TGCAACCTTGAAGTCCATATCGCCGAAAAAGTCTTCGATACCCTGGATATCCATGAAGGTAACAAAATTG -TCCGGGTTTTCTTCGTCAATAACCAGTCCTGCTGATATACCTGCTACAGGTGCCTTGATAGGAACCCCGG -CATCCATGAGTGCTAAAGTACTACCGCATACGCTACCCTGTGAGGTTGAACCGTTTGACATCAATACTTC -TGATACAAGCCTGAATGCATACGGAAATTCAGTTTCTGTAGGAATAACCGGTACAAGAGACCTTTCAGCC -AACGCACCGTGTCCGATTTCTCTTCTTCCAGGACCTCTTGAGGTCTTTGCTTCGCCGACACTATAACCCG -GGAAGTTGTAGTGGTGCATATATCTCTTTGTTTCTTCGGTGTCAATACCATCCAGCATTTGAACATCACC -CATTGCACCTAATGTTACTGTAGTAAGCACCTGTGTCTGTCCTCTCTCAAAAAGTCCGGAACCATGTGTT -CTTGGAAGTATGCCTACTTCAGCAGAAAGTGTTCTTATTTCATCCAAACGTCTGCCGTCAATACGTTTGC -CTTCCTTCAATATATATTCACGAACTACCTTCTTTTCAAGCTTGTACAAAGCATCATTTATTTTACTTTC -CATTTCAGGGAACTGTTCAGCCAAGGCAGCCTGGGTTTCTTCTGTCAATTGTGAAACCTTGGCATCTCTG -TCCTGCTTGTCCGTTGCCAGAACTGCAATACGCATTTTATCGTATGCAAATTCTTTTACAACTTCGAATA -GGTCCGCAGGAACATCAGCTGATTCATAAGTAAATTTTGCCTTACCAACCTCTTTTACTATTCCATTTAT -AAAGTCACAAATCTTCTTTATCTCTTCATGACCCTTCTTAATGGCATCAAACATAACATCGTCAGGAACT -ATGTCAGCTCCTGCCTCAATCATTGTTATCTTTTCCTTGGTTCCGGCAAGGGTAACGTACATTTTACTTT -TTGCACGCTGTTCTTCATTTGGATTTATAATTACTTCACCGTCAACTAAACCAAGCACAACTCCACCGAT -TGGCCCATTAAATGGAATATCGGATATACTTATTGCAACGGATGCTCCTATCATTGCAGCTATTTCAGGT -GAATTATCCTGTTCTACCGACATTACTGTATTTACAACAGCTACATCGTTTCTCAAGTCCTTAGGGAAAA -GAGGTCTGATTGGTCTGTCTATAACTCTTGAAGTCAATATTGCTTTTTCAGAAGGCTTTCCCTCTCTCTT -GATAAATCCTCCGGGAATCTTTCCTACTGCATACAATCTTTCTTCGTAATCTACACTAAGCGGGAAAAAA -TCAATCCCATCCCTGGGAGCAGCCGAAGCGGTTGCCGATGACATTATTACAGTATCTCCATACCTTATTA -ATGCTGACCCGTTGGCCAATTGTGCAAGCTTACCTGTTTCAACTGTAAGTGTTCTGCCTGCAAGTTCCAT -ACTAAATGATTTAAACATAATACGTCCTCCTAAGTCTTTTAATAGTTTTACATATGCTATTTTAAAACTA -TAGACTGTAGCATGTAGATTCTACGCCAAAGTAGTTTTGACGCACAATCTACCTTCTACCGTCTATAGCC -ATATGTGCTTTATTAGTAGTATTTCATATTTTAGTTAACTTATTTCCTATAAATTATGATTAAATATTTC -CACAACAAAATATGTACACTGTATGTATATAAAAGCAGGCAGGCGGTTAGCCTGCCTGCTTTTATATGAT -TATTTTCTAAGACCAAGTTTTTGAATAATTGCACGGTATCTTTCGATATCATTCTTTTTAAGATAGTTTA -ACAAGCTTCTTCTTGCACCAACCATTTTGAGAAGTCCTCTTCCTGAATGGTAATCCTTTTTATGAATCTT -TAAGTGTTCATTGAGGTGGTTGATCCTTTGGGTAAGAATAGCAACCTGAACTTCAGGTGAACCAGTATCG -CCTTCATGCAGCTGATACTTTGTAATTATTTCCTGTTTTAAATCTTTAACCATTTTAATACCTCCAAATA -TTTGTCGAATCGCCATAAACCAGGTAATTGGATGGAGTAACCCAAAAACATAGTTAATGGTTATAAATTT -CATACCTGTATATATTAGCACAAATCATATTTATTGTAAATAAATTGTTTGTCCTATATGGAAAAGGTAA -TGAACTACCTTGAAATTAAATAACTATTTACAATAATATTAAAAATTTTTAGAAATTATGGATTATATTA -ACTTAATCTTATATACTTAATACGTTATATATTTTATCGCAAGGAGATGGTTTATATTATTAATAATTCT -GCCCAATTAAAAAAAATAGTCGATAATGTTGAAAATGTAATCGTGGGAAAAAGAAATTCCATTGAATTAG -CAATTATAGCACTTATTAGTAATGGGCATGTTCTTTTGGAGGATGTTCCGGGTGTGGGTAAAACCAGCCT -TGTTTCAGCCCTGTCAAAGTCCATTTCTGCATCTTTTAAGAGAATTCAATTTACCCCTGATGTACTTCCT -TCAGACATAACTGGTTTTTCAATATTCAATCAAAAAACAGGAGAATTTGAATTCAGACCCGGAACGGCTA -TGTGTCAAATTCTTCTCGCCGATGAAATAAACAGAACCTCTCCAAAAACCCAGTCCAGCTTGCTGGAAGT -AATGGAAGAAAATCAGGTTACGGTTGACGGCACTACATATAAGCTTCCAAAACCTTTCATGGTTCTGGCA -ACCCAAAACCCAATCGAATATATTGGTACATATCCTCTTCCAGAAGCACAAATGGACAGGTTCTTTATAA -AAATATCTCTTGGGTACCCTCAACAGGGCGAAGAAGTTTATATATTGTCAAGATTTCTTGAAGACAATCC -ATTGGAAACCTTGGAGGCAGTTGCAACAAGTGATGATATTCTGCAAATCCAAAAGGATGTAAAACAGGTT -TACATAGATAAAACCTTGAAAAACTATGTCGTTGATATTGTAAGTATGACAAGAAAGAACCAGTATATTG -CGCTGGGTGCAAGTCCCAGAGGCTCCATTGCAGTATGTCGTGCGGCACAGGCATGGGCATATTTCAACGG -CAGGGATTATGTAATTCCTGAAGATATAAAGAAAATGCTTTTGCCCACACTTTCACATAGGATTGTTTTA -AAGCAGGAAGCCAAACTCAAAAAAATGTCCTCCTCTGACATACTAACTTCAATAATTGAAAAGGTATATA -TACCTTTGGTAGATAACTATGAGAAAAAATAGAATTACCTTTATATTTTTATTTATATTATCAATAGTTT -TTTTATACAACTTCGGCGGTTTTGTATCCTATTTCTTTTTTAATACTTTTTTGGCCCTATTGATTTTATC -CATTGCATATACCATATTTATTTTTGTAAGAATCAAATTTATACAGGAAATAGACAAAAGGGTGATTATC -AAGGGTGAGAACGTAAAACTTGTTGTAAAAATCTCAAACGAGGATATTTTATTATATCCTTACGTTTTTG -CATCCTTTTATTCTTCACATTCTGCACTAAAGGGCGAGAATTCTTCGCAAAGCTTGTCAATAAATCCTAA -GTCTCATAAGGAATTTATTTTTGATATGGAATGTAAATTCAGAGGTGAATATGAGGTGGGTCTAAGAGAA -ATTTATATTGAAGATTTTCTGGGTTTGATAAAATTAAAATATAAAATACCGGAACCTAAGAAAATTATTG -TTTACCCTAAAATTGAGCATCTTTCAAATTTCAGTATTCTGTCCTCCGGCAGTTCCGATTCTCAAAGTGT -TGAAAACGGTATACAGGATAATATGAATAACATTAAAGATATACGTGAATACATTGATGGCGACAGTTTC -AGAAAGATACACTGGAAGCTTACAGCCAGAAATGACAAACTTATGATTAAAAACTACGAGGGTTCTATAG -ATGCAAATGTTAATATTCTTCTTGACCTAAGAAAAAACGTCTATAATGATGAAGAAAATATAATTATAGA -AGATAAGCTTATTGAGGCTGTAGTTGCAGTATTGTATTTTTATTTGTCCAAGAGTATTCCGGTTAATTAT -GTATACTTTAGCGAGAAACTTGAGGTATTTAAGGCATCCACTATGATGGACTTCGAACAAATCTACAAAA -CATTATCATGTGTAAACTTCGATCAGCAGGTAGCTATGCCCGATATTCTGAGACTGCATTCGGAATCCTG -TTCAAACTCATCGGATATGATTGTTTTTACCAGTATACTGGATATTGATTTGTATAATGAAATGTACAAA -TCACAGATGGCAAACCATACTGTCACTCTTATTTATGTATCACCGGACAGTTTCGGAAATGTTAAATCCA -GCATCATCGAAGATATAATGGATAACCTCCCCGAAATAGGTATTAAAGCATATTCCATACATCCAGACGA -TGATATAAAAATCTTACTTGGAGGTTCGGACTGATGGTGCGTGAAAATAAATACGGTGTATTTGCTAACT -TAATATTAGTAATGCTTTTATCCCTGTCTGTTTGCCAGACCTTGTACACCTCTCTTTTTATGACATATAA -ATGGAGCATAAACATATTTCTTTACGTAATACCATTAACTTTTGTTTTTTATCTTATGCTAAAAAATAAA -GTTACCTGTATCGTATCAGGTATCATATTATTTTTGCTTTCAGGTTTTGCTTTTGTAATAATGTATATTT -CAAATAGCCTTAGCTCTTACTCTATTTGGCTTATTGATACAATGCAGGGATACCTTGACGAGCCAAACTT -TAGCTATCAAGCAATAACGGTATTTTTTATAACCTTTTTTGTTACGCTAATGGTATATATTTTCGCCATA -AAGCTATATAATATCTACTTAGTCAGCTTTGTAACCTTCAGCTTGTTCTTTGGTCAGGCATATGCAAATA -TATTTGTAAGTAAACCGGCTTTTGTACTTTTCCTTTTTTCATTTTTGCTATATTACTTTTTTTACATATT -GAAGGGAAGAACGGAGGAAAAATCTTACGATCCTGGTAACAGACTCAAGTATCTGCTGTACATAATCCCT -GTATGTATAGCTGTACTAATTGTCAGTTTAAACTTTCCAATAGGCAATAAAAGAATATCCTGGCACTGGC -TGGATAATAGGTTGGACAAAGCAATTGAGAGCTTTTCTCAAAAAAATACCTCCTCGTTTGATTTCTTTTC -TTTAAACGCTACAGGTTTTGGAAGCAATGACATTCTGGGAGGTAATATAAGTCCTGACAAAACCCATGTT -ATGGATGTAAAATCAGAGTATTACAATCTTTATTTAAAAGCATCCTCAAAGGCATATTATAACGGTCACG -GATGGTATGACAACGATTCTGTTTATATTCCTGTCTTTGAGAACCCGGGTCAAGCTTTAAACAATATAAA -TATGGATGCTAATCAGCTTGAAGCAGGAACCATGATTAACAATTCCAATGCTAATAATGAATTGTATAAA -AGTTCAAAAATCGAGGTCAAATTTAAAAATATAAAAACAAAATCACTTTTCATACCTGCAAACACCTTGC -AGATAACACCTAAAAAACAACTGGGATTGTTCATAGATAATTACGGAATGATTTCTGCCGAAAAACCCCA -AGGCAGCAATTTTGAGTACATTGTCAATTATAATTATTTGTTTCTTAACAGTGAAAAATTTAAAAACAGT -ATCAGAAAAAGTTATAAAGGCTATCTAATGAACAATATAGACGCTTATGAAAAAAATCAATACAAGCTTT -TATTTAATATTGACATTGATAATTTATCGGACGAGGACAAAAATGTCATTGCTAACATAGACTTATTCAA -TGGCATTCAGGATCAATTACTTGACATTAATACAAAATATGTTTCATTGCCAAGTACGGTGACGAAAAGA -GTTCGGGATTTGGCTGAGAATATAACTATGAGTAAAGACAATAACTATGATAAAGCAAAGGCAATAGAAA -CATATCTGGCAACAAACTATCCATATACATTGAAACCGGGAAAACCTCCCCTTAAAAAGGATTTTGTTGA -TTTTTTCCTTTTTGAAGGCAAGAAAGGCTACTGTACATATTATGCAACCGCTATGACAGTATTGCTAAGA -TGTATAGGCATACCTGCCCGTTATGTGGAAGGCTATATCCTACCTCCAGACAACAGGAATGGTGTATTCA -AGGTAACAAATCAGCAGGCTCACGCATGGGTCGAAGTATATTTCGAGGGATTCGGATGGATTCCCTTTGA -GCCTACCTCCCCCTTTGTTGCTGCAATGTATCAGGATAACAATATAAGGCCCGTTATTGCCAGTAATATG -AATGGTCAATACTATGACGAATATCGAAAAATGATGGAGAAATATCAAAGAGAGGGTAAAAATCAACCTT -TAGATCTTTCCGAAAATTTACCCGTGGGCAATAAGGAAAGTACTACACCCCGTGTAGCTTTTATAGTAGC -TGTGTCGTTGATTTCTTTAATTCTGCTGGCTTTATTATCCGTTTGTTTGTTTAACAGGATAAGGTTTTAC -TGTCTTTTAGGTAAAATAAGAAAACAAAATACAAATGAGGCAGTTCTGACTGCTTACAGGTATCTTCTTA -AGCTATTCAGAATACAGGATGTGTCTATTTCAGCAGGAGAAACCCCGTCACAATTTGGAATGAGGGTTGA -AAAACTAATGGATTTTAAGGGATATAGCTTTAATAAATACGATTTCAATATAATAACGGAATATTATGTT -AAGGCAAGATACAGCAGGGATAATCTTCCTGATAAAGCAAAACAGGAAATAATTGATTTTATTGACACTG -TTCTAAAGCTCACTTCTGAAAAAGTGAGTAGAATCAAGTTTAATATCTACAAATATTTTTTAGGTAAAGT -TTAATTTTGTAAAAGGGGCTATTGCAAAACAAAGATTTCTGTTTTAACACCAGTACTCCCGTATAAACTG -TATCAATGGCTTCCAAGCTTCCATTGATACAGTTTATACTCTAAGTACAAGTTAAAAGAATAAAAACTAA -TTTTGCGATAACCCCTTTTTATCTTTTTTTAGAAAAGATAACTTTGTTTCCGAAATTATAACCGCAATAA -ATATAAATAGAAAACCCCATGCCAACCTTAATGTCAACTGCTCACCATAAAAAATAATTGAAAACATGAC -ACCGAATACTGATTCTAAGCTTAATATGATTGCAGCAGCAGAAGGATGGGTGTACTTTTGTCCGATATTC -TGGAACAGTAATGCTACTGCCGTCGCAAATATTGCCAGATATAAAAGCCCGGTGACATTTTTTATACTTA -CTTCAGTTGGAAAATATTCTGTGGTAAGACCTATTATCCAAGAAAAAACTCCGGCATACCCAAACTGAAT -TATGGTGAGTATTATCGGGTCCTTCCCTCTACCCAGTTTCGCAACTGCAACAAGGTGAGTAGCATATATA -AAACCGCCAAGTAAAGTAAAAGCGTCGCCAATTCCTATAGTAAAGCTTCCAGTAAGAGAAACAAGGCCAA -TTCCTGTAAGGCATATAACTGCAGCTGAGTAATTATAAATATCAGGTTTTGACTTATCAACTATCCAGAA -TAAAAACGGTACGATTACACAATAAATTGCGGTCAGAAATGCATTTTTCCCGGGTGTAGTATTTGTTATA -CCAATGGTTTGAGTACTATATCCCAAAAACAAAAAAAGACCAATGACTCCACCTTTCCATAGGTATTCAA -AATTTATATTTTTGAGCCTTCTGTAAAATACCACACTCAGCAGAATACATGCTATGGTAAAACGGAACCC -CAATAGAATATGTGGCGGAAATACGTCAACAGTATCCTTCATTATAAAAAACGAACTGCCCCATATAAAT -GCAGCAAAAAAAAGAGCCATTTTTGGCATAAATGATTTGATATGTAAGTTGGGGATTTTGAATCATTCCT -TTCAGGTATCAATTATGTAACATATTTTATTTCAAAAACATTATGTGTACTAAAAGTACTCCCCTATTCT -ATCATTTTAATATTTAAAATAGAAGTAACTTTATAAATAATTATTCAGGGTCAGTATTAAATACCTTGAT -GTCAAGATATTTTAATCCAAAAATGTATATCAAATGAATTCATTTAAGAAGTTTCGGAACAGTAAAAATA -AATTTGGTACCTTTACCTGGGTTGCTCTGTGCATAGATATCACCGCCGTGAGCCAAAACAATTGATTTAC -ATATAGTAAGGCCTATTCCCGAGCCGCCTGTCAGCCTGTCCCGTGACTTATCAGCTCTGTAAAACCTCTC -AAAAATGTAAGGTAAATCTTCTTCTGGTATACCTAGGCCGTTATCCTCTACAGAAATCTCGATAAAATTA -TTATTATCCTGAATATGCAACTCGACCGATCCTCCTTTGGGAGTATATTTCAGAGCATTTGAGAGTAAAT -TTACAAATACTTGACTTATTTTATCCTTATCAGCATACACCAGGCAACTTGGACCTGTAAGTTCCAATTC -CAGCCCTTTACATAAAAACTCAGTTTCAAAATTCTGAACCTGCCTTTTTGCCAACTTGGTAATATCAAAT -GTATCCATGTTCAGTGTAATATTTTCACTTTCATACTTTGCAAGCCTTTCCAGATCGCCTACCATTTTAC -TTATTCTTACAATTTCTTCATGACAGCTTTTAAGTCTTTCCGAATCCGCTGACCATATTCCGTCTATCAT -TGCTTCCATATGGCTCTGAAGAGTTGCTAGGGGTGTTCTCAGTTCATGTGCAACGTCACCGGTAAGCCTT -CTCCTTAGTGTTTCCTGCTTTTCCATGTTCTCTGCAAGATCATTTATGCTAACCGTAAGCTGATTTATTT -CTCTGGTATTTGATTTTTCTGTAATCCTGTCTGAATAAAAGCCTTTCGATATGGATTTTGCGGTATTTAT -TACCCTTGCTATGGGCGAAACCAGTCTTTTTGACATGACTGTTCCGAATAATAAAGAGAGAATCAAGGAA -AAAAGTCCCACAGCCCAAAGTAATTTATATAAATCATTAATAAATGCAATGTCATGCTCATTAAGATAAT -TGTCTCCATATGTTCCAATTTCTACAGTACCTATCTTTTTCAGGTTGTGGTTTATAGAATATGGAACCTC -TGTATAAACCGCTTTTTCTCCACCAGGTATTTTACTTGCATTTTGGGACATATGCTCTATTATCCTTTGA -CACATACCGTTGTTATGGGCTCTCGCGTCCCATATAATATTACCGTAAATGTCTCTGACTCTTAAAATAA -TCCCATTCTCCAACGAACTTATACCGATAGTTTCTATTACTTTGGAATTCCACTGTCCGTTGTCCATATA -CTGGCCTGCAAGTGTAGTAACAATTTCCCTGTTTTTATGTTCAGTATTTTGTTTTACATATTCTTCAAAG -TGTTTGTGTATAAATAATGTTGTAAATATGCTTATAAGCAATATACATATTAATGCTATCATAACATAGG -AAATTGAAAGCTTGGTTCTTAAACTGGAACTCATGTCCGACACCTCAGTTATTAAAATAAAAACTATTCT -CCCGCAAATCTATATCCTACTCCGTGAACTGTCACCAGATACTTGGGGGCTTTGGGGTCATCTTCTATTT -TTTGCCGCAGGTTTTTAATATGTGTATCAACCGTTCTGTCAAAGCCTTCGAAATCATCACCAAGTGCCAT -ACTTATAAGCTCTTCACGTGTAAATGTTTTTTTAGGATATCCTGCCATAGTAATCAGAATCCTGTATTCA -TTAGGGGTCAGATTTATTATACTGCCTGCTTTTCTGATTTCATGTACAAAGGTATCTATTACAAGATTTC -CATTGTCGAAAATAATTTTACTTTTATTATCTTCAGAAGATTCCTTCACAGTTCTTCTAAGCACCGCTGC -AACCCGTGCCAGAAGCTGTTTTGGACTAAAAGGTTTTAAAACGTAGTCATCGGCTCCAATGTCTAAACCT -GTTATTACTTCATCATCAGAGACTTTAGCTGTTAACATAATTATCGGAACCAAAGAAATTTTTCTAATTC -TTTTACATATTTCTTCCCCTGAAATATCGGGCAGCATCAAATCAAGTATTATTAAATCAGGATTAAACTC -ATTGTACCCATTCATAGCCTGTTTTCCGTTAAAAGCTGTGTATACCTTATAACCCTCATGTTCAAGATAT -GATTTTACAACTTCAGTAATTTTTGTTTCATCATCCACAACCAATATTTTTCTTGCAGAATCAGTCAAGC -CTAAATCCTCCAGTCCATAATTAATCTATATAAAGATACCCCGTTCCACCTTTTTACAGTGGAACGAGGT -TTATCTTACTTCGGACTTGTTTATAATTGCTTATACAAAATTAGTATGTTCCATAGTAACATCATAACCC -TGATCTTCAATTGCATCCTTAATCTGTTTTCCCTTTACAACTTCAGGATCAAATTCAACAGTTACCTTTT -TAGTAGCAAGGTCCACATCCACCTTTTGGACCCCATTCAGCGAGCCTACAGCATTTTTAATGCTATTTAC -ACAATGAGTACAGGACATTCCTTCTACAATAATATCAGTTATTTCCTTAGCCATAAATATACCTCCCTTT -TATAATCCTACAATGATATTATTTTTTAGTTTTAATTCTTTATGTATTCAACTTTTGCAAATATATATCA -ATCAATGTTGTCATGTAAACTGCAAAAGTTGATTTTTACTTAATTTTACTCTGTTTTCCAATTAGCGGTA -AACAGACCCTTGTTATTTTCAATAAAGTTTTTTGTTATAGTAATATTTTCAGCATCTTCATTTCTGTTTT -CACTGTATATTGGGATAGGATTACATCCGCCTCTTTGCTGCTCAATCATATCCGTTGAGAACCTGTTTCC -GCAATTCTGACAGACAATAACCTCACCTTCCTGCTTATAATAAGCTCTTGGTGAACCGTTGCACACCTGA -CATGTATTAAATGCGGTTCTTATTGTACCATCACTTGCCTTTACTGCAAGAACTTCCATATTGGTCTTAC -CTGTTTTTAAAGGGTAAAAAGTAACTTTATCTGTGATCTGACTCTTGGGTATTACAATATCTGCAACAGC -AGTATTTTGTGAATCATTTCCTGAAAATTTAACTATTAAAATCACGGCCAATACTACTATTATTGCTCCG -ATTATGGTAAAAGTTAACTTATATGAGTTTTTCAATTTGTTACCTCCTTTTACATTTAATTGTATTAATT -TATAGATTACAGCCAAATACTATCAATAAGATGTGTAGATTTTATGAAGGTTACAAATTTGCAATGTTTA -TTTACTTATTTTACTATGTTAATATATATTTTATATATAAAATATACAGGAGTGTGTCAAATGAAATCAG -CCAGGATATCCTTTTTTAGTTGCCTTTTAAGTGGAATCATTTTATTTATAATAGGTACTGTTTTAGTGTT -TAATACTAATACTAGGCCTTCTCCTCAGCAAAAGCATGATACAGCTTTGCCTTCCAATAATTTTAAGAAC -TCTGTAGACGTAACTGAAACGCATACAAATAGCGGTGACCCTATAAATTTTCTTGTTCTTATAAAAGAAG -CGTCCGGTGCAAACACCGATTCAATGATTGTTGCAAATTATGAGCCTGTAACTAATCAAATCAGCCTTCT -GACCATACCAAGGGATATAAAGCCTACTGGTAAAGGGACCTATAAAATAAATTCCGTGTTTTACCTTGGT -ACAAAAAAATATGCTAATTTATCTCCATCTGAACGTAAGTATAAAGCTACTGAATATACAGCACAAACAA -TAAGCAATCTTACAAATATCCCTATTGATTATTATGTTTACCTTGAAATAGACACAATCAAGGAAATCGT -AGATATGCTCGGTGGTGTATATTTTGACGTACCCGCTGACTTGAGATATTTTGATCCGTCTCAAGATCTG -AATATTAACCTTAAAAAAGGATATCAGCTCCTTGACGGCGACAAGGCAGAACAACTGCTGAGATTCAGGA -AAACACCATACAATATAAATAAAGCATCCTCGGATATTAGGAAGTATTATGACGGTTCAGACCTTAAAAG -AACAGAAATGCAGATAAGGTTTGTTAATGAACTTATTAAACAAAAAGCAACTATTCTGAACCTTCCCAAG -CTTATTCCTGTAATAAATTATACCTTCAGCAATGTGATTACAAACATTTCACTATCCGACACCCTCAACC -TTGTTAGTGGATTTACAAAGGCTAGCAGACCGGAAATGAACACATTTCAGTTGTGCGGTGTGGATAGAAC -AATAAATGATATCTATTATTTCATATACAATAACAAAGCGGAAGATCTAAAAACAAATGCTCAGTATGAT -ACTCAGGATATAATTGATAAATATTTTCAGGCAAAAACTGGTCTGTTTTCGCCTGACCCTGATAAAAAAT -ACAATTTTCGCTCAGTCCTTGCCGAAAACCCTTCAAACAGTGAAACCGAGACACGTAGCAACGGTAAAGA -CAAGCCTTAAAGAAAAAGGATAATAGCCTAAAACGGCTATTATCCTTTTTTAATATCGTATTACTATTTC -AAGGTGAAACTGTTCCATATGGAGCTTACTATTTCTTTATTCTTACTGCCATAGTAGAAACTATTTGCAG -TTAAGGTAACCTGTATGGCTTGGTTTCCTTTAGTCAGTACATATATTTCCTGGCGGTATTGAGTGTCGTT -TGTATTCAAATTAAGTACATACTTGTAACCAAAGGTACCTTTTTCATTAATAGCTGTTTTACTTTCCAAT -TTTAAATTCTTATTAACCAAACTGTTAAAGTATTGGTCAAGGCCTGCAAAAAAATCCGAAGACGGTAATT -TCATGTCAACTGTTGTAATAGCTAAAGATAAATACCCATCGCTACTGTAATATTGTTTAAAATCATCAGT -ATTATCTTGACTTGTTTTCCAGCCGGAAGGCAGCTTAAATGAATAATAGTCGTCATCAAATGTACGGGTT -TTTGTTGAGGAGGTTATCTTTGAAGGATCCATAAGCTTACCGGTTGCTTTTAAATCAAGCTGTTCAAATC -TGAATGAATTAACCATTCCTTCCACCATCATTCTCTTGCTAGAATCATTATATGATTCCTCCGAAAGCTC -GTAGCACAATACATATTTATAGTTTTTACCCACGAAGAAAATATCACAGCCATATATAGGTTTATCTGAT -ATATTATATTTATAATATATCTTGCTACATTTTACTCCTCCTATAACAGCACTTTCCTGCCTCTCAAACT -TAAATATTTCAGGATTGTAATCACACTCATAATTCTTGATTGCTGATGATGTTATTGAATCCAAGGTCTC -TCCTTTTTCAAGGGAATAAATTTTTACAGAAAAGATCTCTCCGAAAAGACCATCAAACTGAACTTCATTA -TGAATGTTATCATCCTTATATTCTCTCCAGTAAGGGAGAATCTTTGCTGACCATTTTAGCTGAGTGTCCT -GATACTTTCTGTATCCTGTGGCTGATACATCTGACAAGTCCTCTGTACTTCCGTCTTTGCTGAATTTAAA -CTGAAATGAATCAATCAAATCCTGATATTTGTTATCAAGATAAGATTTGTCGTTTTCTAAAAGGAGCAAT -AGTACGAATTCCTTTGTATCAGTCATATAAACTCTCTTTACAAAAGTAACATCACTGCCTTTATAAACTA -TTTCTGCATATTCGATCCCGTTTGACTCATAAATTCCATAATCTATAAGTGTTGAATCCTCTGCTTCTTC -ACGAAGATTTTGCTGTTCATCCTCCAGAGTTGCATCCTTATCCTTGTCTTTGATTGCAATCATTATTCCA -TAGGATTCATCCTGTGAAATGAAAAAATTATTGTCTCCGTTAAAGGTTCTTGAACTCAGGGTAAGCTCAC -GTGGAAGCTTCATAGACCATTTATAGTAGCTGTCTCCGACTTTTGTCTTATTGGTATTTTTTATTATAGT -ACCAAAGTCCTTGATACTATTTGGATTTGCAATTTCCTTTGTAAAAGTAACCTTTCCTCCGCTGTTTTTA -AGATCAGCTCCAAAGACATCCGCCAGGAAAGTAACGGATGCCATAAAAGACGAATTTTTTATGTACGGAG -CAGCATCCATTTTTGTTTTCTTGCCCGCTATTACAGCCTCTTTCTTTTTATCTGTAATCTTGATTTCCAC -ATCATTATATTTAATTACAGCGGTCTTTTTCTTTAAATCAGGCGTAAATGAAGCACCCAAGGCATCTGTT -ATGACCTTGACCGGAACAAAAGTTTTTCCTTGCACAACAGCACTTGCTTCTGCTTTTACTGCCTTACCGT -TGACAGTATAGCTTGTAGTACCTGCCTTAAAAGAAACGGTTATTATGGTTGAAGTATTCTCATCCAGAAG -ATCTTCTGCTGCGAACACACTTACCGAACTTACAATCAAACAAATAATTACACTGAACAGTACAAATAAC -TTTTTCATTATTTAAATCCTCCAAGTGCCTCTACCGGGCATATTTTAACTGCTATTTTAATTCGTCCATA -ACCACATTGATGCTCTGTGTCTTACCATTTCTTCTTACTCCAACTTTGACTTTATTTCCGGGTAATACGG -ATTTATATGCTTCATTAAGATCCACAAGTGTATTTACATATACACCGTTTATACTGTAAATAAAATCATC -TTTTTTTAATCCATATTTTTCGGAACAAGAGCCTTTTTTAATGCTTGTTATTTTTAAACCATTTTTACTC -GGTAAGCCGTAAAGGGCGACATAGTCCTCTTCAAAATCAGCCCCCAATGTAACTCTTTTTACTTTTCCAT -ATTTATAAAAGTGGTTTAATACATACTGAACAGTATCTATGGGTATGGCATAACTTAACCCTTGTGCATT -AACGGTTGTCATTGAGTTAATACCAATTACCTCTCCCTTTGTGGTAAGAAGTGGCCCGCCGCTGTTACCG -GGGTTTATGGCAGCATCAGTTTGAATAAGCTTGTATTGATAAAAGCCGTCAACACTTCTGTTAAGTCCGC -TGATTACACCAACTGAAGCAGAATTCCTGTTTTGGAACGACATAGGAGTTCCAATAGCTATAGCAGTCTT -TCCTATTACTATATCCTGCATTTTGCCCAGTGTGGCCGCTGTAAGTCCAATCCTGTCAATCTTTATTACA -GCAAGGTCGCTTGGCTTATCAATGTACTTAATTCTGGCCTCATATCCTGTGCCATCGTTTAACACGACGA -TAATTCTGCTCATATTCTCAACGACATGAGCGTTTGTAAGGATATCTCCGCCAGATTTGATTATTACGCC -TGTTCCCAGCACAACTCCATCGGCAGTGGAATTCCCAGAGTCAATATTACCAATAATACCAACTACTGAT -GGACTTATTGATTTAATTATGTTTGGAATGATATCATCATTTTTAGTTGATATGTTGATAGAATTGCTTG -TTTTACTTGCACTTAAACCTAATTGATTTGCAAATGCTTCTGCATCTACGTAAACCTTATTGTTTACCGT -TGCCGTTCCTATGTCGGTTTGGAAACCGTTTATAGATACCTTTAACTGAGTAGCACCAGAAACAATAAAA -TTAAAGCTTAAAAGTAACATTATTGCTGCTAAAAATATTAAATACCTTTTTTTCATATTTTGACCTCTAT -TGGGATTAATAATATAATTTTAACACTATTTAGCAGCGAAATACAATATAAAAAATGTTTTATGTCGAAT -TATTATGCAATTAAAAAGGCCTTATAAAATTTCTTACCACAAAATAAACGGAAGAAATAACAACCAATGT -CCACCAAAAGGTACGGTTTCGCGGAAATATCTTTCTATGCCTGCCAAATACGTAAGTAATCAACTCAATA -TATGCTAATATACTTAAAATAATTCCAAGCAATGGTATTGGGTTAAACCTTATGGAGCCTAGAATATCAC -CTTTGAGTAAATGCTGTACACTTCTTGTATTACCACATCCCGGGCAGTATATATTTAGATAGGTATAACT -TGGACACGAAGGGAAAAGAGTCCCTAAATATATAAGCTGATTTCTCAGGAAATAAGCTATAATAATTATT -GCTAAAGGAAAAATACAAACCGCAGCCTTTTTCCATTTTAAATTGTTTGTCAAGATCTACTCACCTTTCA -CTTATTTTAGTCTATAATCTTATTAACCGGAATTTGACTGCGCACGCTGTTTACCATATTCAGGTCAATA -TCCGCTATCAGTATTCCCTCTTTTTCGTCTGCCTTTGAAATAACTCTTCCCCAAGGGTCACATACCATAG -AATTGCCATAAGAGATATAAGTATCACTTGTATTCCTTGCAGAAGAAACTGCTGCATGAAATATCTGATT -GTCAAGTGCTCTTGCCCTCACAAGCAGCTCCCAGTGGACAGGGCCTGTGGTCATATTAAATGAAGCAGGT -GTAATTATAATCTTTGCTCCCGCCTCAGACATTTGAGAGTAAAGTTCTGTAAACCTCATATCAAAGCAAA -TGGCCAGTCCAATACGTCCAAATTCCGTTTGTGCAACAGTAACTGACCTTCCTGCTGCCAAAACATCGGA -TTCCCTGAATGAAACACCGTCTTTAATATTTACATCAAATAGATGTATTTTTCTGTGTTTTGCGATTATC -TTTCCTTGTCTGTCAAACATTATGGATGTATTGTAAATGCAGCCGTTGGAAAATTCGGGAATGGTTCCTG -CTACAATATACATGTTATTATACTTAGCAGAATCTGAAATGACTGATAACGTTTTGCTATTTTCAAAATT -CTCAGCATATAAAGGAAATAGCTTTGTGTCATACGGACAATTGAACATTTCAGGGAGCACAGCTATGTCT -GCACCTCTTTTACAACACTCTTCTAGCATAAAGACCGCTTTTTTCACGTTTTCATTCTTACTATCAGTTA -CAGCCATCTGACATAAACCGAGCTTAATTTTTGAGTTCATATGATGCCTCCTAATCATATATTAGCGTAT -TTTTGTGGTAAAAAGCAACATATTCACCAATCATCCCCAAAAAGCAAAAAGGTGGTAGATTACCCGTTAA -TCGGTATCCGCCACCCTTAAAGTACTCTATTTTTATAAATTAGTTTTTCAGGCTATGCATCGGAGCCGGA -ATTCTTCCGCCTCTTTTAATAAACTCACTGCTACTGAATGGGTTTACCTTCATTACAGGCCCTGAACCCA -GTAATCCTCCGAATTCAACCTTGTCACCGACCTTTTTGCCCGGTGCAGGAATTATTCTGACGGCAGTGGT -TTTGGTATTAACCACACCTATTGCCGCTTCATCAGCAATTATTGCAGAAATGGTTTCAGCACTGGTATCA -CCCGGAACAACAATCATGTCAAGTCCTACTGAACATACACATGTCATTGCTTCAAGCTTTTCCAGAGATA -AGGCACCTGACATTGCAGCTTCAATCATTCCAGCATCTTCGCTTACGGGAATAAATGCACCGCTAAGACC -TCCAACGTAGGAAGAAGCCATTACCCCTCCCTTTTTAACTGCATCATTCAAAAGAGCAAGAGCCGCAGTC -GTTCCGTGTGTTCCGCACTTCTCAAGACCCATTTCTTCAAGAATATAAGCAACACTGTCCCCGATTGCAG -GTGTAGGCGCCAAAGATAAATCAACAATACCAAAAGGAACATTTAATCTTCTAGAAGCCTCCTGTGCTAC -CAGCTGACCCATTCTAGTTATTTTGAAAGCAGTCTTCTTGATAGTTTCGGATACTGTACCAAAATCAGCT -CCCTTAACCTTTTCCAAAGCACATTTTACAACACCGGGTCCGCTGACACCGACATTTATAACACATTCAG -GTTCTCCGATACCATGGAAGGCACCAGCCATAAAAGGATTGTCCTCTACTGCATTAGCGAACACAACAAG -TTTTGCACATGCAAGTGCACCGCTGTCAGCAGTCAATTCCGCACATTTTTTTATAATCCTGCCCATTTCC -GCAACAGCATCCATATTAATACCTGCTTTTGTTGAAGCAACATTTACGGATGAACAAACAAGCTTTGTCC -GGCTTAACGCTTCAGGAATGGATTGAATTAGTCTCTTGTCACCGACTGTGTAGCCCTTGTGAACAAGAGA -TGAGAATCCCCCTATAAAATCAACGCCGACAGTCTGTGCGGCCTTGTCCATAGCTTCAGCAAATTTGACA -TATTCGTCGCTTTCACTGCTTTCAGCGATAAGCGCAATGGGAGTTACGGATATTCTTTTATTAATTATGG -GTATACCGAATTCCCTTTCAATATTTTCGCCTGTTACAACAAGCTTTTCTGCATATCTGGTTATCTTGTC -ATAAATTTTCTTACATGATATATCTATATCGGGATGGCAGCAATCCCTTAGTGAAATACCCATTGTAATT -GTTCTTATATCAAGGTTTTCTTTTTGAATCATATCAATAGTTTCAAGTACTTCAAAAGGACCTAACATTA -TTGTTCACCTCATATTCTATGCATTGAATTAAAAATATCTTCGTGTTGAATCTGTATTTTCAGGCCAATT -TCAACGCCCTTGGATTCCAACTTGTCAGAAAGATCATGAAATGGTATATTGCAATGTGATATATCCACAA -GCATTATCATTGTAAACACATCCTGCAGAATAGTCTGGGTTATATCAAGTATATTAACATTACTCTCTGC -TAATATGTTGCTAACGCCTGAAATTATGCCAACTTTATCCTTACCAATAACTGTTATTACTGCTCTCACG -TTAATACCTCCCGTAAATGGTTATATATGATGCTATAAAAGTATAAACTTCCTGATGAATTCAGAGTTGG -TTTATATTATATATCTTTAAAATACAAATATCAATCAAAATCAACTCGAACATATGTTTGATTTATTCTA -CAACATGTGATATACTTTTTTTAAATGTAAAATCTGTTTGATTTTAGGCAAAATAATTTTACGGGGAAAA -CAAGTATGAACTTACATGAAAAATTAGGTATTTTAGCAGATGCGGCAAAATATGACGTTTCATGTTCTTC -TAGCGGAGGGACAAGAAAAAATAAAAACGGTGTAGGTGACAGTCACGCATGCGGAATCTGCCACACATGG -GCAGATGATGGTAGATGCGTTTCACTGCTTAAAATTTTATTATCAAATGAGTGTATATACGATTGCGTAT -ACTGTATAAACCGATCTTCAAATGACGTGCCTCGTGCAAGCTTTACCGCAGAAGAAGTTATCGAGCTTAC -CATGAATTTTTATAGAAGAAACTATATAGAAGGACTTTTTTTAAGCTCCGCTGTTTTAAAAAACCCAAGC -CATACCATGGAATTAATGCTTGAGATAGTTAAAAAACTACGTACGGAACATGGCTTTTTCGGTTACATTC -ATATAAAAGCGATTCCCGGTGCTGATGAAAGGCTTATAAATGAAGCCGGAATGTATGTTGACAGAATGAG -CGTCAACATAGAACTGCCGTCTGACAAAGGACTTGAAGTACTTGCACCACAAAAGCCTAAGAGGGCCCTG -CTTAAGCCAATGCACCAGATAAACAGTAAAATAATTGAAAACAAGGAAAATAGAAGATTATTCAAAAAAG -GAGATTCTTTCGTTCCCGCAGGACAAAGCACTCAGCTCATTGTAGGGGCAACACCTGATAAGGATTTAAG -TATTTTAAAGCTATCAGAAGCCTTATATGACAATTTTAACCTCAAAAGAGTTTATTACTCGGCATTTATT -CCAACAGTTACTGATCCGAGGTTACCCGCTCTTATCAAACCTCCTCTGCTTCGTGAACACAGACTGTATC -AGGCCGACTGGCTTTTGAGGTTTTACGGTTTCGATGCCGATGAGTTACTAAGCAAAGCAAATCCCAGTTT -TAATCCGGAGCTTGACCCTAAAGCTGATTGGGCTCTGAGAAATCTACATTTGTTTCCTGTCGAGGTGAAT -ACAGCTGAATATGAAATGCTTTTAAGAGTACCTGGTATAGGTGTTAAATCAGCACAGAGAATTATCACTG -CCAGAAGGGTCGGCAGATTGAATTTTGACAACCTAAAAAAAATAGGAGTAATCTTGAAGCGTGCAGGCCA -CTTTTTGACATGTGTGGGTAAAACTTATGACAGCTACAGCTCCAACGAAGCTATTGTAAAGGAATCCTTA -ATAAGTGCGAAACTACAGCCTAAAAGTAAAAAGTCTGTTCCGGGGCAGTTGTCATTATTCTCTTTTGTAA -ATGAAACCGAAACACATGAGAATTTGTCAGAGTTGTTTTTAATTGACTCACCTTCCAACAACGGACAATG -GCTTAGCTACTATAATCAGCCGCAGGATGGGAGGCTTTTGTTAAGTGATATACATTTATGATGGAACATG -GGATTGCTTTTTAACAGCAATTCATCATTACTATTATGACAAACAGGATGTTTCAAATATAGAGTCTGTT -CTTTGCTACGAGCCAAATCTTATTGATGAATATAGAACCATAACAACAGATGTGGTAAAGGCCAAAGCCG -TTGAAGAGGCAATGCTGCACAAGATTTCTTCGGAAAGCCTTGAAAACCTTCAAAAATGCTTCTTTTCAGA -AATTGAAGGCCGTGAAATGTGGATATTGAAATACATTCGTCTGGGTTTTAAAATTGGCAGTCGTATAGAC -AGTATGCTTGGTGATAAAACCGTTTTAGATGTGTTGATTCCTGCGAGAAAAGTAGGTATTGAGTGTCATA -GAATGCTTGGACTGCTTCGTTTTGAGCTTTTGGAAGGCAGTATTTATTATGCAAAAATCCAGCCTGACCA -TAATATTATTTCTTTTATATCTCCCCACTTTAAAAATCGCTTTGCGGATCAGAACTGGATAATACACGAT -ACAAAACGTAAAATTGCATCTTTATATAACACCAAAAAGATGCTTCTTTCCTATATGGATCTGTCCAATA -TCCCTGAACTCCATTCAGAAGAACTCAAATTTCAAGCACTCTGGAAAAATTATTACAAGCATATAGCAAT -AAAGAATAGAATAAACCCTAAACTACAAAAGAATTTTATGCCAAAACGTTATTGGAAAAACCTTACAGAA -AAGAAGCCGGATTAATATCTTCAATTGTAAATAGGGTTGTCGCAAAATTAATTTTTATCTTTTTTAACCT -GACCGCCAGTATAAATTGTATCAATGGAATCTTAGAAGCAATCATTGATATAATTTTATACCGAAGTATT -GGAAAACAGAAAAACTTTCTGTTTTGCAGCAGCCCCTTTACTTAACTATTTAAGGTTATTCACCAATTCT -TTAAATACATTCCCACGATGTTCAAAATTTTTAAACATATCAAAGCTTGTGCTTGCAGGCGATAAAATTA -TACAGTCACCCTGTTCGGCTTCTGCATGTGCCTTTTGAACAACTTCCTGATAAGTATCACAGTGTATGAT -TTTTATATCGTTTTCCAAGTCCCTTTGCTGCAGGTAATTCTTATATGCTTCTTCAATTCTTGAAGCAGTA -GCACCTATTAGCAGCAGACATTTTACCTTCTCGGTGATGATTTCACCCATTGAGTCGTATGGTATCCCCT -TGTCCTTTCCTCCAGCTATGAGTATAACCTTGTCCTTGAAGGTTTTTAATGCAGCTATTGTTCTTGAAGG -GCTGCTGTCAATGGAGCTGTTGTAGAACTTAACCCCATTAAGCTCCCTTACCAATTCTATCCGATGCTCA -ACACCATTAAATGAAGATGCAATCCTTGCGATTGTTTCCGGCTTCACATAATCTATGGTTGCAGCAGTGG -CAGCCATATAATTCTCTATGTTATGAACTCCGGGAATTTTAATTTTATCTCCTTCAATTATTTCAGTTAT -GCTGTTTTCTTTCTTAACAATAATCCTGCCATTTTGATATACAACACCTTCATTAATGTTATTTAATCTT -GAAAAATAAACATACTCTCCACGAGCTTCATAGTTAAAGCTCTTTGTAATTTCATTGTCAAAATTGAGAA -CGAGCTTATCATTTTCATTTTGGTTAATAAAAATGTTTTTCTTTGCATCAATGTATTCCTGCAAGGATTT -ATGAACATCAAGGTGGTTTGGCGAAATATTGGTTATAACGGCAACTGACGGACAGTCTTTAATTGTCATT -AGCTGAAAACTGCTTAGCTCTAATATTACCTTGTCAGTTTCTGCAACATCATCTATTTTGCTTAGAAGCG -GTGTCCCTATATTCCCTCCAAGCCAGCATTTAAAGCCTTCCTCTGACAGTGTTTTATAAATCAAAGTTGT -GGTAGTGGTCTTACCATCACTACCTGTAACTGCAAAAACCTGTGCAGGACATAGCTTTAGAAAAACTTCC -ATTTCCGATGTAAGCTCCGCACCATTAGCAACAGCCTCAACAAGTTCAGGCAAATCAGGTCTCATTCCAG -GTGTACGAAAAATCATATCAAATCCGTTCAGTCTGGAAAGATAATCAGGGCCAAGGCTATATTTAACAGG -CAATCCCTTTAATTCATTAAAAGCATCAGTAAGTTTTTCTTCCGTTGACTTATCAAAAGCAGTTACATCA -ACACCGAAACTTACAAGATATTTAATCAAAGGAATATTGCTTACTCCTATTCCCATGACAGCAACCCTTT -TATTTTTAACGTCTTTCTTAAACTGTTCCAGCTTATTATTCATAAATACCTCCGTTATTCTCCGTAATTC -ACATAAAACAAATATTGCCTATTGAAAAAGTAAAATACATATAGTAAAATACTTATGCAGTCAAGTCGAG -CGGATATGGCGGAATTGGCAGACGCGCATGGTTCAGGTCCATGTGAAAGCAATTTCATGCAGGTTCAACT -CCTGTTATCCGCACCAAAAGAGTTTGAAAATAAAAATTTCAAACTCTTTTATTTTCTATAATTTATTTCA -AATCCTGATAATTAAAATTATCTGACTCTTTTATATAGAAAAATGTCTTTAGTGATTTAAAATTATATTT -ATTTGCCATTATAAGTTGCTCCGTACTTCCAACAAAAAGAATCCCCTGATGGTTTAGTGACATATTAAAT -TTTTTGTATATGTCGGTTTTTGCTTCCTCAGTAAAGTAGATTAAAACGTTTCTGCAAACTATTAAATCAA -TGTTGGCAGGATACGGGTCCCTTAGTAAATTATGCTGCTTGAATTCAACACAGTTTTTAACTTCATCCTT -AATTTTGTAGCTTTCACCCAAAATTGTAAAATATTTGTTTATATACTCCTTTGGTAAATTCTCGACACTT -TTAGCATTATATATACCAGTTTTTGCTTTCTCAATAGCTCCCATGTCTATATCGGTAGCAAGTATCTTTA -TAGAGCTAAGGGGCATAAGTTTATTGAGTACCATAACAAGAGTATATGGTTCATCTCCAGTTGAACATGC -TGCACTCCATATTGTCAGCTTTTTCTTTTTGCTTAGTAAAAGAGGAAAAATTTCTTTTTCTAATACAGAC -CATTGATCCGGATTTCTGTAAAATTCAGAGACATTTATGGTAAGGTAATTGATAAATTCCTTAAACAATT -CCTTATTAACTTTTAATGCCTGAACGTAATCCTTATATGTACTATAGTTATTCTTCCTTATAAGAGCATC -AATTCTTCTTTTCATTTGTTTTTCTTTGTAAAGAGTAAGATTTATTTTTGTCATTTTGAGAATTTCTTCC -TTAAAGCCTTCGTAATCCATTTGAACCTCCTCATTGGTAGACTATTAAGTTTTATACAATATTATATTCA -GAATTAAGCATAATGATGTTTTACACTTAAATAAAGGATGTACCAATGTACATCCTTTATTTGAATTATT -TAAAATGAAAAGTATTATCAAATTTATTCTTTAATGCTCTCGCCAATGGTGTTTGTCATCTCTTCAACAT -GTTCATTAGGAAGTTCTTCCACTTCAGCCGCTGGAATGCTTTCTTCCTTTTTTGCCCCTTCAGGGTCAAT -TGGATTAACTTCCTTTATACTCAGGCTAATTTTCTTTGATTCAGTATCAAACTCAATTATTTTTGCATCA -ACCTGCTGACCAACCTTTAAAGCATCACCGGGCTTACCCAATCGAACTGATGAAATCTGTGAGATATGAA -CTAATCCGTCAATTCCTTCTTCCAGTTCAACAAATGCACCAAATGGTACAAGCCTAACAACCTTACCTGA -TACCACATTGCCTACCTGATACTTTTCCGCAGCTTTGATCCATGGGTTGTCTGACTGTTTCTTATAACCA -AGCGAAATACGCTTCTTTTCCTTATCAAAGTCCAGTACGGAAACTATTATTTCATCCCCAACCTTAACAA -CCTCTGACGGATGCCTTATCTTGTTCCATGAAAGCTCGCTAAGATGCACAAGTCCGTCTACCCCGCCGAT -ATCAACAAAAGCACCAAAGTCCATGAGACTCTTTACCTGACCCTTGTAAGTCTTTCCTATTTCTATGCTA -TCCCATATTAGGCTGGATGCAGCTTCCTTGTTCTTTTCAATTAAAATTCTTGCTGAACCGACTACCTTTC -TCTTCTGCTTATTTAATTCTATAATCTCAACTTGTAAAACCTGTTTTACAAATTCAGAAAGATCCTTAAC -GAATCTGTCACTGATTTGTGATGCTGGAATAAACACTCTGACACCACTTGCATTGCCAATTACGCCGCCG -TTTACCTTTTCAGTAATTTTGACCTTTACAGGCTGCTTGTTTTCATAAGCTCTTTCGATTACTTCCAATC -CTTTAACTGCATCAACCCTCTTCTTGCTCAGAAGAACGTTGCCTTCGCCATCGTTAACCCTTACTACAAA -AACGTCAATCTCGTCACCAACTTTAAGTGATTTTTCAGGATTAAAGTCCGGATCGTCAGAAAACTCCTGC -ATTGGAATAATTCCGTCTGATTTGTACCCCATGTCAATAAATACTTCATTATTGTTATATCCAATAATTT -TACCCTTTGTAATCTGACCCGTAGTCAAAGTTACTAGAGAGCTTTCAAAAGCATCAGCAAAGCTCATTTC -CATATCCTGTCTATCTAATTCACTCATTTTATGAATAACCTCCTTGATTACCCAGTCAGGTGTTGACGCC -CCTGCAGTAATACCAATTTTTTTAATTTTTTTTATATCAACCGGTGGAATGTCATCGGCTGTTTGTATTT -TAAAAGTATTATCACAATTTGTCTTGCAAATTTGATAAAGTTTGTTAGTATTGGAACTATTATTTCCACC -AATAACCAATACCATGTCAACTATTTTAGAAATCTTTTCCGCTTCAGTTTGTCTTTTGTCTGTCGCATTA -CATATTGTATCAAATTTTAAAACATTTTCAAACCTTTTATTTAATCTAAGTATAATTTTTTCCCATTTTT -CACGAATAAATGTAGTCTGTGCAACAACACATATCTTTTTTTTGATGTCAGGAAGTTTATCTACATTATA -CTCATCTTCAATAATAAAAGCACTATTATCGCACCATCCGTTAATTCCTATTATTTCAGGATGTGTCTTG -TCACCCGCAATTATTATTTGATAACCTTCTTTGTATTTCTTGTTAACCAGGCTGTGTATCTTTTCAACAT -AACGACAGGAAGCATCCACCACCTCCAGTCCACGGTTTTTTAACCCTTCAATAATCTTTGGGCCCACACC -GTGTGCTCGTATAACCACCTTTGCAGGTGCCACCGCTTCTTCTGGGTTGTCTATTGTGGTGACTCCGTGT -TTTGTAAGCTTTTGTACTACCTGGTCATTATGAATTATTGGACCCAACGTATATATTTTATGATCCGATT -TTGTCGCCAGTTCAAAAACAATTTTAACAGCATTATTTACTCCGAAACAAAATCCGGCTGAATTTGCGAT -AACCAGTTCCATGAATCTAACCTCACAATTTAGATGTTTGCATAATTATTATAGAAATACAGAATCCTCT -CGGCTACTTCCTCAATTGTCATAGAAGTAGAATCTATTTCAACAGCGTCCGGTACTTTTTTGAGAGGAGC -AAAAGCTCTTGACATGTCGTTATGATCTCTATTCATCATATCTTCTCTTACTTCCTCAAGATAAACCTCC -TGGCCTTTTAAAACCAATTCCTCATACCTCCGCTTTGCTCTTTCATCAATATTAGCTGTCAAGAACACTT -TTAAATTTGCTTGCGGCAGTACATATGAACCTATATCTCTGCCATCCATAACAACATCCTTCTCGCCTGC -AATCCTTCTCTGAAGTTCAACCATTTTTAGCCTTACTTCTTTAATAGCCGCTACATCCGCAGCACCTGCG -GATACTTGAGCTGTCCTTATATGCTCTGAAACATCACGACCGTCTAAAAAAATCTTCTGGACATTATCGT -CGTGTGTTATAGTTATATTAATATTATCAATTATATTAATTAAATCTTCCCTTGATTTTGTGTTAATACC -AGTTTCTATTGCTTTTAATGCTACTGCCCTATACATTGCACCTGTATCTAGGTATATAAATCCAAGCTCT -GCTGAAACTTTTTTGGCGATTGTACTTTTTCCGGCACCTGCCGGTCCATCTATTGCTATGCTTTTTGGCA -TCCCTATCATTCCGTTTCTTTTGTTATATTAATGATGTTTTTGTTATTTTACTAAGTCCGGCCTTAACAC -TGCGGCTCCATTTAGATAAACATGGTTAATTTCAGCGTTAGTCTTTTCAGTATTTATATGAATTAACACA -CGCACGCATTTTTCCAGACTGCCCGGTACATCGATTTCATTTGTACACATCAGTGGAATATCGTTCCAAC -CTATTTGCCTTGCAGCTACTGCCGGAAAGGCCGCACTCAAGTCATGTGTAACCGTAAAAATTGCACTTAT -TATATCCGCATTTTTTAAAGAATTTCTATTTACTATTTCTACAAGAAGCTCTTTCGTTCCTTCCCAAATT -GACTCTTTTGTATTTTCTGGAACTGTTATAGCTCCTCGAACTGCTCTTACAGCCATTTCTCTCTCCTTAA -TTCTTTTAACGTATTTTTTAAATTATACAACTCTATGTCCAAGTCCTATTGAAACCTCATTCAAATTCAA -GAGACCTATTCCGAAAAACACGGCAACACTCACATGATCCCTGTATCGTGCTATTCCGATTTTACCACCT -ACATTCAGACCAATAGCCTTTGGCATTATCTGAGATATGGCCTCTCGGGTTGCACCTGCTACGGCACCCT -GTTCTGCATGGCTTTCACTGATTACTCCCTCACGTTTTGACGATACAACTGCCCTCTCCACAATTTTCAT -AACTGATGAAATAAACTCTCCGCCGTAGTCAACAGCCGCAGTACTTATTCCTATTTGTTGAAACTCGGCC -TGAAGCTTCTTTTCTGTTGTCCTGTCATTAGTTAGTGAAATCCTTATTGCAGCACTTGCTATTTCCTTGC -TTCCAAATCCTTCATTAGCCATATTAACCTCCGCTAGTCCGTACTGCGACTACAAATGTATTTATGTATT -TTCAACTTAAATATAACTATGTTCTAACAGTTATTTCCGTATCAGTAGTTTTCAGTCAATAAAAACCTAT -ACAGTTTAAATTATATAGGTTTTTATTATATAAGACAATAATTAAGTTAATTTTACAAAGGTCGTACATA -AATCATATAAACTGGATTTTAACCAGTTTTTTTAAATTAGATTTAACTGTTACAATTGCATTAAGGCACT -TGCCGTTTATATTTAGAGAAGCGTTTTCCACCTTCACAATATGGCTTGTCTGGCTCTCGCTGCCATCAAC -CTCTACAACATCTCCATCGTTCACATTAACGGGTATTTTTATTTTGTCAAATACTGCAACCTCATCCCCG -TTCACCAGTATCTTTACCTGCGGATCAGGCTCCTCACTGAGCAATAATAAAGTAACCTTTCCCCTGCCAT -AGAGGTATTCGTCATTTCCCAAGGGTATTCCCATAGTCTTATCCATAATGTTCAGACGAAGCCGGACTGA -CGGTACTGACAAAGCAACCTGAACAGATATAAGTGCTACAAAAAAAAAGATGCAAGTCCAAAATAATATT -TTTTCTAACGATGCAGTTTTATCGGTATTATTAAGCTTGTCATTGTTCTTTTTTAAACTTATTTTCATAT -AAATCCTCAAATTTGTTTATTTACTGTTAATATGTACAAATTTGAGGCTAAATACACATAATTTCCTGAA -TATTGTATTTAATAATTTAACAATTTAGGCCTGCAAGGTATCCTGTTGAAAATGCAATAGTGAGATTAAA -TCCTCCTGTATATGCGTCAACATCAATTACTTCACCTGCCATGAATAAACCGCCTATCTTTTTTGATTCC -ATGGTTGAGGGATTTATTTCACTTGTTTTTATTCCACCGGCCGTAACAATAGCTTCCTTTATCGGCCTTG -CCCCGACAATAGTTATTTTCAGATATTTTAAAAGCGTGACAAGTTTTTTTCGTTCTTCCTTTGTAATCTG -ATGCACAGGTTTTTCAGGGTTGATTTCCGATAACCTTATTATTACAGGTATAAACTTTTGGGGAAGTAAG -TCATCCAATGAATTTTTAAACTGCTTTCTGGAATATTTGTCAAAATCTCTTTGAACTCTCTCATCCAATT -TTTCCCACGTCAATGCTGGCTTTAAATCCAAAATCAAATCAACATTTCTAAAATCATATGAAAGCAGATG -TCTGCTGGCACTCAGTATTACAGGTCCTGATACGCCAAAATGGGTAAAAATCATTTCACCAAAATCATCA -TATATCACTTTGCCATTGTTATTTTTAAATGAAACAGCCACATTTTTAAGAGACAATCCCTGTAAATCAT -GAATCCACTCTTCCCTGGTGATTAGCGGTACAAGTGACGGCTTCAGCGGGGTTACTGTGTGTCCCAGCTT -TCTGGCCATTTCATAGCCATCACCGGTTGAACCGGTTCCCGGATATGACATCCCGCCTACCGCAAGTATA -ACTGATTCAGCTTCAAGAGTGCTTCCGTCGGAAAGGCGAACACCTGTCACTTTATTCTCCTGTGAAAGAA -TTTCGGTAACTGCCGCATCTGTATTTATTCTAACACCGTTTGAATTAAGGAAACTCATAAGCGTATTCAG -TACATCTCTGGAAGAATCCGATTCAGGAAAAACTCTTCCTCCTCGTTCTACTTTGGTGCTTAGTCCCTTT -TGATTGAAAAAATCAATCAAATCCTGATTTGAAAACGTATAAAAAGCCGAGTATAGGAAGTTTCCATTCC -CCGGCGTGTTTTCTATCAAACCTTCAACATCCGTATCATTAGTAATGTTGCATCTGCCTTTACCCGATAT -AAGAAGCTTTTTGCCAAGCCTGTTGTTTTTCTCCAATAAAATGACATCTCGTCCTCTTCCGGCTGCAATA -CCGGCAGCCATCATTCCTGCCGGGCCGCCCCCAATTACTATTACTTTACCCATAAGTATCCTTTCAGAAT -AAATTACAGCTTTTCATCACGATAATCGTCTTTTTCATATACATCATACTCGTCCCATATTTTTTCGAGC -TTTTCAAAGGTATTGTAGACATCATTTTTCCTTCTCATACCTATTTCTACTATTAACGCATTTAAAAGAC -TCAAAGGAGCGACAAGTGAATCTACAAAGGACGCCATATCGCTTCTTGCCAATAAATACTGGTTGGCAGC -CTGTGCCACAGGTGATTCTGCACTATCAGTTATGGCTATGGTCTTAACACCTTGATCTTTTGCAAACTGT -AATGCCTTTATCGTCCTCTTTGAATAGCGAGGATAACTGATTCCAATAACAACATCGCCGGGCTGTGCCT -TTATAATTTGTTCAAACATTTCACTTACACTAGTAGTATGAACAAGTCTTATGTTATCAAATATCAAATT -GAAGTAAAACCCAAGAAAACTTGCAAGAGGAGCTGAACTTCTGACTCCCAGAATGAATATTCTCTTTGAT -TCCAATATAGTTTCAACTATTTCGTTAAATTTGTTTGTGTCTATCTGTTCAAGAGTTATTTTTATTTTAT -CCATATCCGATTGCAATACACTCTTTAATATATTATCTTCATTGAGCCTGTTTGATGATACCTCAATTCT -CTGCACTGAAGTAAGCTTGCTCTTTATAAGCTCCTGTAAAACTTTCTGCAGCTTGGGATACCCATCAAAC -CCCAACTCAATTGCAAACCTTACTACTGTTGATTCACTGACACCTACTATCTCTCCAAGCTTGGCTGCGG -TGACATATGCAGCCTTATCATAATGGTTTGAAATATAGTTAGCAATAAGCTTCTGGCCTTTGCTGAAGTT -ATCATATTTCTGTTGTATTAAACTCAATAAATCGATATTTTTAAGGCTATTTTTCATAATCTCCTCCAAA -ATGCACTTCGAACAATATAACTTATATATTACCTTTTTGCAGGAAAAAAATCAAGCAATTGCATTTTTTT -TAGTACATAGAATGTGGAAAAAAACTTTCTAAATATTAAGTACAAAACCTACTAATAATAATTTATATAC -ATAATTAGCAGGAGGTTAAATTACCGAGTATGATACAAATTGATGATGCGGGCAGTGGCAGTTTTGTTGG -CGGCACATGTATAGGTTTTTACAGACCTGAAACAAACGAATACTACTTTGATATTATTCCTGTAGAGCTT -TATAATACAGATAACTTTAAAAAAAAATTGTATCTGGAGGATGTTGTGGAAATAGCAAAAAAAGCCTTTA -TAGCTCTACGTGTATCAAAGTCTGAATCAATTGAAATATGCAGAGGGTATATGTTTGAAAGGCTGAAAAG -CTGGCTGACGGACGAGGGATTTTGTTGGTACGTTACACAAATAACAGGACGTATACAGGAAGTTGTGGAA -AAGAACTTTGAGCTGTACGCAATCAATCTAGGCCTTCCTAACGATTATATAAAATTTACCAGATTCCCCT -TTCACTTCCATAAACTACTCAGGTGGGTACTGTCTGATTACGAAAATAGAATAAATCTGTGTAAGGTTGG -ATGGAAGAGCTGGCAAAACCTCAAAAACGTTACGCCAACATTGAGTTTTACACAAATTCATCAATCAAAT -TTAATATGTTTGAAATGCGGAAAACATATAAAAAAAGGGTCAGATGTGGCCGTACTTGAGTTTTATAGCA -ATAAACAGAATTTTGTATATCTCCACAGAGGGTGTAAAACCTAATACAAGTGCAAAACCCCCCGCAGTAT -TACAGCGGAGGGTTTTGTACTTGTGAAATTTTGGGATTTTATGTTTTAAATTTTTGTTCTGAATCTATCA -AGCATACCATACAGACTCCATCTGTTCTGATTCTGGTTCAACTTAGAGATATTTCCGATTCTGTACTGTG -TGCCGTCTCTTTCGCCCATTTCGTTTACTACGGCTGATATTGCCGCTACAACTTCGGGTTTTATTTCGTC -TGATGCGGGTGCAGTAGCCTTATTTCTATCCTCAATACGCTGTTTAAAGAACTTCTCGGCAACCTGAGGA -AGCATTGCGTATGAAAGTACATCTTCATCCTGCTCTATATAATCCTTAACAGCTTCTCTAATCTTTTCAA -GCTCAGGTTCAATAAGGTCAGCAGGTCTGCATGTTATAGGCTTTTCATCGCCCAGAATCTTAGCTTTTAT -TTCATCACTAATAGGTGCAGGGGTTTTACCGTATTCCCCCTTTACAACGCCTTTTGATTCCTTTGGTACC -ATCTTGTATCTCTCACCAGTCAATACATTAAGTACCGCTTGGGTACCAACTATCTGACTTGATGGTGTTA -CAAGCGGAGGATAGCCGAAATCGGCTCTTACTCTGGGAACTTCCTTGAGAACCTCTTCATATTTATCCAA -AGCATTTGACTGCTTCAATTGTGAAACAAGATTTGAAAGCATTCCACCAGGTACCTGATAAATAAGAGTG -TTAACGTCAACACCCATTACCTTAACGTCTAATAGTCCGCTCTCAATATATTTTTCTTTAAGGGGTCTGA -AATAGTCTGCAATTTCACTGAGTTTTTCCAAATCCAGTCCAGTATCGAAATCAGTTCCCTTTAAAGTTGC -CACCAAAGGCTCTGTAGGCGGCTGTGACGTTCCCATTGACATAGGTGAAATTGCACAGTCAACAATATCT -ATACCTGCTTCTATAGCCTTCAAATACGTCATAGATGCTACACCGCTAGTATAGTGAGTGTGCAATTGTA -TCGGTATCTTTACACTTTCTTTCAAAGCCTTTACCAGTTCATAAGCCTGATACGGCACCAGAAGTCCGGC -CATGTCTTTTATACAGATAGAATCTGCTCCCATGCTCTCCAACTGCTTTGCATCTTTTACAAAAAGCTCA -AGATTGTGAACAGGACTTATAGTATAGCAAATACAGCCCTGAGCATGGCCGCCTTCCTTTTTACATGCCT -TAATTGCCGTCTCGATATTCCTGGCATCATTTAGTGCATCGAATATTCTCATAATGTCCATGCCGTTTGC -AACAGCCTTCTGAACAAAGTACTCAACTATATCATCGGCATAGTGTTTGTATCCTAAAAGGTTCTGGCCC -CTAAGAAGCATTTGCAGAGGTGTTTTCTTTGCAACATCTTTTATTTTTCTAAGTCTCATCCATGGATCTT -CATTCAAAAATCTCATACATGAGTCAAAAGTAGCTCCGCCCCAAGCTTCCAGTGAATGGTAACCAATATT -GTCAAGCTTCTCAACAATTGGAAGCATTTCTTCGGTCTTCATTCTGGTTGCTATAAGGGACTGGTGAGCA -TCTCTTAAAACTGTTTCCGTAATTCTTACGCCTGGCATTTTTCCATCTCCTTTGCGGTAAGTCAGCCTTT -TAGGCTATAGACACCATTAGTTCTCCAGCAGTAACAGACTTTCCGGCCTCGACGTTTAACGCCGTAACTT -TACCGTCAGCCGGAGCAACTATTTCATTCTCCATTTTCATAGCTTCAAGTATTAAAAGTACCTGCCCCTT -CTTTACTTCATCACCGATAGCAACCTTTACCTTTAAAACAGTTCCCGGCATTGGAGCAGCAACATCACCT -GCTTTACCTGCCTGCGGCTGTGCTGCTTTTGCAGCAGAGGTATGTCCCGGCTTGGTAGCTCTTAGCTTTG -GAGCAGCTGAAATGGGCCTTCCCCCGCCCACTTCTTCAACCTCTACTTCATAAGGAGTTCCGTTTACCTT -TATTATATATTTACTCATTACACTCATCCTCCAGATATTTTGTTTCCTATACTATATTATAGCGGAATGT -TTCCATGTTTTTTTGAAGGCCTGTTTTCCCTCTTTGTATCCAGCATTTCCAGAGCAGTTATAATTTTTAC -TCTGGTTTCAGAAGGCTCGATAACATCATCAATATACCCTCTTGATGCTGCTACATAAGGATTTGAGAAT -TTATCTCTATATTCCGCAATCTTTTCCTTTCTGGTTTCTGCTGGATCTTCCGACGCAGCAATATCCTTTT -TAAATATAATATTTGCTGCTCCGTCAGGTCCCATAACTGCAATTTCAGCTGATGGCCATGCCAAAACCAT -ATCGGCACCTATTGTTTTACTGTTCATAGCAATATATGCTCCTCCATATGCCTTTCTAAGAATAACATTT -ATCTTTGGTACTGTTGCTTCAGAGAAAGCATATAGGAGTTTTGCACCGTGACGTATTATGCCGTTATGCT -CCTGGGCTACCCCGGGCAGGAATGCAGGTACATCGGTTAATGAAACGACAGGAATATTAAATGCATCACA -GAAACGAACGAAACGTGCCGCCTTATCAGCCGCGTTCATATCTAGTGACCCTGCCATTATCTTAGGCTGG -TTTGCAACAATACCAACACTTCTGCCATTCATTCTTGCAAATCCGATTATTATATTCTGAGAGAAATAAC -TCTGAACTTCAAAGAAATCTCCATCATCTACTACTTCTGCTATTACGTCAAACATGTCATATGGCTTGTT -TGACTCTTCTGGAATAATGCTGTTGAGGCTTTCGGCTAATCTGTCGGCAGCATCAGACACTCCGTAGTAC -ATAGTATCTGATACATTATTATCGGGAATAAAACTTAAAAGCCTCTTTATATCTTCTATACACTCTTCTT -CGCTTGAAGATTTGAAATGTGCTACACCGCTTGTAGCAGTATGAACATCTGCACCTCCCAGATTTTCAAC -TGATACATCTTCACCCGTAACAGACTTTATTACCTGTGGGCCTGTAATAAACATCTGACTTGTTTTTTCC -ACCATGAATATAAAATCAGTTATGGCCGGGGAATATACCGCACCACCTGCACATGGCCCCATTATTACTG -ATATCTGCGGAATAACGCCTGATGCAAGAGTATTCCTGTAAAAAATATCTCCGTAACCTGAAAGAGCATC -CAGACCTTCCTCAATACGAGCTCCGCCGGAATCATTAATGGCTATGAACGGTGCTCCCATTTTCAGAGCC -ATATCCATAACCTTTGTAATTTTCTTTGCGTGCATCTCTCCCAATGAACCGCCTATAACAGTAAAGTCCT -GTGATGAAACAAAGACCTTTCTGCCATTAACTGTTCCGTAACCGGTAACAACCCCGTCACCTGGAAGTTT -CTTCTTCTGCATACCAAAGTCAAAGCATCTGGATTCTATGAATGCATCTACCTCAACAAAACTGTTTTCA -TCAAACAACAAATGGATTCTTTCTCTGGCAGAAAGCTTTCCATCTGCGTGTCTTTTTGCTATTTTCTCTT -CTCCGCCGCCTTTAGCTATAGTTTTTTTCATGTTTTTTAAATTTTGTATCTTTTCAATTTGTGACATGCA -ATCACCTCTTTAAAATATATACTAGATAAATTATGCTATAAATTCAGTATGTTAATTCTCAAATTGATAA -TTTATCTGGCAGATTTATAACTATTATTAGTTATTAGTACCTAGTAATAATTATAGTATATCGTTAAAAG -AGTGTCAATACAGCTAATATAGTCCTGTAAATTTATTTGATACAAAATGCTAATTTATATATAATGTAAT -CAATCATTTATGTAAACTTACGTTTTAAAATTAATTAATAATTATAGAATTTCTGAGTCTGGCCCCTCAA -AAACATAATGTGCCTGCGAATATTATTACAAGGAGTGAATATATAAGTTGACCATTCTAAATCTATTTGG -TAACTCCCGGAAAAAGCCACAGCCTATTGAAGAAGCTGTGGTTAGAATCAAGAACGGGGATACTCATTTA -AAAGAAGGTTTAATTAATGATTATAAGCCATTTATCTTAAAAGTAATATCCTCAGTCACAGGTAAATTCG -TTGACACCAAAAACAGCGATGAGCTAAGTATTGGTCTTATGGCTTTCAATGAGGCTATTGAATCTTTTAA -TACTGAAAAAAACGCGGGATTTTTAAGCTTTGCAGAGATGGTTATAAAACGAAGAATTGTCGACCATATG -AGGAAGGATTATAAAAACAGGAAAGTCTATCCATTTACATATTTCCAAGATAGTGACCATAAAGATAAAA -ATACTATCGAAAATAAATATATGGTGGTTGATGCTAATACTTATTTTGATAATGTAGAACTCAAAGAAGA -AATCGATTTATTTAAGACAAGGCTTAAAGGTTTTGGTATAAGCCTGTCTGATTTGGTTGGAAATGTCCCT -AAACACACAGATTCTAAAAAACTGGCCATAAGCATTGCACGGGTTCTATCTGAAAATAAAACGTTATCGG -AATTGCTTACAAAAAAGAAAACCATTCCAATGTCTGGACTGCTAAAAATAGTAAAAGTAAACCGTAAGAC -CATCGAAAGAAACAGAAAGTTTATCATAGCAGTATTTCTAATAATAAACAGTAAGCTAGAAGTATTGCAG -GAATATGTATGCAATATAGAGAAAGGAGGAAAATAACATGGGAAATAATACCGGAACAATCCTTGAAATC -AAAGGCAATAAAGCTATTGTAATGACAAATACATGTGATTTTATAGCCATAACCAGAATGCCTGAAATGT -TTGTAGGACAGCAGGTTGATTTAAATAACTCGGCAATCAAAAGCAAATCTAATCCGCTGAAGTATTTTGC -TATTGCGGGAATGTTTGTTTTAATCCTTTGTTCTGTTTTAATTTACCAGTTGGTAAAACCATCTGCAGTT -TTTGCATATGTAGACGTTGATATTAACCCAAGCCTTGAATTATTAATAGATAAAAAAGCCAATGTCATTG -AGGTTAAAACACTTAATAGTGATGCGGACGCTCTTGTTAAAGATATAAGGCTTGTAAACAAGTCCTTGAC -CAATGCTGTAAAGATTATAATAAAAGAATCACAAAATAAAGGATTTATACGTCCCGATACGAAAAATGCA -GTTTTGATTTCAGCTTCAATTAATCCGGGTAAATCGATCAGTTCTGCTGTATCCAGTGAAAAAATACTGG -ATGTTATTGTTTCGGATCTTCAAAAAACAGATTTCAGCATTGGGGCTGTATCTATAAAGGCAGAAGTAGT -AAAAGTTGACCCGATCGAAAGGTCCGAGGCTGTTAAAAATAATATTTCAATGGGGCGTTATAAGCTGTTT -GAAGAAATAACTGAATCAGATGAAAATATAGATATAGAAAAAGCTAAAACCGAAGGTCTTTCCAAAATAA -TTGAAGAATATGAAACCAAAGAACAGGAAAAAACAATTGCTAGTGTAGATAAAGACAATAGTTATAAACC -TGTTCAGGATAATAAAGAAATCCTTGACAAACCCAAAAATAGCACTACCAAAGATAATCCTAAAGTTGCG -GATAATAAGAAGCCTGAAAATAACAACTCACAAAAATATAGTAATGGGAATTCCAACAGCTCAAAAAGTT -CTGCTGTGAAACCGAATAAAGCAGAAGACCAATTTAAGGCTTCACGTTCCAACAGTGAAAATAATTCTTC -AAATAATCGTGATCAAAGCAAAAATACTAACAAAAAAAGCTCTGATGAAAAGAAAACTCTTGATCAGGGC -TCAAAACCTATTACTACGGACGATGGTACTAAATCTCTCAATAATAAAAACAATAATAAAAATAATGATG -AAAAACCAAAAAACCATCCCGCTAAAGAAAATAAACAAGAAAATGGTAATAACAATCAACAAAAATCAAA -AGAGAAGAACAAAAAGTAGAGTGTATGTTATTTTACGCATTTTTTTCCATACATACAAATATTGGCGGAC -AATTAATTTGGTTCACAAATTCAGTTTGCATTACACTGAATTTCTTACAGTCTATTGTTTTTATATAATT -AATAACTTCATTCTTTTCATCGAACCCGCTGTCTCCTCCATAGTATACAACTATGCTGATTATACCGTGA -GGAACTACCAGCTCCATTGCACTTTTTATGGCCTCAATGGTGGTTCCTCCCCTGGTTCCTATGTTGTGAT -CTCCTCCCGGAAGGTATCCGAGGTTGAACATAGCCGCCTTTATAGGCTTATTTACATATTTCATCATATT -CTGATGCCCGTCATGAATAAGGTTAACCCTGTTCAGAAGATTTTCTGCTTCCAATTTGTTTCTAGTGGTG -TTTAGTGCCGACTCCTGAATGTCAAATGAATAAACCAGTCCTCCTGCCCCAACAAGTTTTGCAAGAAACG -CTGTATCATGTCCGTTTCCGGCAGTTGCATCAACTACTATGTCCCCGTTGCAGACTACACGGGAGACTAT -TTCATGGGATTGATATAATGAATTTTTTAAAATACACATTGAAAAACACTCCTTTAATTTAACTTTACTT -AATGTAAATATATTATAATAACGGTTTTTATGCTATAATTTAAAATCATATTATACATTTAAATTGATAA -AATGTATAATTACTCTAAAACATGTATTAAGGAGAAATTAATTATGGATCAATACAATGAACCGGATAAT -GCTTTACAGGATAATCCCCCATCAGCAGCAACAAACACAGCAGTTTTAAACAATAATACCTATCACCATG -CCCGACCTGACTACCAGTTTCAGCAACAGCAGATACCTCAACCGGGTCTACATAATTCCATTATCAACAG -TCTATCCGGCTGGATGAAATTTTTAGGAATTTATACTATTGTAGTCGGGGCTTTAACCTGCTTGGGTATT -ATTACCGCTGCAATAGGTATACCTCTTATTTTTTCAGGTATTTCTCTGACTAAAGCATCAAAGGCTATCA -AGGAATATATTGGATTCAATAGCCCTAATGTACTGTATAATGTATTTTTTTACTTGAATAAGTATTTTAA -AATCCAAGGTATACTGGTAATCGTCGCTCTTGCACTATCGGTTCTGTATATTATAATTATACTGGTTGTT -CTTGTACTTGGTGCTTACAATTTTATGTACAATTATTAATAAAGCATTTTTAGTTCTCTTAAAGAGAGAT -GTCTCCACTTTCCCACTGGAAGGTTATCAAGAGCTATAGGCCCTATTTGAATTCGCTTTAATGTCAGAAC -CTTGTGGCCTATGGCTTCGCACATCTTTCTCACCTGTCTGTTCTTGCCTTCATGGATGGTAATGCGTACA -AGGGTATTAATTCCCTGTTTCTCTAAAACCACAAATTCTGCTGGAGAAGTTTGATAATTCTCTATTTTTA -ACCCAGACTCAAAACTCTTAATTTCATTCTTTTCAGGAAAACCCGAAATTACGGCTTCGTAAACCTTATT -TATTTCATGCTTTGGGTGTGTAAGGCGGTAAGTAAAATCACCGTCATTTGTGAGTAGAATAAGCCCTGAC -GTGTCATAGTCCAGACGTCCAACGGGATACAGTCTTTTTCCCGCATCCTTAACCAGATCAACAACCGTCG -GTCTTCCGAACTGGTCTTGGCTAGTAGAAACATAACCCACAGGCTTGTGCAGCATTATATAAACTTTTTC -CTCTTCAATTTTAACAGGCTTTCCATCTACTGTTACAAAATCATCATTTGAAACAGTGAACCCCATGTCC -TGCACAACAGTATTATTTACCGCTACCCTGCCCTGTTTTATCATTTCTTCGGCTGTTCTTCTTGAGGCAA -CTCCCGCATGTGCTATAAATTTCTGCAATCTGATTCCCAACATTTGTAATATCCCTTATAAAAAAATTAA -TATACCTTTTATTCTATATTTGATTTTTATTTGAGTCAACAACCTATAGCCGGCGAAGAACTGCGTTAAG -TAAAACAACAACTTACATCAAAAGGCATATTTGCCATTTGCAAGTTGTTGTTTTCTATTACGATAAAACT -TGTATTATTCTTTACCCTTTTCATTCTCTTCTTTTTTTTGTTTGCAGTTATCGCTTTTGGATTTGGACAT -TTTTTCGTTTATCATTTCATTTGCTTTTTGAACGAGCTCCGGAACCATATCCAGAATTTTTTCAACTGAA -GAATTTACGTTTACAGGGAGCAATTTAACATGATTCTGTCCACAAACCATGAATGCTACAGGATTTATGG -ATACTCCTGCCCCACTACCTCCGGCAAAAGGAAATTTACCGTCACTTTTATCCTCACGGGAATTATTGGA -ATCAGAATCTTCACCATAGTCCCCTCCGCCTGCTGCAAACCCAAAACTAACTTTTGATATAGGTATAATT -ACAGTTCCGTCAGGTGCCTGAACTGCATCGCCAACTATTGTGTTAACATCAACCATTTCCTTGATACTTT -GCATTGCTGTAGTCATGAGACCTTCTATTGGATGACTTGACACCAGCACCACCGCCCTTTCTATTTTTTA -AGTACAGTATGGCAATTACTTTTCCAACAGTAATAATATTTACAATTTTTAGGCTAAATATGCAGTCCAA -GTTTATTTTAATATATTTACCATTAAAATCGGCATCAACCTTTATTTCTTTATTCTTAATCTTATATTGC -GTAAAAATCAGATTTTCTATCATACCTATGGCACTCCAGATAAAACCATATAAAACAGCGGTATTAAAAG -CATCTCCTGTTCCTTGCTGAACATGAAGCTTGAAATCTTTTATTATCAGGGATCGTCGGAATAATCTCCT -TAGTATCTGCAAGCTTCTTCTTAGTTGTTTCAAGTCCCTTTTACCATTTACGGTTTTTCTCTTTGGTTTT -TTATTTTTTTTGGGAACAGGATATATCATTAAGTTTTTAATTACTTTATTTCTGAACGAATAAATGGTAA -TAAAAACTGAACAATCCTTGTTTTGTAGTTTTGCTGTAAAACCCAGTGTCATTCTTATATTCAAAATCGT -TGTTATGACTATACAAATTATAATAACAACTATTAAAAAAATAACCAAGAGCATCACCTCTTGGTTATTT -TTGACATATTTTATAATTTTAAATCATTTATTACCTTCTTCATCAAATTCTTCAACCAACTCCTGAAGAT -TGAGTTCGTTTAAATCATCAATATCAAGCAAAGGTAAATCTCTAATAGATTTAAATCCAAAACACCTCAA -AAATTCATCGGTTGTTTCGTAGAGTCTGGGTCTTCCGGGTACATCTAGCTTTCCCGCTTCTTTTATGAGG -TTTCTTTCCGTAAGTCTTGTTACTGCACTATCAGAATTAACACCTCGGATTTGCTCAATCTTGGCCCTTG -TTATAGGTTGATTATATGCAATAATCGCAAGCACCTCATATGCTGCTTGGGAAAGAGCCTGTTTCTGCCT -TATTTGGTAAAGCTTTGAAACATAATCAAAGTATTCAGGTTTAGAACACATCTGGTATTTCTCATTGATT -TCCCTTATAATAATACCTCTGTTTGAATTGTTATAAGAATCCATCATATTTTTTAATATACTTCTTGCAG -TCTTTTTATCCAACTCAAGTATTTCACATATTTTATCTAGTGGTAAGGGATCACCGTATGAAAAAATAAG -GCTTTCAATTACGCACTCAATAGTACTGATTTCCATTTTAGCCTCCGTTTACAACCAGTTCTAGAATTCT -CTTATATTTTCATCTATTTCATTAAATAATTCGTTGTCTTCCTTTTCGTTCTGAGTATTGCTTATTACAT -GAATATCTGAAAATTGCTGATTCTGAACAATCTTAACCTTCTTCATCTTAGCTAGTTCCAAAATTGCCAT -AAATCCTGTTACAACCTCTGTTTTAGACTTAGTCTTAAAGGAAAAAAGCTCTGAAAACTTAAAGGATACC -TTATAAATCAGATGCTTTACTACCTCTCTCATTTTACTCCGAAGTGAAACTTTTTCGTGTTCAACAAGCT -TTGTAATATTTTTTGCACCTAAATTCATCTTTTTCTTATTTCTGTCCAATAAAGCCAGGTACTGCTGACG -CAAAAGCTGAGGATCTATTTCCATAATTTCTTCTCTTACAGGTAAATCAAGTGTTTCCGGAAGTCTAAAA -GTAACTCGACCCCACTTCTTTTCCATTTCTTTAAGTTCTTGTGTAAATTCCTTGTATCTTCTATATTCAA -CCAAACGTCTGACCAGTTCTTCCCTGGGGTCTTTTTCCTCCTGTATTTCTTCCTTTTTGCTTGGAAGAAG -AGTTCTTGATTTAATATGCAGCAAGGTTGCAGCCATTATCAGAAATTCGCTTGCTACCTCTAGGTCGAGC -TGCTGCATGGCATATAGATAATCAAGATATTGGTCTGTAATAATGCTTATAGGTATGTCATAAATATCCA -CCTGATTTTTTTCGAATAAATGGAACAATAAATCAAATGGCCCTTCAAAATTGTCAAGCTTTAGAGTACA -GGCATTTGTAAGGGAGCTCTCCATCAACTACCACCTTAATTTTTTATGTAATATCTTTCTTCTTAACCTT -TTAATCTTATCATAAATCGGGCAATAATTACAATATTATTGCGGTGGTAGACATATCAATAAAGTTCGAG -TAAAATTTAAACAGCGATATTACATAGGTTAAAATTAAGTCAGCCTTTAAGGCATGGAGGAAATATGCTG -TTTTCACGTGAATATATAATGTACAAGCTAATGATTATACCGGGTATACTTTTGGGATTTGTACTGCATG -AATTTGCACATGCAATTACCGCCGACAAACTTGGTGATCCTACTCCAAGGGCTCAGGGAAGAATTACACT -TGACCCTAGATCCCATATAGATATTTTGGGGTTTGTAATGATTCTTCTTGTGGGATTTGGTTGGGCAAAA -CCCGTTATGACAAATCCACGACACTACAAAAAGCCCAGAAGAGACGACATTCTTGTGTCCCTCGCCGGGC -CTTTCATGAACTTATTGGTAGCAATCGGATTTTTATTGTTGCTAAAATTAGTAGCGGTAACGGGGTTTCT -TTCGAGTAATCAGGTTGTACTTGGAAATGTAGCTGATCTTCTGCAATTTTCAGCAAAGATTAACGTTGTG -CTGTTTGTGCTGAACCTCCTTCCAATACCGTTTTTTGACGGGTACCATGTTATTGCAAATGTATTCAATA -CATGGAAGTACAGGTTCTTCACTATACTGGAGCAATATAGCACGGTTATTTTCATTCTTCTGGCATTGAG -TGGGGCTTTTGGAATGATAATAGGAATTCCTGCATCTTTTATTTTTAATTCACTCTTTAAGGCAATTATA -TTTTAATAGGGGTAGAGCTTTTTATGCTCTCCCTAGGCTGAACCACCTTACAACCAGTTTTGAAAAAATT -CTACCGTAAGATATTTTTTCTATTTTTTCCCTTGCAACAAGCTCAAACCTGCCTGCTTCTTTACCATCTA -TTTTATAAATTACTTCTCCAACCTTTTGATTTATTTCCACAGGAGCAGAAAGTCCCGGAACAAGTGCTAC -TTCCTTTTCCACCTTACCCTTCTGGCCTTTTGAAACCATTATACTGGTATCAGTACCGTATACAGCACTA -ACACTTAACTTATTTCCCTTTTTTACAGGAATATTGCCAACAACATTTCCCTTCTTATCCAGATTGATCA -CTTCATAGTTTGCAAACCCATAATCCAAAAGTTTTCTTGACTCTGCAAACCTTGTATTTGAATCTGGTTC -ACCAAGCACAACTGAAATCAGTCTCAAATTATTCCTAATTGTAGTAGCAGACAGATTAAAGCCTGCTTTG -TTTGTAAAACCCGTTTTAAGCCCGTCACAATTTGCGTAAAATTTTACAAGCTTGTTAGTATTATACAGGT -CAAATGTCCCATTTCTAAAAGTATCATGCCATTTTCCAGTAAATTGGAGAACTTTGGGGTGTTTAATTAC -CAACTCCCTTGACATTAAAGCCACATCATGTGCGGTGCTATAGCCGTCATCATTTAGCCCCGTACAATCC -ATGAATTTTGTATCCTTCATACCCAGTGCTTGTGCCTTATTATTCATATCAGTTACAAAGGTTTCCTCGC -TTCCGCTGACCTTTTCAGCCAAAGCTACTGCAACATCATTTGAAGAATGTATTGCTAGGGCATTCATCAT -TTCGGTAACGGTAAACACCTCACCCGGCTCCATGTAGGCTTGAGAACCACCCATGCCAGCAGAATATTCA -GATACGCTGACTTTTTCATCAAATGTAAATCTCCCTGCATCAATAGCTTCCATCACCAGCAGCATTGTCA -TGATCTTGGTTACACTTGCAATTGCAAGTCTTTCATGGCTGTTTTTTTCCGTGAGAACTTTTCCCGAAGC -CGCGTCCATCAGTACAGCAGACTTAGCCCTTAAATCAAGGACATTTGTTTTGGTCTCCAATTTCGTTACT -GCAACATCATCGTATTTTGCAGATGCCTCAACTGCCGCTTCATTTGTATCTGCTGATACCACAGCCGGAA -ACATGGCTGTAACTATTGCTATAATTAAAGAAAAAGCTAAAACAGAGTTTCTTTTCACTTACGTCCCTCC -AGTTAACTATTCGATATTTGAAATACTATTCGTCCTAGTTAATTGTTATGCGGGAAAATATTCGGATATT -CTAGTAATTAATTATTTTTTTATGTTTCCTTCACTGTCGATATACGCCAGAATCAGCGGTTTTCTTTCAT -GAGGCAGTTCACTTATTACAACCGCTTCTTTTAAAAGGGAAACAGCATGTAAAAGCGTCTCTTCCCTATT -TGTATACAACACTGCAACACTCTCTCCGGCTTCGACCCTGTCTCCGGTTTTTTTATTAAACATAATACCA -GCACTATAGTCGATTTTACTTTCCTTTGTTTCTCTTCCTGCACCAAGCACCAGGGAAGCTATACCTATTT -GGTCGGTTTTCATAAATTGTATATAACCAGGCTTTTCACATATAAAGTCCAGCTTATAAGCAGGCTGTGG -GAACAAAGTACTGTCATTTATAACGTCTTTATTTCCTCCCTGATTTTCTATCAGCTCGGCAAATTTAGAT -AGTGCTTTACCGCTTTCAACTGCGTTGGAAACTCTGGCCCTGCACTCATCAATATTACCTATCCCGCTAA -GCTCAAGCATTCTGGCAGCCAGTTCAAATGAAACAACTTTCAAATCCTCTGGCCCTTTACTTTTCAGAGT -ATCAATGACTTCAATTATTTCGAGTGAATTTCCTACTGCAAAACCAAGTGGTATGTCCATGTCGGTAACT -ACCGCAATGGTTTTTCTTCCTGTGTTTTTACCTATTTTAACCATTGTTTTGGCAAGTTCCACAGAATCCT -CAAAAGTTTTCATAAATGCTCCGCTTCCGGTTTTTACGTCCAGTACTATCCTGTCGGCACCCGAAGCAAG -CTTCTTACTCATAATACTGCTTGCAATAAGTGATGTATTATTTACAGTTGCAGTAACATCTCTCAAAGCA -TATAGTTTTTTATCAGCAGGAGCCAGATTACCTGTTTGTCCGGCTATTGATATGCCTATGCTTTTTACAT -TATCTATAAACTGTTCTGTTGAAAGGCTTGTATTAAATCCGGGTATTGACTCAAGCTTGTCTATTGTTCC -GCCTGTGTGCCCAAGTCCTCTTCCTGACATTTTGGCAACAGGTATTCCGCAAGCAGCTACAATAGGTGCG -AGAATCAGCGTGGTCTTGTCACCTACACCGCCTGTACTATGTTTATCAACTTTTATACCCGCAATTGAAG -AAAGATCTATCCTGTCACCTGAATTTGCCATTACGTTTGTTAAATCAGCCGTTTCCCTTTCATTCATACC -CCTAAGGAAAATAGCCATTAAAAGTGCAGCCGCCTGATAGTCAGGAATACTATTATTACAATATTCCGTA -ATAAAGAAATTTATTTCATCCAAGCTAAGTTCGAAGCCATCTCGTTTTTTCTCAATTATTTCGTACATTC -TCATGATATAACCTCCATTGGAATTTCTTTGGTTCGTGTAATCGTATATTTAGCATTTTATCATAAAAAA -AGGACATCTCACTAAAAATGAGTGTCCCTTTGTACAACAAATTTATGCTCTGGGATGAGTTTTTTTGTAA -ACATCTTTAATTTTGTTTTTAGCTATCTGTGCATATATCTGAGTTGAAGAAATATCTGAATGACCCAGCA -TTTCCTGTATTGACCTTAGATCCGCACCATTTTCAAGCAAATGTGCCGCAAAGGAATGTCTTAATGTATG -TGGTGTAATGTCCTTATTTATTTTGGCTTGATTTTTGTAATGCTTTATGATTTTCCAGAAGCCTTGTCTT -GTCAGTCTCTTACCGTTTACATTTACAAAAAGTGCTATTTCCTGACTGTCCTGTATCAAAAAATTACGGG -ATTTCTCTAGATATTCGTGTACCGCGGCTGTTGATATGGATCCGATGGGAATTGTTCTTTCACGTGTTCC -TTTGTTGCATTTAATCAACCCGAGGTCAAAATTTATATCATCTAAATTTAGTGATATAAGTTCTGAAACA -CGAATTCCTGTTGCGTACAACAATTCAAGCATAGCCTTGTCACGAATTCCTTTAAGATCAAGACACTTAG -GCTGATCGAGAAGCAACTCGACCTCTTGGGTTGACAATATCTGAGGAAGCTTTTTTTCTACTTTAGGTGA -TTCCAACTCTGAGGTAGGGTCATTGTCAATAACTTTATCCTTATAGAGGAATTGATAAAAGGACCTTATG -GATGCAAGGTTCCTAGATATGGTAGATGTAGCTCTACCCTTTTTCTGTAAATGTAACAAGTAGGCAATTA -CAGTTGTCTTATTAGTATTTACGATGTTGGTTACATTAATTTCTTTCAAGTATGTTATGTATTGTTCTAT -GTCCCGCTTATAGGACTGAAGCGTATTGAGCGATAATCTCTTATCTCTCTCTAGAAAATTAATAAACTTT -TCAACATTAGCTTCCATCAAACAACGACTCCTTTATTATCTATTTATCCACTTTTATGTAAATGGATAAT -TATACGAAACCACTTTACAATATTCAGTGGTTTTATAATAATATTCTAATACAAATTATGTAATTTTGAA -AGGATTATTTAGGATTTTTATCAAATTTTAACAAATTGTTCATCTATACCTATAAAAATGTCAGTAATCT -TAATGTAAACGGTGCAATAAAAGCATCCAAAATTGTCATAACCAGTATAAATAAAGAAAAGAATAAAGTA -ACAAAACAATATGGTAAAAATTTGAACTTTAATGTGTCTTCTTTTTTAACAGGCTTTCTAATCCAATTTT -TTACTATTCCTTTTGTTAATCTTATACCATTTACTCCAAGAGCAATTATAAAAGGTATTGTTAAAATTTC -TTTAGGGAGAAAACAGAAGATTGAAACTAACACTCCTTTTTCCCCCAGAACTCCCATTATAATACCTGAA -CTGAAGCCGGTACTGAATCCCCTTATTCCTATAGTAAGGTAGTAAACAGGCAATCCTATTACAGTAACGC -CAAGCAGCCAGAATAGTATTATTACTCTTATACTATCCAGTAAAGAAATTTTAAGCAAAGATATTCCATT -TACATTATTGTTGTTCAACAGCTTTAAAAAGTCATTAAAAAATGTGGTCATTTCGGTTTTCTGGTTGTAG -TCTAGCTCATTTACAGTAAGAGAGCCTGCTACAATTCCGATTATATAAAAAATAAATAAACTCAGGTAAG -TATATTTATTGTCTCTTATGTGTTCTTTTACAACACTCGCTGTTTTGTGAATCACAATCTTATCCCCCGG -CGTCAAATGTTTTAACCCTTGTTGTTTATTAAATATATATGCCGGATAAACATAAGATATTACAATAATT -TAATAGCTTTTTGAGTTACTTTTCACGAAGCATCCTCTCAGCCATCAGAACACCTATTATAGTTTTTCCA -TCAGTTATTTCATGGTTAAGAATCATGTCAACCAGCTTTGAAACATGAATTTTCTCCACATCCAGAAACT -CGTCTTCATCAGTACATGATTCTCCCTCGATAAGTTCTGTGGCTACATACATATGAATAACTTCGTTACA -AAAACCCGGCGTGGTATGTATGCTTATCAAATGCTCAATCTTTCCTGCACGGAGACCAGTCTCTTCCATT -AATTCTCTTTCCGCACAGAGCTTTGGATCTTCTCCGACTGAATCCAGTTTACCGGCAGGAAGCTCGAGTG -TAGTCATATCAAGAGGCTTTCTGAATTGCTTAACCATGTACAATTCACCCTTTTCATTAATGGGAACAAC -AACCGACGCTCCCGGGTGCAATACTATATCTCTTGTAGCTTCCTTTCCGTTTGGAAGGCTGACCGTTAAA -TTCTGAACTTTAATTATGTTACCTTTGTATATATCCTCTGTTTTAAGTGTTTTTTCATTGTAATCCATAT -TTCAATTCCTCCTAGCTGTTTTTCTTAATCTCATCTGTTGCAAGCTTGTCACATCGATTATTATATTCAT -TATCTGCATGGCCCTTAACCTTTATCCATTTAATTTCATGAATATCTGCAAGCTTAACCAGTTCCTTCCA -TAAATCTACGTTTTTTACTTCCTCGTTCTTATTTCGCTTCCATCCATTTTTAATCCACTTATCCAACCAA -CCCTGCAAAAAGGCATTTACGAGGTAAGCACTGTCACTGTACAAATTCACCCTGCATGGCTCTTTTAGTC -TTTTCAGAGCTTCATATGCCGCAGTTAGCTCCATTTTATTATTTGTTGTACTCTTTTCGAATCCGGATAT -TTCAATTTTATGCTCGCCATACATGAGCACTGCTCCCCAGCCTCCTGCACCCGGATTCCCAGAACAGGCC -CCATCGGTGTATATTTCTATCTGCTTCATTCCGCCTCCTGATTATAAGCAAATTCTTTTATCCGTAGATC -TTACCAAGTTCTTTGGCTTTTTTTGTACACTCGTTCATAGCTTCCATTATTGAGTTTCTGAACCCGTTCT -TTTCCAGGGCAGCAACCGCTTCAATTGTAGTACCTGCCGGTGAGCAAACCTGATCTTTTAATTCTCCCGG -ATGCTTACCTGTCTCCGCTACCATTTTTGCACTACCTGCCACCGCCTGAGAAGCAAGCCTGTACGCAGTC -TGTCTTGGGATACCTGATAAAACAGCCGCATCTGCCATTGCTTCTATTAACATAAAAATATACGCAGGAC -TGCTACCAGTAAGTGCTACAACTTCATTCATAAGTTTTTCATCCATACATTCTACTTTTCCAAGAGAGCT -TAGCAAATCCATAGCTTCTTTTACTTCGCTATCCTGAACACAAGAATCAAAGCTTATGATAGTCATTCCT -TCACCAATTACAGCCGGTGTATTTGGCATAGCCCTTATTATTTTTTTGTCTTGGCCAAGCGTATTCTTGT -AGGTTTTGAGGGGAATACCAGCGGCAATACTTATGAAAAGCTTTTCATTGGAAAATACATCCTTTATATC -TTCCAAAACTATCTTTACGACGTTTGGCTTAACCGCAAGAAATACAAAATCGCATTTATTTACAATCTCA -CGTGAACTTTCTTCAGCATTTACTCTCAAATCATTGCATAATACTTCAAGCTTTGCCTTGTCCAAATCAA -AAACATGAATATCTGAAGGGTTGACAATTTTTGCCCCTATTATTCCTTTTATCATTGCTGTTCCCATCAT -CCCAGTACCTATAAAACCAATTTTTTTCATAATGTTTCCTCCATTCATATATTTTTCCGTTTTGTCATTA -CTATTATTATATCTTATAAACAGAATTTGAAAAGTTAATATGAAATTCCGTTAAAATGGCACAGTACTAT -TTTAGTACTGTGCCAATACAAATCCCAACGAAATATATTATTTGTTTCTCATGTCAATAACACGCTTTGC -TTTTCCCGTTGTTCTTTCAATTGACTTTGGTTCAACAAGCCTTACTTTTGCATCTATCTGAAGTACAACT -TTTAATTCATGCCGTATTTTCTTCTCTAGCTTTTCCAATTCACTGAATTTTTCAAGAAGCTTTCCGTCAA -TAAGCTCAACAAGTACTTCTATTGCATCCATATATCCGTTTTTAGTAACAATTATCTGGTAGTGAGGTCC -TATACCTTCCAGACCTATAAGAACACTCTCAATTTGAGAAGGAAATACATTAACACCTCTGATTATCAAC -ATATCATCTGTTCTTCCAAGCACCTTGTTCATTCTGACAGTAGTTCTTCCGCACTCACATTTTTCGGGAT -TCAGAATAGTAATATCCTTTGTTCTGTAACGAAGCATAGGAATCCCTTCCTTGGTAAGTGTTGTCAGCAC -AAGTTCTCCTTTGTTTCCATACTCAAAGGCTTCTCCCGTTTCCGAATTAATTATTTCGGGGTAGAAGTGG -TCTTCGTTGATATGCATACCACATTGGCAGTAACATTCACCCGCAACACCGGGTCCCTGTATTTCACTAA -GTCCATAATTTTCTGTAGCCTTTATACCCCATCTTCTCTCTATTTCAGCCCTCATTTCAGGAGTATGGCC -TTCCCCACCGAATAGGCCGAGCTTCAATTTAAGCTTACTTTTGTCCACTCCCAATTCATCAGCAATCTCT -GCTAAATAAAGTACGTATGACGGCGTGCCTACAAGAATTGTAGTACCAAAATCCTGCATAACCATTAGCT -GTCTTTCAGATTGACCGGCAGAAGCAGGAATAACTGTAACACCAACTTTTTCCAGGCCCTGATGCAGTCC -AAATCCGCCTGTAAAAAGACCATATCCGAAAACAATCTGTGCTATATCATCTTCTCTTCCTCCTGCTGCA -ATAACAAGCCTTGCTATGTTTTCAGACCAGTTTTCCATGTCATTTTTAGTATAGCCTACAACTATCGGTT -TTCCTGTTGTACCAGAAGATGCATGAAGTCTAACTATTTTCTTAAGAGGTGCTGCGAAAAGCCCATAAGG -ATAATTGTCCCTTAAATCATTTTTAGTTGTAAACGGTATTTTCTCTATATCCTTAAGCGTTTGGATATGC -TCAGGCCTAAGGCCTATTTCATCAAACTTTCTTTTATACATTGGAACATTTTCATATGCAACTTTCACAG -TATTCTTCAAACGTTCCAGTTGAAGTTCTTTCATTGAATTTCTTGACATACACTCAACCTGAGTATTCCA -AATCATTTTTACTTCCCCCTAGTAATTTTATATTTTTAATCCTGTTTTAAGTAACACCATTGCATACAAT -GATGTAATGAATGTCAATAACAATGCGAACACAAACGCTATTCTTATTACTTTGTTTTCTTCACCTAATT -TGTCTATTGATGCTGCTGCATTTTGAAGTTTTGCCGGAGAAATTACACTTGCGAGGCCTCCTCCAAATGC -TAGTGCAGCAGTAACGATTATAAGTCCGTCAAGCCCTAAATTAAGCTTATTGGCGGTTTCCATTGTGTAG -TTTGCAAACATAGCAATGGTTGAGGCTTCACTTCCCGTAACAAAACCCCCGAAGAGACCAACGAATCCAG -TTATAAATCCATAAGCTCCGCTGAATGCGTCTGCCGACGTATTGGCCAAAACTTTTATCATGCTTTCAGT -TTTATATGCCATAGTATCAAGACTCCAACCGGAATAATTCATTACATCACCGATTGCAAAAAATATTGCA -GCTGAAAACACAGGCCTTGGAGCTCTCTTAATCCATATTTTTAAGGAGTCCTTCAACTCTGTTTTTTTAG -GCTGTATTACAAGCATTGAGACAACTACGGCAACGGCAATCCACGTATAAGCATTCCATAAAGCTCTTGT -AGCTATAGGCTTCCCATCCACGGCTATGCCCCTTATGGGCAGTGTCAGATTGTAAAGAAAATCATAAACT -GGCTTAGGAAGATTCAATACAAGTATGAAACCTATGAGTATAATCCAAGGACTCATTGCCTTCCAAAGAG -GATATTTCTTCTCATATTCCCTTTCTTCATCTGTCAGGATGCTCTTATCAATTACTTTTTTACCTGTAAA -CTTCAGATAAAGTGCCATTGCCAATATTACTGCAAGACCGCTCAAAACTCCTGTCAATGTTACTAGATTA -TCCACCTTGTTTGTGAAATATGAAACAACTGCTATAACACCACCGGTAACTATACATGGAAGAAAACCCT -TTTTTATTCCATCCCATTTATCAACTATGTAAAGCATACAAAAACCAATCAAGGTAGAAACCAAGGGTAA -AAACATGAAAAATACTCTTCCTGCCTGTGAAGGTGTTATCTCATGTCCTTGTCCCAAAAAGTTGTTTGCA -AAATCCAGAAATGCCACAAGAGGAGCTCCAAGAAGCGAGTATGTGCATAGTGAATCATATCCTATGGATG -GTAGTGCAATTGAAACATATGTAGAATAGCCCATTGCAAGCAGTATGGGAGGAAGTATTGATACCGGCGT -AGCACCGACAGCTACCATTAAAGTACCAAATCCTATATTAATCATCATAATCTGAACTGCTTTATTATGG -CTTGCTATTGTTTTTATGAAAATTATTATCCTTTTTAAGGCACCAGTTTTTTCCATATAAGCCATCATGA -ATAGTGATGTCAGCACTATCATTGAAACCGGAAAAGAACGAATAACTCCTGAAACAGTTGATCGGAAAAT -AACCGGCAAAGAAGTTTTAAAGAATACTAACGCTACAACAGACACACAAAGCCAGCCAATGATACCACTA -ATGTCAGCTGACTTCTTAAAAATTACAAGCATACATACTATTACCAAAATTGGTAATAGCGTCAAAATAA -GTGACCCTACCATTCTACCGTCCTCCACAAAACTAAATTAATTATTTTTAAAAACCCGTTCTACTAAACT -ACTTGATGTAATAAACCGTGATGTAATTATATTTTATTACAAACTTCTACAAAAATAAAGGATTATTTGG -AGGAAGATGCAGAATCTTCGGAAGTATTAAATTCTGAAAATAACTTATAGTAGGTATATGTCTCCTCGGC -ATATTTTTCTTTTGTCTTAATTGGTCCAAAATTTCTAGTAATTTTGGATTGATTGTATTCAGCCAGTATC -TTAATTATCTGTTCCTTTTTAAGGTTTTTAAGATTCACATTTTTGTCCCCGGTAACCTGTATTGCCCTTG -CTTTAAGCTGAACAGAACAAAAATATACTGCCAGTTCCGGGGTTTCCAACATCTCTTTGATTTCCTGATC -GGAACAATTTGCAATTAAAGAGCTTTTTCCATGTACAACCTGTTCATTTAAGCGTACATTGTCTATTCCG -ATCTGACAGATGCCTATTGATTTTCCTCCTAATAGAGGAACACCATCGAGAATGTCCTCCTGCCCGAGAA -ACATCATTTCCCTGAATAGAACAGCAGACACTAATTCCTTGGGCATTTTTTGAGCTTTGGCAGTTTTTTC -AATAACAGGCTCAAGTTCTTTAATGGCATTAAAAGTATATTCAAAATCATTAATATAATAAAAATCAAGT -TTATTTCTGTATGAGTCTGACTCAACCTGACTTTTCAACTGTTGAGTGATACTTTTAACATTATCATCGT -ACGTAAAATCGCTGAAATTAAACTCTCTGCCTGAACTGCTGTTTCCATTCTGTTCCTGAAGATACATATA -TTCATTGGTGTTTATGTTATTTAAACTATTGAGAGTTCTTCCATCATATGTACTGTTAAATTGGTCATCG -TAAGTTACATTATTCCCGCTGTAATCCTCGGAATTACCGGTGTATCTGTCACCCCGGGATGTTCGTTCGC -CATACATATACTTCATTTCTTTTTCTTTAATTTTTGTATATTGCGTTCCTATGAAATCTATTATATTAAA -ATATCCGTTTACGTAATTAAGTGCTGTAAAGCACATCATTATCATAATTAAAGAAAAAACAATTTTTTTC -TTTAATTCAGCCGTTTTCATATTATTTTCCTCCATGCACCGAATATTTCCGATACAATAATGTAAGTATT -CAGCTTTCAGTCAATATCCCTATTTGTTATACATATTTATAAAACAAATGTCAATTATTCAATTTTACCA -AAAACATTAAAATTAAGTAAGCGTTATCCATTACAGCCTGATAAATCTTTTTATTTGCTAAAAGGTTTGT -TTTCCTAGCAAGTTTGCGAATTTACTCAAAGTACTGATTTTCTTAGGATTTTGGGTACAAAAATAGACAA -AATGTAGAGATAATTTTCATATCCTTTTGTCTATTTTTAATAAACTTTATAATTAAAATTACAATAAAGT -AATCTTTATTTTAATGCTTCGATAAATGATTTTTCTACCATTTTCAGTTTTGCTGCAATTTCGTCTATTT -CCACGTCTGACTTTTCTTGTTTTAAATCGCTTTTTAGTATTTCCGACAATTCATCAAACTCTTCTTTTAA -GGTCTCAAGCATTTCAACCACAGCAAGCCGTTTGAACCTCTTTTTGGCTTTGTCACTTGGAACATGTTCA -TAAATGTTTCCACCGCTTATGACAAAGCTTTCTCCTCTTGAAGGAACTATGCACTGCAATCCAAGCTCAT -CAGTAATAGTCTGTGCAAAAGAAGCACCTACCCCCTGTTCTCCATGAACAACAAATATCTTCTTTGGCTT -TCTTCCAATGCTTCCAATCCAAGAAATAAGACCGTCCTTGTCCGCATGACCTGAAAATCCGTCAATAGTC -TCTATTCTGGCATTTACAAATATTTCTTCACCAAAAAGCCTGACCTTTTTAGCTCCGTCTTGTATCTTTC -GTCCCAGCGTTCCTTCTGCCTGATAACCCACGAAAAGAATCGTTGATTCCTCACGCCATAGGTTATGCTT -GAGATGATGCTTTATTCTCCCTGCCTCACACATACCGCTGGCTGATATAATTATCATGCTTTCTGATTTT -TCGTTAAGCTTTCTGGATTCCTCGGGAGACTGAGTAAATTTTAGTGATGGGAAATCCAAGGGATTGTCTC -CGTTGGCAATATATTCCTTTGCCTCCTCGTCAAAGCAATCAAGGTTTTCCCTGAATATCTGCGTTGCTGA -GGTTGCAAGGGGACTATCAACATAAACAGGAACATTCAATATTTGATTTACTTTGTCATCAAAAACATCC -ATATACTTATTCAAGTCATATATAAGTTCCTGGGTTCTTCCCACGGCAAAGGATGGAATAACTACATTTC -CTCCTTTTGATATTGTTTCCGAAATAATATTTATAAATTTTTCGATTTTATCAGTTTCTTTTTTAAGTGT -ATGTAGTCTGTCTCCATATGTAGATTCAACTATAAGGTAATCAGTGTCCCCTATAATACTAGGATCCCTC -AGAATAGGCATACCTTTATTTCCAATATCGCCACTGAAAACAATCTTTGTTTCCTGATTATTTTCCCTGA -TCCAAATTTCTACAATGGCTGAACCAAGAATATGCCCTGCATCATTAAATCTGACTCTTACATCCTGTGA -AACGGATATTACTTCATCATATGCCACACCTTTGAAAAGGCTGAGGCAATCGGTAGCCTCTTTGATTGTG -TATAATGGCTTAATAGGAGATTGTCCGGCCCTCTGCCTTTTTCGATTGGTCCATTCATTTTCCATCTCCT -GAATATGACCGCTGTCAGGAAGCATTATACCGCAAAGCTGTACGGTAGGTTTGGTTGCATAGATAGTTCC -TTTAAATCCGTCCATATATAGTTTAGGTATTCGTCCGCTATGATCAATATGAGCATGAGTTAAAAGCATA -AAGTCCAAATCACCAGGATTAAATGAAAATGGTTCTGTATTCAATAAAACTTCATTTGCCTTGCCCTGAA -ACATTCCGCAATCGACCAAAAATTTTGTATCCTTTGTCTCTACCAAAAAACATGAGCCTGTAACGGTTTT -TGCTGCTCCAAGAAATGAAATATTCATGACAGACCTCCACTCGACAAATAATATTATATCTTTCTCATTA -TAAGTACTTATTCTGCGTTTTGTCTGGTAAATCCTTTGTGAATTTACATTTACTTGTAACGTTTCATAAA -CAGTCCGGCAAGCTTAACACAATTGTTTAAATCCTGAATACTCACCATTTCACAAGGAGTATGGACATAT -CTGCATGGAATTGATATCCCACCGCATGGAATCCCTGTTCCTGACGTCTGCATTGCACCAGGGTCACTCC -CTCCCCTATCAAGCAATTCCAAAGTGTAGGGAATCCCATTTTCCTGTGCCAAATTCTGTAAAATCCTACG -AATCTGTGGATGAGCTATATAAGAAGAATCTTTTACTTTTATTGCAGGGCCCTTGCCAAGCTTTACTTCC -ATACTGTTACATTCGGGAGTATCACCTGTACGTGTAACATCAATTGCAATGGCACAATCCGGCATAATTC -CGAAAGAAGCGGTTTTTGCACCTCTTAGTCCCAATTCTTCCTGTGTCGTAAAGACAAAGTAGATTTCATT -ATCTGTTTTAGGCATGGTTTTTATAAGCTCAATAAGTACTGCACAGCCGCTTCTGTCATCCATTGCCTTT -GAAACGGCATAATCTCCCTGAACATGAAAATCTCCTGTAAAGCTGGCTGTATCTCCGACCTTGACGTATT -TCTCAGCTTCCTCTTTGCTGGTGCAGCCAATATCAATATACATTTTTCCAAGTCTGAGAGTTTTCATACT -TTCAAGTTTTTCTTCCACATTTATGCAACCGATTGTACCGTTTTGAAACCTTACTCTTTGTGCAAGTGAA -TTAAACGCCGATACTCCCCCTAAGTTGGAGAACCTTATGAACCCGTTATCATCAATAAAGGTAGCTATAA -CTCCAATTTCATCCATATGGGCCGCAAACAGTATTTTCTTCTTCTTTCCTTTTTTTACAGCAATCAGATT -ACCCATTGCATCTACTTTTATTTCATCAACATATTTTTTTATTTCAGTTGTAATTATTTCTCTGATCTCT -TCTTCATTTCCAGATACACCAAAAGCTTGTGTAACTGTTTTTAATGTTTCCTGCATTTTAAATCCCTCCA -TTTTTATTAGTCACCTTCTATACTGCTGCGATGTTTTTTATAAAATCCTTATCTTTGTTCATTTCATTTA -ATGCTGCAAGTGTAAGCCTTTCTACACATTCAAAATCACTCATGCTCATAACAGATACAGGAGAATGTAT -ATACCTGCAGGGCACCGATATTGAGGCAGTTTTAACTCCCGTACCGGTTCTTTGTATTTGTCCCGCATCA -TTTCCACCTGTGGTGGTCTGCTTGTATTGAACCTTAATGCCGTTTTTAACTGCTGTATCATATAAAAACT -GTACAAGCTTTCTGTCGCTGTAACAGGTTCTGTCTACCAATGTAAGTGCTGCACCATTACCGAGTACTGT -TGAAAAATCAAAGGGTTTTACCTCTGGAACGTCCGCACAAGTAGTCCCTTCCAGAACAAGTGCTATATCC -GGCATAATTTTAAATGCAGCCACCTGTGCACCTCTAAGCCCAACCTCTTCCTGTACTGTAAAGCAGGCAT -ACAAATCAAACTCGAAATTATACTTTAAAACCTCCATAAGTACCGCACAGCCAATTCTGTCGTCAAGTGC -TTTTGCCTTTATACAGTCTTTTCCCAATTCTACATACTCGCTGTCAAAGGCAATGAACTCACCTAAAGGA -GCCATTTTTTCGGCCTCTTCCTTTGTTTCCGCCCCAATATCTATATATAAATCCTTGATTTTCGCTATCC -TTTCCCGTTCTTCAGAACTTTGCTGATGTAGCGGTTTTGCACCTATTACGCCTTTGAGCCTTTTTTTACC -TATTACAACCCTTTTACCGGGTAAAATTCTGCTGTCAATACCCCCGACAGGTTTGAATTTCAAAAATCCT -TTTTCCATATATCCTGAAACCATGAATCCAACTTCATCCATATGGGCTGAAAGCATGACTTTATACTTGC -CGCTGCTGCCTTTTTTATACGCAATAATATTTCCTATTGAATCTACTTCTATAGAATCACACAGTCCATT -AATTTTACTTTTAATATATTCTCTTACTTCATTTTCATTTCCTGATACACCGTTTAAATCTGTTAGTTCT -TTTATCAACATCATACAAATCCTCCATGAGCCTGACAGCCACAAAATATTATTTATGAGTGAGTTAATCA -GATATTCTTCCATTCCAGAAGAGTCTCTAATTTCTCACTGCTCAGCCTGGCGAACTCAGTTATTATTCTG -GCCGCAAATTTTATATCGTCCAAATTTACCGTTTCTACAGCCGTATGCATGTACCTGACCGGGATAGAAA -GCAGAGCAGTGGGTATTCCGCAGCCACTGACTTGAGTTGCCCATGCTTCAGTCCCCGTATCGCCTGACTC -AACCATTTTCTGAAATGGAATGCATATGTCTTTAGCAAGCTCAAACATCTTTTCTACCATCCCTTTATGA -AGGTTAGGGCCTATTGATATCTCCGGCCCTTTGCCGGGTGTTGAGGACATACCCTTTGAAAGCTCAGGGA -TATCTCCATGGCATACGTCAATTACTATTGCAGCATCCGGCATTAATGCAAAAGCTGCTGTAGTAACCCC -CACAAGGCTTGTTTCTTCCTGTGTTGAAGCCATAAATATAATATCATTTTCATGATTAATATCCTTTAGG -CCCCGTAATATTTCCATCATACAGACAATACCTGTACGATTGTCAAAAGACTTTCCGCTGGCTTTGTTTT -TGTTCATTAAAGAGAAGCTTGATTTAAGGGACACAACATCTCCTATTGAAACGATTTTTTTAAGTTCCTC -CCCCTTTAGTCCTGTATCAACACGTAAATCCTTTATTTTTACAGCCTTTCCAGCATCCTCCTGTTTCATC -AGGTGCGGCGGCATTGCCCCTATTATGCCGGGGATATCCTCACTGCCATGGATTATTACTTCCTGTGCCA -GCAGTATTTTGCTGTCTATTCCTCCAATTGGGCTTATACCGATAAACCCTTTATCGTCTATTGAGTTGAC -CAGAAAGCCTATTTCATCAATGTGTGCTGTAATCAAAATCTTTTTTGCAGACTTATTAAAACCCTTTTTC -AGGAAAATTACATTAAAAAACTTATCTATTCGGACTTCATCGCAGTAATCCCTAAAGGTTTCTGCGATTT -TTGCCGCAGCACTTGCTTCAAAGCCTGCTACTGCCACAAGTCCTGACAAATACTCTAAACAATTTGAAAT -TTCCATCGTTCTGATTCCCCTATTTTTTATTCTTTTATATAATACTAGCAAAAAATCATAGATTTTCCTA -GAGAATTATAGTTCTTAAAGTCTCCAAAAAAATAATTAATAAAAAATTATAGATATTACTATTGACTTAA -TTTGAATTTTTTATTATACTAAAAGTCGTCCTTTTCAAGGGCCTTTAGCTCAGTTGGTTAGAGCAACCGG -CTCATAACCGGTTGGTCCGGGGTTCGAGTCCCTGAAGGCCCACCAATTTGTTTGTTAGTGTTTTCAAAAA -CACTAACAACTTGCCCAGATAGCTCAGTCGGTAGAGCAGGGGACTGAAAATCCCCGTGTCGCTGGTTCGA -TTCCGGCTCTGGGCACCAAAAAAGAATTTTTCGTCTAAGATACGAAAAATTCTTTTTTATTTCAATATTT -CAAAGCCATATCTTTGTCAAAAACAACGTCAGGAGCAAATACACTCCGATACTTATTAAAATAAAAGGCC -AGACAACCTGAATAACAGCTATAAAAATTGCTAAAATGTCTTTGAAAGTTTCTTTTTTAATTAATTTCAT -GTTTTTTACTCCCCCGCTAAGGTAATTGTCAAGCATAATGACAAGCGACCTTATGGTTTTGTCCTACATC -TTTCAGTTCCGGTACCTCTCGTTTGCAAATATCCCTGCACACAGGGCATCTTGTGTGAAAGCGGCAGCCA -GATGGAGGATTTGCAGGACTGGGTAAATCCCCGGATAAAACTATTTTTTCTCTTTTAAGTCTCGGGTCAG -GCAGTGGGACTGCCGATAAAAGAGCCTTTGTGTACGGATGAAACGGATTGTCGTAAAGCTGTACTTTGTC -AGCAATCTCAACAAGGCAGCCAAGATACATTACAGCTACCCGGTGCGAAATGTGTTTTACAACGCTTAAA -TCATGAGATATAAACAAGTAAGAAAATCCATATTCCTTTTGAAGATCAGATAAAAGGTTTATTATCTGTG -ATTGAATTGATACATCCAAAGCAGAAACAGGCTCATCGCATACGATAAATTCCGGGTTCAGTGCCAAAGC -CCTCGCTATACCGATTCTTTGCCTCTGCCCTCCTGAAAATTCATGGGGATATCTGTCAATATGGAAGGTC -AGCAGCCCGCATTGATCCATAACCTTTAATACACGTTGTTTTAAATTCTTTTTTTCGCAAAAACCGTGTT -CAAGAAGTGCTTCACCTATAATTTCACCAACTGTAAGTCTGGGGTTCAAGGAGCTGTACGGGTCCTGAAA -AACAATCTGAATTCTGGGTCTCAGCTTTTGCATTTCCTGTTTCCTAAGTTCAAATATTTCTGTTCCCTTA -AATAAAACCTCTCCCCCAGTTTTTTCATGCAACCTCAAAATTGTACGGCCTACAGTGCTTTTTCCGCATC -CCGATTCGCCTACCAACCCCAGTGTTTCACCCTTATTTATCTCAAATGATATATCTTCTACTGCCTTAAC -GTGTCCTACTGTCCTCTGGAATACTCCTCCTTTTATGGGAAAGTATTTTTTCAGATTTTTCACTTCCACT -AAAGCTTCACTCATTTTGTCACCTCCTCAAACAATGTACATGCAACGAGATGGTCATTTCCCATATCAAT -CAATTTTGGAAAACCTTGTTTACAGACATCCTTGCACATTTTACACCTATCTGAAAAGTAACAGATTTCA -GGTAAATCAATAAGGTTTGGTACCTGCCCGGGTATTGTATAAAGCCTGTCGCTTACAGAAGTTATACTTG -GTTTTGATTTCAGAAGCCCTATCGTATACGGATGCATGGGATTAAGATAAATGTCGTTTACATTTCCCTG -TTCTATTATTCTACCTGCATACATCACTATTACATAATCCGCCATTTCAGCTACAACCCCAAGATCGTGG -GTAATTAACATTATGGACGTTCCGAACTTCCTCTTTATTTCTTTAAGCAAATCAAGAATTTGTGCCTGTA -TTGTAACATCCAAAGCGGTTGTAGGTTCATCTGCAATTAAAAGTTCAGGATTACAGGAAAGTGCCATGGC -TATCATTATTCTCTGTCTCATACCTCCCGATAATTCATGAGGATACGAGTCATATATGCCTTCTGCACGG -GGAATTCCAACTGTTGCTATCATCTCAATCGCTTTTTCCCTCGCCTGTTTTTTTGTAAGATTTTCATGCA -GGATAAGTGCTTCTGCTATCTGGTTGCCAACTGTAAAAACAGGATTCAACGAAGTCATTGGCTCCTGAAA -TATCATTGAAATCCTATCTCCGTTTATTTTCCTCATTTCACTCTGAGATAGTTTTACAAGATCCTGACCA -CTGAAAATCACCTGTCCCTCAACTATTTTTCCCGGGTCCTGTATCAGACGCATAATGGAAAGAGACATGA -CACTCTTCCCGCAGCCGGATTCACCTACTATGCCTATCGTTTGTCCCTTATTTACCTGAAAGGAAACGCC -GTTAACCGCTTTAACAACACCTGCATCCGTATAAAAAAACGTATGTAAATCTTTGATTTCCAAAAGCTTT -TCAGACATAAATGCTTCTCCCTTCTACTTTTTCATTTTAGGGTCAAAGGCATCCCGCAGGCCGTCACCCA -CAAAATTAATTGCCAGAACTATTGTGAAGATACATATACCCGGAGGTATCCAAAGCCATGAGCGGAGAAT -GAAATCATTGGTATCTCTTACTGCCTGAACCATATTTCCCCACGACGGGAACGGCATAGACACACCAAGA -CCAAGAAAAGACAAAGCCGATTCCAATAATATGGCTTCACCTATCCCAAGAGTTGCAGATACAATTATGC -TGGGGATAACATTAGGAATAAGGTGTCTTACTATTTTTCGCCTGTCTTTGAGTCCAAGTGCTTCTGCTGC -AATCATATACTCCTGTTCCCGCAAGGTGAGAATCTGTCCGCGGACCAACCTTGCCATTACAGGCCAGCTA -AGAACTCCTATTATAAACATTACAAAGTAAATCCTGCGTTGTGGAGGTATATTGAGATCGGACATTATTG -CACCTATTATTATTACAACAGGCAAAAATGGAATGCTAAGGAATATATCAACAAGCCTCATAAGCATATT -ATCAATTTTGCCACTGTAATAGCCTGCCATACCTCCTATAGTTGTACCCAAGAGTATTTCAAGGAGTACG -GCAACAAAGCCTACAGTAATTGATATTCTGCCTCCGTACATCAAGCGTGTTAAAATGTCACGTCCGCTGC -TGTCAGTGCCCAGTAAATGCTCATGACTAGGTTTGAGCTTTGCCATAAGAATATCTGTTTTAAGCAGAGA -ATATTTTGAAAATACAGGCCCGTAAAAACATATTATAATAAGGAAAAAAATAAGAAATATACCAACTATT -GCTAATTTGTTTCGTTTAAATTGCTTAATTGCCATAGCCCAAGGGGTCTGAATGTTGTCTCCTCTGTTAC -GTTCCCTAGTGTCCAGTATTTTGAGAACTGATACCAGAATCAATGAAACAAATGCAGCTATAACCAGAAG -CCTTGCACCAGACCCAGTCTGACATGTAATTTCACTGGTTTTAAATATTGTTTTCCCATCACCGGTTTTT -AATTCAAGGAGTATGGTACCAAAAAAATCGGTTATTGAAGTCTGACTGTTGGAAAGCTGAACTCCATAAG -ATAGTACAGCACATATTACTGCCCCCAAAGCACCTGAAAGTGCTTTACTGCTTTTACGGAACTGATAGTA -CGCCACAAAAACAATAGCGGTAATAAACAATATAAATGTTACAAGGAGCGGAACAGAAGTGCTGGTGAAT -ACATAAGTCTGTATATTTTCAGAAAGCTTGTGAAGCTCTTTTCTTCTGAACAGAGACGTTATAAGATTGA -ACCCGCTTATTGTACTATAATCCTTAAATGTGAGAAATGGGAGTATATAACATAAAACTGCTGCAAACAA -CGATATCGTCGTAAATATTTTTATCTTCATTCTTCTTTCCACCTCACTTTAGCTTAACTCTGGGATCGAC -AATCGCGTAGAATATATCAGAAAGCAGATTTCCCAGAAGGGTAAGTACGGCAACGAACAGTGAAAATCCC -ATTAAAAGAGGATAGTCTCTTTTTGTTACTGCTTCTAGTGCAATTTTCCCTATACCCGGAATACCAAAAA -TACTCTCTGTTATTATTGCACCTGAAAATAATCCGGGAAGTGAAAGACCAATCAGAGTTACAATGGGAAT -CAGCGCATTTCTTAGTGCATGTTTGTATATTACAACCTTTTCACTCAGGCCCTTTGCTCTGGCAGTCCTT -ATATAATCCTGTTTTACGATTTCAAGGACAGCAGTTCTTGTGTATCTCATCATAGACCCAGCACTTATCA -ATGCAAGTACTAAAACTGGCAATATCATATGTTTCAGTCGGTCAATTATAAACTCAAACCCTATATAGCT -GGACCCTGGAGTATTTAAACCTGCCAATGGCAAAATATGGAGATTTACGGCAAATACTTTTATTAATATA -TAACCAAGGAAAAAGGATGGAAAGGAAATTCCGATTAATGCCAAAAAAGTAAAAATCATATCTGTTTTTG -AGTATTGTCTTGTTGCAGAAATAATACCTATAGGAATCGCAATTATCAGCTCCAGTATAAAAGCTGCAAG -AGCAATACTAAAGGAATTCCACACATATGTATTGATTACGGTAGAAACAGGCTTCTGGTATGTAAATGAA -TCACCAAAGTCAAAATGAATGGCACCTATAACCCATTTAAAATACTTGAGATAAATAGGATCATTTATCC -CGTAAATATCTTTAAGATGTTGAATCTGCTGGGGTGTCATATGTGTAGATGAAACTTTTGAATCAATAAA -ATTTCCGGGAACCAGATTGATTATCAGGAATAATATTATGGAAACTCCAATTATAATAGGAATCATCTGA -AGGATTCTTCTGGCTAAGTAATTCCACATGTCACAACTCTCCTGTCGTTTGTTAATTTGGGTTAAAGAGA -ATGCCCGTTCATTTTAATGACGGACATTCTCAAAAAACATATGTGAAAATTCTTACTTTCCAATTTCGGC -TTTATATAAGTTATAGAAAAAATCTCTGAAAGAAGAAAGTTCGTAGTTTTTTATTCTGGAGTTAGCTACC -CACATGTCACTTCTCTGATATACAAAAAGTACAGGTAAGTCGTTATTCAAGATTTTGTATAGTTCCTTGT -AAATGGGCTTTCTCTTTTCTGTGCTTATTTCTTTGAGACCTTCTTCACAAAGCTTATCAACTTCGTTATT -TTTGTAATTATAATAATTTTGAGATGCATCTGATTTGTATGCATTTGCTAATGAATTGTCAGGATCCGGA -GTAAGTCCATTTGCCATAAAATAAGCATCCAGCTGCTTTTTAGTTGCCTTTTGATAAAGAGTCGGCCAAT -CAAGATTCTCAACAGTAACATCTATTCCCAGCTTTGCATAATCGTCTTTCATAACAGGAACCATAATGTC -CGTTACAGGATGAGGGCTCATGCAGGAGAACTTGATTTTAAATTCTTTGCCGTCCTTTTCACGTTTTCCG -TTGCTGTTTAGCTTCCAACCCGCTTCATCCAGCAGCTGTCCTGCTTTATCAAGATTGTATTCATATGTAT -TGCACCCTTCATCGTCGTATGCCCATGATACATTTGATTCAGGTATGTTCACGACTCTTGCATATTCACC -GTATACCTTTTCTACAACAGCAGCTCTGTTAAGAGCATACATAAGAGCCTGCCGTACTTTCACATCACTG -AATTTAGGATCAGCATCGTTTAATCCCACAAATCCGTAACCGTTTGTAGCAAATCTGTATATGTCTATAA -ACCCTGCATCCTTTGCTGCTTTCATATTATCAGGTGAAACATCAGCCATATCAATATCTGTCTCTCCTGC -CATAACCCTTTGAAGCTCCTGCCCTGTCGGTGTCACTGAAAATATCAGATTTTTAATTTTAGGAGCTCCC -TTGAAATAATTCTCGTTGGCTACAAGTTTCAGCTCCTGACCCGCTTTATACTCAACAAATTTGTATTGAC -CTGTGCCCATGGGTGCTCCGTTTTTTTCTTTTACCTTTGCAGTATCACCCTTTTTGAAATCAGCACCGTA -ATACTTCTTTTCAAGTAACGGAACCTGCAACGCATATATTGCAGGGCCGCTGGCTTTATCAACGGTTATC -TGCAATGTTTTATCATCAAGCACCTTTATTCCTTCGATTTTGTCAGCATTTCCATTTTTATATGGATCAA -GACCTTTTATGAATGTTTTTGATATATCCGAAGGTCCATCATATTTGGGATCAGCTTCCAGATAGTATGC -AAACTCCAAATCAGAGGCTGTAGCAGGGTTTCCATCCCAGAACTTAACTCCGTCTTTTATTTTAAAAGTA -TATGTCAGCCCATCCTCCGAAATTGTATAGTCAGTGGCACCGGGTATCGCCTTACCATCGAAATCAACGT -CTATATTAAAATCAAACATGGTATAGATCGCAAACCAATCATAAGCATTATCGCCGTACAAATAATTAAA -TATTCCTGTTGTATCCGGCAATCCAACAACTAATGTGTCCTTTCTGTCTGTTGCAACCTTGGGACTTTTT -GCGGTGTCAGTAGAAGCAGTATATTCAACTCCGTACTTCTTGTAATCAAATCCTGTCTGACTGACCTTTG -TTCCTGTTGATGAGCCGCCGGAAGTATCTCCAGAATCAGATTTACTTGAGCATGCAGGTACCGTCAGTAT -AATTGACAATACAATTAACAATATTGCTAATTTTTTCTTCATTGCAATCCCCCTTAATTAATGATAATAG -CAATTTGGTTATAAAAAAACACAGATACTTCTAGAACATGGAGCGTCCTTGCTTCCATTTAGAATTGATC -CATGTTAATTTCAACACATATTTTTTGAATCCAGGCATTTTATAATTATATAACATTTTACCATATATTT -GTACGTCTGGCAATTTATAACTTAAATTTATGGATTTGAGTAACTATTTAATAAAAATAAATAAAATTAT -CAAAAGTTGTTGACAAGATGTAGTATTTAGTGCATAATCTTATTTGTTGCTGAAAACAATATATTGATTT -TGGAGGGGTTCCCGAGTGGCCAAAGGGGGCAGACTGTAAATCTGTTGTCTCTGACTTCGATGGTTCGAAT -CCATCTCCCTCCACCAACAAAGCTCTGTACATTCGCGTTAACGCTGTGTGCGGAGTTTTTTCTTTAACTT -CATTTTGTAGGGAACATAATACTTTTACTTTTTTATTTTACAAATTTATTACAACTATTGACAGGACTTA -CTATACTGTAATAACATATGTTGGTAATGTATTCTAATATATTACAAATTCGGTGAAAGGAGTGTTTAAA -AAATATGATTAACAAAATTAGCGAGGTATTTCATCTATAATTAAATATCGGACCTTTATGTAAAGCAAAT -ATTGTTTTATTTTGCTTTTTTAAGGTCAGCTCTTAAGTAACCGTCATTTGAAGTTAAATATGTTAAATAA -TATATTAGACACGATGCTTGCGTTATCGTGTTTTTTTATTTCTTATTTTTCAAAAATTCACCATATGATA -CATTCTTTTCTATGTGACTGTTGCTAAAAAAATCATTACATTTATTTAAGGAGAATTTATATGCAATCTA -AAAACAAAGGTCGATTTAAGATGCTCTATTCATTCATGGAAGGATATAAATGGCTATTTGCCCTTGCGGT -ATTGTTTACAATGCTAGCAATCGTATTCAATTACCTGATGCCGCAAATAACCAAGGTTATCGTTGATTCA -GTTATAGGCACTGAGAAATTGGAACTGCCTGATTTTATTCTGAATTATATACATAGCCACGGCGGCAGGA -ATATGCTGAGAAATAATCTGCTTGCCTGCTCCCTGTTGGTACTGGTACTTGCTGCTTTGTCAGGTTTTTT -CACATTACTTTTCAGGATATGTATTGCGAAGGCTTCAGAGGGTACAATCCGTAAAATGAGAAACCACCTG -TTTAACCATATACAGAGGCTGCCTTATAGCTGGCATGTCAAAAATCAGACCGGCGACATAATACAAAGAT -GCACCTCTGATGTTGAGGTTATAAGAAATTTTATTTCCCAACAGCTTATAGAAATGGTAAGAACGGTATT -TTTAGTGGGTTTCTCTATTACTGTCATGTTTACAATGAATGTCAGGCTGTCTCTGATAGCACTTGCCTTC -CTCCCAATCGTTGTGGCATACTCGTCAGTTTTCTATAATAAAATTGCTGCCAAATTCAAGTTTGCTGATG -AAGCAGAAGGTGCCTTGTCTGCCATGGTACAGGAAAACCTTACAGGAGTACGTGTAGTGCGTGCTTTTGG -ACGGCAGAATTATGAAATTGAAAACTTTGACACTAAAAATGATCATTTTGCTAATTATTGGATAAAACTG -GGATTTTTACTAAGTAAGTATTGGGGAATCGGAGATTTTGTTTCCGGTCTTCAGGTTATGCTTATAGTAG -TCATGGGCTCAATTGACGCAGCTCATGGAGTTATTACTCTTGGGGAATTTCTTGTATTTGTTTTCTATAA -TTCCATGTTGATTTGGCCGGTTAGGAACTTCGGCCGTATTCTCTCTGAACTTAGTAAAACCAGTGTTTCT -CTGAATCGTATACTGGAAATAGTTGGAGAGGAAGAAGAAAAAGATTGTGAAGATGCTGTGACACCTGACA -TGACAGGCGATATTGAGTTTAAGAATGTCAATTTTGATTATGAAGGTGTTAAGCCAGTACTAAAGGATAT -TTCATTTAAAATTAAGGCAGGAACCACTTTTGGCATACTGGGAGGTACAGGTTCAGGTAAGTCCACAATA -ACATACCTTCTGGACAGATTATATAACCTGCCCGAAGGCCAAGGAACAATTGAAATAGGCGGAATAGATA -TCAGAAAGATACAGCTTGAGCATCTCCGCAGGAATATTGGATTTGTTCTTCAGGAACCGTTTTTGTTTTC -TAAAACTATTAAAGAAAATATTGATATTTTTGAGAATACCGGGGATATGGATCGAATCCGCTATTGTGCA -GATGTTGCTGCTGTGGATGATGCCGTTATGAGCTTTTCCAAGGCCTATGACACTATTGTAGGAGAGCGTG -GAGTGACTCTCTCAGGAGGACAGAAGCAAAGAGTTGCTATCGCAAGAATGCTTATGCAGAAGCCCCCTAT -TATGATATTTGATGACTCCCTTTCTGCAGTTGACTCTGAAACCGATGCAAAAATCCGCAGTGCTTTAAAG -AATAGTACCGGGCAAAGTACAGTACTCTTGATTTCCCACAGAATTACAACATTAATGCAGGCAGATGTAA -TCTTGGTTCTGGATGACGGTAAAATCTCGGAAATCGGCTCACATACTGAATTACTCTCCAATGACAAAGG -TATTTATAAAAAAATATATGATATACAAAGCAGTCTTGAAACTGAGCTTTCAGATTCAACTGTCCAAACA -GGAGGTGGTAATTAATGGCATATTATGAGGAAGAAGACTACAAAAAACCCTTTTCCCTAAAGGTCTGGGC -AAATGTTATTCCCTTTGTAAAGCTTTATAAAAAAGCCTTTGCAATGGCTATGTCATTTTTAATACTTGTT -TCTTTAATTGACATTATATATCCGTTTTTCCAACGGTATGCAATAAACAATTTTATTACACCAAAGACAA -CTGACGGAATAGGAAAATTTGCTTTGGTAAACGGTTGTGTACTAGTTATTCAAGCCGTAGCGGTAATTAT -TTTCATACGCAACGCAATGACTGTTGAGCTTAATGTGTCAAAGTCCATTAGGAAGTCTCTTTTTGTACAC -CTGCAGAAGCTTTCCTTCACTTATTACAATAAGACTCCCGTTGGCTACATGATGGCCAGGGTTATGAGTG -ATACCGGGAGGATAGGTCAGATGGTTTCCTGGGGTCTGATTGATTTGTTATGGGCTGTTATTTATGTAAT -CGGCGTTTTCATAGCAATGCTGTTCCTTAATGTTAAGCTGGCCTTGTTGGTAATGACTATTATTCCATTT -ATTTCGGTTATAACTATGTACTTTCAGAAAAAGATACTAAATGTGAACAGAAAAATCAGAAAAATCAACT -CAACCATGACAGGTGCTTTCAACGAGGGAATAACTGGGGCGAGAACCTCTAAAACTCTGGTAATTGAGGA -CAATAACCTGAAGGATTTTTCACAGGTTACAGATAAGTTCTACTCCTCTACTATGCGTGCAACTATACTA -AATGCAGTTTTCATACCAATCATTCTATGTTTTAGTGCCACGTCCCTCACTATTGTATTGACCTATGGCG -GCTACATAGTAATGAAAAACCCCAGTGAATTAGGTACTCTTTCAGTCTTTATTACCTACGCTGTCAGCAT -TTTTGAGCCAATACAGCAGATAGCCCGTGTATTTGCAGACTTTGTATCCACCCAAGCAAATATAGAACGT -GTTACGGGTCTCCTGGAAACTGAGCCTGATATAACGGATACTCCTGAGGTTATTGAAAAATACGGAGATA -ATTTTAATCCTAAAAAGGAAAACTGGGAACCACTTGTTGGTGATATTGAGTTTAAAAATGTTACCTTCAA -ATATCCTGACGGTGATGAATACATATTAACGGATTTCAATCTTAAAATTCCGGCGGGGACAACAGTTGCA -ATTGTAGGTGAAACGGGAGCGGGCAAAAGCACTCTGGTTAATCTTGCTTGCAGATTTTTTGAACCAACGG -CTGGTCAGATACTTATAGACGGAAGAGATTACAGGGAGCGTTCACAATTGTGGCTGCACAATAACATAGG -CTACGTGCTTCAAAGTCCTCACCTGTTTTCGGGATCTATCCGGGAAAATATTCGTTACGGTAAGTTTGAC -GCCACTGATGAGGAGATTGAAGCCGCCATAAAAATAGTGGCTGCAAATAGTGTAATAAATAGTCTGGAAA -ACGGTCTTGACACCAATATAGGTGAAGGCGGCGACCGACTGTCCACTGGGGAAAAACAGCTGATTTCATT -TGCACGTGCAGTTATTTCCGACCCAAGGATTTTCGTACTTGACGAAGCAACCTCCTCAATTGACACACAG -ACAGAGCAAATGATTCAGGAGGCAATAATGCATATTCTGAAAAACAGGACATCGTTTTTAATTGCTCACA -GGCTTTCTACCATTAAGAAAGCAGATATTATACTGGTTGTAAAAAACGGTAAAATCATTGAACGTGGAAA -TCACAGCGAACTTCTTAAACAAAAAGGGTACTATTATTCCCTGTACAAGAAGCAGTTTGAGGAGGAAACG -GGTGCGGCAGTTCTAAATAAAGTATAAAAGAAACTCAAAAAGAAACTCACAGCAATCCTTTTCTCCGTAA -AGTGGCAGCATGTCACTTGTGTGACACACCTAGCACACTATGTGCAAGTCGTTGCAACGGTAAAAAGGTG -AGCTGTGAGTTAAACTTTTTCAAGCAATGGCTTATCAACCATTGATAAATTTTATTAATAATTGATATAA -TACCCATATCAACTAACATGGAGTTAACAAATGAAGGTACTTGGAATAGTCGCTGAATACAACCCTTTTC -ATAACGGACATATGTATCATATAGAAGAATCAAAAAAACTTACCGGCTGTGATGCAGTGGTTTGCGTAAT -GAGCGGTAACTTTATACAAAGAGGAGAACCTGCTATAATAAATAAATTTGCACGAACCGAAATTGCACTT -GGCAACGGTGTGGATTTAATAATTGAGCTACCTGTTCCCTTTGCAGTATCAAGTGCGGAGTTTTTTTCTT -ATGGTGCTGTCAGCATCTTGAACAATATAGGTATAGTTGATTGTATCTCTTTCGGAAGTGAGTCAGGAGA -CATTATTTCCCTTCAAAAAATAGCCGAAATCCTTGTTTCTGAGCCACAAAGCTATAAAGCTGAATTGAAA -AAGCAGTTGTCCGCAGGGCTGTCCTTCCCTGTTTGCAGGCAACGAGCTTTGGATAAATATCTTAAAATAC -AGAATGACTCCAATGAGTCTCTCTCCTCTTTACTTGAAACCTCCAATAACATACTCGCTTTGGAATATTT -GAAGGCTCTTTCAAGGCTTAATAGTCCTATACAGCCGTATACAGTTAAAAGGATTTCCAACTGCTATAAC -ACTCCACAGCTTACAGGTAGTATTTCAAGTGCAACTGCTATCAGAAACAGTATTTATAAGAGTGAAATTG -ATGTCAGCAGGCAAGCCCTTCCAACACTGGCACAACAGATTATGGACAGGGAATTTTCCTTAGGCAGAGG -GCCGAACAGCTTGTATTCTTTTGAAGATATAATTCTTGCCTTTCTGCGTCACGCTACACCACAGGAACTG -GAGAAAATACAGGACGTTTCAGAGGGCTTGGAGTACAGAATTAAAAATGCCGCAGATAATTCAGGCTCCT -TTGACGACCTGCTTGCCAATATATGTACAAAGCGTTATCCGAAAACACGTATACAAAGAATACTTATTTC -ACTCCTTGCCGGAATGAAAAGGTTTGATATGGAACAATTTATGGCATGTGGCGGACCACAATACGCCAGA -ATATTAGGGTTTAACGAAATTGGACGTCAGCTTCTGTCACTTATGAAAAAGAAATCGTCAATCCCGGTTA -TCACCAAGGCATCCCATTACAAAACATCTGATGACAGTCCGATTTTAAGAATGTTGGAAATCGAAGCAAG -AGCAACGGACACATATGTTTTGGCATATAAAAACCCGGCTTTTAAAAAAGCCGGGCAGGAGTTTACTCAA -AATATTATCATTTGCAGGTAAATGGACTTATATTTCCATTATAATAGGTAATATCATTGGCTTACGCTTT -GTACGTTCGTAAATGCAGTCCCTTAAAGCCTCTCTGATTGCTGACTTTCTGATGGACCAGTCTCCCTGAT -TTTTGGACGAACTTTTGAATATTGCCTGTTTTGCTATTTCTTTAAGCTGTTCCATGAGATCCTCTGATTC -ACGGACATATACAAACCCTCTGGATATTATGTCTGGACCTGCTACTACATTTCCGGTATCACCTTCTATT -GTAATTACAACAACTATCAAGCCATCCTGTGAAAGGTGCCTTCTGTCCCTTAGAACGACATTTCCTACAT -CACCCACACCCAAACCGTCTACAAGCACCTTTCCGGCTGTAACGGCTCCGTTGATTTTTGCAGAGTTATT -AGTTAGTTCCAAAACTTTTCCTATTTCCATAATGAATATGTTTTCTTTTGGCATACCCATTTTAAAAGCT -AACTCTGCATGCTGACGCAAATGCCTGTGTTCTCCGTGGACGGGCATGAAGAACTTTGGCTTCACAATAT -TATGAATAAGCTTAATCTCTTCCTGGCAGGCATGTCCTGATACGTGAACATCAGCAAGTGCTTCATATAT -TACCTTTGCACCTTTTTTGAACAGCTCATTTATTACCTTTGAAATTAATTTTTCATTTCCTGGTATCGGC -GATGCGGATATGATAACCAAGTCATCAGGTACTATCTCAACCTTTTTATGCTCGTTAAATGTAATCCTAG -TAAGGGCTGACATAGGCTCGCCCTGGCTTCCAGTAGATATTATTACAAGCTTGTCTCTTGGTACCTTGTC -CATGTTGTCAAGATCAATCAGAACCCCCTCAGGTACGTTAAGATAGCCCAACTCCATTGCTACATTAACA -ACATTTATCATACTTCTTCCAAGAACTGTTACCTTACGTTCGAATTTAACCGCAGCATTGAATATTTGCT -GAACCCTATGGACATTTGAAGCAAAAGTTGAAACCAGAATTCTGCTTTTGCAATTCATAAATATTTGGTC -AAAGGTTTCCCCTACGGTACGTTCTGAAAGAGTGTAACCTTCATTTTCTACATTTGTGCTATCACACATA -AGCAGAAGAACACCTTTTTTACCTATTTCAGCAAGCCTTGCCAAATCCATCGGCTGACCTTCAATCGGGG -TATAGTCTATTTTAAAGTCTCCAGTATGAATTACAGTACCTACAGGTGTAAAAATTGCTAAAGCAACGGC -ATCAGCAATACTGTGAGTAGATCTTATAAACTCTACTTTAAAAGCACCTAATTGAACTGTTTGTCCCTGA -TGAACAGTTTCCATTTGAACAGTATCTAAAAGGCCATGTTCCTCAAGCTTACATTTTATCAAGCCAAGTG -TAAGCTTTGTTCCATATATAGGAACGTTTATCTCTCTTAATACATATGGCAATGCACCTATATGATCCTC -ATGTCCATGAGTAAGCACTATTCCTCTTACTTTTTCTTTATTTTTAATCAAGTACGTAATATCCGGTATC -ACCAAGTCTATCCCCAGCATCTCATCCTCCGGGAATGATAGACCACAATCAACAACCAGAATGTCATCTC -CATATTCAAAAGCAGTAATATTTTTGCCTATTTCCTGTAATCCCCCGAGTGGAATTACTTTTAATTTTTT -TTTGCTTTTTGACACAATTAAACCTCCAATTTAACTAAATAATAAAATTCAATTCTTGTTTGAGCTATTA -TATTGAGAAATAACATAGTTATATTCCTGTAAAATCTGTTCCGTTATTATATTCCAATTATACAGCCTAT -GTACATTTTCCAATGCATTAATACTAATCTGTTTTGCTAAAGTTTCATTACTAAGCAGTTCAAGGATGCA -ATCCGCCAGGGAATTGGAATTTCCGCTGTAAAATTTCATTCCATTGACTCTGTGATCCACTATTTCCCTT -AACCCTCCGGTATCCGATACCACTACAGGAATGCCTGCAACCATCCCTTCAAGTGCTACAATTCCAAATG -GTTCATAGGTACTTGGAAAAACTGCAATATCAGAACATCTGTATAGCTTCAGTAAGACCTCCTCACCTAC -AAAACCTGTAAAATAAACTCTGTTCTGAATATTAAGATTACGGCTTTGTTCAATTAAATTATTTAAACAC -GGTCCTTTGCCCGCAATTACAAACTTGACATCATTATAGCTTCTAATTATTTCAGGTATTGCATTTAACA -ACACCTGCACTCCCTTTTCACTTACAAGTCTTCCCACAAAGAATACTATTTTTTCACTTGGAGCAGCATA -ATTATTTCTGAATTCTTTATCAAATTCTATTTTATTGAATTTATTCAGTTCTATTCCATTACTAATTACA -CTTATTTTATCCCCAGTGACTTTAAATATAGATTTAATTTCTTCTTTCATATATTTACTATTTACTATTA -ATTTTTCCGATTCATCCGAAAGCATTGCTTCAACACTGTTGATTGCTTTCTGCATATCAGAGTAAATTCC -GTTGTTTCTACCGAATTCTGTTGCATGGATGGTTGAAATCAACGGAATTGAAAAAGAGTTTTTTAAAACT -TTTGCGGCATATGCAACAAGCCAGTCATGTGCATGTATAATATCAAATTTGTTTTCCTGTAAAAGCCTGA -CTGCTGATTCAAGCATCGCAAAGTTCAACTGTAAAACCCATTCTATAAAGTTTGTTGTAGAAACATCACT -TAAACGTACTCTATGTACTGTTACATTTTTTTCATTTTCAAAATCCGGGGTTCCTTCTTCCCAGCATGTC -AAAACATGAACCTGATTACCATAACGGCCTAAGTTATTTGCCAAATCGTACACAACTCTTGAAATACCTC -CTATTATCCTAGGAGGGTATTCCCATGAAAGCATTAATATTTTCATAAATATTCCTCATTTTCAATGAAG -ATATATAATGTATATACATAAAATTACAGATAACCTATACCATTTTATCATAATATATATCTTTTTAAAA -TAAAACATTTAATGCTACTTTTTAAAATTATTTCTAAAAGTAATTGACACTATATTAGAATAAAACTATA -ATATTATTACTAATACACAGTCTCTTTTGTTTTCCTCGGACAGATAACAAAGAAGATTACTTAAAAAACA -GAAGTTTAATAGCTTCTGTTTTTTCTTTATATAATAATATAAAGATTTGTTCCAAAATTCCTTACAACAC -GAAAAAAGTATTTCGGTTTGATTAAGACCAAACTGAAATACTTTTGGCTGCGGGTCAAGGATTCGAACCC -TGACAAACTGATCCAGAATCAGTCGTGCTACCTTTACACAAACCCGCATCGCTTATCGACAAGAGGTATT -GTAGCACAGGCTGAATATTTATGTCAATACATTTTTCAGTATTTTTTATTTTTTAATTGATTTAATTTAG -TGTGATTATTATCATTTATAATATTTTGTATGTTTTACCAAAATTTAACATAAATATAATCATGTTTTAA -ACTTCTATCCATATAATTATATTAAGCATTTGTAAATTTCCTATTTTAAGGCTTAAAAAATAAGCCCTTT -TTTTTTGCTACATTTCAACTATCTCACCTGTTGAAAACAAATAAATATATCTTTCCTTAACCCTCTTCAG -AGTCAGCATTTCTAAAGCTCTTGAATAATAGGAAATCTGCAGTCTATACTTTTCCTTTACGGATTGCTTA -TCGCCGTAAGGGATATAATCCGTTTTATAATCAATAAGTACGATATGGTCTTCCTCTTCAAAATAGCAGT -CAACAACACCCTGAAGCAGTATTTTGTCCTCATAATCGCTCACATCAGGCAATTGAGGATATATTTCCTT -ATACGGCAATTCAATATTAAAGGGAACCTCCCTATATACCTTAACTGATTTTAGCATTCTTTTCCCTATG -ACTGAATTTATAAAGGCAGATATTTTCATGATATCTATACTTTTTGCCTGAATTTCAGTTAAAAGTTCTT -TTTTAACCATTATTTTAACCTGTCCTGCTATATCCTCATTGTGAAAGTCCAGATGCTGCATTACAAAATG -CATGGCAGTTCCCTTTTCCGCAGGACTCAGCCCTTTCTTTCCTTCCAGAAATGCAGGTTTTTTTATGGTA -GCGGTTTTGTATTGCAGTTGACTATTATCTTCATCGTTATTAAGGTGAAAATATCTTTTTAGCTCTGTTA -CAGATATTTTAGAGGGAATCTGTGCAAAATCCCTGTAAGTATATTTCCAGTCCAAACGTCGATGAATCTC -GTGGCTGTCCCCGCTATCGGCACTTCCTTTTTCCTGAAGCCACTTTGTGATGTCTTCTCTGTCTTGTGTA -TCCGTTTCAAACCTTTTAGCCACAGCTATATCAGATTGATCAGCAAGAATTATTGTCCAAGACGAATCAT -CCGAAATAGTGGGTCCACTGTAATCAACACCAAGTCCTGCTGCATTCCTTAGAATTACAGAATCCTTATG -TCTCATAACAGAAGGACATATCCAATCAAGGTAGTTCTGTGCCTTGAGCATATTATGTGGGGGAAACTTA -TTATCGTTGCTTTGAGCTGTACCCAACCATTTCAATGCCGATTTTTCAATATTATTTACCGAGCCGGTAA -TTATCAGCTTTTCTCTGGCTCTTGTCATTGCTACATAAAGTATCCTCATTTCTTCTGATAGCGTTTCAAT -TCTTATTTTCTGTGCAATTGCCTGCTTCGGAATCGAAGGATACTTTATTCTTTTTTTATAATCAACAAAA -TCAGGTCCGAAACCCAGTTCCTGATGCAGTAAAATACTTTTATACATATCCTGCATATTGAACTTTTTTC -CGCAGCCGCACAAAAACACAACGGGGAATTCCAATCCCTTGCTTTTGTGAATACTCATTAACCTGACAAC -GTTATCGTTTTCTCCAAGAACCTTTGCACTTCCCATATCGCCCTTGTTAGTCTTCAGCTTATCTATAAAA -CTTATAAAATTGAATAGTCCACTGTAGCTTGTGTTTTCATACTGTAAAGCACGTTCAAATAGAATTTTCA -GGTTAGCCTGTTTTCTTTCACCGTCCTGCATTGCTCCTACAATACTGAAATAGCCTGTCTCATTATAAAG -TTGCCATATCAGCTCGTGTGTTGACATGTAGAGTGACATGTCCCTCCATTTTTCAAGCTTTTGCAGAAAA -TCAGAGGCCTTCTTTGATACCTGTGTATCATGCACTGCTGTTTCTTTGAGTGCTTCAAATATGGAAGCAT -TACGATTCATAAGGCGAACATCCGTCAAATCAGCAGTGCTGAAGTTTACTATCGGTGATCTCAATACGGC -CAATAACGGAATATCCTGATAAGGATTATCAATTATTTGAAGTAGTGACAGAACTACCTGCACTTCAGGT -GTCTTAAAAAATCCGCTTCCTGTATCTGCGAAAACCGGAATGTCTGCGTTTGCAAGTTCTGCTGAAAACA -CCTCTGTCCAATTTCTGGTGGTTCTCAGCAGGATAACTATATCACTAAACCTTACATTCCTGTATTCTCC -AAGTTTTTTATCGTATACGGCATATTTTTTGCCGTCTTTATCAGCCTGAAAAAGCTCAATAATTCTATTT -GCAACCATTCTGGCTTCCTTTTGTATATTATCAAGTATTTCGTCTTCTTCCGGGAAATCTTGTTCGTCCA -TTGGTTCACTGCCCTCTGATAGCACGGTATTATCCCCAACAGAGGTTTCTATTAAATGCAGCTCGATAGC -CCCTCCTACTACTGTTTCTTCATTTTGGCATGGAGAAAAGCCTGCTCCGGGATTCAGTTCTTCTATTTCA -TTGTAATCAAGCTCTCCCACCTTTTGAGACATTATCTGCTTGAATATATAGTTGATTCCATCAACGACAT -CCTTCCTGCTTCGGAAATTCTTAAACAACAGTATTTTTCTATAGCTGCTGTCCTCGTCAATTGAATAATT -ATTGTATTTTTCAAGGAAAAGTTCAGGTTTAGCCTGTCTGAACCTGTATATGCTTTGTTTAACATCTCCG -ACCATAAAAACATTTGGGCTGCCTATATCCTTTTTTGATATCATATTAATTATGATTTCCTGAACAAGAT -TGCTGTCCTGATATTCATCCACCAATATTTCAGTAAATTTATCCTTGTAATTCTGTGCAATTTTTGTAGG -ACGTATGTTCCCGTCTTTATCAGTTTCAGCCAGTATATTAAGACAAAAATGTTCAAGGTCATTGAAATCA -ACGGAAGCTCTCTGACTCTTTTTATGTGCATAACGTCTTCCAAAATCCATAACCAACCTTGAAACACATT -TCAGTATAGGATACATGGTTTTAAGATCAGAAGCTATTTCATCAGACTCCATGAAAAAAACCTCATCTCT -CAGACCATTTATTACTGATTTTAGTTCATCCCTTATTTTCTTAACACTTTCCTGAACGGATTTTTCAGCA -TCCTTTCCGCACCTGGGCAGATTTCGAAACTCAAAACTATTAACATAATTGTACAGCTGATCCCAATTCA -TTCCTGTTTTACATATTCCTATAAGCTTTTCAAGGTTGTCATTATCCTCAATGAATACAGACAGATATTT -TTCCAATCCCTGTGCATTTTTGATTTTGGCACATGCTTCATTCATTATATCCCGAAGGCCTTCTAAACGC -ATGAGACTTGTTTCTAAAAGAATTCTCCCCCAGGTTGTTTCTCCGAAGTCGTTACCCACCTCAAAATTAT -AGCTTTCAATCTGTTGTTCAAGCCATTTTTCCGGCCACGGATAACTCTGCACAAAGCTATAAATGCTCAT -AACCATATCCTGTATTTTTAAATCATCCCTATTACCTCCGTAGGATTCCAACAGTTCAAAGAAATCTTCG -TTCTCTTCCGCATCTTCATAGATTTCCTCAAACAAGTCACTCAAGGTTTCTGATTTTAAGAGTGTAGCTT -CCGTCTCGTCAAGTATCTTAAAGCCAGGGTCTATTTCAATACTCTGAAAGTTGCTTCTTATAACCTCCAG -ACAGAATGAGTGAATTGTCGTAATTGAAGCCTTATTTAGAAGTATAAGTTGCCTGGATATATTTTTTGAT -CCTTGATTTTTTTCTATAGTATCGGATATGGCCGCACCTATTCTTTCCCTCATTTCAGTAGCAGCAGCAT -TTGTAAAGGTTACTACCAGCAATGAATCTATATCAACAGGGTTTTCTTTATCAGTTATTTTTCTTATTAT -TCTTTCAACCAGTACGGCGGTCTTGCCCGCACCAGCTGCCGCAGCAACAAGCAGATTGCAGTCCTTTTGG -GTTATAGCGGCATATTGTTCTTTTGTCCACTTGGTTTCAGACATTTTTTGCTCCCCTTTTCGTGCGTTCA -TTAATTATCTTTTACGTCAATTTCATTCATAAGTTTCCATATGTCATTGTCTTCTCTGTCGTGCAGCATC -CTGAAACTGTTTTCCTTTTGGGACTGATCAAACTGACATACTGATGAATAATTGCAGTAGCTGCAGGAAG -TTAACTTTTTCTTTTTGTATGGACTTATTGGAACATTCCCCTTCATAAGTTCGCTGCACATGTCTTTCAA -AAGCTGCTTTACGTAGCTTCTTAAAACTGTAAACTGTTCAATGGTTGCAGCAGAGGATTTCCCCAAAACA -TCTCCCTTATTTATCCTTGCAGGAATAATGATGGAGTTCCCTTCAATTGTATTGTCCATATATTTAATAA -GCTGAACATCCGCAAGGAGAAGTCCTTTCATTTTAAGCTTTTTCATTATGGCAGTTTCTATTTCTTCCGG -GGTACTGTTGTCAGTACATCTTATCATTGGGTCATCAATCCTAAAATACAAAATTCCTCCCGGTATAATC -TTTTCACCATTACTTTTGTCCGAGTATTCCCATAGTGCATCCAGATAGGTAATAAGCTGCATTTGAAGAC -CATAATAGACATCGCTTAGTTTAAAATCCTTTTCTCCGGATTTATAATCTACTATCCTTAGATATGTTCC -ATTTTCTGCTCTCAAAGCATCAATTCTGTCAATTCTGCCCACAAGCCTTATCTTTTCACCTGAATCTAAT -TCAATGACCATGGGAGGATATGCTCCGCCATCTCCGAAGTCCACCTCATACCCCACCGGTTCAAAGCTGC -TCCGCCTTATATGCTCTGTGATAAGCCATACAGCTCTTGTAACAACTCTTTTTAGTCTTACGGCTAGAGC -CTTGAATCTTTTTGAGCCTCCAAGTATGGTGTTTTTCATGCTGTCCAAAAGCTCATCCACGATTTTTGAA -ACCTGTTCACTGCACCATTGCCTGTCAAATTCCCTCCACGAATAATTGTTTTCATCTACCATTTTTGAAA -ATCTTTCTATTACTGCATGCATAAAGGTTCCAACATCCGGCGGACTCATACGATATATCTTTCTTTCCCT -AGCTCCCAGGCCGTATTGCACATAAAATGCAAAGGGACATGATGTATACTTTTCCAGCCTTGAAACTGTA -AAATACGGACTTTTCCCATACAACTCACGTATCTTTGATTTATCCACCGGGGCAGCTATATTTCTGTATT -TCAATGCATTAATCATTGCATCGCACTTTTGCTTCCATTCGTCCTGACCTGAAAACCATGCAAATATTTC -CCTCCATATTTCACCCTGCTCTATCCCTTCATTTTTCTGTCTTAATGCACAAACCAACTGGTTAAAGGCA -GGTATAGGCGATGCTATTAAATCGATATGCTGCTTATCAGCAGACGGTTTTACGATATTGCTTTTTTCTG -TAACTTTTGGAAATATCTTTCTCATCCTCGAAATAATTGTGGAAGGACGCATAGTTCTTCCTTCATGGTC -AGCAATAGGCCAACTCAGTCTTAAATAGTTTTTTGGCGTGGTCAATGTTCTATATATCAGATACTGCTCG -TCAAATGCTCTGGTTTTTGTATCACTGGCCAGTTCAATACCTCTTTTGTCAAGTACTTCTCTATCTGCAT -CCGACAAAACCCCTTCGCTCATCCCAGCGGAAGGAAATACTCCATCATTGGTTCCTAGAATGTACAGTGC -TTTTATTTCGTGGCTTCTTATATGCTCAATACTTCCCACCAAAACCTGGTCAAGGGATGCCGGAATAGAC -GAAATCTTGTATTCAGCCAGTCCAATCTTAAATACATTGGCAAATTTTTCAAGCCCAAAGGTTTCGTCAG -CCATTACTTCTACCGCCTGATCAAAAACATCCATTAGTATGTTCCAGACCTGCTGGTATTCACCTGCCAG -CCTTAACTGTCCGCTTTGAGTAAATTTTTCTATATAATTCCGTATTCTCTGTTCGACACCGATTTCAACC -AGATATTCGTAAATTCCTGCACAAAAATCTCCTGCGGTTCTTCTTCCCTTTGTCCTGTTTCTGAAACGAA -TAAGAGGTTCCCGAATTTCATTTCTGGTCTTATTTATATTAAGAAGCATTTCATCATTTTCCGGCTTTTG -TCCATCGTCCGGCCTGAATTCAATACTTGTATTCCAGTCAGCCTCCTGAGTCCAGCGGCTCCCTCTGATA -CCGCATGCAAGAACGTAGTTTTCCAGTATGTCTATTTTAGTATTATCAATTCCCGTCAGACCTGACTTGA -GATATCTGAATACCGACTCATAGGACCAGTTTTCAGTAAATATCTCCAGCATTGAAAGAACCATTCTAAC -CAGCGGATGATTGGTTATTTCGGTTTTGGAATCTATAAAACATGGTATATTGTATTGTTCAAAAATAACA -CCTATTAGATTTTCATATCCCGTAAGATTTCTTGTGGCAACAGTTATGTCCTTGAACTGCATACCATTGT -CACGGCATTGCTTGATAATATCTCTTGCACATTCCTCGATTTCAGTATAAATATTTACTGATTCAAAAAG -CTCTATATCCTGTGTAGGCAGCTGATAGGCCCTGTAGGAATAAGAACAATAATTAGTTTCAAGGCTCTGA -AGTTCCCTGCTGTCTTTGAACCTTGGCAGGTTTGGGGTGTTTAAACAGACAGGCGGAAGTATTTTTACAC -CGTAAGATTCCGCAATACTTACAAATTTTTTGCAGGATTTTTTTACTGCTGCAAAAACATCTGTTAAGTC -TGCCTGTACATCATCAAAAAGAATATCAGTACACATAGTTATGTGAACATTTTCAGCCTGTTGGATGAGC -TTTGATATTACCTCAACCTCCTGGGGCGTAAATCCTGCAAAACCGTCAATCCATATTTCGGATTTAGCAT -ATATTTCAGTACCTTCTAATTTTGAAGATAATAATGTCAATTCATCGTCCGTATCCCTGTACCGATCTAC -CAGCATACTGTCAAATTCACTATATATAAGTTTTATTTCTTTAAGCTTGTGTGATAGGTAATTGTCGTCG -GCAAGTCCTTGTAAAACTTCGTCGAAACTTTCGGCTCTTACATTATACCTTTTAAGCTCGGTTATAAGTG -TTGAAAGTGTATTTACAAAGCCCTTGCAATTGGCAGACTTATGAAATATAGTAAATTGATCCTTTAGTCT -TTCCAAAATGCGGTATATAATCATGTTCTTTCCAGACGGATGTATATGAGGGTAAGTAATTCCTCCAACC -TCATTTAAAACCCTGTATGCCATTCTTCTAAAGCTCAGGACCTCAGTTTTTAAAATCCCCCCGGTTCCAA -GAACCTTTATCAAGTCACGTTCCGCCTGCAATGTATACTGCTCCGGTACAATTAGTACAAGTTTTTTATT -ACTATCTTTATTTTGTTTAGTTTTTATTGAATTCAAACAATGGAAGGATTTTCCAGAACCTGCCCTTCCA -TAAATAAATTGAAGACCCATAGCTTCTTCCTTTTCTTATGTATTTTTAACAAGTGATTTTTATATCTTCT -CCGATTTTATCGGCTCTTTTATAATAAGTCCAGTAATAAAGTAAAATAAAATACCTGTAATTATTACTGA -AATGAGACTTCCTACAGCGTTAAAATTAGTAGTATAAAATACGGTATTTGTCGAAAGTACATTATCAGGA -TAGCTTATAATTAAAAAACATATTAGATTATTTACTGCATGTGCCCCTATAGCAGCCTCCAGCGAGTTTG -TTTTTATTGTAACCATGGCAAAAATCATTCCAATGGCAAAATAATTTAATATCATGCATATGGTGCTTAT -AACACCTACTTTGTTTGAGGCAGTAACTTCAGGGTTCATCAAGTGCGGAAGTGTAAACATAAAACCTGAT -ATAGCAGAAAGCAGAATACCATTTTTTATTTTAAGGCCAAAGCTTTGAATTACGTACCCCCTGAAAACCA -ATTCATCTGTAGCCGCCTGTAAAGGCGTCATAATAAGAATAAAGGGCAAAGCAATCCAGAATTTGGAAGC -ATCAAAGCTTACTGTATAAGTTTCAGGCGATAAAAAGTAATCTATTAAGGACCCGGCAGAAACAAGTCCT -CCGTACACTAAAAAGCCTACCCAGAATCTACTCCACTCTATTTTTCTTTTTGTTGTAATAAGTGAAGTAA -ATGTCCTGTAGTGAATAAACTTTACTGCAATGACTAATCCCGCCAGCATCAGGTATATTGTAAAATTAGT -AAATATGTAATTGGCAAAAGGATTTACGTATCTGTCCATAAATCCAAAAATGTCATTCGAAAATGTTAAA -TCATAAAAAGCATCCCTATTTTTTATTAAAGCATATACTATCGGTATTGAGCCTATGAAACTGCCGATAA -AGAAATAAAAGTACAGTATAACTGAAACCGATGCTACAAATCTTGATGGTTTAGTATTACCTGTTCCACC -CATATCCTGATATTTAATTGACATTTATGACCTCCAACATTTTATAGTTAAAGCTGTTATAGTTTTAATT -ATACTATTTTTTTATTTTCATTAAAATGCTTTAATCCGATATGTAAAAAAGCAACAGTCAAAATGGGCTG -CTGCTTTTTTATGATACACCTACCTCAAAGCTACAAGTACACAAGCCATAACTGCATCAAGTTCAAGCTC -ATTAATTCTTTTTAACAATTTATCGTCATATGTTCCGGGCTGAAGCCAAATATTTTTTATGCCCAATTTT -GCTGCTTCCTCTATTATTATCCTTCCTCTTTTTGGAGAAACAACCATGTCTATTACATAAGGTTTTTGAG -GAAGTGAGGACAAATCACCGTAGCATTTGTCACCTTCTACAGTTTCGTATCCCGGGTTAACAGGATAAAC -CTCATATCCACTGTTTTTTAACTTTTTATATATTTTATTACCATACTTTTCGGGGTCCTGATTTGCACCT -ACTACAGCCCATACCTTCTTTTCAAGCATTTGTTCTTCATTCATAGGATTTATCCCTTTCTGCTTATATT -CTTTAGAAAAATCTATTTATGCTTTTAGTATACCACCTGTTTCAATTATGAAACGATTTTTATGTTAAAA -GTGTATTCGGGTTTGTACATGCGATTGCATTTGCCGCTTCCATCCCGCTTTTAAGAGCTCCTTGCTGCCA -TCTATGTATAGCCGATACATGTTCGCCTGCAAAAAATACTCTGTCTCCATATTCCGGCAAAGTCATTGTC -CATGAAAATAATTTTTTCTGCTGGGGTGTAAAATAGCAAAAAGCACCTCTGAATAACGGATCATTATCCC -AGACCTGTGTTTTAAAGTCTGTAACAATGTTATCCAGATATCCTTTTGCAAGTCCATGGACTTCTTCAAT -ATTTCTTTTTATTTTGTCAAATCGACCTTCGTCCGTCATATTACCCAGCCTTACTGCATCAAGATTGAAA -TTATAGGAACCCACAATTACGCCGGGCTCTGCTTCTCTATTTCTTTGATTAAGTCTCTGGGGAACTTGCC -CCCTGCTGGAAGTGTACCATATGGCAGTTACGGGCAAATCAGTATATGAACCGCCTCCAAATATCCCCTG -TTCCTCCCAGAATCTCCTGTTACAGTTAAGGATAGTCTTTTGTGAATTACCGTAGGTTACTTCCTTTATA -GCCTGCATTTTTATGTTGCTGAACATGGGTATAATCTCAAAAGTTCTTAAAATGGAAAAAGGAACTGCAC -ATACAATATAATCAAAATTTTCGTACCCTTTTTCCATGAGCCTTTTATTATCATATGCAAGAGTTATTTT -ACCGTTTTCAAGGCATTTGTATATGCCTTTTACCTTTATTCCCTGCTTCCATGTAACTTTACCCAGAAGT -TCAGTCGGTACTTCCGGATAGTACTCCCAAGGTGCATTACTTATAAATGATCTGTGGAATGCAAGAGGTA -AATTTACCATTCCTCCTGCTATTTCATACAGAAACCAGAAGTTGACAGGAAAGTACTCCTGTACAAGATC -TACATAATTGTGATACAGGAACTCTCCTCCTATTGGAAAGAGGTTTGAAAGAAGGTTTATCGCACCCTGA -CTAAGTTTTTTATATTCAAACATTTGACGAGTGTTCAGGCTATCCCAGAAAAGCAGCTGCCTGCTATATC -GTGGTTTTACCTGAATAACTTCAATTCTGTCAGCAGGAGAAGCTTCAAGTACTGGTGCTTCTATACCGTA -ATATCCCAACTCCTGCCACGATGTTTTTGCTTCCCATGAGGCAAGGTCGTAGGTTGGATAAATATAATTC -ATAACATTTTTACCGTAAGGATCATTTCTTGCTCTTCTTTGGTCAAGATATATAAATGTTTCTGGGTCAC -TCTGTATAAACGGCCTTGTTTTTAGCTTAAATAAATTAATATAATGCCATACTGTCTCATGGTTAACGGG -TATTCTCATAGGCCCTAATTCGCCGTAAAGTTTCTTTTCCCTATCGAAATAATATGTATAAACCCTGCCG -CCTATTCGGTCCTCTGATGCCTCTAGTATTGTTATATCAAAACCCAGTTTACGTAGTTCGAAGGCAGCAG -CCATTCCTGCCAAGCCTCCTCCTATAATTCCCACACTTTTTCCTTTAAACTGACCGGGCCTGGCTATTGC -CGTAATATTTTCTGATGGTGAAAATGCATTCAAAATATTGCAATAATCCTCCGGATGGCAGGTTCTGAAT -AATGCATATTTTGCCATCGCCTGACGCTCCTCAAATGACGGATTATCTGGCTGCGGGGGGCTTGGTTCTT -TTGAATAGAGTATGCTTGGACAAATCATGTTCTATCACTCTGTCTACAGTTGTTCTAATCAATTATATGA -AAAGTGGCTATTTTTTGTGTTTTATTTTACTTTAATTTGGGAATTCATATATTATTACTTTTATTTTGGA -GGCTTTAGTTATGAATGACGTTATTATAATAGGTGGCGGTCCTGCGGGGTATACTGCTGCTCTTTACAGT -TCAAGAGCACAGCTTGACACCCTGGTAATTGAAAAAATGTTTTCGGGCGGACAAATGGCCACAACGGACG -TAATGGAGAATTACCCCGGATTTGAGGAGCCTATCGGAGGCCCCGACCTTGCACTAAGGATGGAAAAGCA -GGCAAGAAAATTCGGTACGGTAGTATTAAATGACGAAGTACTTGAACTTGAACTGGATTCGCCTATTAAA -AAGGTTAAAACCAAAAATAATACTTTTGAAAGTAAAACTATTATTCTTAGCATGGGAGCATCGCCTAAAA -TGTTGGGCTTGCCAAAAGAAGAAAAATTCAGAGGTTCTGGTGTATCTTACTGTGCAGTTTGTGACGGTGC -CTTTTTTCGCGGAAAAACCGTTGCTGTTGTTGGTGGCGGTGATACAGCTGCCGAGGATGCACTTTACCTT -GCAAGATTTTGTCCCAAAGTTTATATAATTCACAGAAGAGATACAATGAGAGCCACAAAGATCCTTCAAA -ACGAGCTTTGCTGCAACAATAGAATTGAGTTTTTCTGGGACTCGGTGGTAGAAGAAATTGAAGGACAATT -TGGTGTTGAAGGCTTGAAAATTAAAAACATTAAAACAGGAGAAAAAAGTTCAATCGATGTAGATGGCTTA -TTTGTAGCAATTGGTCTAAACCCCAATAATTCCCTTGTGAAAGATAAATTAGAACTTACCAAGGAAGGAT -ATGTTATAACCGATGATAGAATGAGGACTAATATTCCCGGTGTATTTGCAGCCGGAGATTTACGCGAAAA -ATACCTGCGACAAGTTATTACAGCTGCTGCTGACGGAGCTTCCGCAGCCTATAATGCAGAGAAATATATT -ATTGAAAATATGAAAAACATAACATAAAATTTTTCCACGACTTTAATCATTTCTTTTGGGAACAATAATT -CTGAATTCTATTAAGAGAGGATGACTAAACATGAAAGTAAAAGATATAATGACTACAAATGTAACCTATG -TTGAGCCAAATGCTTCTATTCTCGATACTGCAAAGTTAATGCAGCAGCACAATGTAGGATCAATTCCTGT -TTGTGACAAGGGAAGCGTTGTGGGTATGGTAACAGACAGAGACATCGTTGTCAGGAACATTGCGATAGGT -AAAAATCCTCAGCAAACACCGGTAAGCGATATTATGACAACTGGTGTAACTTCTGTCAGCCCTGACATGG -AAATGTCACAAGTTACTAAAATGATGGCTGACAGCCAAATAAGAAGGGTACCTGTAGTTGACCAGAACAA -TCTTGTAGGTATTGTTGCGCTGGGCGATGTGGCTACCGATGCAAAATTTGACACTGAGGTTGCCGACACT -CTTACTGAAATATCAAGACCTTCAAAGCCACAGTAAAAAAGTTTAAACAAGGGCTGATAAAGCCCTTGTT -TTTAATCTTTCTTCCCGGTGTAAATAAGAATTGCATCTCTCAGGAATTCTGCCGTACCCGGTTGTTCCTT -ATCGTAATATGCTCTGAATCTTTCATCGTCTACATACATTTGTGCAACCCCTGCATGAGCCTCGCTGTTA -TAATTCGGCCACGAATAGCTCAGCCATTGACGATGGAGGTCAGCTGCCTTCTGTGCAAGCACTCCAGCCG -GATCCCCGGTTTTAAAAGCTTGTTTTAATGTTTCCTGAACAAGGGCTGTAAGCTCTTCGAGTTCCTTACA -CTGTTCCTGTGACATACCCTTTAATTTATTATACGATTGATTCACAGTCTCTTCTCCGTACTTTTCACGG -ATTTCCTCTCCATATTTCCTATCATTTTCATCAATTATCTTTTGTTTAAAACCCTCAAACTTTTCTTTAT -CAGTCATTTCAATTCTCCCTTCACTGGCAGCTATTGTTTTATCAATAGTCCTTATTAACTGCTCCAACTG -GTTTTTCTTCTCCAGAAGCTTTCTCCGATGGTCTTTTAAAGCTGAAATACAGTCGTAAGCCGGATTATTC -ACAAATTCACCTATTTTATCGAGTTCAACACCCAGTTCACGATAAAATAAAATGTGCTGGAGCCTGTCAG -TTTCCTTTTGACCATAAATCCGGTATCCTGATGAGTTTATTCTCGCTGGTTTGAGAATACCTATTTCATC -ATAATATCTGAGTGTCCTTGTACTTACACCGGCTATTTGAGCCAGCTTTTTTATCGTATATTCCATAACT -TTTAAACCTCCTGACAGGATTAATATACACTTTTACGTAACGTGAATGTCAATGATTTTTTTAAAAATAA -TTCACAATATATTAAATAAAAACATACAATATAAACAGTATTCCCTTTTTACATATTTATGGAGGTATTA -ATGAGTTATACATATCCATCAAGCCATCCTCAAGGTACTGCACGTAAAGTTACAAACAGACTGAGAGAAA -TCATGATTGCGGAATTAATTGCAATTAACGGGTACCAAAGCCACCTTGCTAACTCCAACATGATAAATGT -AAACGAGGTCTGGCATCATATAATGCTAGATGAAATAAGGCACTATGAAACCGTTCTCAACCTTCTGAGA -AAATATGACCCTGTCCAGTATAAAGCCTCTTTAGAACAACACGAGGATTCCCTCAAACCCAAATCACCCA -TGCAACTGTATAATCCGTCTTATGACAAGCAGATAATACTTAATAATATAAGAGAAGCTATTAAAGGAGA -ATTAGAAGCTGTAATACTATATGAGGAAGAAATTGAGGCATATTCTTCGTACAAGGATATAAAAATTGCA -ATTCAAGCCATAATTAATGACGAAAAGGAACACGCCGAACACTTAACACAGGTTATGAAAAAGTATGAAA -GCGAGCAATTTATCTATATAAAGGAAAAAGGAAAAAGTGAGTATCAAAGACGTGGGAAACCTTAAAAATT -CCCACGTTTTTGTGTTTTATTCCTCTACAGATATTGGCTGGATACGTAGGTATACAACAAGTTATCTGTC -CAATATTATCAGGTAAACAGTTGGTTCCTCAAAATTCTCTCTAGAAATCAACAACTTTTCATATTTTTAT -TTAATGTGCATTTGTAGGCTTAATGAATATATAGTGATTTTTTTATATAAATTAAGACAAACATTCTTAC -ATTGGCAGATCTCGCATATATATTTCTTAGGGGGGTATTGCATGTTTATCTTGATAAATAGGAACAAATT -ATACTGGATCTTTAGCGTTTTTTTATTATTAATTGCTCTTTTTTTTGCAGTTAATACTTTTGTTATCAAA -GGCAACTTTACAAGACATGCAACTAATAATCAACAGCAATTTCTGATATTTGTACATATAGATGAAAAAA -CACTTTATTTATTTGAAAATGAAAAATGTATAAAGAAATACCCTATTGCATCGGGAAAACCCGGATGGCC -CTCCCCTATAGGAGAATGGAAAATAGTTGAGAAAAGCCAATGGGGAAAAGGCTTTGGCGGAAGGTGGCTG -GGGTTGAATGTCAGATGGGGTAATTACGGGATTCATGGTACTCAAGATGAATCCTCAATTGGAAGGTCGG -CAAGCCATGGCTGCATACGTATGTATAACAGGGACATAAAAGAACTTTACGATATAGCTCCTTTGGGAAC -AGCAGTTGTTATTCGTAACGGGCCATTCGGACCCTTTGGAACCGGTTTCAGAAATCTGAAGCCGGGAGAC -AGGGGGTCAGATGTTCTAGCCGTTCAGGAAAGGCTTAAGCAGCTTGGATATTTTAACGGCTATGAATCCG -GTATATATGAGGATGACTTGAAAGAAGCTATTTTTCAATTCCAGAAAGACCATAATCTCAAAGTTAAAAT -TACCATTACTACAGTCGATTATAATGCAATGGGCTATACAGAATTTGAATAGATATAACCAGAGTTTACT -CTACAATCTGACCATGTTTTTCATAATTGGTTTTACGTGTAATACGATTATTATCGTCAACAAATACTAC -ATTGGGTTTATGCTTCTGGGCTTCTTCCTTGGTCATCTGTGCATATGCCATGATAATAACTTTATCGCTT -ACCTGTGCATACCTGGCAGCTGCACCATTTAGACAAATAATCCCCGAACCCTTTTCACCTGCAATTGTAT -ATGTTTCCAGTCTTATACCATTGTTAATATTTACCACACAAACCTTTTCATACTCCATAATCCCCGCTGC -TTCTAATAAATCTTGATCTATAGTAATACTTCCCACATAGTTCAATTCTGCTTGAGTCACTGTAGCTCTA -TGGATTTTTCCACTTAATAATGTAATATTCATACCTAACCTCATAAAATAATAAAAATAAATCAGATTGT -TTAATCGGGTATAAAGGAAAAATTGTCAATAAGTCTGACATTTCCTATATAAACCGCCATTGCTATCAGA -ACAGGTCTGTCTATAGTATCAACCTGCTGCATTGTCATTGTATCTACAGCTTTTAAATAATCTATCCTTG -CTAACGGCTCCTGATCTATGATAGCTTTCATTTTTTTTAAAAGAACATCTGTTTCCCTACACCCTTTTTT -TACCATATCTTTACCTGTAAAAATTGATTTGCTTAGTACTAATGCTGCTCTTCTTTCTTCACTGTTCAGG -TAGGTATTCCTGGAGCTTTTGGCAAGACCGTCTTTTTCACGGATAATTGGACAACCAACTATTTCAATAT -CCATGTTTAGGTCCCTTACCATTCTTTTTACAATGACCAGCTGCTGTGCATCCTTCTCACCGAAATAAGC -CCTGTCAGGATTTACAATATTCAGTAGCTTATTAACAATCGTACATACTCCCTTGAAATGCGACGGGCGG -CTAAGTCCGCATAACTCCTCGGTAAGAACAGACATATCTACAGAAGTACAGAAGCCCTCCGGGTACATCT -CCCCCGGTTCAGGACTGAATATTAAATCCGCACCTAATTCTTCACAATACTTTAGATCCTTTTCCAAGTC -CCTGGGGTACTTTTCCAAATCCTCTGTAGGTCCAAACTGCATTGGATTTACAAAAATACTAACCACTACC -TTTGAATTTTCTCGAGCTTTTAAAATAAGACTTCCGTGTCCTTCATGTAAATAACCCATTGTGGGGACAA -GACCAACCGATAATCCTTGTTTTTTCCAGTCTTTTACTATGTTTTTTACTTCATGTATAGTATTAACTGA -TTTCATAGCTTTTCCTCCGAAATCAACTTGTCAATAACAGCTTCATCTATCTTATATGAATGTTCAAGAC -CCGGAAAAGTCGAATCCTTGATTTCACAAATGTATTTTTTAAATGCCGATTTCATTTCTGAACCTAAATC -AGCATATTTTTGGACAAATTTAGGAGTAAAATCAGAATAAATACCCAGCATATCCTGATATACTAGTACC -TGTCCATCACAGTATTTTCCTGCACCTATACCAATTGTAGGTATCGATAGTTTTTTTGTTATAATTTTTG -AAAGCTCTGCCGGAACACATTCCAGTACAACAGCAGTTGCACCCGCAGCCTCAACCGCTTTGGCATCATC -AATTAATTTGATGGCAGCCGCTTCATCTTTTCCCTGTACTTTAAACCCTCCGAAAGAATTTATGGACTGG -GGTGTCATACCCAAATGCGATATCAAAGGTATTTTTGCATCTACAATAGCTTTTATCTGGGGGCACACTT -CCTTGCCACCTTCAAGCTTCACTGCATGTGCATTTCCTTCTTTTACCAGCCTCCCTGCATTTACTACTGC -ATCATAAACAGAAGTCTGGTAAGACATAAAGGGCAAATCTGCAACAACAAATGCATACTTGCACCCCCTT -GCAACTGCAGCCGTATGGTGTATCATATCCTCCATTGTAACAGATAAAGTATTTTCATAACCAAGCATAA -CCATTCCCAGTGAGTCCCCCACCAGGATACAATTCACTCCTGCTTCATCCATCAATTTTGCTGTAGAATA -ATCGTATGCTGTCAGCATACTGATTTTATCGCCGTTTCTTTTCTGGTTTTGAATAGACGCAGCTGTATTT -TTAGATCTATTTTCTTCTACTGTCATTTAACTAACACCTCTATTTGCTTTTTTGTAAGTCTAATTATGCT -CTAAAAGATTTTCCAATTCAACGTAATTATTTTCTGGATTTTTTTCTTTTGCTATATCAATCAATTTTTT -AGATAACGAAATATATATTTCTTTCTCTTCCTCTGATAGAATCTGAAGATGCTTTCGTACTGTCATTACA -TCATTTCGTTCAACAGGCCCTGTCAGTGCCTCTACCAACCCCTGTTTTTCAATATTTTCAATGGCATGTC -CCATTAGAAAAAGAACTGATTTTATGGCTTCATTCCGGCTAAAGCCGCATTGCTCAAGAATGTCAGTTCC -CTGTCCGGCAAGTGCAATGACCTGATTACTGGCAAATACAGCTGCTGCATGATATTTTATCTTTTGAGTT -GAATCAATTATTCTGGTATCGTTTCCAAGCCCTCTGAACAATTCCTCAACTTCCTGCAAATGCTCCCGGC -TTCCCTCAATTGTAATCAATGCATTATAAAGTTCTTTATATGAAGCTGTTTTACTGCTACAAGAAAAAAG -AGGATGGATTGAATAGCCAAATCCCCCTTTTTTGTCAATTCCCGTAAATATGTCTGATGACAATGCACCT -GAACAATGACAAATTATTTTACCTTTTATAGATAGTTGTTTTACAATATTCCATACTTTCTCTATTGAAT -TATCAGTTGTTGTAATAAATATCATATCACTGCTTTTAACAAGCTCGCTTACTGATGTAAATAACCCTGA -CCGAGTAAAATCTGCAGCCTCCTGTGCCGCATTTATATCAGTATCAAAGTATCCTGTCAATTCAATATTG -TTTTGTTCAAAGTACTTCCCAAAAGTATTACCTACTTTTCCTGCTCCAATGAATCCTACATTCATTACCT -AAAACCTCAACCTACATATTATTGAATAGTTAACTGTATTATATGTATAATATACTTTTTGGAGGTGTTC -TTGTCAACCTTTTACAAATATCATAAAAATGCAGGTTTTATGGGGATTTTATTGTGAGGTTACCTTGAAA -GTCCAAATTTTACTAATTTAGGGATAAAAAGGGGGACGTTACAAAACTTATCTTGTTTTGTAACAGTCCC -TTTTGTATATCCTTATTAAAATTCAAATTTATTTTCAAAATATGCTGCAAGATCTTCAATTTTAATTCTT -ACCTGCTGCATGGTATCTCTGTCTCTGATAGTAACACTCTTGTCTTCAAGTGAATCAAAATCAAAGGTAA -TGCAATATGGTGTTCCTATCTCATCCTGTCTTCTGTATCTCTTACCTATGCTTCCTGTTTCATCATACTC -GCAGTAATAGCTCTTAGCCAGCATCTGATAAACCTTGTCAGCATCCTCACCCAGTTTCTTTGATAAAGGA -AGAACAGCTATCTTTACAGGTGCCAGTGCAGGATGGAATCTTAAAACAGTTCTTACATCGCCTTCTGCAA -CCTCTTCTTCGTCATATGCTTCACAAAGGAACGCAAGGGTAACTCTATCAGCACCCAAGGATGGTTCTAT -ACAATATGGAACATACTTCTCATTTGTAGTAGGATCAAAGTATGACAAGTCGTCTTTTGAATGAGTCATA -TGCTGTTTCAGGTCAAAATCTGTTCTGTCTGCAATTCCCCAAAGTTCTCCCCAACCAAAAGGAAACAAGA -ACTCAATATCAGTAGTTGCATTACTGTAATGTGAAAGTTCTTCTTTTTCGTGGTCACGAAGTTTCAAGTT -TTCCTTTTTCATATTCAGGCTCAGGAGCCAGTTATAACAAAAATCTTTCCAATATTTAAACCACTCAAGG -TCTTTTCCGGGTTCACAGAAGAATTCAAGCTCCATCTGTTCAAATTCACGGGTTCTGAATGTAAAATTAC -CCGGTGTTATTTCATTTCTAAAGGACTTACCTATCTGACCGATACCAAAGGGTATTTTTCTTCTAGTTGT -ACGCTGAACGTTCTTAAAATTAACAAAAATACCTTGTGCTGTTTCAGGTCTCAAATATATTTCAGACTTG -GAGTCTTCGGTAACTCCCTGAAAAGTCTTGAACATAAGGTTGAACTTTCTGATATCAGTGAAGTTTGCAG -ATCCGCAACTAGGGCATCTGACACCCTTATCCTTTATGTATTGCATCAATTCTTCATTTTTCAGACCATC -TACTCTGAATTCAATATTGTTTTCGTTATTCCAGTCTTCAATAAGCTTATCTGCTCTATGACGGGTTTTA -CAATCCTTACAGTCTATCAAAGGATCACTAAAACCGCCTACATGGCCTGACGCCACCCAAACCTGCGGAT -TCATAAGTATTGCACAATCAACTCCCACATTGTATGGACTTTCCTGTATAAACTTAAGCCACCATGCTTT -TTTTACATTATTCTTTAGTTCCACGCCAAGAGGACCGTAGTCCCATGCATTTGCCAGTCCTCCGTATATA -TCGGAACCAGGGTAAACAAAACCTCTGTTTTTAGCTAATGCAACTATTTTTTCCATTGTCTTTTCAGCTG -CCACTTTACAACGCCCTCCTATTTTATCCCGCTCTTTGTTCTAACATATGTTATTTTATCCTCTGCTATC -TCATTTATAGCAATCGTAACTTCCTTATCGGAATCACACTTTGCCATTTTGGTTGCGCCGTCAACTAATT -GTCTTGCCCTTTTTGCAGCCTCCACTGCTAATGTGTACCTGCTGTCTACTTTTTTCATCAATTCATTGAT -TGAAGGATAAATCATTATATATACCTCCCGTATTACTTAAATAAGCTTTCTATTATTTCAACATTTCTAG -ATGGTTTTAGACGCTCACTGTCTAAAACTTTTTCTATATTCATAACAGCTTCATCAACACTGTCATTTAA -TATTAAATAGTCATATTTTGAAACATATTTAATCTCACTGGCAGCCTTTTGCAGTCTTTTTTCTATAACG -TCAGTACACTCTGTAGCCCTACATTCTATTCGTCTTCTTAATTCTTCAAAGGATGGAGGAAGAATAAATA -TAAGTACGGAATCCGGGTACTTTTGCTTAATTTCAAGGGCCCCTTCAACGGTTATTTCCAATATTATATC -CATACCACTTTCCATAGAGGAATCAACATATGACTTTGGTGTACCATAGTAATTGTCACAGTACTTATCC -CACTCAATAAGGGCATCGTTCTTTATCATATCCAAAAATTTGCTTTCTGAAACAAAGAAATAACTCTGAC -CTTCTATTTCGCCTTCACGTGGTTTCCTTGTAGTAGCTGAGACAGAATACCTTACGTTATCCCTTTGAGA -CAACAACTTTTTACATACCGTACCCTTTCCTGTTCCTGAAGGACCGGACACTACAACTAACAAGCCTTTT -TGCTGCATGATTCCCTCCTACTGGGTAACTGAATCTTCATCGGTTTCATTACCGTCTTGCTCCTTGGTAT -TTAATCTGTGGGCTACTGTTTCAGGCTGTACCGCTGATAAAATTATATGGTCGCTGTCGGTAATTATTAC -TGCTCTTGTCCTTCTTCCGTATGTTGCATCAATCAACATACCCCTGTCTCTTGCTTCCTGAATAATTCTT -TTTATTGGTGCCGACTCTGGACTTACAATTGCCACGAGTCTGTTTGCGGAAACAATATTTCCAAAACCAA -TATTTATAAGCTTCATACAATCCTCCTGATCTATTCCATATTCTGAATTTGTTCTCTTATTTTTTCTGCT -TCACTTTTTAATTCAAGAACATTCTTTGTAATAATTATGTCGTTTGATTTTGAACCGATTGTGTTTATTT -CCCTGTTTATTTCCTGAACCAAAAAGTCAAGTTTTCTTCCAATAGGCTGTTTCTTTATATTTAATATATC -TCTTAACTGTGTTAAGTGACTTCCCAGTCTTACCAATTCTTCATCTATGCCGCATCTGTCGGCAAATATT -GCCACTTCCATAGCAATCCTGTTTTCATCTACTGTTTGCTGATTCAATAATTCCTTTATTCTATACTCCA -GTTTTTGCTTGTATTCTGTAACAACCTGAGGACTTCTTTGAGAAATGTCTGATATAATCGTTTCCATAAG -ATCAGATTTTTGAAGCAAACTGTTTCTCAATTCATTTCCCTCTTTTTCCCTCATTTGCAGAAGGGAAGCT -ATAGCCGAATCAAGAGCTATTTTAAGTACAGACCATAAATGTTCTTCATCATCTTCATTTTTCTCTATTC -TCAAAACATCGGGAAAACGGGAAATAAGTGATACGCTCAAGTCATCCTTCAAGCTATATTTTTCCTTGAG -CTTTTCAACTGCCTGTATGTAAGCACTTGCCAGTGGCTCATCAAGTGTCACACTTCTGGAATTATCAGAA -CGGTCTTCAAATGATATAAATATATCTACTTTACCACGAAATAGGCTTTGAGAAGCTACTTCTCTGACTC -TTTCCTCAAGATAACCAATCTGTCTCGGTAATTTTATATAAAAATCTATATAACGATGGTTTACAGTTTT -TATTTCTACAGTGAATTCCTTGCCATTATCACTAAAGGTTCCTCTTCCGAAACCTGTCATACTTCTAACC -ATATATGCCTCCGGTGAATGGGATAAAAATTTAACCCAATATATAACTATTAATCCCGTTTAGTATTATA -TCACAAATTTGCAGAATTTAAAGGATAAATTACTATTTTTCATATACTTATATCAATTTACTTCAATTTG -CTAATGTTTTTAATAATCATGAATTATTACCATATTTTTATACATGTTTTCATTTTCAATAGTATAAAAA -TAAAATGGAGGACATTTTCCCCCATTTATATAATAGACAATTATCAGAGATTTATAACATTTTCGATTGC -CTGCTGAACTCTGGTTTTATCAAAAGGTTTAACAATAAAATCTTTTGCACCCATTTTTATTGCATCTATT -ACCATAGCCTGCTGACCCATTGCCGAAACCATTATTATCTTGGTAGCAGGACTTACCTCCAATATCTCCT -TTATTGCCACAATTCCATCCATCTCCGGCATTGTGATATCAAGAGTCATTATATCTGGTTGAGTACGTTT -TGCCTGTTCAATAGCTTCATGGCCATTAGACCCTTCACCTACAACATGGTAATTTGTATTTTCTTCAATC -ATCCTTTTAATTAAGGTTCTCATAAATACCGCATCATCAACCACAACAAATTTAAGTTCTCCCATTAGAC -ACATCTCCCAATTCATACATCATTAGTGATAAAGATACCATTCCGGCAGTTTCTGTGCGTAGGATTCTAG -GCCCTAAAGATATTTTCTTAACTCCTCTATCCTCAGCCATTTTAACTTCCTTTTCTTCAAACCCACCTTC -AGGACCAATAATAATACTTCCACTGGTAATTCCTTGGTACCGGGCTACAACATTTTTTAATCCAACCGCA -CTTTCCTTTTCATAAGGAATTACTGACAGTTCAGCTTGAGATGCCATTTCAACAGCTTCTTTAAAAGTTA -TGGGATAGTGAATATTGGGAATTATTCCCCTGTTGCATTGCTTTGCAGCTTCTCTTGCTATTTTTTGCCA -TCTTGCAAGCTTATTTTGAGCATCCTTATCCGTATTAATCCTTGAAACACAGCGTTCTGTCATTACAGGA -ACTATTTCCCATACCCCAAGTTCAACACATTTCTGTATAATTAACTCCATCTTGTCTGACTTGGGTAAGC -CCTGAAACAAGGTAACTTTTAATGATGATTCAGTATAGTTTTTATTTATATCTGTTATTACACATACAAT -AGAGCTATTTTTTATTTCTTCTATTTCAACTGTGTAGTCAAACCCACCACAGCAAACGGTTAATTCGTCT -TTTATCTGAGCACGGAGAACTTTTTTTAAGTGCTGAAAATCTTCTTCGATTATATTAACTCTGCCGTCCC -CAATTTGAGATTCTTTCACAAAGTATCTGGACATTTAAACACCATTGCCACCCATTCTCCCATTTCTAGG -GTTTCTATCCGTGACATCCCATTTTTTTCACAAGCATCTATTACTTCCTGTTTTCTTTCTTTTATAATGC -CTGAGGTAATAAACAAGGATTCCTTTTTTAAATAATAAGGTATCTGGGAGGACAAGTCAATAATTACGTT -CGCTATTATATTAGCTACGATTATATCGTACTTATGTTCTTCCGCCTTTAAATCAGATAATACAGCCTTA -CGTGCTGATACCTTTGTTATTTCCTGGTTCAGCTCGATATTTTCCCTGGCAACTTTGACTGCAACTTCAT -CTATATCAATGGCTTCAACCTGTTTTGCACCGAGTTTTGCAGCAATTATTGAAAGTATACCTGTACCACA -GCCAATATCCAAGACCTCTGTATCATCTTTCATGTACTTATCAAGCAATATGGAACACATCTGCGTTGTT -TCATGGGTTCCTGTCCCAAAGGCCATTCCGGGGTCCATTTGTATAACTATTTCGTCGGCATTTGGACTAT -AATCTTCCCAGGTTGGTTTTATCACTATTCTGTCTGTCAGTTGCAGAGGCTTATAGTACTTTTTCCAAGC -TGTAGACCAGTCCTCATCGTCAACCTCGTTATATCCCTCTAGCCCTTTCCCAATGTTTAAAAATTGGGAA -ATATTTACTAAACCTTCGTTTATTTGCTTTAATAACTTGTCTATATCGTTACCGCTCTGGAAATATGCCT -GTATAACAACATCCTCACCTAACGACTCGAGAAATTCATCATCTGCATAATCCAGAGAATTTGGCTTTAA -TATTTCTTTTTTTATATCAAAAGGGTCCTTGATAGCGACGCCTCCGGCCCCCATTGTTGTAAGCATCTCT -GAAACAGCATCACTGGCTTCATCTGTAGTACTTACCCGTACTTCATACCATTTCATATTTATTCTTTTGC -CTCCATGAGCAGTAAATTTTAAAATTATTTAAATGCGTCCTTCATTTTGTCGAAAAAGCCTTTTCTCTGC -TCATGGGAGTCATCGCCGCTGATTTCGGCAAACTCCCTCAGCAATGCTTTTTGTTTGTCATTGAGTTTTT -TGGGAACCTCTATATTTACTTTTACGTACTGATCTCCGCGGCCGTTCCCTCTCAGGTATGGTATTCCTTT -TCCCTTTAACCTGAATACGGAGCCTGTTTGGGTTCCCTCCGGTACAGTATATTTTACTTTACCGTCAAGA -GTCGGAACTTCTAATTCAGCACCTAATGCAGCCTGTGTAAATGTAATCGGTACCTCGCAGACAACATTAT -TTCCCTGCCTTGTAAAGAGCGGATGGGGTTTTACACGTATGTTAACATACAAATCTCCGTTTGGACCGCC -CTTGACTCCGGGGTCTCCGCCCCCTCTTAATGAAATGGTCTGACCATCATCAATTCCCGCAGGGATATCT -ATTTTGATTTTCTTCGTACTTCGCAATCTTCCTTTTCCGTTACAAGCAGGGCAAGGTTCTGTAATAATTT -TCCCTTCACCTTTACATGCGTCACAGGTTTTTGTGTTAATAAACTGACCAAATGGTGTATTCTGCTTTAT -CTGGACCTGACCTGTTCCGTTACAATGGTTACAAGTTGTGACATTACTTCCGGGTTTAGCCCCCGAGCCT -GTACATTTTGAACATACTTCCATTTTGCTTACATTTATTTCCCGTTCAACTCCAAAAGCAGCTTCTTCAA -AGCTGATCTCCGTTGAATACTTAATATCAGCACCCTTTTGTGGACCTCTTCTAGTTTTGCTTCTTCCTCC -GAAGCCTGAACCACCGAAGAAGGTCTCAAAAATGTCTCCTATTCCCCCAAAGTCAAAATCAGTAGAGAAT -CCTCCTGCACCGCCGAATCCATTAGGATCTGTTCCGGCGTGACCAAATTGGTCATACCTGCTCCTTTTCT -GAGAATCACTAAGTATCTCGTAAGCTTCATTTACCTCTTTGAACTTTGCTTCTGCAGTTGTATCCCCTGG -ATTGACGTCCGGGTGATACTTTTTTGCAAGATTTCTATATGCTTTTTTTAGTTCAGCATCAGAAGCGTTT -TTGTCAACGCCCAATACTTCGTAATAATCTCTTTTATCTGCCATTCAATTCAACTCCCGTCTTATAACCC -AGCAAACAGGCAACCTAAAATAAGCCAGAGCTGATATTGTATAAGCTTTGGCATTATATAAACCTTATGC -TGTTAATGCTATAGGGGCTATTGAAGCCCCTATACATTATTATATATTTATTTATCATCGTCAACTACTT -TATAGTCGGCATCAACAACATTTTCATCCTGCCCCGCTCCCGGTGCTTCCTGTTGTCCGCCAAACCCAGC -TGCTCCCGGATCTGACTGAGCACCTTGAGTCTGTTGATATATTTTTGATGATATATCATAGAAGGACTGC -TGCAATTCCTCTGTAGCCTTCTTTATTACTTCAATGTCGGTACCTTTAAGGGCATCCTTTACTTTGTTTA -CTCCGCTTTCTATCTTTGACTTGTCATCAGCAGACACTTTATCACCAAGGTCTTTTAATGACTTTTCGGA -TTGATAAATTAGGGAATCTGCATTATTTCTTACATCTATTTCTTCTTTACGCTGTTTGTCTTCTGCAGCA -AATTTTTCTGCTTCTTTTACAGCCTTGTCTATATCGGAATCAGACAGATTAGTTGAAGCAGTTATTGTTA -TCTTCTGTTCGTTTCCTGTTCCAAGGTCTTTTGCAGATACATGAACGATGCCATTTGCATCTATATCAAA -AGTAACTTCTATCTGAGGTACACCTCTAGGTGCTGATGGAATACCTGTGAGTTGGAATCTTCCAAGAGAC -TTATTGTATTGAGCCATTTCTCTTTCACCCTGTAATACGTGAATCTCAACACTTGTCTGTCCGTCTGCTG -CAGTAGAGAATACCTGACTCTTCTTTGTAGGAATAGTTGTATTTCTTTCTATAAGCTTTGTGAATACTCC -TCCAAGTGTCTCCAGTCCCAGTGACAATGGAGTAACATCCAGAAGGAGAAGTCCAGTTACATCACCTGTT -AATACACCTGCCTGAATAGCAGCACCAACAGCAACACATTCATCAGGATTTATTCCCTTGAACGGGTCTT -TTCCAAGATATTTCTTTACTGCTTCCTGAACAGCAGGAATTCTTGTGGAACCACCAACCAAAAGAATTTT -GTCTATCTTGTCAGGTGTAAGTCCCGCATCCTGCATAGCCTGTCTGGTAGGAACCATTGTATTTTCAACG -AGATCAGCTGTGATTTCGTCAAATTTCGCTCTTGTAAGTGTTACATCAAGGTGCTTTGGTCCTGATGCAT -CAGCAGTTATAAATGGCAGATTTATATTTGATGAAGTTACGCCGGAAAGCTCTACTTTTGCCTTTTCAGC -TGCTTCCTTCAATCTTTGCATTGCCATCTTGTCATTTTTCAGATCTATACCACTTTCTTTTTTAAATGTA -TCAACAAGGAAATCTATTATTCTCTGGTCAAAGTCATCTCCGCCTAGTTTGTTATTACCGTTTGTTGCAA -GAACTTCAAATACACCATCTCCAATTTCAAGTATGGATACGTCGAATGTTCCTCCACCTAAGTCATAAAC -CATTATCTTCTGGTCATGTTCTTTGTCAAGACCATATGCAAGAGCTGCTGCTGTAGGCTCGTTTATTATT -CTGAGAACTTCCAACCCGGCAATTTTTCCGGAATCCTTTGTTGCCTGTCTTTGTGCGTCACTAAAGTATG -CTGGAACAGTAATAACCGCCTGAGTTACAGTCTCCCCAAGATATGCCTCTGCATCAGATTTTAGCTTTTG -AAGAATCATTGATGATATTTCCTGAGGTGAGAATTTCTTTCCATCTATATCAACCTTATGATCGGTTCCC -ATATCTCTCTTTATAGAAATAATTGTTCTTTCAGGGTTTGTGATAGCTTGCCTTTTTGCGACTTGTCCGG -TCATACGTTCACCGGTTTTTGAGAATGCAACAACCGAAGGAGTAGTTCTATTTCCTTCCGGGTTTGCAAT -AACAATTGGTTCACCGCCTTCCATAACTGCCACACATGAATTTGTGGTACCTAAATCTATACCAATAACT -TTTGCCATAAATAATACCCTCCTTAAATAACTTGTTAATCTTTTTTATTATTAAACTACTATGTTAGTTT -ACTGTCTTTATTAATTTACTACCTTTACCATACTATATCTGATTACTTTGCCTTTCATGGTGTAACCCTT -CTGGAATTCTTCAACCACAATGTTTTCACCGATTTCATCATCAGTTACATGCATGACAGCATTATGAAGC -TCAGGATCAAAAGGATTATTGACAGCCTCTATTGCTTCAACGCCTAGCTGTCCCAGACAATCCTTCAACT -GCCTCATAACCATTTCTACGCCTTCCTTCAAAGGGTTATCTTCCATACCCTCTGCTGCTTTTACTGCTCT -TTCGAGGTTATCTACTACCGGAAGTAAGGTATTTACAGTGTCTATTGCAGCATCAAGGCTAAGGGCTTCC -TTTTCCTTAACTGTTCTTTTTTTATAGTTGTCAAACTCGGCCGCTGTACGCTGAACCATGTTTTTAAAAT -CTTCACATTGCTTCGTCTTTTCTTCCAGCTTTGCTTTCAGTTCCTCAATCTCTGTATTTACGGTTTCGTC -ACCTTGTGAATCAACAATCTCCGGTGTGTCACTTTCCATCTCTTTGTTATTTTCTTCAAAATTCATTTCA -TTGGTTTTTTTGTTTTCCTCATTAGGAAATTTTTCTTTTTTCATTACGTGAATACTACCTCCTTGTTTAT -ACTATCCATTATCCAGAAGTTTAAGAATCTCCTGATTGATTTTATTCCTTATATAGTTCATAGATGACAC -AACCCTAGAATACTCCATTCTGGTTGGGCCAATAATACCTATTGTTCCTATTACATGATTACCGACACTG -TACGAAGCAGTAACCAAGCTACAATCTTTTATACCTTCCATAGCATTCTCATTTCCTATGTGAATAATTA -TTTCGTTATTATCATTTACACTATTCGTTAGAAGGTCAGATACAAGTTTCTTTTCGTCTAATATATTCAA -AAACTCCTTAGCCTTATCAACCTCTTTAAACTCAGGAAAATTAAGAATATTTGTAGCACCTTCAAGATAT -ACTTCTGGGTTATCAATAGTTATAATCAATTCCTCTATTCCATCGAGAATGGGTTTTATTAACCTAAAAG -GTAATGCTGTTAGTTTTTCAAACTTTTCATTTAAAATGTCTGATTTCAGCATTTCCAGAGTAAACCCTTT -AAGCTGTTCGTTAAGCATATTTGAAATCTGAATCAAGAAAGCGGGAGTAACACTTTCAGGAATTCTGATC -AAGTTATTTCTTACAATATTTGCATCTGTAACAATAATTACCAATGCCTTTCCCGACTCTATCGGCACTA -CCTGAACAGATTTAAGTACACTCTTTTTCATATGAGGTGATACCGCCATAGAAGTATATTTGGTAATTTT -CGCCATAACCGCCGAAGCACTCCTAATTAGCTGACTAAGTTCATTTATTCTTATGTTCATATCACTTCGG -ATTTTTTCAATTTCACATTCGTTCAATTCATCTATCTTCATCAGCTGGTCAACGTAAAGCCTGTACCCTC -TATCAGAAGGAATCCTGCCTGCTGATGTATATGGCTGTTCCAAAAGCCCCATTTCCTCAAGATCAGCCAT -TTCATTTCTTATGGTAGCCGAACTTAAACCAAGTTCATGCTTCTTGGCAATAGTTCTGGACCCAACAGGT -TCAGCCGAGTATATATAATCATCTATTATTGCTTGCAATATTTTCAATTTTCTATCGTCAAGTAGCATTA -TAATCACCCCTCTTGTTAGCACTCTATAATGTTGAGTGCTAATTATATACTAAAAATAACACTAGCATAT -TTGTTTGTCAAGTATTTTTCTTGTAATATTCGGTAATAAATTATTAAATACAAAAGACCGTGTACAGAAA -ATATATTTTTTCTGGTACAAGGCCTTTTGTAAAACTTACAAATTGTTTATTTTCAAATTCCGCCGTTCAT -CTGACGATAGTATTCCGCACAAGCGTACTTGCCTGATTTTTCACGGTATATTTCAAAGAAAAATACTATT -GTTATAAACTGGGCAAGATACGATACTATAGACGATACAGCTCCTCCAATTATAGGAATCCATCCTACCA -CTACGCCTATTATTGCTCCGCCTATTGAACCAAATATAGCTATAAGCATACTTATACCTAATATTTTCCC -AAAACTGCCTGATACATATCGGAATGAGTTCTTTAATCCTGTTAATATATCTGAATCCTCTACGCAAACT -GCTGTAAACCATAGTGAAGTGTATACACCCAGTGCAATACAAGCGGCTATAAAAGCCAGAGTAAACAAGA -CCAGTAGTATAGCACCTGCAACTTTGGAAACCGCCGTTACTACAACTATTCCAATTGTAACAAGAATCAG -ATATGCAATTACCAGTCCTATCCAAATAGCAATTTTTAACAAACCATAGAGTACATACCTTCCGATATAC -TTTGTCATAGAAGATGTCATATCACTAAGAGTTGAAATACCCGTTTCATACTTTTTATTTATCATTCCGT -ATGTAGCGGGGTAAACCAAAATAGACAAAATCAGACCCAAAACCGCGGAAATTATCATACTTATAATCAT -AGCAGGTCCATACAAGTCAATGAACATACGGTATGTGGGAATAAATGTTCCGCTGCTGTCAAGCATCTGC -TCAAATATCTGTTCAAAATTCTTCATATTAAACAAAAACCCTAAGGACCCCACACCCATAATCATGCTCG -GTATTGCCATAGCAATAAGCAACGGAAGTGTTATTATAAAGTTCTTAAAAGTAAACTTAAATGCATTTTC -AAGGTATCTCATACCTAACCTCCCAGTTTTACCATAATAATATAATTTTTAATTCTTATTTCGATTACTC -TCAATATATGCCGATACAAGGCTGTTATAGCCTTTCATCACATTTTGGGTTACAGCATTTTCAGCAGAAT -TCAATAAGCAGCTGTCTATTATTTTTAATGGCATTGCATTAATGGATGTACCTGTTATAAAAGCTGCATC -AAAATTACTTAGCTGTTCGACACTAATCAATGTTTCTATGACTTCGTAACCCAGTTTTACGCAAACATCG -ATTATATATTGTCTAGTAATACCTTTGAGTATATATTCTTCGGGAGATGTGTAAATTTTGTCACCTTTCA -CAAAAAAAACATTGGATTTTCCGCCTTCTGTTATCCTATTGCTATCGTTTACCAAAAGTACTTCAAAAGC -ACCATTTGCTTCTGCAACACGTTTTACTTCTGCTTTATATGAAGTATTCACCATTTTTATACTTGGATTA -TTCCTGCTGAGCTTAACGGTACAGCTTTTTACGCCACTATCATATTCCTCTTGTGAAGGGTAGTAGAATT -TGTTTATGTGCAACAATGTAATCTGCTCTTTTTCGTAGAGAAGTACCAATACTTTTACATTGCAGTCTGT -AAATTTATTAAGTTCACATATCTTATGAATTTGAGCCTTCAAATCCCTTTTTGTGATTTCCAGTTCATTT -TGAGTCTTTTGTACAGAACTTTTAAGACGTGAAAAGTGGTCATCATAAAACAGCGGAGTACCTTTAATTA -TGCGTATAACCTCATAACAAGCTGAATATTTTTCATCTGAATATTGATTAAGTGCATCAGACGGTAAAGT -CTCCCCGTTAATAATACAGTTTGTACCTATGTTTTCTTCAAATGTCATTTTTTTGCCCCTTTTGATATGA -ATTAAAGAATGTAATGCTTAAAGTTTTTACAATTTAATTTTAATTATATAACATTCTTTATAAATTAATC -AATCTCATCCAGAGACAAATTGAAGCTTGGGATGAATTTCTCCATAAAATATCTGACCTCAGGCAGGTTA -ATCTCCATTATCGTTTGAAGAATGGTTTCCTGAGCTTTTTTGAATTCGTTGTTTCCGGCCTTGACTTCTT -CAATACATTTAATATAAGCTGAAATCCTGTCAGCCGCTTTGACAAGTCTCCAACAACTGGTATCATCCGG -ATTTTTAAAGAACAAGGAGTAATATTCATCTGCCATTTCCTCTGGAAGCATTGATATTATTTTCTCCTTT -GATATGTCTTCTATATCCTTGTAAATTTTACTTATCTGTGGGTTATAGTATTTTATGGGAGTTGGCATAT -CCCCTGTTATTATTTCATTGCAGTCATGAAACATTGCAAGTATTGCCACTCTCTCAGGGTTTACTTCTCC -GTTGAAATATGTATTTCTGATGACCGCCAACCCATGTGCTATTATAGCAACCTGAAGACTGTGTTCCTGA -ATATTTTCGGTATACGTGTTACGCATTAGGCCCCATCTGTTTATATACTTCATCCTTGAGAGAAATGCAA -AAAAATGAAAGCTGTTATCACTCATATTTTCACCTACATCCAGTATATTTCTTCAAAGCAGCTTTGTGCA -AACTGGTCTGTCATCCCGGCTATAAAATCAATTACTTTTTGAGCATCACTTTCAGACTCGTCGTATGCCT -TGTCTGCTATAAAGTTATAAAACATTCTGTAAACCTTATTTTCATTTGTCTGAAGCTTTTCAAAATCAGA -TAGGCTGTCGAGCAGGCTGTCAAACAAACCTTCAAGAGTGTTTTCGGCAATTTTTTCATATCGGGTTATT -TTATCAGCCTTATAAATTAACCTTATATTTTCATTTATGAGTTTTTCAAGTGCCTGGCCTTTATCCGGGC -TAAGCCGGATACAATCCCTGCCGTAGCTGTTCTCAACCATATCACAAACCAGAGTATTTATTATTTCCCC -ATTTGTGTTACCCAACTCATTTCTTATATCCTTGGGTATATCATGGACGTTCATCAGGTTGACACGTACA -GCGTCCTCAATATCCCTTCCGGCGTATGCTATTTTATCTACCAGTCTCACAATGCAGCCTTCAAGGGTAA -ACGGAAGACCTCCTCTGTCTTTTACATTACACAGTGACTGTGGTGTTTTCCCTAAATCTCTTTTTAAAGA -ATATTCGTTATAGTTTTCACCACAGTGTGATACTATCCCGTCCCTTACTTCAAAAGTTAGATTGAGTCCG -CATTTTTCATGTATTTTTTCTTTAGAGATACGTGTTGCAAGCTTTTCTACAACCCTAAGGCTGTGGAGCT -CATGTTGAAAACCGAACTCTAAATTTACTTTCTTCATGCATTTATCTAATACACGTTCACCGCTGTGGCC -GAATGGAGCATGCCCAAGATCATGCCCTAAAGCTATTGCATATGTAAGGTCCTGATTCAAATTCAGCGTT -CTGGCTATAGTGACGGCTATTGAGCCTACATTTAATACATGCTCCATTCGTGTACATATGTGGTCGTTCT -TTGCATTAAAAAACACCTGTGTTTTGTGTCTTAATCGTCTGAATTCCATGGAGTATAAAATCCTGTTCCC -ATCACGTTCGTAATCTGTTCTGATAGGACATTTTTCTTCATTGATTATCCTGCCAAAAGAATTAACACTT -CTTGCTGCATAGGGACTCAGTAAATTTTCCTGCTGTTCTCTTAGCTGTCTCCATATCATAAAAACACACC -TCCAGCCTTTAATTCTAATATTATCATATTATTGCCGGAAAGTATGCATTACAATTAATCAGCATATTAC -CACTGGCCTCTCGTTTTCCTTCCACTGGCAAATATGGCAATTCCTGCCGCTATGAGTGCCACTGGAATAA -AAAAGCTTGGTTTAATAAATGTCAATATTGTGTTCATGAACATACAAGCAAAGAAGAAGGCGGAAATACC -TGCAATTATCATACTTGCTATTAGCAAACCCTTTTCTCTTCCTGAAAAAAGATACATCTGAAATAATCCA -ATAGCTACAGATAATATATAAACAGGCCATGTATACTCGGCAAAATACCAATTTGTCGTAACCTCGAACA -TAAACAGTAATCCAATAGTTGTGAAGATTCCTCCGGGTATGAGTAATCCTGAATTTTTACCTGTTATAAA -AAAACTAAACTCAAAAGTCAACCCAATCAAAAGCACTATAAATACCCAAAAATCCCTAGTTGTCAGATTC -AGAAAATCTAAACCAAACAACATTTTTAAAACGAGCAGCACGGCACCGGCGACTATGAGTAATACACCTA -CAAATGAATAATTTTTTTTCATAAGAACCCTCTCTTTTTTATTTGTTATATATTAATTTCATTCTATATT -GATTATACATAATTTTGTTATTTTTTGTCTGATTCATTTATATATGAATTATATTTTTTTATCTGGTAAT -AATATGCCTATTATTTAAAAACAGGAGTGAGTACCATTAAGAAGAGATGCAGGTTATTTTTACTTATATT -TAGCATTCTTATTAGTTTGTATTGCATTTTTATTTGGGATAATATGTACAAAGCAAACTACACTCCTGAA -GGCCCTCAAGTAGACATTTCAAGTATTTTGAAGAAGGAAAGCCTAAGCAGTACGGATTATTCTCTTTTAT -TTAAACAAACAGGTCTTTCCGGAACAGCTATCGACGAGTTTCGTTTATCTTCTGACGGCAATGCAAAAAT -ACTTTCTATTCAGAATAACTACTTTAAAAGGAACAAGATATTCAGAGAACAGCTAAACCCTTTTACAGTT -CAAGAGTCGATACTTGTCAACGGCTCGATAAGCAGGTTTATTCAAATGGCACCGATTAAAAACGGTGATA -TACTTTTGACTAAATCCTGCTATACTCTTTACTGGAGGCATGGTCACTGCGGCATTGTAATTGATGCTCA -AAAGGGAATTACATTGGAATCACTTACACCAGGCAGCCACAGCATCACACAGGATATAACTAAGTGGCAG -TATTTTCCTACTTTTAAAATTTTAAGGCTTAAAAATGGAGATCAGAAAAAGCTTGATGAAATCGCATCAT -TCGCTGCTAAAAATCTTGCAGGTATAAAATATGGTATTTGTTCTCCTAAACGATATGATGATTCCAAGCC -AAAGGTTGAGAACTGCTCACAAATGATATGGCAGGCATATTACCACTATGGATATGATATAGACGGGAAC -AAAGGCTTGTTGGTCACACCTTCTGATTTAGCTAAGAGTGATCTTTTTGAAGTTGTCCAAACATTTGGGT -TCCCCCCGGAGAAGCCATGGTAATAAGAGTTCTATCTGATAACTTTTTTATAATAATTATTCTCCAATAT -CTTTTCCGAATAGGTAAACATGTCATTTACACGTTTGGAAATCTCAGTCCTGTATTGTTTATTGACAGAT -TCATTTGTTTCTCCTTCTGCAAGAAGAAATTTACCGTTCTTTGAATTGTATCGTGCTTTGTCAGTTAGCC -AGCTCCAGTTTGAGAATACGACCAGCGGCGGAGCGTCAGAAAAAATATCTCTCCCCATTAGTAATCTGGA -GTCATATTCAACACCCATCAGGTTTGATATTGTAGGCAGTATATCCATGCTTGCACATGGTTTACTTATC -TCTTCGGATTTAATTCCTTTTGACCATAGTATAAATATTCCCTTGTAAAGTTCAAAGTTTGTCTCTATCT -GGTGTCCTGCAAGTTCGCTTATTTCTTTATTTGTAAGTCCGTAAGGGTAGTGATCAGGGCTTATTGCAAT -CAGTGTATCATCTGCAATACCTGATTGTTCGAGAAGGGCGATTAACTCTCCCATAGCTCTGTCAAATTCT -ATATTGCATGCAAGGTAAGCTTTTACTCCAGATGAATATGGTAAGTTTTTTACTAGCTCTCTGTTTTTTG -CCGACATCGCATTTCCGTTAAAAGTATACATCAAGTGTCCGCTCACAGTCATATAGTATGTATGAAACGG -TGTTTTTCCCATATATTCATCAGCAGTTTTTTGAATCATTTCAAGGTCTGATTCCGGCCAAGATTTCTTT -ATATTAAGACCGTTACCAACTGCCTTAAAATCGTACCCCATGTTCGGGTGGGATACATCCCTGTGATAAT -ACGTATAAGAGTGGTCATGGTATGCACGTGTACCATATCCAAGCTTTTTAAGCTGGTTTCCCATACAGAA -CGGCATATAGTTTTTTCCCGAAATATAAAAGCTCCAAATTCCAGATTTTGGTATTAACGAATTACACGCA -ACGTATTCACCATCAGATGTACTCACACCCCACATAGGCGTATAAAAGTTGGTAAATCTGAAGCCTTCCT -GATACATTTTATACAATGTAGGTGTTAAATCCTTGTTTACTGCATACGGTGAAAAGCCCTCAGCTGTTAT -CATTATAAGGTTTTTATCCTTGAACATTCCTGTATAGTTGTTCTTTTTCGTTGGTTTGACAGATTTAAAA -TACCTATGCATTGAAACAATATTCGGGTCACTTTCACTTGCTATAAGTTTGTCAAAATCGATGTTCATTA -TATTGTCATCATTATTTATCTCGGGCTTTTGCAAATCTTGCGTTTCTACTGTCTTTTCCGGCTGTGGTTT -GTTTAAAATTTCCGTATTGTCAGCAATAGCGGTTATTTCTTCTTTCTCCTCAGTACGAGGGCTGTTAACC -CTAAAAACAAGATGCTTGACATCCAACCGTGAAGTTGTAAGCATACCGAATCTGTTCATAGATAAGTCAG -GTATTACAGCCTTTGAATAAATGAAGCCGGTACTAAGCTCACCTGTGCCTGAAGCAAATACTAAAATTGT -GGCTGTTATTTGTATACACACCATTGTAAATGCAAGCCATGCTTTGGTTTTAATAGAGACCTTTTTGACA -AATAAAACTCTTTTACCGGATATAATCAGTAATAAAGGTACCAACAGTAATAAGATAACTGCTGCTTTAC -TTTTGACTGCTGAAAGCACTTCCTGCCAAAACTGAAGAACCTGGCCGGTTCCATTTATTGAATATATAGC -AAGAAATGTTTTAAATATATGGAAATAAACAATTTGTACTATGAATATAAATGTCAGAAAAACAGTAAGA -ACTATGGATATAGTTCTGTTTACCCTACTGCTGAACAAATTGCTTACTAAATATAATAATATCCCAGCCG -GAATCGAAAATAATATCATATATACTATACCGATGTTGAATAGTTCTTTAAATACCACTATTTTAAATAT -CGATTCAAGATATATTATAGTTATAGGAAAAAACAGTATAGAACCATACCTTTGAAAAAGGCCTATTTTT -TTATCCATGTACATTCCTGCTCCTCTGATTAATTTTTAATAACGTTTGTACATATATTATTAAATAAATC -GTGCTAATAGTATAATAAGTGATAAATACTTTTTTTGGAACAACAGGGTGTTATTGACTTTTTATGGCCT -TTATTTTCCTTCAATAAAATATGTAGCTTCCATGTCTGCAGTACACAATGCGAATGCCAACGGAAATTGC -TCGAATGCATCTCCTATGCATCTTTTATCTTCGCAGCCTGAAAAGCCCATGTGGTATCGTATTGCAAACG -CTTCTTCCCTTGTCAGTTTCATAAATCCTGTTATTATGTATACTGATTTTTCGCCGTGTCCATAAGGCAT -CTTATCATCATACTCATATGTTGGAACGGTTTTCCAAACGCCACGCTCATCCTTTACATTGCGTGTTCCC -GGTCTGTAGCAGTTGATTTTACATAAATCATGTAAAAGTGCAACAATTGCTATAGTTTCTGAATCGTAGT -TCAAATCATAAATATCCTTTACTCTTCCTCTGGACAGGTAGTCAACCAAACATTCATATACATTTATACT -ATGTTCAACCAAACCACCTTCATAAGAACCATGAAACCTTGTGCTTGCCGGAGCTGTAAAGAAATCACTT -GATTTGGACAGCATATATTCCAAAAGTTTGTCGGCTCCGTCACGTTTTATGTATGTATTATATAATTCAA -TATACTTATCTCTTAAATTCATAATGTTACCCCTTAAAATGAATAGTTTTTTATATTAATATTAGTTAAC -GGCTATTTTATTATAATATTTTTATAGGAATCAAAACAAGAGTAACTTTTGTTTACATGAAAAGCTGTAC -AGTCCCTGAACTTCAATAAAGACTGTACAGCTTTTTCGATTTTTATTTAAGTTTAATATTTTTGCGAGAA -TCTATAAAATATTGTACTTCATTAAATTACATTTATTTCACATTGGACCTTGCCGGAATATAATGAGCTC -CCTTCAAATATAAGCTTATAGTTTCCGGGTTTCACTGCAATGAATGTCCATTCTGTTAAATTTAGGGAGT -CTGGTATCCCCGGTTTTTCATCAATGATTTCTTTATTGAGTAAACAAATTGCTGTTTCATCAGTATTGGA -GTACTTCCAGGTACCCCCAAAGATTCCTCCGCCCATAAGTGCTATTTTAAACGAATCATCTTGATTTATG -TTTATTGTACCACTAACAGAACTTACATATATATCGTATTTAAGGGTTTTCAGCGGTTGGACATCCGTTT -CCCAAGGCCGCCTATATGTGAACTGAATTGTATACTTGCCCGGTTTTAGTGCCTTAAAAGTCCATACCTT -TTGAACTGGCGTACCAATAAGATTGGGAGTAAAGCAATAACTATCTACTGAGAGCAAATTAGCTGCTGCA -TTATCCGATATGGTATATTCCCACTGATAGCCCGTTGATCCGTTTTCCTCTAATGATACTTTAAAAGTAT -TATTAGAATCGTCAAGAAAAAGATACGTACTGCTGTTATCAACTGTACTTGGATATTTCGTTTTAACTGG -GAACGTTATTATCTCTCCCATGATTAATTTTTTCATTAATGCCAAATCTAATGAATTAACATCTCCATCA -CCATTTAAATCTGCCGCTTTTATATTGACTGTACTCTGATCAGTTGTTCCCAATAATATTATTTTCATTT -TTGCATAATCAATAGAATCGACCTTATTATCACAATTGAGATCTCCGAAAAGTGTATAACTTCCTACCAC -TTCATTATCAGCACTTGATGCTTCAGCGTTTACTTTTGCCGGAGCAATTAGAATTAAAAAGATAACTACA -GACATAAAAACAGCCATACACCTTATAACTCTCTTGGATTTTGGTGTGTAATTCTTTTCCATTAATATTT -CCTCCTTATAATATCTTTCATTTACTCGTATTATCTCGCTTAATCTTAGAATTTCATATCAACCCGAGAG -CGTTATTTGGACAAATATTCTGTATTAGTATAATACTGGATTATACTGGTTAGCCTTCGGCTAGACTGCG -CTTGTTTTTTGCTATCACGCCAATGGCTTCCACATGTCTCTGGCGACAAACCTCCTATGTCTCACTGGGT -CATGCCCTAAATTCCTTCGTCCTGTCTTGTCCAGAGGTGGAATGTCAGTCATGCTCCTAAACTGGGTCGT -GCCCTAATGGAAAATATTCAACCTGACTATCCCGGCTCTCAATTGTCAATGCTCTTCTAAAACTAATCGA -TACACTTTAAACATCACTTTTTCTTACCATATATCCGTTACTCGCAGTCATTGGTTTCAGATTCTTTATG -GCATAGTCCTCAAATCAGTAGGCTATGCTGCCTTCATCATTGGTCTTTTAATATCGTTCATCATCTTTTC -AGCATCATAGTGGCTACCTGTTTTTAGTATTGCATAAAATACTCTTATCAACTTGCCGCATAAGGCTACT -ATTGACTGCATTTTCTTAAGTGGCTTGTTATCTCTATTAATGTAGTATAGGTGCAACTGCCTAAATTCAG -GGTTTCTAGCTACTAATGGCAATACTGCTTGAAATATGGCATATCTGCCGTCAGAGCGTCCCCTTCTGGT -TATTGTTGTTTTGCCTTGATGCTTGCCAGAGCTGTTTTCTCTTAGGTTTAACCCAAATAGTTTTACTATT -TGCTCTGGAGCATCAAATCTACTAATATCTCCTACAGCACCTAAGAACCCTGCCACAGCTACAATTCCTA -TTCCTTTTATACCTAAAAGCATACTTGCACTCGGAATTTCTTTTACTTGTGCTTCTACTTTTTGCATTAT -CAGCTCAAGCCTGTGACCATGAATCATATATTCGTCTAGAAGAGTTTCAATCTCCAGAACTGCTGATTCC -AGACCATGCTTTAGTCCAATGGATTCTTCTGCTGCTTTTATGAGCTTCTGGGCATGTTTATGTCCAACCG -CTCTTTTGACTTCCTCTTTCCATGTTGCTACTATTTTTTCCTCACCTGTTTTAATTACTGCCTGTGGAGT -AGGAAAATGCTTCAGTGTAAGCAACGCCGCCTTTCCAGTCCATTTCTTGAAAACAGTACTAAACTCAGGA -AAGTATATTGCTAACCATCGTTTTACTCTATTTTGTATGCTAATCAACTGCACAACATTTTGCCTGCGTA -ATTCCATCAGATTTCTTATTTCTCGATATACACCTTCAGGCATGTACGGTATTAGATATCTTCCGTCCTT -GACTAGCATTGCAATCGTTTTTGGATCTTTACGGTCATGCTTGCTTGGGGTGTTATCATCTAGTTCCTTT -GAGCGTTTTACATGGTAAGGATTAACCATACCAAACTCTACACCCATGTTCTGCAAGTGACTTCCAAACC -CATACCAGTAATGCCCGGTGGGCTCCATTCCTACGAATGTTTTTGTCTTTTGATTTCTCTTCATCAGGTC -TGTAACCCAAATATCAAAGGCATTGAAACCCTCTCTTGTATTCTCAAACCTAAATGCTCTTTTAGAAAAT -TCAAATCCTCTGAAATCAAAAGCCCTGGCGAAGTGGACCTCGCTACCGATATCTACTCCAACCACCATTG -TTTCAGGTGTGATTTGCATTAACTTATTGTTTTGTGTACAATTCATATTAGTTACCCTCCGTTTATTTGA -TTTGTGCCTTCATTTGTGGTGTTCAGCACATTTCATATTTTACGTGAGGGTATTAATTTTTTCAAAGACC -ATTTTTCTTACTTACAGGAATGCTCCTTAATATAAATACTTTTATTGGGAAATATGGTTATGGTATACAT -TATATCGAATAGGACAATAAAAGTCAATTTTCTATTAAACCTTTACAGTAAGCTTCTTAATAATATCGTT -AAGTTTAACTGCAACCCTTAAAGGCAATATTGAAGTAATTATTTTTTGTGAAAAATTAATAATTCCTGCT -GTAAAGGGTGCCTTTATTCCATATTGTTTTTTTGCTCTTTTGCGGACCATTGATATGAATTTGAAGGTTC -TTTTTATATCTGTGGAAAAAAGTGAACCCTGTCTTTGGCGGTAGAGTATTATTGAATCTTCTAAATTAGC -GAACTTTCCATATTTAAATAGCCTGAAATACAAATCCAAACCTTCAGCTACTGTAAGGCTTTCATCAAAA -TAGAAAACTTCGGGTGGGATTTTTAATCGATTATACATACTGGTTGGGTCTGCAATAGGCTGGAACTGGA -AAAACTTTCTTTTAATCTCCGCATCTGATAAAGGATATTTGGTATTTCCAGTTATTTTATCGTTTTCATC -AATATATGTTTCCTGTCCGCCAAGCACCACACAGTCTGGATTTTTCTGCATATATGTATATTGTTTCTCA -AGTCTGTCTTTTACCATGATATCATCTGAGTCCATACGAGCTACTAAAGGAGCAGAGGCATGTCTTAGTG -CATGATTCAGAGAATAACTTACTCCCCTGTTTTCTTCATTTTGAAACACTTTGACTCTGGAATCCTTAAT -ACTGTAGTCCTTGAGTATTTCCATTGAATTATCGGATGAACCGTCATCTACTGCGATGATTTCAAAATCT -GTAAAAGTTTGAGCCAATACACTGTCCAAAGCTTTCGAAACATAATTTGAAGTATTGTATACAGGCATTA -GTACACTTATCTTTGGGAAAATTATATTATTATTCAATTAATCACTTTCTTCCATTAGTTTTAAATTACT -TTTTTTTACATCTAGTGATAAAACAATCGGGTCATGATCGGATAATTTATCAGGAGATATGGTTTTATAA -GTTTTAAATCTTATGTTATCATTTGCTTTTGGCAAAATTGCAAAATCAATTCTCCATAATTTAAATCCAT -ACAATTGATAAGATAAAGGCAAAATATCATTTGAATACCTGACTCCGTCAATATGATCTTTAAGCAGGTC -ATCCATCACACCCATAGCTTTTGTAGAATTGAAATCTCCTGCAACAAAATAATCTGATTTTTCGTTCCTC -AAATCCCTCTTCAAGTTTTTAAAACCGATTTCCCTAGCCAAAAATCTTCTATGCAGTGCATCATAAAAGT -ATGGCTTAAGAGGATTGGTTGTTTCAATATGAAGAAGCATGTGAACATTGTAAAACCGGACATTCCTTCC -ATTTATATTCACATCAGAAACAGTATATTGTTCGGAATAATCAGTATAAGATTTCTTTATAGGAAAACGT -GAAATTATAACGAATTGATTATTTGTAGAAAAATAATATCCCGGAAATTCTTTCCTGATCCTTTCACTGT -CATCAAAATGCATATAGTGTAAAGGAAAGCCTGGAACAATGTTGCAGAGTCTGTAAGGTTGACCGCTGTC -TTTCTCGGTTTGATAGTGGAGATATTCCTGTAAAAGATATACATCAGCATCCTGTTTTTTAATAAATGAA -TAAAACTCATCCTTATCCTTATCCTGATCCCATAAATTTGTGTTCCAGCAAATCACCTTTATAGGTGAAT -AATTCTCCAAATCATTTGTAACTTCTGTTTTACTAAACAAATTTATATCAAGCTGTGTTAATGACAATAT -TAAACAGATTGATACTACTACTAAATTGAATATCCTCTTTTTTTTCTGAAATAAAAAATATAAAAGAAGA -ATCATCGAAATAATTGTAAACAAAAATGTGGGTGCACTTGCAGGAAAATTCCAAAAGTATACCCTCCCTG -CAAGTATTAAATGCGAAATAATAAAAGCCAGCCATAAAAATAATAGCACTGTTACTATTCTATGTATATT -TTTTTTATTGATAAACACAAACTTAACCTCCAAATTTAACCTAAATAGTGTATTTATTTAAAACCGCTGC -TTATAAATAATACGATGCAAGAGTTTTGTCATACGTATGGCCGCCTTATCTCCCTCTATCTTACTGATAA -AATAATAAAAGTTTCTTCGGTTCTCATTGTTTTGCTGTATATTGTTTACTGGATGAACCAGATGATAATT -TACTATGGAATAATTTCTTTTGATTTTTACTCCAGACTTATAAAGCCTGTATCCTAAATCCGTATCCTCC -AGCCCCCATCCGGTAAAATTCTCGTCAAACATTCCTACATTCAGTAAATCCTGTCTTTGTACCGAGGAAT -TCCCTGTACTAAAGGTTACACACTCAATATACTGACCTAAAAAAATCCTGGCTGTTTTTTTCAGATAGTT -AAATCGTTCACTTACTGAATCCTTTTTAATCCGACTATAATCAGAATCAGTAAGACCATTTCTATAGAAT -TCATCCAGTTTTTCTTCCGGGTAATTTACATCGCTTCTTTCTCCAACTATTGCATAACGGCCTTTTTCGT -GTGCTTTAATGTGTTTGTAAACAAAATTCGGAGATGGGATTCTATCGTCATCCAAAAAAATCAATACATT -TCCAGATGCTTTCAAAATCCCTGAATTTCGTGCTTTTGCACGTCCTACATTCTGTTCATGGATAACTTTT -ATTGGAGTATAACTTAGCCTTATTCCCTCAAAATTTTTCAGAGTTTCCTTATTGCAACCGTCAAAAACAA -TGATTACCTCCACAGTATCATCAACTTGTCCTTCTAGTGCCTTTAAAACCAGACGCAGCCTTGATATTTT -ATCCTTTGTAGGAATGACAATACTTGCTTTTTTCATATTCCCCCCTGAATTTGCTTTCCACTGCTTAGCT -ATTGAGTCTTTTAATATAATCAAATCCTACCTTCCAAAGATTTCCACCCAGGACTTTTTTAAGAGAATCT -ATAAAATAATCTATTTGTTCTTTTGTGATAATCAGGCTTGGAGTTATAAGTAACTGGCTTGAATCGTGAG -GAGGTGTGTTAAGCAAGATATTATAATCCTTTAGCATTGATGTTATTACTGAACCTGTTACAAATTTTTC -CACTAACTCGCTTCCAGTGCTTGAAAAGAACTTCAGTACTTTTTCTGCCCTACTGTGAAACTTTATACAA -GTAAGCAGCCCAACGCCCCTTGCATCAGCTACTAAGTCCGGGAATTCCCGCTTTACTTCCAAGAGCCCCT -TTAACAGATAGTCTCCCATTTCTTTAGAGTTTTCCACTAGCTTTTCATCCTTTATGATATGAAGTACCTC -TATTGCAGCTGTAACCTCTTCTCCGTAGCCGTTATATGTGGTTGAATGCAGAGTTGCTTCATTTAGCTTC -GAATATGCTTTGTTAAAAATTCTGGGTCTGGTAATAAAACCTGCAAATGTTGCTTTACCACCTCCAAATG -CTTTAGAAAAAGAAACGATATCCGGGCAGATGCCCTGATGTTCAAAAGCAAACCATTTGCCGGTTCTTCC -GAATCCGGTATATATCTCATCCATTATCAGGACAATATCATATTTATCACAAAGCCTTCGAACTTCTTTA -AAATATTCTTTATCAGGAACTACAACCCCCTCTGTTCTTATAGCCTCCACAATGAAAGTACCTATTTTTG -TTGAATTTCTTCCTGTTTTATTCTCTTCGATGACCCGTTTAAAATCATCAATGTCCCCATATTTGACCAT -AATGCAATTCTCAGTCTTATTAAAATGGTGATTCTGATTTTTCTCAGATCCTGATACTGTAAGTGTTGCA -TGAGTCTTCCCATGGAATGATATATCTGTAAATACTATGGTTTTTCTCGACATTCCGCTGTATTTCTCTG -CAAGCTTCATAGCACCCTCGTTTGCTTCTGCACCGCTATTACAAAAGAAAACAATTTCCAAGTCTTCAGG -AAAAATAAGGGACAGATTATGACATAGTACCCCCTGATAAGGTGAAGGGAAAAACTTCCATGTCTCTAAT -CTCCGTTCTTCAGCCCATTTTTTCCTTGCTTCAATAATTCTCGGATGGTTATGTCCTGCAACCAATACAC -CCACATGTCCTGTCATATCAAGGATTTTTCTGCCGTCACTCAGGGTTATATACATTCCGCTGGCTTCTAT -CGGAATAGCATCTGCAAATCCTAATAGAGCAAGAGTTTTTCCCAGATTATTTCCTATATGCTTCTTGAAT -AGTCTCAGGTTTTCTTTCTCAGTCATTTTATGTCCATCTTCAATTGTTAATAGCTTTAGCTCTTTTTCTT -CTTTCATATGTAACTCCCCCTTATTTTTTAGTTGCCGATTTATATTAAGCCTTTGAAATCATTTAAAAAA -AGTGCTTTGCGTATTTCAATACTCCCTGGTTCCAAACAACATTATTGCTTGCCCCCGGTTTATTCCCAAT -TTTATTCTTATTTTCAAGATACCATCGGTAATTTCTTACCAGAGAATCCTTATTTGAATGCTTAGGCTTA -TATCCAAGCTTCTTTTCCGCCTTTTCAATAGAAACATAGTAGTTTCTGTTCAGCTTGAGATAAAGCCTCT -TATAAAAAGGTGAAAGCTTTAATTTCTCAAGTATATTCAGAATAAAAAACATTGGTTTTGCGGGAAAACA -TTTTATCTTTTTATTAAAACCTGCCGCATCAAGTACCGCCTGATAATCATCCTTTATAGTTGAAAAATCT -TTTGCTCCGATGTTGAATAGGTCATTTGCATTGTTGGCATCAACTGACATGGCCAAATAAATTGCCTGAC -ACAAATCCTCTACATCCAATAACTGGTATTTATTTTTCCCCGGCCCCAGCATCGGAAAGTTCCTTCCTTC -ACTTGCCCAATCATAAAGTATTCCAAACGTTCCCAATCTTTCAGGCCCTAAAAAGGATCTTGGACGAAGT -ACGCTGACACAGTGACCTTTGGTTCTCCAATGGTCACAAAGTCTTTCTGTTTCTATCTTACTCCTGTTGT -AGGGGTCATAGGGCTTAACTTCGTCTGTTTCATATATTGGAGCCTTTTCAGGCACTCCATATACAGAGGT -GGATGATATGTAAACAAACCTTTCAGCTTTACCTGTAGTAAATGCACATTCCAATAAATTAGCTGTACCG -TTTATAATTATGTCGTATATCTGAGATTCTTCATAAGAAGGAGATGCTCCGGCACAATGAACTACGATAT -CAATATCACCTATAACCCTTTCTACATCTTCTTTTTTTCTTATATCACCCTTATATGTCCGGAAGCTTGA -AAATTCAGAGTTATTCTGATTGATATCAAAAAGAACAAGTTCGTAATTTTCCCTTCCGTTATTATGTAAA -TACTTAACCAGATTCCTGCCCAAAACTCCGTTATTTCCTGTTATAAGAACTTTCTTTTTCATTTGTTCAC -CCCTCATAGGAATATTTTTCTCGAAATTTTCTACTGAATATCATGCTTAATACACCTCTGACAAATCCCC -AAAAGGCAGCAGCTGTAATAATCCAGTGAAATGCTATAAAAACCAGTGTAAAGAAAAAGCCCTTCTCCTT -ATACACAAACCTATATTGTCCAAAGTCGGAAAGTACAAAAGCTAGAAGACAAACTAAGAATAATGCTGCA -AAATATAAACTTAGTATTGTCATCGGAATCGCCACTGTACTTAACCCCACAGCCAACATTCCAAGTCCTC -TCAAAGGAGTTTCAAAACCTTTTGTAAGTTTTTTCCTATGTAAATAAAACGGTATCCTTTGAACAGCTCT -GATATGTATTTTCCTTGCAAGAGTTTTCAGCCTTTCTTCGTCATCATGACAGCCTACCACCTTATCGGTA -AGTAGTAGACGGTATTTTTGATTGAGTCGGTTACCAAATTCAATCTCTTCAGTATTACTGAGATTAACGT -TAAATCCTTTAAGTTCTTGGAATACAGATTTCTTTACCGCACCCAAAGAGAAAAAACCTGCTGTTACATA -GCCTACAGAACTTATTCTCCAATAATGTCCCTGAAGGGTTCTATAATCCTTTGCCAAACCTCCCTTAAAC -AATGGATCTTTTGAATAAATCCCGCATACAGAGCCAAGGGAAGGATCCTTTTCAAATTCTTTCAAGGTGT -TTTCGATTGCATCTTTATATAAAGCCACGTCACTATCTAGAAAAAACAAAATATCTCCGGAGGCATATTC -AACCCCAAGGTTTCGTGCTGCTGCAACGCCCCCGTTTTTAGGTGTTTTAAATATTTTGCATGGATACTTT -TTAGCTATTTCTATGGAATTATCAGTACTGCCGTCATCAACAAAAATAATCTCAAAATCCTTATACGTTT -GGTTCATTAATGTATCAAAACACTTAGGCAGAGTCTTCTCATAATTATAGTTAGGAATAATTACTGAAAC -CAAAGGTTTACTATTCATCTTTTTCTCCTTTCACTATTTAAAATCATTTCAATATATTAATGTAAGTTTG -TTTATTTTTAAGATATTTGAATTTTATAATAAACAGGAACACCCCGACTAATGTCAGCTGAGTAACAAGT -AAGGAAATTAATTGTCCATTTATCCCCCATGTCCTTGTCAACACAATACTTATTAATATTAATACCGGCA -TTGGTAACCCTAACACGGTCATGCAAAGTAAAGCACCATTTTTACCCTCAACAGTGAATACTGAATTAAA -CACGTAATACAAAAAATGAAAACCCAGACTTACTGAAATAAGTAAAATATATATCCAATTTATGGTGTAG -CTTCTTCCATAAAGCAATACCAAACAGATACTAATAGTCATGTTGGCAATTATTGCAATTGGAAGTATAA -TAGGTATAAGAGACTTAATCCTTTTATAAATCTTCATGGTATTCATCTGAACAATAGTTGGTAGAAATAC -TACTGCAAATATCTCGTGAAACATAAGGTTAAAAAAGTTTTTAACATTTACCTGATAAAGTGAATATATA -CCTACATCATAAGCCGAACAGAAATGATTAACTATATAAAGGTCGCTGCTAAACATAATATAGGATAAAA -CTCCACTTACCATATTAATTGCTCCATATTTATACGCCAGTTTTGATGTTTTCATTGAAAATCTGAACTT -CTTAATTTTTATGGTTTTTAATGACCATATTATAACAACAAGCTGATTTAGAATTATCCCATATACAAAG -TAATAGTAATTTTTTAAAACAAGGCTGGAAACCAGCGTAAATGCGAAAAATATCAAAGAACTTGCCATCT -TAATAATACCCAATGTTAAAAATCGTTTTCTTGACCTTAATATTGCCTCGGTAATCATAGAATAATTTAT -TGTTACTGCCATAATAACCGTCAATAATAGCTGTGTTGCTGAAAATCCTAAAGCCGTGTTTATGAAACTG -TGAAACACCCAATATACTACTATGGAAACTACTGTTAAAACCAAACTCCAAACACCTATAGAACCAAGAA -GTTTTTCGTTTTCTTCCTTATTATTACAGTCAGGTAAAAACTTTATTATTGACAGGTTTATACCAAAACA -CATTGGTATATAAAGGAGATAAGCAGTATTTTGCATCATAGTTATATTCCCTACTGAAACTGCTCCGAGA -TACCTTGCTGCTAATACTAATCCAATGACACTTAAAACGGCAGATGTAAATCTGAAAATGAATACAATTC -CCAAATTTTCAATAAATGTCCTTATTTCTCCATTACGTATTAATTTCCTTGATTTTATCTTGATGTTCTC -AATTAACCCCTGCGTAAATGTCATTTAATCGCCCTTTTCCTTGGAAGCATTGTATTATTAAAAGCTCTTT -GTCAGTAGTTTCGCAGATATGTATATAACTCCCCAGACTACCAATGCTAAGACTATAGGCTTATCCTTGA -GCAATACCATCTCAGGGCTTTCACCATAGCCTGCTTTGTCCGTCAGGTATTGATACCTGAAAACCCCATA -TACTACAATAGGTATTGTAAAAAATGTATATTTTACCTTTACCTCATACAAAGTGTGAAAGGAATAAGAT -ATTACGGTACAAGCTGTCAGCATTGGGATTATTTCATTAATTAATTCAATAGAATATTCACCTAAGTTTT -TACGGTGTTTTTCAGAATCTTCAGCCAGTGTAAGAAGTTCTTTTTTTCGTTTATTCATTCCGAGATATAA -TGAGAGAAATGCAATGCTTAATAAAAACCAGAAAGAATTTGTTCCATTAACAATTATTATTCCTGAGAGT -GTTCTTAGAACAAACCCAAAAGAGATGATTAATAAATCAATAAAAACAAATTCTTTTAGTTTCAGAGAAT -AGGACAAATTTATTACAAAATATATACATAGAATTATTCCAAAATATTTGTTAAGCAAAAAGGATAATAT -AATAGAAGCTGGGCAAATTATGTAAAAAATTGCAAGTGCAAATTTTACTTTTATTTTACCTGATGCAATA -GGCCTAAATCTTTTAACAGGATGCAATATGTCTTTTTCCAGGTCTATGATGTCATTAATGATATATACTG -AACTTGAAATCACGCAAAATAGAAAAAATGCTATAAATAATTGAATCACCTGAAGCAATCCTATTACACC -AGAGGGAAACAGTATTCCTGAGAATACAAAAATATTCTTTGACCATTGTCTTACTCTTATTAACTTGATA -AAGCAAATAACAGCATCTATAAAACTATTTTTTTCCTTTTTATTAATTACATTAAAAGAGCTTTCCTGCT -TCATGATAACCATCTTTCTTTTGTAAAATATCTGAAAATTTTCACTTTTATTACAAATTATATCATATTT -TGTTTTTACTTCCACTGGATTATACTCCAGTTATTACCATAAATTGACTAAACTGTATTTTAATACAGCG -GTAGTCTAGTCTAAAATTCTATTTCATCCAAAGGTATGATTCCATATTTAAGAACCTTTGTTATAGCTTG -CACAGAACTTTCAACATTTAACTTTCTGAAAATATTTGTTTTATGATATCTCACAGTTCCCAGACTTATA -CCGAGTTCCATAGCAGCACATTTATCAGTACAGCCTCGTGCAAGTACTTTTAGAATTCTTATTTGACAAT -CAGTAAGCTTGAAACTTTTTAAATCAACATTATTTGATTTTTTTCGAACTTTATATTCATTGGAGATTTT -ATAAGACAGAAGTTCTACTATTAAAGCCATTTCTCGATTAATACAATTTTCTCTGGAAAGTATGCTTATA -CAACCTTGATTCATTTTATTTATTACTATTGGTACTGAAAACACATACCAAGCTCTAAGCAAATCACAGT -AATGGTTTTCGGGTAGCATATAAAAACTATGACTAAGTTTCATTGATAAATGTACAGTATTTGTTCCCCT -TATTGCTTCATCGAAGCTTGTTCCTATTTCTATAAAAGATTCCTTTGCATAAGATAATAGTATTTTTTTT -CCGTATATCCCCAAGACGGTATTGTTAACATCTGATAATATAAAAAAAGACACTTGTTGATATTATTACT -TTTAATGTTATCTAACTCTTCTTGAAAAACTGATATTAAGATTTTATTTTTATCCAGCAGCTCCGTAATC -TCTTTATCTTTTAAGTTGTTTCCGGATAATCTCTGTTGAGGTGAAAGTTTTTTTTCAATACATCTCCTCC -AGGATAGTAATATTTCATCTTTTTGTTGATAGCTATTCATTAATATAACCTCCCTAAATAAATTTATATT -AAGTCTTAAATATTAATCCTAAAATTAATACCAACTGTTGTTTTCCAAATTATGTAAAATTATTTAATTG -ATGTAATCTTTAATGGATTATTTCATAACCTATTAATTAAGGTTAAGAGTTGCCAAGATCCTATTACATA -ATCTTCACTTGCAAAATACTAGTTTCAGATAATATATAGGTAATATGGACTTAAAGGAATAGTTTTGGGA -ATAGTTGAACTACCTTCTGCAAAGACTTTAGGGCTTTTTACATTAATTTTCAGTTAGTAAATCTTAAATT -CAAACTTAACATTTATTCATATTAATTCTAATTCTATACAATATTTACAAATATATCAATGTGTTGATTT -ATCATTAAATCTTAAAAATTTTTAAAATAGTCAAAACCACCCGTAAAACGGGTGGCTTGTGTTAGCCCTA -TAAGGGCTTGTTACCGGCCAGCGCCTCAAGACGCTGGCTTTCACTTTGTTCAAGCTACTATTGCCTTTGC -CACCTTTGCCGCCCCTGAAGGGACAACTTACTACTTGCTACCCCTTGAAGGGGTCTTCATACTCTTTCAC -GCTTAGTTTATCTACCATAATATCGTGCTTTTCCTGCTCTTGGATATACTTTCTAATAGTTGCTTCATTA -AGCCCTACAGTACTCACATAGAAGCCCTCTGCCCAAAAATGTCTATTTCCGAACTTATACTTTAGGTTTG -CATGCTTATCGAATATCATCAATGCACTTTTTCCCTTAAGATAACCCATAAATGTTGAAACTGATATCTT -TGGTGGTATACTTACTAACATGTGTATATGATCTGGCATTAGATGCCCTTCAAGTATTTCTACTCCCTTA -TACTTGCATAATCGTATCAATATTTCTCGTATGCTTTGTTTGTATTGATTGTATATTACTTTTCGTCTAT -ACTTTGGAGTGAATACTATGTGATACTTACACATCCATTTGGTATGTGCTAAACTATTTTCTTTATTTGC -CATTAAAATCACCTTTTCCCTCGTTAATCTAGCAGCTTGAACAACTCTATTTTAACGAAAAGGTGATTTT -TTTGTATAACTACTGTCGCGCACCCGCATAGCGGGTGGTTTATTATTTCGTATGTCTCCGTTTCTCTGTT -GAGAAACTCCAACATACTCAACAGGCTAAAGCCCATAAGGAAAACGAAAAGACCGGACTTTCGGTCCGAC -CTTTTCGTAGGTTGGATATCACAACCACCCTTTCGTGAGTAGCTAATACGAAAAATAATTTATTGTTGCT -TGTATGACAGAAATTAATTTAAATAACTTGAAACTTTAGAGGTTTTAAACCGAGAAAGTACAGGTTTTAT -TTATAATACAAAATGTAAATCAAACTAATTTTTTAAAACCTCAAAGCACCGATTTAAAATCAGTTCATGG -ACATAACGGTTTATATATTCTCAAGGGCTGCTCTAAATTCACTGTATGACATATTACTCTGGAATTAGTA -AATATCCTTAAAATAGACCGAGAGAACATTACAAATCTATTGAATTGCTAGAGAATTGACTTCACTTGAC -AGTATCTGAATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTAT -GACAGCACAAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTA -AGTGAAGCATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAA -ATGGTCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAAC -TGAGGAAGCCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTG -AGAAAACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCT -TTGACAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCT -CGCTGCTCTGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCGGGA -TATTTGCTGGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTG -CCATAGATACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGA -TATATTAAATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACAGAC -AGAGGAACGGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTG -AGCACACAATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCT -GAATGAATTTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGATTTG -GATTTTTATATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGA -TGCAGACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGT -AGGGTCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGC -ACCTCCATATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGT -TCAGGACAATTGAATTGTAAAATAACAGTGACAATTTCATATTTTAGTTATAGTTTAGTTTTTACTAAGT -TTAATCAGTATCAATGATCTCAATTAATTCACTCCCCCCAAATCCATATTCTTCTACATCACAAATCAAT -ATTAGGTTATTTCTTGAATCAGTAATTTTACTCTTATAAATATACTGCGTAACAATTCCTCTTGGACTAA -TCTTGCCATTCTTACGACTTTTTTCTAAATACCTGTATGTCAAATAGCTATCAGATGCAACAATTTGATT -TCTTTTAACATTGGTTACTTCAAACGTAATCGATGATGAAATCGAATTACTAAACGGATCTTGATCAATT -GCTACAATCCAAATTTTATTACTTTCTTTTGTAATATCTTCAAAGGCTCCACCATCAAAAAATTCCTCCC -AGTTAATATCTATTAGCATAGTACGTCTCCTTTTTCTTTATCTGTTTACCAGTGTTTATATTACATCTTC -TATTTTTATTATTGCTCTAAGATATCGGGGTGAATTTGAATTTGACCTTTCCCTGATAAATTAGACACAA -CGAATGGCGGGATTTCTCCGTTTTCCTTTGTATCTTATTAACTTTTATTTAAGCAGCTTTGTTTTGCTTT -TCAAATTCCACAGGCGACTTATAGCCAAGCTTTGAATGTAATCGTATCCGATTATAAAAGACTTCAATAT -ACTCAAAGATAGCCAGACGGGCCTCAGTCCTTGTTTTGAACCTTGTTAAGTAAATAAGCTCCGTTTTGAG -AGTTCCAAAGAATGATTCCATACAGGCATTATCGTAACAGTTACCCTTGCGACTCATACTTGCTGTAAAA -CCATTGCTTTTCAGTACTTTCTGATATTCCTTGCTGGCATATTGGACCCCTCGGTCGGAATGATGAATCA -CTCCATTTGATGGTCTCTGCCTGCCGATGGCTTGCTTTAAAGCATCTATACAAAGCTGTTTTGTCATAGT -GATATCCATTGCCCATCCAACAACTTTTCTGTTGTAGAGATCAACAATGGCAGCCAAATAGAGCCAACCC -TCGTCTGTAGGAATATAAGTAATATCTGCAACCCAGATTTGATTAGGCCTAGAAGCTGTAAAGTCCTGAT -TTAGGATATTATCTGCAACCGGGTAATTGTGCTTTGAATTAGTTGTAGCCTTAAACTTCTTCCTAGTTTT -AGCAGTAATATTATTTTCCTTCATCAGTTTAGCTATACGATTTTTACCACAGTTTATGCCTTCATTCTTT -AAAGCCTTGGTTATCCGGGGGCTTCCATAGGTTTCACGGGATACTTTGTGAATGTTTCTGATTTTTTCAA -GAAGTTCCACATTCCTTTTCTTGCGCAAGCTTTCAGGCCTTTTAATCCAAGCATAATAACCGCTTCTTGA -TATTTTTAGTATTTGGCACATCTTCTGAACAGGAAATTTGAAGCGGTATTTGTGAATGATAGGATATATT -ATTTCCGGTCTTTCGCGAAGATTGCCGTTACTTTTTTTAGTAATTCATTCTCCATTTCAAGGTCTGCAAC -ACGCTTCTTAAGTTTCCTGAGTTCTTCATCTTCAGGTCTTAGGTTGCCGCTACCTGGGAAAGCATTCTCT -TTATGAGTTTTGTACTGGTCAATCCATTTGTATAGAGTGTTTTCGTGGATTCCAATGTCTTTAGCCACAA -TTGATACACTTTTACCTTGCTCTGTAACAAGACGGACCGCTTGTTCTTTAAAACTATTATCATAACGTTT -CATGATGGGTACCTCCGACTAGTTTTATTATACCAGCCATTCGGTGTGTCCATCAAATTGGGGTAAGGTC -AATTATATCCATTTTGTACATTAAAAATATCACCCTTAATCCATATACTTGTTACATATTTAACATCAAA -TTGTCGCCAATCGCCACCGGCCACTAAAGGTTTCGAGGAATCGCCCTGAATCTGGAATAAATCAAATAAG -ATATTGTTTGTAGAAGTATGTACATACAGTGCGTGAGGATAACCAATTCTTTCACCTTTTGCATTATCTC -CAGGTCTATCATATTTTAAAACCACTGACTTTCTTAACTTTATTGCATCAGATAAAACTTTAATAATCTC -GCTACTAATCAATCGCTACATCCCCCTTTAATATCTACCGCATAGAAAAATAATCAAGTATTAATTTGTT -TATTTACAACAAGTTTCTATTAATTGACTCCACTTTTATTTAATTTTTTCTTTAATCGTGCCTTCTTTTT -TGCCTCCTTTTCCAGTCTTTCCTCTTCACGCCTTTTGTCAGCATCTTCCCGCCTTTTTGCGGTTATTTCT -TTATTTTTTATATAATCTTCAATTATTTTTTTACCAAAAGGTGTTTCTGCCCATTCCAAAAGTTCCTCCT -TTGGAAACATAAACTTGCCACCTTCCCTGCTAATTGGTATTTTATTATACAAGAATCCTCTTGCAATCTC -TCTCATCTTTCCAATAGAAACACCGATTAATGCTGCTGCAACTTCAGCATCTACTTTTTCTTTTTCTTCC -TTTGCCTCACTAAATTCCAATTTGAAATTTTCGTTAGCTCCGGATATAGGATTGATTGTAAATCTTAAGT -AGTTATTTAGAATGGCAACAGGATCTTCATCACCACCAAAAAGTTTCTCTCTATTACGTTTCTTTACGGC -TTCTATTTTTTCGAATAAGTATGACATATTTACATTATGAAGCCAGGCCATTAAAGCTACTCTAGAAAAA -ATATATTTTGAACCTATCTTTCGGAATGGAATTTCTTTATTATTACATCCTTCAATAAGAGTTGATTTTG -ATATTCCTAACAATTTTGCTGCCTCTGTAGAGCCGAGAATTGGGTTTGTGGCATCATTAAGTGGCTCTAG -TGTAAACAATGCCAATAACTTATTAATGCCTTCTAAAATTGCTATCTGACCATTTATTATTTCATTAACC -TGTTCTTCATTCATTTGATGCTCCGTACCTTTCTTAAACACTTTTTAGTATTGCATGTTATTTAACTCCA -AAAGTGTATTTCAACAAAATTAGAAATGTCTAATCACTTAACACTTTCAACTGCATTCCAAAAATCATTT -TCATGTACGATTAGAATGCTCTTACCTGATTTCCTTAACGTAACAGCCTGTTCTACTTTTCTACCATAAC -AAGAGAAAGCCCAACATGGATTACCATTATCGCCTATAACTAAATATTTTGTGTCTTTAGTTACAGTGTT -CTTAAATTTTCCTCCTAAAGATTCCACAATGTTCTGAATATCAGCTCTTCTAAGCCTTGAGGATACTCCG -GTAAAGCAAAATAATTCATTGCAAAAATTAATATCTGGATCTACGCTACATAATCCTTCAATTTTTATAA -TATCTTTAAGTTTATTTATTTCATAAATATCAATGTTTACAGAATTATTAAAATCAATGAAATCACTAAA -GAATACCTTAAGCATTGATTTTTCATTATAATCCAATATACCATCCGACAACACTGAAGAAATAAGTGAA -AGCAGTTCATCATAAGGATAAAGTCCTTTTAAGTGGTGATTCTCAAAAATCCAGTTCCTAAGACCCTCAA -TTTCCTCTAAAGATATTTGATTGTCAGCCAATATTCCATGCATAATTCCATGAAGCTTCTGAATATCAGC -TGTAATTATATTGTAATATTTACTTGAACCCTTAAAACTGTTACAGGCCCATAATATATCCTGAATTTCT -TCTTCAGTAAGAATGTTATCTTCAAGAGATGTTTGGATTAGTGGAATAAGTTCATCAAAAGGTTTTCTAT -AAATCATTTCTTTATATTGATCGCACCAATTTGACCTTACCCCGATTTGATGGACACACCGAATGGCTGG -TATAATAAAACCAGTTGGAGGTACCCATCATGAAACGTTATGATAGTAATTTTAAAGAACAAGCTGTCCG -TCTTGTTACAGAGCAAGGTAAAAGTGTATCAAGTGTGGCTAATGACATTGGAATCCACGAAAACACCCTA -TACAAATGGATTGACCAGTACAAAACTCATAAAGAGAATGCTTTCCCAGGTAGCGGCAATCTAAGACCTG -AAGATGAAGAACTCAGGAAACTTAAGAAGCGTGTTGCAGACCTTGAGATGGAGAATGAATTACTAAAAAA -AGTAACGGCAATCTTCGCGAAAGACCGGAAATAATATATCCTATCATTCACGAATACCGCTTCAAATTCC -CTGTTGAGAAGATGTGCCGACTATTAAATATATCTCGAAGCGGTTATTATGCTTGGGTTAAAAGACCTGA -AAGCTTACGTAAGAAAAGGAATACAGAACTCCTTGAGAAAATCAGAAGAATTCACAAGGTATCCCGCGAA -ACTTACGGAAGCCCCCGAGTAACCAATGCCTTAAAGAATGAAGGCATAAAATGTGGCAAAAATCGTATAG -CCAAACTGATGAAGGAAAATAATATTGCTGCTAAAACCAGGAAGAAATTTAAGGCTACAACTAATTCAAA -TCACAATTACCCAGTTGCAGATAATATCCTAAATCAGGACTTTACAGCTTATAAGCCTAATCAAATCTGG -GTTGCAGATATTACTTATATACCAACAGATGAAGGTTGGCTCTACTTGGCTGCCATTATTGATCTCTATA -ACAGAAAAGTTGTTGGATGGGCAATGGATAGTACTATGACAAAACAGCTTTGTATAGATGCTTTAAAGCA -AGCTATAGGTCGCCAAAGACATCCCAAAGGGGTTATTCATCATTCCGACAGAGGGGTTCAGTATGCCAGC -AAGGAATACCAGAAAGTGCTGAACAGCAATGGTTTCACAGCAAGTATGAGCCGTAAGGGTAACTGTTACG -ACAATGCTTGTATGGAATCATTCTTTGGTACTCTTAAAACGGAGCTTATTTACTTAACAAGGTTCAAAAC -AAGGGCTGAGGCCCGTCTGGCTATCTTTGAATATATTGAAGTCTTTTATAATCGGATACGATTACATTCA -AAGCTTGGCTATAAGTCACCTGTGGAATTCGAAAAGCAAAACAAAGCGGCTTAAATAAAATTTAACAAGA -TACAAAGAAAAACGGAGAAATCTCGCCATTCTTTGTGTCTAATTTATCAGGGAAAGGTCAAATTCATTAA -TTCAACTACTTCAGTCGCATTTATATCTCCATCAATTTTAATACCATCAATTATTCCCTCTAGCATGTTT -ATTGCTTTATCAAGTTCGCTTTTAAATGTATATTTCGCATATTCCATATCTTCATAATTTGCAATAGACA -TATAAACCCCTCCTTATACGTGTATATATTATAAATCTACTATATATTCCCATATTATACAAGTCTTGAT -ATAACAATGTTAGAATAGCTCGAGTCTACAGCTGTCACTTTTTGGGAGAGTAAATAAATATAAGGAGTAA -TAGAAATAACACAAAAATCAACATTTACGTTTGGATTAAAACAATGTATCCTATATATAACACATCTTGA -TTCAAATCATAAAAATGTGTATTGTAATACCACACAAGAGGCGGGCGAAAGCCCGTTTTTTGTGTGTGGT -TTCAGGCTATTGCGAACTAATACTAACAACATGTATTTTTTTATTTCACATGGGGATACTTTAATAATAT -TACTTTTAGTACCTTGAAAATTTTATTAAAAATATGAAAGGGATTCTTAAAATATGCAAACTTATATTTT -ATCGATTGCCTTTATATTATTGCACCCAGAAATTCAGAGCCAAATAATATTTTGGGCTTTCTGGATTATT -CGGAAACTGAGACAATAGTATAATCCTGATAGGGCTTCGGCCCTGTCAGAGGCAAAACTATAAGTACAAG -AATTATAAAATAAATGTTTTAAGAATTTCCTATAAAATAAAATAGCGATAGTCCATTTATTGGGATTATC -GCTATTTTTTGTAGAATTTTTATTACTATATTTGGTAATAAAGTATTATTTTAGGTTTATTTATTTCCTT -GTATTGTATTATTTGTTATATTATTAGAATATGTCTATGATTATAAAATAAATATTGCGGAAGTTTTTTT -CCTATTTGCAAGTATATGTATATATGATATTATTTGTTAAGTACGTTTTTCCTAAGGAGGGGTTATTTGT -GACTAATGACGGTATTAAACAATGGTTTAAGAACAACAAAGATAGATATTATAATTTTTCTGAGCAACTT -TCAGATGTCATTAAATCCATTCTTAATTCTGAAGGTATTCAATATCACACCATTACTTTTAGGGTTAAAG -ATATTGATAGCTTAGTAAAAAAGATTGAGAAGAAAAAATATAAAGATCCAATAAATCAAATAACAGATTT -TAGCGGTTTAAGGATAATTGCATACACTAATAGTGATGTGAATAAGATTTGCTACTTACTTGAAAACGAA -TTTTGTATTGACTATATTAATAGTAATAATAAAAACTTGCTCCTAAATGTTGATAAAGTTGGCTACCGTT -CTATACATTACATAGTTATGTACGGAAGCGAGCGTTTACATCTTGGAGAATATAAAGATTTTAAAGATTT -TAAATGTGAAGTGCAAGTTAGAACTTTGCTAGAGCATGCATGGGCAGAAATTGAACATGACAGAATCTAT -AAGTCACAATATGATATACCTGACAATTTAAAAAGAAAATTCAACTTACAATCTGGAAATTTGGAATTAA -TAGATAACGAATTTGATATTAATCAACCAAATTGATGAATTAGATACATTAACTATTAATGGACTAAATG -AAAATATTACTGATAGTACTTTAAAAGAATTTTTTAAATGTAGGTTAGATGTACCTGAAAATTTTCTTAA -TGTTGAATTTAATAAATTAGTAAAAGACTGTTCACTATATGGCTATAGTACAATTGGAGATATAAATAGA -ACAATTAAGAAGGATTTTGATAAATTGCTAGAGAATTGACTTCACTTGACAGTATCTGAATAATGTTGGG -CAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTATGACAGCACAAGATCGTATAG -TTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTAAGTGAAGCATGTAAAATTCA -TGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAAATGGTCTGGAAGGATTAAAG -GACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAGGAAGCCGTATTAAGAA -TAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAAAACAAGGAGTTCTTGT -ATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCTTTGACAAGAGACTCAAAAAG -CTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCTCGCTGCTCTGGAAAAGGCAC -AGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCGGGATATTTGCTGGCACAGGACAC -TTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTGCCATAGATACTTATTCGGCA -GTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGATATATTAAATGACAGAGTCT -TACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACAGACAGAGGAACGGAGTACTGTGG -AGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTGAGCACACAATGACAAAGGCT -AAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCTGAATGAATTTTATAAACCCG -CATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGATTTGGATTTTTATATGCTGGAATA -CAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCAGACATTTCTTGACAGC -TTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGGTCTAGCCCGCCCGGCG -ATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGCACCTCCATATTGGAAGTGCC -GAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAGGACAGATAAATGGATT -CGCCGGGAATTTAGAAATCCACACGATATTTTATGGTCGATAATGATTTTAGATAACTACGAGAAATTTT -TCAACTTAGTTTTTCGAAAAGGAAATAAGTATTCTATGACATTTAATAGCAAGAACCCATTCTTGTTTTA -TGGTTTGGATTTTGATTCTATGCGGGAAAAATATAACTTAATACCCGTTACCTTCGAGAGTAACCATAAA -TAATTTAGAATTATGCCCCCAAGGATTCCTGAGGGCATCAGTATGTTATGATTTATTTAGCTTAACCTCA -AAGAAAAAACTTACAACCATGGTTGCTAACCCCGAAAGCTTTTCATGGTCTATTTTGCCGAATTGTATAA -AAAATATCATTTCTCCATAAGGGCTCTTTCTATTATTAGTCTAATATTATTTCTAGTAAACCGTAATTCT -CTAGCTTACCTAAAATACCATTAACTTTTGTTATAACATCATCTAAAGTTGCAGTGTTTGGGGTACCGTC -AAGTATTTTTCGCAAAATTAGATTTAGCCATATGGTAGAAATAAGTTAACCTGCTATGAAATCGGACTCA -TCAGAATCCATGTTTTCTAAATGCTTCATGTTCAGATACTTCTTGCTGCCCCATTGTGTACCTGCAACGT -GCCGTAGTCGGGCACATACCAGCATTAAGGCTGAATTTCCGTCGGGGAAAGTACCAACTACTCTAGTCCG -TCGGCGAATCTCCCGATTCAGGCGTTCAATTGTATTGTTAGTACGGATTCTTGTCCAATGCTCATAAGGG -AATTCCATATAAGTAAGAGTTTCTTCAATTCCATCCTCCAATTTTTTAGCTGCCTCTCTTAGTTTCATGG -ACTTTAATTCTTCCGCTACCAATTTGGCCTTCTCACGGTAAGCGCTTAATCTTGGGGTGCATAGTAGTTT -ATCCATCTGTATGAGATAATCCTTTCAAATTGTCTTTAGACTTTTTAAAGTTTTTCGACTTTGTCTAAAA -AGTCTGAAATCACCAAGGAGGCTATCCCCAAATGGATAAAATAACAGATACTAAAACTGAATTTAGACTC -AAGCAGTGGACTCAGATAGTCCAGACGTGCCAAGCCAGTGGAATGACGGCTGTCAGTTGGTGTAATCAGA -ACAATGTAAATATCAAATCATATTACTATTGGTTACGCAGAATCCGCACTCTGACTATCGAAAATGGACC -TCTTGAGCTTCAAAGTAAAGGACAGCAGATTGTACCCGTATCTTTCCGGCAGACAGCAGCAGTTACAATT -CATATTAATTCCGTTTCTATAGATATCCCTGATGGAACTTCCAAAGATACAATTGCGGCAGTTCTGTCGG -CATTGAAGACCATATGTTAGGCGATATTTCAAAAGCAGAAGACATTTACATTGTATGTGGTTACTCTGAT -ATGCGCAAGTCAATCGACGGATTCGCCGCCATCATAAAGGGAACTTTTGGTATGGATCCGTTTTCACCGA -GCCTGTTTTTGTTCTGCGGTAAAAGAAGGGATCGGTTAAAAGCTCTCTATTGGGAAGGGGACGGTTTTGT -CCTGCTGTACAAGCGTCTGGAGAACGGGAGCTTCAAATGGCCTCGGACACCAGAGCAGGCAAGACGTCTT -ACAATGCAGGAATTTCGGTGGCTTATGGATGGCTTGGCTATTGATCAACCTAAGGCAATCCGGGAAGCGA -AACAGGGTGATATCTATTGATAAAAAGTGCTGAAAAGTGTGGGTTCTACTGTATTTTAGTTGGAAATTTC -AGTCCAATAATGGTATAATTAACTTATGCAAAAGATTGATATTACAGGGCTTTCGCCCAATCAAATTGAA -TACGTTTCCTCTTTGGAAAAAACAGTAGAAAACCAGCAAGTTCGTATTGAACAACTTACTGAGCTTCTTA -TTAAATCTCAAAAAACTTTATATGGTCAATCCAGCGAAAAGCGGCGTTATGTTTTTGATGAAGACAGCGG -TCAGCTTTCCTTATTCAATGAGGCAGAGGTCGAAGCTGACAACAAGGCAGAAGAACCGACCGTGCAGACA -ATTGTGGCAGCACATGCCAGAAAACCCAAGCGAACCAAGGAAGAACTGGCAGAAACGGTACCAGTGGTGG -AAGTCGTTTGTGATCTGGATAAAGATAAACGCACCTGTAACATTTGCAACACTGATCTGAGATATCTCGG -AAAGGAATATGTCCGGGACGAACTGGAGATTATCCCTGCCCAGGTACGCATATTGAGATATATTCGTTTA -AATTATGTATGCAAGGAATGTGAGAAGGAGACCTGCGAAGCCAATATTGTTAAAGCTCCTGTCCCAAAAC -CTGTTATGAAGCGCAGCCTTGCTTCTGCCTCAACCGTAGCTTATGTAATGTATCAAAAATATGCAAATGG -AATGCCTTTATACCGACAGGAAAAAGACTGGGCGAACCAAGGAGTGAAACTCTCCAGAGCTACTCTGGCC -AATTGGATTATACGTCCAAGTCATGAATGGCTTGAACCAATGTATGATGCTATTAAGAAAAATCTGGTGA -CCGAACCGTTGATACATGCGGACGAAACCGTCCTGCAGGTATTGAAAGAACCGGGACGGAGAGCAACCAC -CGAATCTCGAATGTGGGTCTACACTTCCGGTCAAAGTCTGACTCCGGCGGTTTTGTTTGAATACCAGCCG -ACACGATCCGGTCAGCATGCCAGACGGTTTCTGGAAGGGTTTTCGGGTTATCTTCAAACAGATGGCTATA -GTGGTTACAATGCAGTACCTAATGTCATACATTGTGGATGTTGGGCTCATTTACAGCGTAAATTTGAAGA -AGCAATTCCTAATGGAGCAGATAACAAAAGCTCCAAGGCGGCTATTGGATATGATTACTGTAACCGCTTA -TTTGCCATGGAAAAGAAATGGATAGAATTATCCTCTGAAAATCGGCACCAAGAACGGCGAAAAAATGCAA -AACCTCTTCTTGATGAGTTCTGGCAATGGGTATCGCATTTAAATCCTCTCCAAAACTCAAATCTGGGAAA -AGCAGTTACCTATGCGTTGAATCAAAAGGAAACTCTGATTAATTTTATGCTGGATGGGTGCATCGAAATT -TCCAATAACCGTGCTGAAAATGCCATCAGGCCTTATGTCACAGGTCGGAAGAACTGGCTCTTTGCCGACA -CGACCCGTGGAGCCAAAGCCAGTGCCATTGTATACAGTATGATCGAATCAGCTAAAGCAAATCAACTCAA -TCCATATATGTATTTGGTGTATCTACTGTCAAAATTACCGGACTTGAAAGAATTAACGCAGAAATCTCTG -ACACCTTATCTGCCATGGTCACCCGAATTGCCATGCTGGTGTCATAAAGATTCAAACAAGGCACCCCAAG -ATTAAGCGCTTACTTCTCACGAGCTGATGCCTTGCTTTCCTGTGCATGAATCGCCTTAAGCATTTTTGCC -ACAAGTTTCATCTTTGATCGCGGTGTTACAGAAAAAATATTACGGTAAAAATGAACGGTACAACGCTGAT -ATTTAGCTTCTGGAAACACTTCGTTAACTGACTCTAACATACCTAAACATTTATCACCTACAATAAGTTT -TACACCATCTAGTCCACGACCTTTAAGCCATTGTAAGAATTCCTTCCAACTGGCCTTGTCCTCTTTCATC -CCTTCTCTGGCACCGATAACCTCACGGTAGCCCTCTTGATTTACAGCAATCGCTACAAGAATAGACACAT -TTTCATATTCACCGCCCCAGTTACGTTTTAGATATATACCGTCTACATATACATATGGGTATTTACCGTC -CTGCAAAGGGCGGTTTCGCCAGTTTTCAATATGTACATAGGCTTTCTTATTTAGTTCACTTATTGTTCCG -GGAGATACTTTAGTTCCCCAAAGAGCCTCAGTAATATCTTCTACACGACGAACTGAAACACCGGCCAGAT -ACATTTCAATTAAGGCTTCTTCAACTGAACTTTCTCGGCGGCGATATCTTTCGATTATTGCTGTCTCAAA -AGGCACGCCCTTTAGCTTAGGAACTCTTAGAGTTACTTCACCTGATGTGGTTTGTAAACTACGGGTGTAA -TGACCTGAGCGATAGCCTTGTCGTTCCTGTGTACGCTCGTATTTTGCAGCATTGGTTAAGTCTTCAGCCT -CTTTATCGAGCAGGTTGTTTAATGTTTCCTCAACACTACTCCTAACCAGGTTTTTCAGTTCTTCCTTGAT -GATTCCTTCATTTAGTTGTATAATTTTTTCGGACATATTTACAGTCTCCTTTTTTGGTATATTTTGTATG -GTAACTTAATTCTACCAAATGACTGTAAATCTGTCCTTTTTTATTCGAATTTGCGAAACCTATTATACGT -TATCGTGTTTGGTAATTTAGATGCAGTTTGCTTTGGAATTGGCTCTTTGTCAAAAAAGCCAACAGCTCCT -ACAATTTGTGTACCATCATATCCAGAAAGCCTTATCTTGTTGTCACACCAAATAGATAATTCGCCATTTC -GATTTTTATATATAGTGGCTACAGGGTTACCCATGTTTTCAAAATATATGGATTTATCGCCATCTGAATT -TGGTGTTCCAATTGTTACGCTATCTGTCAAGTTTGCAATACCGCCGTTAATTTGACTGGCAAATATTTTA -CCTGTAACTACATAATCCAGTCCTAAAGTAGTGTATAATTGCTGACTTGTCAATGCTCCTACATCTGCAG -CTGTCTGAGGTATAAAAGGCTGATCAGTTACTTGCCCCCAACTAAGTCTGGCATCTGGCCCCATCTTTAC -ATTCCGTCCGAAAGTCAAATCCTGCATCGCATCCTCATATACTAATTTAGCCCCATTTCTATCTATACAA -TAAATTGTAATTTTCCCACCGACAGCATCTTCTTTTTGTGAAACCTGTCTATAAGCATTTACAATGTTAT -CTACGGGTTGAATATTTGAGAAGTTCTTCAATATTAATTCCAGTGCAAAATCTTGACCCATACCTCTTGT -TTTCAATTCAGAATCGTTATGTACCATAGGAATAAAACCATTTACATGACTGTATTCAACATAACCGCAA -ATATTCTGTTTTAAATCATAGTAAGCAAGTATTGCAGCTATTGTTGTGTGCCCTGAATTACAAAATCTAT -TTAATTCAGGGTATCTTTTTAGATAATCTTCATGGCACTTTCTTGACTCATTCTGCACTAATGTGAATAT -CTCACTTATCGGCGTTTGTTCATTTACTTCTTTTTTAACTTTTTTAGCCACATAATCCGCAGCTCCCTGT -ACACCAGAGGCAAACAGCAGAACATGATCTGTTATTTTTGTTATCTTATTGTGGTTATCTGAAATAAGCC -TATTGCCTATATTTCTGATTCTTCCGTCTGAAGCTATATATACGAAGTTCTTAGGGTTATTCATTGCTAC -ACATAAACTCATTTTGGTTATCTCCTTTACTTATTAAGAATTAATCTCAAAACTCCAATATTAAGTACTT -ATTGAATTTGGTATCACGTAATTCAGACCATAGTAGAGATTATTAAGTCTCATATAAAACCATTCCTGTG -TCAGAAATTGCAGCATACTCAATACCGGATTCAATTATTTTAAATCACTATTTTGGGAGAAAAATCTCCT -TTTCAAAAGTTAATGTGGGAATATTTTATTTACAGATGTGGACACGTGGTGTCCGAAAGTTATTGAAAAT -TAGGACCTTATATGCCGGGGGGTATGTTTGGTTCTTTGTTTTAAATGATTGGGGTTTCTACAAAACTGGA -TTTTTCTTATAATGTTCAGTGAAATGTCCTGAACGGTACTTGGGTTGACACTCCTCTGGGAAATATTAAG -TTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGGTCTGATATCTT -TTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCAGGATCATTCAGGAGCTTCTCTCG -GGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTTTTCCCCTGATGTGTT -CGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTGCATTTGTTCAACTGATTTATACATTG -TCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTCGCATATACCGTTTGT -TTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAATAACTCATACAAGTGT -TTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCGGTATCATATGATTCT -CAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTTACTGGTACCTTGGCTGTATATAATTT -TGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGATATATACGTCCAACACCTTTGATATAG -CCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCTCGTCTATGGATATAT -TCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCTTCCTTGGCAGC -CTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGCCAGATTGATCTTACC -CCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCGTATGCCGGCT -TTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATACAAGGCTTTCT -TCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATATCATAGAAGTGCTGT -CTGCTGACTCCATGAATTTTACATGCTTCACTTACGTTTTGAAGATATTCGGCCAACTCAATCAGGCTCA -TTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAATTTAATTATTGTCCA -GAGGAGATATTGCCCAACATTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAGCAAGTGAAATATTTA -AATGCTTGTATCCTTAGTGTATCAGGTACATATATAATATTTATACTTGATGGATATGCCGGTTCCTTAT -CAAGTACTGATACTTCTCTTAATATCATATCCTCTATGATCCGACTATTTATAAGCTCCTTATGAATTAT -TCTTTCTTCAAAGGGAACAAAGTTGAATGAACAACCTTTTATGCTACCGTATATACACTTAGATATAACT -TCAATATCACTTATATTTGCTATGAATGTAAGTCCTAAATCATTCTCACATAAGGATATGTCCTCAATGC -TTGCGATTTGTCTTTCATGATTAAAATATAAAGGCACTTTCCCGTAATTTTGTAAGCTTTCCTTAAACGC -CCCTTCCTTTATTCTTTCTCTAAAGGGCTTAATGTCTTCATTAAATATTGCTCGACTTTCGTTAGTATTA -ATATTACCTTGTATTATCGCTTTATCCATATACCTCCTACCCCCCTGCATTAAATCGCTATAGTAATTAT -TTTATTATAGACTTTATCAGTGGTATATTTTTCTTAGAACTTTCAATAGCTAATTCTGCTATATTCCCAT -GATTAATTCTTTGGTTTATTAATCTCTGGACATCGTCAAATACTCTCATGTCTCTTCTTGAAACTATTAA -TGCTTTTGCTTTTGCTCTATACATTTCAATTTTTTCGTCCATTTCATTCAGTAGTTCTGTTGTTATAACC -CTAGCTTGCTCATAAAGCTCATACAGTTCTTCAGAAATCACCGTATTAGCCAATGCTGTTTTGTACGCTT -CCATAAAAACTTTTCTAGCATCTGTTAGCTCCTCATTTTTTAGATCGATATCTAACTGTATTGACATAGC -TTCAATTTTACTCTCAGTTGTTCCGTCAGAATAATTAGCAGCCTTAAGCTTTAGTTGTTGAATTTCGTCT -TCGATTCTATCAACAATGCCCTTTGCTTTCATAGTCTCTGTTACACATTGAAGTATATTTTCTGGTAATA -ATTCGTTGATTTTGCTATCCAAAGTAGTATACAATTCCTTATTTATATCCTTGCACCTTCCTAGTACATG -CTTAATTGTTCCTGAAGGAAACGCTGTAGACCCTCCTAGAAGAGCACCCTTTTCTTCTCTAATAACATCG -TGGTTTAATATCTCATCGTAATTTATTTTACTTACCTTAGATTTTAAATTAATTTTTTTTGACATATAAT -TAGTCTCCTTGTTTATTTTTGATTTTTTATTGTAGGTTATATGTAATCAGGATAATCTGCAGTCTGACCC -TGTTGTTTATATTATTTTCCTCTGCCGTAACCACTCATTTTCAGCTTTGAATATATTGATCAATTCTTCC -AAATTTGTTTTTACTGGTGCAGCAATTATTCCATAATCCTCTGCTAAAGCTCTTAATTTATGGTTACGTT -TAAGTCTATCTCTTGCCTTGTTTATATGGTTATGTATGTCTCGCTCAGTAAGGTTATACTTTTTGCTTAA -ATATCTTATCGATAGCTGCTTGCCTAAATTTTCAAATATCAATTCTCTTACCGGGTGGTCAGTAGTTTCT -GTAAGTATTTTTTGGACTTCTGATTGGATAAAGCTTAATTCTATATCATCAACAAATTTCTCAGCTTCGG -AATCCTGTAACATGTCAATAAATTCAACATCTTCGGTATCATTATTTACCTTTGAATTAAGAGACACATT -ATTCTCATACTTTCTCATTTGGCCTTTTTTTCTTAATATCATCCAAACTATAGCATTACCCAAATATGAA -ATGAAAAGTATCTCACGTTCTGGTTTATAAGCCTTAACACAATTCAAAAGTACAAAATAACATTCCTGGA -GGAAATCATCTCTATCCTGCTTTGAAACGCTGTATCTAAAAATGAGCTTGTGCATGATACCGATATTATT -GTCGTACAGAGCTTGTAAAGCTTGTTTATCTCCTTGCTTTGCCTTTGGTATTAATTCCTCATTAGTCATT -GTAATAAGCCTCCTCGACATGGTATAATTGATATAGAGAATTCGAGCCGAAAAGGCTTCTTTTTTTATGC -GTTCATGTATGACTCATACTCCATTTTTATGAATTCAAGTGTTAATTCTTCCTGTTTGATATAGTCGTCT -ATGTCTCTAATTCTGAAAATAAGTAGTTCATCTGTTTCAAACAAAACTTCGCATACTTCACGTTCTGGAC -AAAAAGACGTTGAAATACTGCCGTCCTTAAAATCAATATTAATCTTAATTACGTTTTCTTCGCTACCGTC -TCTTATTTCTTTTGGAATACTATCGTTAATGGGTATGTATTCAAAGGCTATATTCTTTACCCCATAAGCC -CAAACATCATTTACCATTACAGTTTTGCAATTAAACCCCTTAACTGCTTTTTCTACTATTTTCATGTTGT -ATTTTTCTAACCTATTATTCATAATTTTTCTCTCCTTGTTATTAAAAATATTTATTTGAATCCGTCCCGG -ATTTCTTGGTCACTTACAACTACATTCCACTTTTTTAGAACATATATGTACTTAGCCATTGGTTCAAGTA -TCTCTAGTCTAATTTCAAGTACATATAAATCCTGCTCTTGAACTGTATCAAGAAAATCAGCGGCTTTGTT -TTGACGTTCGATTAGCCTGTTATAGTTTTCTTTTATTGCAGCTATTATTTTGGGTGTAGGCTTAATGATA -TCCCATATCTCAAGTGAAGTACTCAAAAAGGCCGCCCCCTTTGTTCTCTGAAACTAATCCTTGGTTGTAT -GTTTAAACTTTTTCCTAATAGTCTGTATACCTGTCTTTTGATTTCATCTACTCCGGAAACTATAGGCGTT -TTTTCTTCTACAAGATTAAGCTCTGATGCACTTGGTACATAATATTCTGATTTATGATCGCTGATTTGAG -TACCATTATAGGTAAACTGCTCTCCTGCAGCACAATCACAATGAGCTACAAATGGCTGACTTAAAAGTTG -TTCGTCCTTATACTCATATTGATGCCTATAGGTCAAATAACCTCTAGCATTACACTTGGGACAACTACAG -CTAATGATTTCCTTGTTTCTGTTTTCATATTTCCAATATTCTTGTAAAAATAAGGATATAGGTGGAAGGC -TTTTGCTATCAGCTTTTTTATACTGATCAATCAACTTGTCACATTTTTTAAAATCGAGGGTTCCTATAGA -CTTCATCCATTCAACCTTAACACCGTCGTCACCAAAGTTATGAAATGTAAATACTGCCTGTAACCGCTTT -ATTGTTCTATCAGCTTCACTCTTTGTCAAAATACTCATCCCCTATCTCGTCAAGTATATGCTGATTACTG -TCTGTACTTTTTGACTTTGCCTGTATACCTTTTTGGTTTGATACCTCTTTAAGTGTAAATATTCCTTGCC -AGCTATTTAATATTGATTGGTTTAGTACCTCAATCTTAGATTGCTCATTGTCAGCAAGCCTGTCCAACTT -TTTAAGTAATAAGTTTAATGCATATTCTGATTTAATTGGTTTTTTCAGCCCTTGCCTGAACCTTATAAAT -TCATTAATTGTATTTCTAAGGTCTGGGTTTGTTGTGTAATTATCAACTATAAATTGAAAAATTTTCGTGT -TATTATATTTAGTATTTGTATTAGTATTTGTATTTGTATTTGTATTTGTTGTACTGCATTTTTGAAGTAG -GTCGTCCTCTATTTTTGAAGTAGGTGGCACTTCACTTATGAAGGTACTGCATTTTTGAAGCTCCTCTATT -TTTGAAGTAAGTATATAATATTTATTTCCAATTCCTGTTACAGTCTCTTTTTTTAAATAGCCTTTTCTTA -CCAATCCGTTTAGGCTATTTATTAAAGTTTTGTCATGTTTAACTTTACTTACATTTTTAAGTTGCTTGTA -GCTAGGGAATGCATATCCTTTTACTTTGTTATTAAACCGTATTAAGGTAATTACTATTAATAGTTCTTCT -TTGTTTAAATTCTCATCCTCAAATATGTAGTTTGGAATTACTGTAAAACCGTTTTCGCCCACTAAACCAC -CGCCCTAAATCTTTCTGAGCTTACCATATTGGTTTTTGTCTGCAATATTTTCCTCCATTACCGGGTTTTT -AAGCCACTCTTCAAACCAATCAACATTTATTAAGTATTTTGCTCCAATCTTTACAAATTTGATTTTCCCC -TGTTTCAATAAACTTCTTAACATTGTTGGGTTTACTGCTGTCTGTGGATCGTTTTCCTTAAAGTATGCCA -CCGTTTGTTCAACTGTTCTCATTTTAGTCGTTGCCATTTTCTAAGCCTCCCTTTTACTTTTACTCAGTTC -CCCTGTATTAGCTTCCATCCAGTGAAGAAAAGCTTCTTTAGGTACTACAATGCGTTTCCCAATACGCAAA -GAAGGGAACCCTTGACTGTTCATCAAGTTGTAGGCTCCTGCCTTGGAAATGTTTAAACAAGATGCGACAT -CGTCACTGTTTAATGAAATTGGCAATTCTTCAGTGCTTTTGTATTTTATATCCATATACACTCCTCCTTT -TGATTGATTTTTATTTTTTTATTAGATATAATGTATGTAATAGATGTAATAGTTTATTGCAATTAATACA -TTACACCTTAAACATATTATAACGTAATATATTTTAACATTACAACTATTACAATATATTACATAGGAGA -TTTTTTATGAAAAACATTATTTATGCAAAAAATATTAGAGCTTCTATATATAAACCTAAAAAGTGTGAAA -TTATATCCATTAACGGTATTACTTACATAGGTGGATCAAATAGTATAAAAGAATATTCGGAAGCAGTTTT -AAAAAATAGTGCTGATATAGAACAAATTATTTCTAGAGCTATGGAAGTTGAGAAAATGATTGAGTATGAT -GCTTTTTCAATAAAAGAAGATATTTTACTAAGGTATATTAAACTAGGAGAGATTTTAGACAAAATGGGAA -TTGTAGACAAGTTTTATAGTAACTCTGAATGCACATGTATGATTGAGAGTCTTGATGACCTTAAGGACGA -CTCTTTTGAATACTTTACAAGCCCTGAAAATAAAGAGTTAATTGACAATAGCATTTTGGATTTTGTAAAT -GATTTTGGTCTTGTCGGTGTTAATGATATTCAAGATTATTTTTGGGGTGTTAATTCTCTTGGGGAATTAG -ACAATTTTACTATTTCCATTATTGCTGAGCCTATTTCACTGATAGTAAATGACATTTGTTGCTTTTATTC -TTTTGTAAAACATGCTAATCCAGAATACGATATGGATTTTGATATTAAAGTTTCCTTATATTGCAATCAA -AATAAAGTGTGGAAGTCAGAGTATGTATTTAAATCACTATGGCACTTAATAAGATATTCTCTTGTATCTA -CGTTAACGAGTGATGGAGAAGGATTAAGACAATGTCCACAATGTAATTCTTGGTTTATTCCGAGCAACCC -TAAGGCCGAATATTGCTCTGCAGCTTGTAGAAATAGATATAATGTTTATAAGTGTAGGAAAGCCAAAAAA -GAAAACCAGTAATATAAGTTCTTACAAGAAATTGTCTGAATCTACTTTATATAAAACATAAACAAGGAGT -GATAACCATGGCCAGCATAAGACAAAGAGGAGAAAACTCATTTCAGGTAACTGTTTCAAATGGATACGAT -AGTAAAGGCAAAAAACTCTTAAAAACAAAGACAATAAACATAGACCCTCGATTAACAGAAAAACAGAGAG -AAAAAGAACTTCAAAAACAAGTTGTATTATTTGAAGAAGAAGTTAAATCCGGTTCTTACTATGAACCAAC -TAAAATGACTATGTCTGAATTTATTGAATTATGGCTTGATAAGAAGAAAAACAACATTGAAAGTAAGACA -CATCAAGGTTATTCCGGACTTTTAAAAGGTAGGGTTTTAAAAGTTATGGGTGATACTAAGATAATAGACT -TAAAACCTCTTCATCTTATTAACTTTTACGAGAATCTTCAAGAATTAGGCATCAGAGAAGATGGCCGGGA -AGGAAAATTATCGACTAATTCTATCTTGCACTATCATAGAGCTTTAAATGCCATGTTTGGTGATGGTGTT -CGTTGGGGGCTAATTAAAGAAAACCCATGTTCAAAGGTTAGACCACCTAAAGTAGTGAAAAAAGAAATGA -GCTGTCTTGACGAAGACCAAATTCCCCAACTAATAAGCGCTTTATGCAATGAACCTATAGACATAAGCAC -TTTTATTACATTAGACTTGGTAACAGGCTTAAGACGTGGAGAGTTATGTGGACTCCAGTGGGATAATGTT -AATTTAAAAGATAATACAATAGTAGTAGAACAGGCTGTAAGTTATACCCCTGAAACCGGTACTATAATAA -AAACTCCGAAAACCAAGTCATCTATTAGAAAGATTACTATTCCTAAAACAACAAGTGACCTATTATCTAT -ATATCGTAAGTGGTGGCTTGAACAAAAAATAAAAGTAGGCGACCAATGGCAAAAATCTGCTAGAGAAGAG -GTTGAAAAGAACGGACAAACATGGGAAGATCCTGAGTATTTATTTACTACTTGGGACGGTTACGTTATGC -ATCCAGACACTTTAACTAAAACTTTTAAAAAATTTATTAAAAGAAACAATTTACCCGATATAAGGCTCCA -CGACCTAAGACATACAGCTGCTACAATGTTAATCCATGCAGGATTAAACATCAGGGCTGTTGCCGCCAGA -ATGGGGCATGAAAACCCCAACGTTACATTAGCAATATACTCACATGCCCTGCTCAGTGCAGACAAACAAG -CTGCTGACGTAATGGGAAATTTGATAAAAAAGAAACCCCAAAATGAAAAAGTTGAATAAATTTAATAACT -AAAACCTTAGGACATTTCGTTTATGAAGTGTCTATATATTTTATAAATTCTTATAAAATTCAGTATCTTT -AGTAGTCAAATAGTAGTCAAATCAATCATCAACAATAAAATATACTTAAAACCAAAACCCCTCAAAGCTT -TATGCCTCAAGGGGTTAAAATGGAGCTGGTAAGCGGAATCGAACCGCTGACCTGCTGATTACGAATCAGC -TGCACTACCGACTGTGCTATACCAGCATATATTCAATTTTTTGTCTGCATCCTATATATTAACACGAAAT -TATCTTATGTTCAATTGCTAGAGAATTGACTTCACTTGACAGTATCTGAATAATGTTGGGCAATATCTCC -TCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTATGACAGCACAAGATCGTATAGTTAAAAACAA -AATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTAAGTGAAGCATGTAAAATTCATGGAGTCAGC -AGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAAATGGTCTGGAAGGATTAAAGGACAAGACCA -GAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAGGAAGCCGTATTAAGAATAGCATATGA -AAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAAAACAAGGAGTTCTTGTATCAGCCGGA -GGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCTTTGACAAGAGACTCAAAAAGCTTGAAGAAA -AGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCTCGCTGCTCTGGAAAAGGCACAGCAGGAAAA -GAATATATCCATAGACGAGATAGATACCCAGCACCCGGGATATTTGCTGGCACAGGACACTTTCTATGTG -GGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTGCCATAGATACTTATTCGGCAGTGGGATTCG -CAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGATATATTAAATGACAGAGTCTTACCGTTCTT -TGAGAATCATATGATACCGATAATGAGAGTACTCACAGACAGAGGAACGGAGTACTGTGGAGCACCTGAG -AAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTGAGCACACAATGACAAAGGCTAAAAGCCCTC -AAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCTGAATGAATTTTATAAACCCGCATTCCGAAG -GACAATGTATAAATCAGTTGAACAAATGCAGGAGGATTTGGATTTTTATATGCTGGAATACAACGAAGAG -CGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCAGACATTTCTTGACAGCTTGCCTCTTG -CCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGGTCTAGCCCGCCCGGCGATGAGGGCAA -AAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGCACCTCCATATTGGAAGTGCCGAATAAACAA -AACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAGGACAGTTCAATTATATTGTATGGTTT -ATTTTTTAGCTAAAGAAGGTATTATATTAAAAATAATTTCACGCATAGCGTTTTCGTCATTACTTACAGT -AACTATGTCAGCAGCATCTTTAACGCATTCCCGGGCATTACCAACGGCAATACCTACATCAGCCAACCTT -ATCATTTCAATATCATTATCATAATCACCGACAGCGATAATTTTTTTATCCCTGTACAGGTGTGAATTTT -TTAGTCTCTGCAAGGCAAAACCCTTTGAAACATTCTTTTTAATGAGCTCAAGATAAAAAATCTGTGAAAA -GAAACTGTCAATCTTATCAGATAAATTAAATTCTTCAAATGCAAGCTGTGCTTTTTGAAGGTTTTCCGGG -CTATCATACAGAAGCACTTTAATCCAGTCCATTTTCATAACCTCATCAAGTGTAGTCCTGCTGAACACCT -GTTTTTCATTCTCTACATAGGGGTCAACTATGTGGTCAGGTGTTATTATGTACATCATTTCAGGTGTGAA -TATTTCAACTACCATATTTTTGCAGTTATTTATGCAATAACTAATATAATTCTCAACTGCATTCCTGTCC -AGGAATGCAGTTTCCAGAAACCGCTCCTCTTGGAAGCTATAAATTCCTCCTCCGTTATACAGGATGCAAG -GACCGTTTAAGACCAGATTTCTAACGTAGGGACGAATATTATCCTTTGTTCGGCCTGTAGCAACCGCAAA -GCTTCCGCCGTATTTCATAAAATGGCTAATTGCATCTAAATTCTCCTGTGAAATGAAATGCTGTGAATTT -ATCAAAGTACCGTCTAAATCGCTTATTAAAAGGTATTTATTGTAATCAAACATATGACCTCACACAATTA -TTATATTTTACCTGAACTATAAAATATAATATGGTTTTACATCTAAAAAATCAAGCATTTAATTATGTTA -CACTATTAAAATACAACTTCCCACATAAAATGATCATGTGGGAAGTTATAGTATTAAGGAAGTTGATTCT -TGTACTGCTGGTTTGATATCTTATCAGTCTCCTCTACATATCCCTGATTATCAATTTCATTTGTATAAAA -TTCTTCGTAATCCGCATATCCCGACATATCCTGAGGGGTATCTGCACTTCCGTATTTTAGAAGGTCATTT -AATTGGTCCAGACCTTCAAACTCGTCATCTTCTTGCTTGTTCAAATACTTCCTTCCAAACGGGCTATCAA -AAATTTCGTTATACTGCTGATCTGGCGTATTAATTTCTTCTGCCTCCTTATCTTCCTGACATTCCATACA -AAACCTTGCAGTAGGCATAACTTCTAGTCTGGCCGGGTTTATCTTCTTTTTACAATTTTCACAAATGCCG -TATGTTCCATTATCTATTTTTTTCAATGCAAGCTTAATGTCATTAATCTTTGTCTGTTCATGAACTTTAA -GAGCCAGATTCATTTCCAGAGTATACAACTCACTTCCCAATTCAGCAGGATGATTATCATAATTTGACAG -CTCCGAAGGAGTATAGTTGCTCATCTCTCCCTCGTCCAAGTCTCTCATTTGTTCCAATGCAGTGTCAGCC -TTTTTGGCCTCCTTTAAAAGTTTATCCTTGTAATGTAATAGCTGATTCTTGTCCATATGATCCCTCCTAT -GTTCGTCCGTCATCTGACATTCCGACTGCTGTTTTGCACAATCTTAACTATATCACTGATAAATTCTCCA -ATATATGGAAGGTTTATTTTAACAATAATATTAAGAAAGTAAATGGCAATTGCTCCAAGAATAGTGAATC -CAATAGCAATTCCAAAGCCTCTTGCCAAACCGCTTACAAAATTGGCCCATAGCATTTTCCTAGGATGTTC -AAGATAATAAACATAATCCACAAACTTCATCTTTTCCATTTTCAGAGACAAATTATCAATTTTTTTGCAC -AGCACACTAAATAAATGATTTTTGTTGGCCATATTTTATAAGTACTCCCTTCACATGAAAACAATTAAAA -TCTTTTCAATATAATTATGGTTGTTCTGTTTGGCTTTATTTATTCGTACGAAATTTTTCTAAAACATACA -AAAAAGCATACTAACCGTATTATCAAAACAAAAACGGTTAATATGCTCAAAATTCAAATTTGAAATATTA -ATTCGACAAATCCAAAAGAACTTTTTTAATCAGTTCGTTGTCTTTAATGGTACATTGGAACACCTCTCCA -ATTCTACGAGGCAGAACAAACTTTAGCTTGTTGTCCTTTACCTTTTTATCGTAGAATATCTGGTTATACA -CTCTCTCAACGTCCAGACCAGGCAGGGAAACAGGAAGCCCAAGTTTTAAAAGAATTTCTTTAACCTGATT -AACTAATTGCTCACTCAAAACTTCCATATATTGGGCAATTTTGTATACTCCTACTATTCCGATAGATACA -CATTCACCATGCAAAAGCCTGAAATTCTCAACCGTTTCAATGGCATGACCGATTGTGTGTCCAAAGTTAA -GAATAGCCCTTAAATCGTCCTCTTTTTCGTCCTGCTCCACTACGTAACCTTTTATTGAACAATTCTTTTT -AGCTAGATATTGCAGTACATTTTCATCAAATTTAAAAATCTTATCAGCATTATAGTTAATATAATCACAG -TATTCTTCATCCATAATCAAACCATGTTTGATTACCTCTGCAAGACCGGCAGAAATCTCTCTTTTAGGCA -GTGTCTTAATAGTATTAACATTAATAAACACTGCTTTAGGCTGATAAAATGCACCCACAATATTCTTATG -CCCATTGAAATCAACCCCGGTTTTCCCTCCAACGCTGCTATCTGCCTGTGCCAACAGTGTTGTAGGTATC -TGAACAAAGTTGATCCCTCTCATATATGTAGCGGCGGCAAAGCCAGCTATATCGCCCACTACGCCACCAC -CAAGTGCCAGTACAATACTGCTTCTGTCCAGCTTGCACTCTACCATCTTATTATAGATACCATAAACTGC -CTCAAGTGTCTTATTACTTTCACCGGGCTTCAGAACGTGCTTGTTAACCTCTATTCCGCTGACTTGAAGT -ACTTTCATACACTCATCAGAATAATAATTATCAACATTCTCGTCGGTTATCAACAAAGCTTTGTTACCCT -GCCTGAATGATAGAACCGTTTTCCCAAGTTCCTGAAAGTCTGTTGCAATACAAATTGGATAACTTCTTTC -CTTTAAATTTATAGTATGTCTAATCATAATACGTCTCCCAAAATCTGATATGCTTATTTAACCTACAACG -TCAGCACATCTCTTACAAAGTGTCGGGTGTTTTTCGTCATTGCCTACAAATTCGCTGAACATCCAGCATC -TTTCACATTTTTCTCCCGGTGCCTGTTCAACTGAAACTTTTATTTCAGGTATTTCCTCACCCTTTTGGGC -ATCAGCGGGAGCATCAGCAAGATTTTTAACTTCAACTGCTGAAACTATGAATATTGTAACAAGGTCATTT -TCAATGCTCTTTATAAACTCAAGATTTTCACCGTCTGCATACAAAGATACTTTTGCATTGAGAGAATGTC -CAATTGTCTTGTTTGCCCTTGCTATTTCTAATGCCTTTGAAACATCTGACCTAAGCTCGAATATTTTTTC -CCACTTTTCAGATAACGCGGTATTTACATACTTTTCATTTACTTGTGGCCAGCTGTTCAACTGAACACTT -TCAGTATCATCCTCCGCCCTGTGAGGCATGTACTGCCAGATTTCTTCAGTAGTAAATGCAAGAACCGGGG -TAAGCATTCTTACAAGGTTGTGAAGTATCTCATACATAACAGTCTGAGCTGCTCTTCTTTCCTTTGTATC -AGGCTTTGAGGTGTAAAGTCTGTCCTTTATAATATCCAAATAGAAGTTACTCATGTCAACAACACAGAAG -TTGTGTATTGCATGGAACATCAAATGGAACTCATAAGTGTCATAAGCCTCATTAACCTTCTTTATGAGGT -TAGTCATTCTGCCCAATGCCCATTTGTCCAGCTCATTAAGATCATTGTAATCAACACTGTCAGTGTCTGG -GTTAAAATCATTTATATTACCAAGAATATATCTTGCAGTATTTCTAATCTTCCTGTAAACCTCTGATAGC -TGCTTCAATAAATCCTTTGAAATTCTAATATCAGTCGTATAGTCAGAAGAAGCAACCCAAAGTCTTAGTA -TATCTGCTCCGTATTCCTTAATAACATCTGCAGGGTCGATACCGTTTCCAAGTGACTTAGACATCTTGCG -GCCTTCTCCATCAACAACATAACCATGAGTCAAAACCTTTCTGTATGGTGCGGTTCCTTTTGTCGCAACT -GAGGTCAGCAGTGACGACTGGAACCAACCGCGGTGCTGGTCATTACCTTCTAGGTACAGGTCTGCAGGCC -AGGACAAGCCTTCTCTGTTTTCCAGAACTGCTACATGACTGGAACCTGAATCAAACCAAACATCCATTAT -ATCCGTTTCTTTTGTAAATTCATGATTACCGCATTTACATTTAATTCCATCTGGTAAAATTTCGGAAGCG -TCCATAGCATACCACGCATTTGATCCCTTTACTCTGAAAAGATCAGCCACAGCCTTTATGGATTCATCAG -TTATCAATTCTTTTCCGCAGTCTTTACAGTAGAAAATCGGAATCGGTACACCCCAGATACGCTGTCTGGA -AATACACCAGTCTCCTCTATCTCTTACCATGTTTGTAATTCTTTCTTCTCCCCATTCAGGAATCCATTTT -ACGTCTTTTATTGCCTTTAATGATTCTTGTCTGAATCCGTCAATTGACGCAAACCATTGTTCAGTAGCAC -GGAATATGATAGGGTCTTTACATCTCCAGCAATGAGGATATTGGTGAGTAATCTTTTCAGAGGCTAAAAG -TCTGCCATCCTGAGTTAATTTTTCAATAATTGCAGAATTTGATTTTTTGTAAAACATCCCTGCAAACGGT -CCTGCCTCTTTAGTCAAGAAGCCCTTACTGTCAACAGGAACCAGTACAGGAATCTTGTATTTCTGACAGA -CAATAAAGTCCTCCGCACCATGTCCAGGAGCAGTATGAACACAACCAGTACCTGCTTCAAGAGTAACATG -GTCTCCGAGTATAACTATTGAATCCTTGTCAAGGAACGGGTGCTTGCAGAGTATTCCTTCCAGCTGGCTG -CCTTTGAATTTTGCAACAGTTTCATACTCTGTTACAGCCGCAGCCTTCATGGTATTCTCAACCAGTTCTG -CAGCAAGTACATAATATTCATCGTTTGCCTTTACAACAGAGTATTCAAATGACTCATTCAAGCATATCGC -AAGGTTCGCAGGCAGGGTCCAGGTAGTTGTTGTCCATATAACAAAGTTAACCTTTTCCTTTGGTGCTACA -CCTTCAAAAATCCCCTTGTCATCTCTTACCTGGAACTTTACATATATTGAAACGGTAGTATCGTCCGCAT -ACTCGATTTCAGCTTCAGCCAGAGCCGTTTCACATTCCGGGCACCAGTATACAGGCTTCAATCCCTTGTA -TATATGGCCCTTTGTTGCCATTTCGCCGAATACTTCTATCTGCTTTGCTTCAAATTCCGGCTTTAGTGTT -ATATACGGATGTTCCCAATCAGCTCTTACACCCAGTCGTTTGAAAGATTCTCTCTGTACGTCCAGATATT -TCAAGGCAAAACCTTCACAAGCCTCTCTGAAAACAACAGGGCCTACTTCATGTCTCTTTAATCCTAGTTC -CTTGATGGCTCTCTGCTCAATTGGAAGTCCGTGTGTATCCCATCCGGGAACATAGGGAGTATAGTAGCCT -GACATACTTTTATATTTTACAACGATATCCTTTAAAACCTTATTCAACGTGGTTCCAAGGTGTATACCTC -CATTTGCATAAGGCGGGCCGTCATGAAGTATAAAGGAAGGCTTTCCTTCTGATTTTTTTAACTGTGTATT -ATAAATATCCATGTCTTCCCACTTTTTAAGGAATTCAGGTTCCCTTTGAGGGAGATTCGCCCTCATGGGG -AAGTCAGTTTTTGGTAGATTTAAGGATTTTCCATAATCTTCTGCCATTTCTATTACCTCCGGTTAAATAT -AAATTTTAATTTTAAGTGTAATTTAATTATTCTAAAATATAAATAAAGCCCCGTTCCATCAAAGGGACGA -GGCTATTTCGCGGTACCACCCAAATTATTTTTGCAGCATGAAAATAAAACATGACAATAATCACTTCGTT -TTATAACGGCTCATCACCGGCACACCCTACTTCTTATTGTTTTTCAGGCTGCAACTCATGGATGATTTTC -AAAAGCTTGAACCTGCGGAAATCCCACCACTCTTCCACTCTCTGTAAAGCCAACTGCTTTCTACTCTTTC -CAATCATCATATTTAGGATATTTTATTAGATTAATAATACATCAACTAACCTGCCGTCGTCAAGGCTACG -ATTTTAATTTTTGTCATTTCACATAGATTGAAATTCACATATTCCTATTATCAGAATAAAATGTAGTGTA -CTTTAAAATCAGGAGAGAAAAATGAATTTTGACTTTGCTCAACTAATTTCTCAGCTCAAAGGCAATAAAT -ATAGACGCATAGGTTCAGGCTCCTGCCGAAATGTTTATGATCTTGAAAACGGCTATGTTGTTAAAGTAGC -AAAAGACGTCAGAGGTATATTGCAGAACCAGATTGAGCATAAAAGCTATCTGACACACAAATCCGTTTTT -TTTGCCGAGGTAGCTGCCATTTCTGAAAACTATAGATACTTAATAATGGTAAAAGCCAAGAGAATTACTG -ATATTAGAATAGTATTAAGATATTACAAAGTAAAGAGCTTTGATGAACTAATGAAAAACCCTTTATTGGA -AGAAGATCTGGAAAATCATAATATCGGCAGCGGTGACTTGAAAAGGGCATCAAGCTGGGGAATCGTTAAT -GATGTCCCCGTCTTGATTGATTATGGATTAAACCAAAGCACCTATAACAAATACTACAGAAATAAGCTAT -TCGGAAGGTTCAGGCGGCTGAATTACACCTCCTGATTAATTTATCAGACACTTTTCCAATATTTCCATAC -CCTCACTGATCTGGTCTATTCCTGCTGATGCAAAGCTAAGCCTTATATAATCGTCACAGTTTTTTGTCAT -ATTATCATAAAATATCCCGGAAGGAATAAATACAAGTCCATTATTTCTACACTTCTTATAAAAAAACTCT -GCTGACAGATGCCGTGGCAGCTTTACCCAGAAATACAACCCTCCTCCCGGTTTTTCATACTTCAATCCAT -ACTTTCCCATTCTATCCAACCCGGCAAGCATAAACTCAAACCTGCCTCTGTATATCTCCTTCATGTACTG -CAAATGTTCATCCCACTTTTCGCTTCTGAAATATAAATCAAGAGATCTTTGTATCAAGCCGGAGGAAGAT -ATGTCACTTGTATGCTTTATTTTTGTAAAGCGATCAATTAGATTTTTAGGTATAACCATGCTTCCCACTC -TCAAACCCGGCATAAGAATTTTTGAAAAGCTTTTCAAATATATTACATATTCGTTTTTTTTATCCAATAC -CTTAAGAGCCATATACTTTTCCTTTTCAAAATATAACTCCGACATAGAATCATCTTCAACAATATATAGA -TTATTCTCTTTTGCCAGAAGCATCAACTTTTCAAGCTTTTCCTGACTATAGCAAACCGTAGTGGGATTCT -GATAGCGTGTCATAACATATATTAGTTTTGGCTTGCATATACGAATCTTTTTTTCAAGTTCCTCAATGTC -CATTCCGTCTTTTTCCATGTTTACACTTATGATTCTTGCACCCCTGGACTTGAATGCTGCAACAGCACCA -TCATAAGTAGGAGATTCAGTGATTACGTAATCTCCGGGGTTCAAAAGTGCCTTTCCAATAATATCTATCC -CCTGCTGTGCACCTGAAACAATCTGGAGGAAATCCTCATTTTCAACTGGAATAGAATATTCTCTGTTAAA -ATAAGCAAGAATAGACTGTCTCAAAGGCCTGTAGCCGTTACTCTCATCATACCCGAAGGCAAAACCTTTA -TCCCTCTCCAGAACCTCATTTATACATGCTTTAAAGGATTCAATAGGAAAAATAGACGGATGCGGAGTTG -CATTAGCAAAATTAATAACAGAAGCATCCTTGTATAATCCCAGATCACTGGAAAATTGTGTATCATGAAT -TCGGCTCTTTGTATCTGAAATAAAATATCCACTGCCTTTTTTTGCTGTTATGTAGCCGTTGCTTTCAAGC -TGTTTATATGCATTTACAACTGTGCTAGTGTTTACACCTAATTGGGAAGCCAGACTCCTTATAGCCGGGA -GACGCTCTCCAGGCTTCATTTCGCCCTGTGAAATTTGCTCCTTAATACTGTTAAACAGTTGCAAGTATTT -CGGCTGACCATTATTTTTTAATTGTATCGATACAATTTTCATAATACCTCCTTTATACATTAATGACAAG -TTTCATTATCATACTTCATATTTCGACATGGTATGCCTATATGCAAGTATCTATCAACCATCTGTTACAT -TACATTTTTTTGAACTACATATTGACATTTAAATTTATTTGTGTAAAAATGTACGAAATTTATCCGAGAA -TACGCACAAGTGTATCGATACAGTTAGTATATTTTAAATTTAAATAAAAGTAAAGGGGTATGTAATATGA -ACGAGAGATATCAATTAAACAAAAATCTTGCCCAAATGCTAAAGGGCGGAGTAATCATGGATGTAGTAAA -TGCCAAAGAAGCAGAAATTGCACAAAAAGCCGGAGCCGTTGCAGTAATGGCTCTCGAAAGAGTTCCTTCC -GATATAAGAAAAGCCGGAGGAGTTGCAAGAATGTCCGATCCAAAAATGATAAAAGATATACAAAGTGCCG -TATCAATTCCTGTTATGGCCAAAGTTAGAATAGGACATTTTGTTGAAGCACAGGTTCTTGAAGCCCTTTC -AATTGACTATATTGATGAAAGCGAGGTTTTAACTCCGGCAGACGAAGAATTTCACATAGATAAGCATACC -TTCAAGGTTCCATTTGTATGCGGTGCAAAAAATCTCGGAGAAGCTCTCAGAAGAATTAGTGAAGGTGCAT -CCATGATAAGAACTAAAGGTGAAGCCGGTACAGGAAATGTTGTTGAAGCCGTCCGACATATGAGAACTGT -AACAAATGAAATCAGAAAGGTGCAGAGTGCATCCAAGCAGGAACTTATGACCATAGCAAAAGAATTTGGT -GCTCCATATGACCTTATTTTATATGTTCACGAAAACGGTAAGCTTCCTGTTATAAACTTTGCAGCAGGCG -GAATCGCAACTCCCGCCGATGCGGCATTAATGATGCAGCTTGGATGCGACGGCGTATTTGTTGGTTCGGG -AATATTTAAATCCTCAGATCCAGCCAAAAGAGCAAAGGCAATCGTAAAGGCAACTACATACTATAATGAT -CCGCAAATCATTGCAGAGGTCTCTGAAGAGCTTGGTACTGCCATGGATTCCATAGATGTAAGAGAGTTAA -CAGGCAACAGTCTGTATGCCTCTAGAGGATGGTAATCTTACAGAAAGGATTATAAATGAAAAAAATAGGT -GTGTTAGGCTTGCAGGGTGCTATCTCAGAACATTTGGATAAACTATCCAAAATACCAAATGTAGAGCCAT -TCAGCCTAAAATATAAAGAAGAAATTGATACAATAGACGGACTTATCATACCCGGCGGTGAAAGTACTGC -AATCGGCAGGCTTCTCTCTGATTTTAACCTGACAGAACCACTGAAAACAAGGGTAAATGCCGGGATGCCT -GTATGGGGAACCTGTGCAGGCATGATTATCCTTGCAAAAACGATTACTAATGACCGCCGACGTCATCTGG -AGGTTATGGACATAAATGTTATGCGGAACGGGTATGGAAGACAGTTGAACAGCTTTACAACAGAGGTTTC -CCTGGCTAAAGTTTCTTCTGATAAAATCCCGTTGGTTTTTATTAGAGCACCTTATGTAGTCGAGGTAGCT -CCGAATGTTGAAGTTCTTCTGCGTGTAGACGAAAACATAGTCGCGTGCAGGCAGGACAATATGCTGGCCA -CCTCCTTTCATCCGGAGCTGACAGAAGACCTGAGTTTTCACAGGTACTTTGCAGAAATGATATAAACTAT -ATTCAAAAGGCATATTAACCCAAATTGTATAATTGGGTTAATATGCCTTTTATTGTTTTACTTCTTATTT -ACTGTTTTCAATACCGGAAAGCATTTCATTAATATTATCAATATTGGGAGACCCTGATTTTTTTGCTTGC -TCAAGCTCCTGCTTAGCTTTACCAAATTCTTTCGTATTATAGTATATGACTCCGAGCAGGTAATGTCCGT -CAGCCGGACTCAATTCTGCCAAGGCCATTGAATTTTGAATACCTTCATCCAGCTTTCCTTGACCAATTTC -AGCCCTGATTAATGACCATAATACCCTAATCTTTGTATTTTTGTCGGAAGGGTTCAAGTCAAGAATTTCC -TCTGCTTTTTTTTCAGACTCCTGCCAGTTATTCTGAATATCGGACTGCTCCAGTGCAGCAAGCTTAGGAG -AAAGAACATTTATATCATTATTAAAGCCATAAAATAACATTCCCATTGTAATCGCTGCCACAAGTAAAAT -AGATGTTACTTTTTTCAATATGTTTTTTCCATTTATTTCCCTGTAGGAATATACAGCCCCAGCAGTCAAG -AATCCTCCTACAAAACCACCTATGTGTGCATGGTTGTCTATCCTCTTGTTCATAAAACCATAAGCAAGGT -TTATTATAAGCATAGTAATAAGATTTACACCATAGCTGCTTTTTAAAAGTGCAGGACGTCTTAACGAAAA -ATAGAGCATAGCACCTACTAAACCAAATATAGCACCTGATGCCCCTACAGAGGAATTCAGTGAGAATGCA -AAACTTGCTGCTGAGCCAATGAAACCCGACACAAAGTAAATAGCCAAGAACCTTCCTCGTCCGAATATTT -TCTCCACCTGAGACCCTATGATATACAGCGAATAGCAGTTTACAGCCAGGTGGACAATATCTCCATGCAG -GAACATAGGTGATATAAATCTCCAGTACTGCCCTTCCATAATGAGATTATTTACCTTTGCTCCAAAGGGT -TCCAGCTGTTGTTGATAAGCGGTTCCGGTTCTCATGGACACAAGCTGCAACAAGCCCCACATAACAATAT -TAAAAGCAATAATAATGTATGTCAGCCATGGCGTTTCAGCCTTGGACTGTATTTCAAAGTCTTTTTTTCT -TTTCTCAATAACGTCTTCAATATCCTTATAACTGGTTTCTCTTTTATCAAGTCCCTTAGAAAAAAATCTT -TTAAAAGACTTTACCAATCCGGCATCGAAAGCAGGAACACTGAAATATTTCTCAGCCTGTTTTGCAGAAA -TGTTTACAGAAATACATTTCATAAAGCGTTTTTCCGAAGTAATATCCATCTGATGCTGCTTTATAATTTC -AACTTTATCCATATCAGGAGTACTATCAAACAAAAAAACCTTGAAAATATAAGCGTTATTGCCTTGAATA -TTATTCAGCATTGCTGCACCGTTTAACATAATATTCCTGATTTGTTCTGTTCCGTATCTGTCTGCGTCAA -TAATTTCAACAAATACAGAAGTTCCCTGTATCTCTTTAATTAAACTTGCAATACCATTAGAAAAATCAGG -TATCTGATTATCAGCAGATATAAGGTGGTAATAGTCCTTTTCCACAAGATATCTTACCAAGGAATTTAAA -AAATTACTTTTCATTTGAAATAAATCCTCCAACATTCACAGCTCCATATTTATTCATAATTCCAGCTACA -TCTGATGAGTTATTAGTAAGAACTCCAGCTTTTCCTTTATAAATTCGAAGGGCTGCCTCTAAAGCACTGG -GATTATTAGATTTTAAAATAAACGGCTGTTTCAGATAAGTCTGGGCTTCCTTCACTACATAGGATAGAAG -CAATTCATTTTCCCCGGGTACATCAACATCAATAGCTATCAATTCGCAGTCCTCTTCCATCAAGTCCATT -GCAGCATCCGTAATTGTAGATATGCTCCCTGCCAAAAGTTCCTTTTTTAGAGTTTCCTCCTTATTAATAT -CTATCCATCCAATGCCAGCTCCCATTATGTCAGAAAAAGCAACAGCTTTAGAAGATGATGTAATAAAATC -AACATTCAAAGGAAAACTTACCGCATCACATCCACTAACCGCCTTTGAAATTTCTGCAATAAACTCGGGC -CTTGTTCCGCAGCACCCTCCAACAAGTCTCGCTCCGTATTTTATAAATTCCTGTGCATATTCAGCAAATT -TTTCAGGAGTTTCATCGTACACCAAATTTCCGTCCACTGTTTTAGGAATCCCGGCATTAGGCTTTATACT -AAATTTTAATCCGGTTTTTCCGTAGCTTTCAGCAACCTTTATCATGTATTCCGGTCCAAAAGAACAATTT -GTACCAATCATGTCAGCTCCCAGAGAGTGCAGAATGCAAGCACAAACAGCAGGGTCTGAGCCCATAAGCG -TTCTTCCGTTCTGCTCGTAGGAGATTGAACAAATAACAGGCAAGTTACAATTTTCTTTAGAAGCCAAAAG -GGCAATTCTCATTTCACTTACATCTGTAAATGTTTCGAAGCTAATAATATCAGCACCTCCGGCAGTTACA -GCAACAACCTGTTCCTTAAATGTATTGTAGGCCTGCTCAAAAGTCAATTCTCCGAATGGTTCCAAGAGTT -TCCCTAAAGGTCCTATGGAAGCAGCTACATAGCCCTTATCCCCCATTACTTCCTTTGCAAGACTAACACC -TGCAAAATTAATATCGTAATGCTTGTCCTGCAATCCATATTCAGAGAGTTTCATAAGATTGGACTGAAAG -GTATTTGACTGAATTACGTTTGCTCCTGCATCACGGTATGCAGTATATATTTCCTTTACCATTTCAGGAT -GAGTAATATTCCACTCCTCAGGACAAGTTCCCACTTCAAGTCCCTTGCTTTGAAGCATAATACCCATAGA -CCCGTCAAACACCAGAACTTTTTTTTCTATATCATTTAAGAAAGACATATAAACCTCCATATACAAAAAT -TGCCAGTATTTATACTGGCAATTAATTACTTCTATATTATTATAATATTCATTAAGTCAATTGACAACAC -CCTATTATGCAGTCTCTATTGCAGCATCATCCTGAAGTCCCAGATCGGCTATGGCTTTTTCACGCATTTT -GTACTTTTGAATTTTACCGCTTGCAGTCATTGGGAAACTATCCATAAAGCCAACATATTTAGGAGTTTTA -TGTCTTGCCATATTGGCTTTTACTGCTTCTTTAACCTGTTCTTCCGTCAAGCTACAACCCTCTTTAAGTA -TGATGCAGGCCATTATTTCCTCTCCATATACTTTTGACGGAACACCGATTACCTGTACATCCTTAATTTC -CGGCAAGGTATATAAAAATTCTTCTATTTCCTTTGGATATATATTTTCTCCGCCTCTGATAATCATATCC -TTTATTCTGCCGGTAATCTTGTAATATCCGTTTTCATCCCTTGTTGCCAAATCACCTGTATGAAGCCATC -CATCAGCATCTATAGCCTGTGCAGTAGCCTCAGGCATCTTGTAATATCCCTTCATAATGTTGTACCCTCT -GGCAACAAACTCTCCGGGAACACCGTCAGGAAGGTCCTGATTTGTTTCAGGATCAACTATCTTACACTCA -ATGAATGGAAGTGCACGGCCCACAGATGAAACCCTAAGTTCAAGACTGTCACCTATTCTGGTTTGTGTAC -ACACAGGAGAAGACTCTGTCTGACCATAAGGAATGGTTATATCCTTCATGTTCATTTTTTCTATAACAGC -TTCCATAACCTTGACAGGACATGGTGAGCCGGACATGATTCCCGTTCTTAATGAAGAAAAATCAAACTTA -TCAAAATCAGGATGTTCCAGCATTGCTATGTACATTGTAGGAACCCCGTGCACTGCTGTACAGCGTTCTG -TTTGAATGGCATTCATTACCTTCAATGGTGAATAATAATCAACTGGAACCATAGATGTTCCATGAGTTAC -GCAGGCCATTATTGCCAGAACCAATCCAAAGCAATGGAAAAATGGAACAGGAATACACAGTTTATCTTCG -TGGGTAAGATGCATACAGTCACCAATGCACCTACCATTATTTACGATATTATAATGTGTAAGCATTACAC -CCTTTGGAAAACCTGTAGTTCCTGAAGTATACTGCATATTTATTACATCGTGGCAGTCAAGACTATTACT -GATGGCATAAAGTTCTTCATCAGAAATATCATTACCAAGATCAACGATATCCTCCCAACTAAACATACCC -GAATGCTTCTCGCTACTGACACTTATAATGTTTTTCAGAAACGGCAGTTTTTCATTATGTAAATTCCCAG -GTTCGGAGTTCTTTAAGTCAGGACACAGCTCGTTTATGATCTGTATGTAATTAGAATCCTTGAAACCATC -CATCAAAATCAAAGTATGTGTATCGGACTGTTTTAACAAATACTCAACCTCAAACACTTTGTAATTGGTG -TTTACAGTAACAAGAATTGCTCCTATTTTTGCTGAGGCAAAAAGTGTAATAAGCCATTCCGGTATATTTG -TTGCCCAAATTGCAATATGATCGCCCTTCTTAATCCCCAACTTGAGAAAACTCTTTGCAACCTTATTGCA -AAGCTCATTAAATTCAGAATAAGTTTTTCTGAATGGGCGATCTGTATACAATACACAGTCATGATCGGGA -TATCTCTTTGCCATTTCATCAAGTAAACTACCAACAGTAATTTCTATAAGTTTTTCCACAACCCAACACC -TCCAAGTTAAATTGTAATCATATTCATAAAATGTTTATAAAAAAAATAAAAACCTTTCGTCTCATATTCA -TGTTCATGAGACGAAAAGTTATCTTTCCGCGGTACCACTCAATTTAATTCCTTTATAAGAAATTCTCTTT -ATATCATATAACGGTGATAGCCGTTTCAGCCTACTTCTTTCAGCTAAAAATGCTCCAGGGCGAGCTTCAA -CCTTCAAAGACGCTGTCTTTCACCAACTGACAGCTCTCTATGGACTTATGTACGGTTTACTATTCCCATT -CATTGCAATCTTTTTATTATAAATTATTAATATAATACTATGTCGGCAAACTAAGTGTCAATACTTTTAT -ACTTTTATGTTATGTTTAAATGCGTATATAGCTGCCTGAGTTCTATCATTTACATCCAGTTTTTTGAATA -TGTTGGATATATGATTTTTAACTGTCTTTTCGCTTATATAAAGGGCCTTGGCAATTTCCTTGTTTATCAT -TCCTTCAGCTATAAGTTTTAAAACTTCAACCTCACGATTGGTTAGATTGTTAATAATGGATTTATCCTGT -TCATACAATGTCACTCTATTAAATTCCTTAACAAGCTCGCCTGTCATATTAGGTTGTATGTATGTTTGGT -CACGGTAAACATTTCTTATTGCCTCAATCAGAACCGATGATTCTGCATCCTTTAAAACATAGCCTTCACA -GCCAAGTTGCAATGTTTTGAACAGGTATTCCCTGTCCTGGTGCAGAGTTAATACTATAATTTTATAATTT -ACAGTCTCCTCCTTCAACGTTTTAATAGCCTGAAGACCGTTAATAACAGGCATATTAATATCCATCAGGA -TAATATCAGGTCTTACCCTTCTGGCCAGGGCTACAGCCTCCTCACCATTTGATGCCTGCGAAACCACGCA -AATATCTTCCTCCAGCTCAAGGATAGTTTTTAATCCTTGTCGTACCATAGCATGGTCGTCCGCAATCATT -ATCCTAATTTTACTCATTTTTGAGTGTCCTCCCCTTCATCCATTAATGGTATATGAATTTTTATCTTTGT -TCCTATTCCTACCTGTGATACTATATTCACCTCTCCTTCAAGCAGGGCCACCCTCTCTTTCATGCTAAAA -AGACCAAACCCACCAGTACTTTCAGGTTCTATTACCTTAACATCGTCAGTGTTAAATCCAACACCATTAT -CTACAATAATTATATTTAATTTCTTATTGACATGCTCTAAAAGAATTGAAACTCTTTTAGCCTGTGCGTG -TTTTAGTACATTATTCAAGGCTTCCTGAACAATTCTGAACACAGCAAGAGATATAACGGATTTAATCTCT -TCATTTATTGCTCTGGATCTCAGCTGAACATCTATTCCGGTTTCTTCTCTGAAAGAAATTACATAACGCT -CCAAAGTGGGCAGTAAGCCTAAATCGTCAAGGGCCATTGGTCTCAGGTTGTATATTATCTTTCTGACCTC -CTGAAGACTATCTCTCATAACCTTTTTTAGATTCTGCAATTCTTTCCTTGCTTCGTCAATATCTTTATCT -AATAGCCTTTCACAAATTTCGGCTTTTATTACAATATTTGACATAGATTGTGCAGGACCATCGTGTATTT -CTCTGGCTACCCTTTTGCGTTCTTCCTCCTGAGCCTCTATAATCTTGATGCCCAAGAATTGTCTCTGCTG -CAAATTGTCCAACTGCTCTCCTACGTTTTGAAGATCACCGCTTAAGTAGTCCAGTGCAATCCCCACATGT -CCTATAAGACTATCTGCCCTTTCAAGTGTTTTTAAACAATCCCGAATTCTTATTTCAAGGTCGTTTCTTC -TTCTTATAAGAAAAGTCTCCTGTTCACGCCTTACAGCAAGTTCAACCCTTATATTGTCAGCTGACTGATA -CGCCTGAGCAAGCTCATTCTGGCTATGACTGTTGAAATCCTTATTAACGTCATACAGTTTCTTTTTGCTC -TGTTTAAGATCATGTTCCAAATTTTCAATTACACTGACAATTTCAAATACCTGACTTTTTAATGTTACCA -GTTCATCTTCAAGTCTCTTGCATTCTTTTCTGGAATTCTCAGCAATTTCAATAATCTCATTTTTACCGGA -TTTAAGAGATTTTATTGTCTTTGAAATTATTTCATTCATCTGTACAGAATTGTGTTTATAGCTTCTCATG -TTTTTGTCCAATCCACATAAATAACCCTACAAATAGCAGGTGAATATTTTATACTATAGTATATTTTACC -TAATAAATATTTTCTCTACAATATTAATATAAAAATATATCAAAATATATAAATAATAGTAAAAATATTG -TATATTTTATTGTAATTTTTATCATATTTCTGAAATTAAGTGTTGACAACAATAATAACAGCTCTTATAA -TGTAAAAGTGTTCGGACGGCAAGTCCTTCAGTTTTAATATGCGCCATTAGCTCAGTTGGTAGAGCACCTG -ACTCTTAATCAGGGTGTCCCGGGTTCGAATCCCTGATGGCGCACCATAAAAAACAGCTTACCAGTAAAGG -TAAGCTGTTTTTTATATACATAATTATATTTTATTAGGATGATAATATCGTTTTTATAATTATTTGTTAC -GGCATAAACGAAAACCATGATCATAGCCCATACCATTTGCATCAAATTTACCTCTATATGAAGATTCGCA -GGCATGGTCATCACTGAGCCAGCAACCGCCTCTCCAAACCCTGGCAGCACCACTCTGACTGTTTAAAGCA -TCTCCGTACCAGTTCCAGCACCACTCCCTAACATTACCTGACATATCATAAAGCCCTAACTCGTTTGGTT -TTTTTGAACCAATTGGCTTTGTTTGATTTTTATTACTCTCTATCTTTGGCCAGTACCAATCTCCGTCCAA -TTTTTTATCACCTGAGTTTACCCAGTACCACGCTACTTCGTCTACGTAGTTACTTCCGCTGTATGTATAA -TTTTTACTATCCTGACCTCCGCCTGCAGCATATTCCCACTCTACCTCTGTGGGTAATCGGTAACCATTAG -CTTCTGCATTTATTGTTACCGTCCATTTTATATCATCTATATCGCTTTTATTATTTGGATCCTTTTTGTT -TTTGTCTATATTGTAATACGGTTCCAACCCTTCTTTTATACTCCTTTTATTGCAGTATTCAATACATTCA -TACCAGTTTACCATTTCTACCGGTAAACTATCACCTTTGTATTGGGATGGATTGCCTTCCATTATATCCT -TCCATTCTTTCTGAGTTACTTCATATTTTCCAATATAAAAATCTGAAATTTTTACATTTTTACCATATAG -TTGGGACTTCTTATTCTTAAAATTTCCCCCTTTGACTAATACAAAATTATCAGCAATTTCTTTTTTATCA -ACACCCTCTGCAGTACTAGTTTTTTCTTGCGAACAAGCACTAATAGAAATCATTGTTGTGATTAAAAGGA -AAATTAGTAGTTTTTTCATTGATTCTCTCCTTTAACTGATAAAAATTATAACCCTAAAATCCTATAAATT -CAGCCCCTGTAAAATTGAAGGCCGTTATTCTAATAAACGGCCCTAACGCTTTCGAACTACTCTAAACCGG -AGCAGAATACTTGTCTCTTGTCTCCATTTTTTGGGAACCGTATATCCCATTCCATTTTACTCCACTCAAA -GATAATATTCAATTAGTATGTAGGTAAGTATGTTTTTTTGATACATAAGGCAGCAGGTCGTATAAACGGC -CGCCCCTATTTACCAAAAGGTAAAATTTCTTTATTGGCCAATGACCTTTTTACCAAACTGTTACGTTAGC -ACTTCCGCTACTTTGATATCCTTCTACGCATAATGCCTGATACGACCAGTTGTATCCAAGGTTCATTCCT -TTACTTCTCCATGCATTTACATGGTTACCGAAGTTAATCTGAACGTTTTGTCCAGTTGGTCTTTTTGACT -GTCTAACGCTCCAATATTGGGTAAAATTCTGAGTACCGTCAATGGAAGGTGCATTCCATCTCTGAGTTGT -ATATATATCATAAGTACCGCCATCGCTTGAAACACTACCCTTGTATGTACCAGTAGGTCTATAACTACCC -CATGAATCAACTATATAGTACTCAATAAGTGAGTTTCTAGTCCATCCATAGAAACATAAATAACCATTAC -CAGAAGGTGAGAATACACCTGCATTGTAGTTACATACTCTATTTGCAGTTCCGTAGTTCCATCCTTTACC -AACAACGAAGTTTCCACAATTATACCAATTTACGCTGTAATTTCCGCCAGATCCATTAGTAACATTTACT -GTTCCGCCACCATCGGTCCAGTTCTGCCAGTAATCAGTTGCTGCATATGTTGTCCCTGCAAACAAGCTTG -TAACACTCATTGAAACTGCAAAGATTAATGCTAAAACTTTCTTATTAAACTTACCCATACTATAATCCTC -CTAAAAATATAGTTAATTTACTACTTACCTACATACTAGTTGAATACCATCTTTCAGATTTTTTCGTACA -AAAATTAAGCCATTGTAAAGTTTCCAAAAGAAAGTTATTAAAACCCAAGATTGGTAAGAATACAATAGGA -CCTAAATATGCTGATGTATTTTTGTATTTTTTTGTAACCGGGAGTTAGTAAAAATGATTAAAAGAATAAT -GTAATGATATATGCTAAAGAAATAGATAATTACTTAAATGACGATGTAATAAATTCTAGTACAATAACCT -GTAGAGTATACAAAACATGTGTTTTATCACAAACTAAAAAATCTAACTCACCTCCAATATAATGAATTTA -CGTAATGACTCTACTAAATCATGTTATCATATTTATACAATTTTGTAAATAATTTTGTTGTATTTTTTTG -CTATTTAGTGGAATATATTGTTATATAGCTTGAAACTACAGAAAATACATTTTGAGTGAAATTATCCGCT -CCAACTCTTAATATAAGTCAACGAGATTATTTTACCCTTAATAAGAATACCACTTATATACATTTTTGTA -AATACGTTTATGGTAAAAATTTGTTATTTTGTTGAATATATTGTGCATGATGGATTAATGTCATTTAGAA -AGTGAAAATGTTGAGGAAAGAAAATAGCAAATAAGTTGTTAAAAAAATTTCTCAAATATAGGACTAACTT -AGCTGATATGAGACATATTCCCTTTTCGACCTCCTAAATGGTAAATTGACGTAATCATTCGACTAAATCA -TATTATCATTTTTATACACTTTTGTAAATATCTATTGTAAAATATTGTGGTTTATGTGGAAAATATTGTT -TCTGGCATTTTTATTTTAAATAAAAATTATTTTGTTATTGACAACACTAATTATTGCTCTTATAATATAA -AAGGTGTTCGGAGAGACATGTTCATTGGACATTGAGATATGCGCCATTAGCTCAGTTGGTAGAGCACCTG -ACTCTTAATCAGGGTGTCCCGGGTTCGAATCCCTGATGGCGCACCAAAAAAAACCGTTTGAAGTTATCAA -ACGGTTTTTTTAATTAAGCTATGGTCACTTATGGGAAATTAGTGTTTCCTTTTCCCTTCTGGTCATTCTT -TTAATGCTGTACTCTCTTGATAACGCTTGTGATTTAGTTTCAGCCTCTTCGTAATATGCAAGAGTTACCG -GCAGTCTTGCTCTGGTATATTTTGCTCCTTTTCCTTGGTTATGGACCTTGATTCTTTTTTCAATATTATC -TGTATATCCTGTATAAAAAGTCTTGTCAGAGCATTGCAAAATATAAACGTAATACATTTATTAATAATCT -CCTCGGCTAAAATTATTCTTATCCATTACTTTTGCAACAGCTCTAACCATACACGAATCTGCCCTTATCT -TTAAAGGAAATGCCATTACTTCGAAATCAACAGCCGCCGGAATTTTATCCATATTGGTAAGATTTTCAAG -TAATAGAATATTGTTTCCGAGCAAATATTTGTGTATTTCAAAAGGCAATCTATCAGGCGAAGGAGCATCA -ATTCCAACTAATTTAATTCCATGGTTCACCAGCATTTCGCAAAATGACATACCTAGTACAGGATGATCCT -TATAATATGTTTCCTGTCCGTAAAATCGATCCATCCCGGTATGAACCAGCACTATACTCTTATCTTTCAA -AACTTCCGTATGACTGCTTTCTGCTTCCAAAACACTTTTACCATAAGTATGGATTACGCAAGCAGATCCA -TAAAATTTTTCCAGAGGATAATTACATATATATTCGCAAACATCAGTCATGTGCATTGCCCCATCAACAT -GAGTTCCGACATGCATACCTGTTTCCAGCCAATGGTTATTATAATGGTCTTTGGAATATTTATGCGTCTG -ACCCAGCCTAACAGAATCATCTCCCGGATAAACAGGCATATTTTCAACTATCTCATGGGACAAATCAATT -AAATACATAACTTGCTTCCAATCTTCCTATACTTTTTTTAGTATAAAACAACGTATAAAAGGCTTCCATA -GCCAATTATAAAACCCAGCTATATGAAGCCCTTTTATGTTCATTGCACACTGTAAGTTGTTACAATTTTG -CTCTTTATTTTTACAATTATTATTGCATTAAATAACATTAATTAATAATTCTTTGCAAGTATTTGAAAAT -AAGCTTGCGGATGGTCACACACAGGGCATATCTGAGGAGCCTGCTCACCTTCGTGAATGTGTCCGCAGTT -CGCACACTGCCATACAACCTTTTCTTCCTTTATAAATACAGAATTGCCTTCAACATTCTTTAGAAGAGCA -AGATATCTCTCCTCATGTTCTTTTTCAATCTTTCCAACTGCTTCAAAAAGATAAGCTATCTTGTCAAATC -CCTCTTCTTTAGCTTCTTTCGCAAATTGGACATACATGTCAGTCCATTCATAATGCTCACCATTTGCAGC -ATCCTTCAGGTTCGCGGCTGTATCCCCTATACCGTCATGTAATAGTTTAAACCATATTTTAGCATGCTCT -TTTTCATTATTTGCAGTTTCGGTAAATAATGCAGCTATCTGCTCATATCCCTCTTTCTTTGCTTTTGATG -CATAGTATGTATATTTGTTTCTTGCCTGGGACTCACCTGCAAATGCAGCCATAAGATTTGCTTCTGTCTT -AGTACCTTTTAAATTACTCAATTTATTTACCTCCTGTTTATTAAGAATATTAATTCATTTACTACAGTTA -TACCACAGTTTTTAGTAATTGAAACTATCAATTTCTAAAAAAACTCATGAAAATTGTAGTCATGCAAAGG -TAATTTTGATGTATTATGCCAATACTATGATCAACAATTTAAGTTATAATGTTTACAAAAGCCGATATTT -TAATAATAATAGTGAATATAGTATTGGAGGTTAATCAAAATGCAAAAACCATCAAGTAAAAAAGTATCAG -ATTCAAGAACTGAACAAATTCAAATACTTATGCCCGAACATATAAATGGTTTTAACCGACTTTTCGGCGG -TAAGCTAATGGAATGGATTGATGTTGTCGCAGCTGTTGTTGCCAGAAGACATTCAGGCTGCAATGTTACT -ACAGCATCAATAGATAATCTGCAGTTTAAAGCTGCTGCCTACGTTAATAGCACTATTTTTTTACTGGGGC -AAATCACTTATGTTGGAAATACATCAATGGAGGTAAGGGTAGATACCTTTGTGGAGGAACTCAACGGAAT -CCGCCGTATGATAAACAGAGCATATCTGGTTTTAGTTGCTTTGGACGAAAACGACCTTCCTGTTTCAGTC -CCGGGAATAATTTTGGAAACAGATGAAGAGAAAGTAGAGTGGGAAGCCGCCCGAAAACGTTGTGAACTAA -GAAAACAAAGACGCCGCGAAGAGTTCTGAGAGAGTATTATTTAATTGATCCTCCATGAAATCTGCACTCA -TAAACCTTGACATCATGAAAATAAATTTCCTCCATACCAAAAAACCAAAGAAAGTCTCCATGAACTTTGG -AGGTATAAAGTAAATCGTCCCTTTTATATTTTTCAGGCCCTCTGAATGGCTTTTCAAAGGGAATATTGAG -TAATGCTTCCTTAAGAAAATCTCCGGAAAAGCCCTCCGCTATAACCCTGCCACAGTAGTTCATGGACCAG -AATGGAATTTCTTGATACCACATGGCTTCTTCTCCGCTAAAAGCAGTACCCCCAATATATGTATCAATAT -ACTTTAGATGACCTTCTTCATATAACAAGTCGTGGGATTGCGGTCTTGAAGGTAATAATTCAGGGCCCTT -TCCCGCATAAGTCGCCTTTTTTGCTTTTATGAGGAAATTTACGACATCATTATGTTCCAAATTCATAATT -ATCTCCTTATAGCTACAACAGCATAATTTAAATCAAATAAATATCCTATCATGGTTTTTGGGGATTGCTG -GGGAATTGTCTGGTCACAATATAGTTATTAAACAGGTCTGACATCCTTCTTCCTCCATAATATTCGAAAA -GGCCTCATCAATTTCAATTATACATCGTTTTTGGAATAAATCAAGAACATTTGTTCTATTTATTCCATTT -CGGAGAGACTTTGTTTATTAGGGAAAATATGCAATAATATTTAATATAAATAAATGATGGAGATGGTTTT -TATGAATATTGAACTATTGACGGATATCTTAAAAAATGCTGACAGCATCGTATTTTTTGGAGGAGCAGGC -ATGAGCACAGAATCGGGCATACCTGATTTTCGTTCAGAAAATGGCCTTTACGTGACAACCGACGGCTCAG -AATACCCACCGGAAACAATGCTTTCACACAGCTTCTTTGTTTCACATAACGATGACTTTTTTAAATTTTA -TAGAACGAAAATGATATTCAGGGATGCCAAACCAAATGCAGGTCATTTAGCACTCGCAAAGCTTGAGGAA -ACCGACAGACTTAAAGCCGTCATAACACAGAATATCGACGGTCTTCATCAACTGGCAGGCAGTAAAATAG -TTTATGAGTTGCACGGCTCGGTTCACAGAAATTATTGTACCAAATGCCGGACATTTTACGATTTAGACTA -TATAGTTAATGCAAAAGGTACTCCCCGTTGTATTAAATGCAGCAGCGTTATAAAGCCGGATGTAGTCTTG -TATGAGGAGTCCCTGGACGATGATGTGGTCAGCGGAGCGATAGATGCAATAAGGAATGCCGATGTACTTG -TCATTGGTGGAACCTCACTGGTTGTATATCCCGCCGCAGGGCTTATTGATTACTTCAAAGGCAAGAAACT -CGTTCTAGTTAATAAAAGCTCTACCCCCTATGATTCCAGAGCTGATCTTGTAATACATGATTCAGTAGGA -AAAGTGCTTGGGACTGCTGTAGAATCCCTTTTATAACAGAAATCACATACTCGCAATTGTTTTAGCAAGC -ATTTTGCCCAATACAACCCCAGTAAGGCAAAATGCTATGCTTAGTACAATGTTTACCACACCAAAAACTG -CTTTCCCTCCCTGAAAAAGATTAACTGTTTCAAGGCTGAATGTTGAAAAGGTTGTAAATCCGCCCAAAAT -ACCTGTAGTTAAAAATAAATTCAGCTTTTTATTGTCAGGACACAAACTCATTAGAAGCTGTGTTAGTAAT -CCGATCAAAAAAGAACCCAATATATTAATAATTAAAGTAGCAATGGGAAAACCACTTGTATTGAGTTTGT -TTACCAACGTTGATATGAAATATCTGGATGCAGCTCCAACAAATCCGCCTGTTCCTACTGCTACTACATT -TATCATTTCTTTCATTTTTAACCCTTTCCAGAAAAGCTACATTTTTTTATTTAAATTATATTATATAGCA -TATTATGAATAGGCTCAAACCAAATAACATATAACGCAAAAAACAGCTTTCAAAATTTGAAAGCTGTTTT -TACTGGTCGGAATGACGTGACTTGAACACGCGACCTCTTGCACCCCAAGCAAGCACTCTAGCCAAACTGA -GCTACATCCCGATAACGCGAGATTAATTATAGCACACAAAATTAAGAATGTAAAGGACCAAACACTATTA -ATTACGCCCAAGAAAAAACCGGAATGCACATCAGCAATCCGGTTTTTTCTAGTCTTCTTTAAGGTTTAAT -TCACTTATATTGTACGTAATACATTTCGAAGCTTTAGGCGTTTTGGTACTCTTGGGTGTAGTGCTAGGTG -CAGCAGCAGTTGTTGTTTTAGTACGTGCTGCTTTTTTTGCTTTAGCTTTTAAAAGTTTACCTAAATTTGT -ACTACAATGCTTGTTACTACAATTTCCATTAACCATCATTGACCCACACTTGCAGAATTCTACCATATTA -CTCATCCCTTCAAATCTTATGTGAAATATTAGTATACCACAAAAAGTGACAAAAATGTAACTGGAAATAT -ATGTATATGTATGGGATGAACAATTGTTTCAGCTTATTCACTACTAATTATAATTTTTCTTAGATAAGTG -CAATCGCTTATTTTTTAACGTCATCTTGAAATTTGTATTACTTTTCCTCTTTGATTTTATATTATAATTA -GAAGTTCTGTTTTTATTACTCAAAATAATCGGAGAAATTCTCACAACCTTATATACCATTATAAAATCCG -CCTTATTCATAGTGTCCCAAATATTATATCGGCACTTATAGCGAAAAAAATAGCCTTTAGTTTATACCAA -GGCTAGTTGAGTAGTATAATACATGATAATTAATATTTTTGGCCCTTTTTGCTAACTAATCTGTACACTA -TATATCCAGCTATTACAATAATTGCTAATGGTATTAATTTTTTAAGTATAAACCCTACAATGCTAATAGC -CATTATTAACAAAAATATCGCTACTATGATAGTTATAATTCTTTTGGTTTTATCATCCATACGTTTTTAC -CTCCAACTTTATTATAGTTAAATTATACACCCCTATATATACTTTTGTCTATAAAAATTTAATTATTTTG -ATTTAATTATTAATTTTTTTAATATTTAAATCAATTTCATTAATTTTAATGACCTTTAGCAATCATATTT -ATTGATTGTATAACAAAGTCAATTTCTTCGTTTGTATTAAAACATCCTACACTCAATCTAATAATTCCCG -AATTCAACGTTTTAAAATGTGCATGTGCCAATGGGGCACAATGCAGTCCTGGTCTACATTCAATTTTATA -CTGTTTGTCGAGCTGGTAGCTAACTTCTGTAGAATCCATCCCATCTAAGTTAAAAGCTACTATTCCGCTG -TTTTCATAAGCATTACCAGAGCTAAACATCTTTATATTATTAATACGGCGTATTCCCTCAAAAAGTCTGA -TTGTTAACTCATCCTTTTTTTTACGAATGCTTTCAATACCATTTTTTTGGATAAACCCCAGGCCTGCTCC -AAGTCCTGCAATACCCGGTGTATTAAGAGTTCCGCTTTCAAGTTTGTCAGGCATTATATCAGGTTGGAGC -AGCAATTCAGACCTACTGCCTGTACCCCCTCTCATTAGCGGCCTTAGCTTTATTTTAGGCGATACATACA -ATCCCCCTGTACCCTGTGGCCCAAGAAGGCCTTTATGTCCCGGGAACGCAAGCATATCCGCATGAATCTG -ACTTATATCCATGTTGATACTTCCAATTCCCTGTGATGCATCTATTAAATAAATTATGCCATTATCCCGG -GCTATTTTACCAATCTCCTCAACAGGCATAATTATACCGTTAACATTTGATGAAAGGGTACATACGATTA -ATTTCGTTCTTTTATTTATACTTTTTCTAATACTTTGAGGATCAACCCGCCCAAGACTATCACCATTGAC -AATGGTTAGCTTTGTTTTTCCGTATTTTTCAAGTGTCTTTAATGGCCTTATTACTGAATTATGCTCCATA -CATGTTGTGATCACATGGTCCCCGGGAGAAAGGCTTCCGCAGATTGCTATGTTCAAAGCCTCTGTTGCAT -TTTTTGTAAAGCTAATACTAAGACTGTCCTCTATTTTTAGCAGCTTTGCTATACGTTCACGAGTAGTAGT -CACAGTTGAAGCAGAAGCAACCGACATTGTGTGACTGCCTCTTCCCGGATTGGCACAGTATGTGCGTAGA -CATTTGTCCATTTCCATATATACAGCTTCAGGTTTAGGAAAGGAAGTAGCAGCATTATCTATATAAATCA -TAATATACCTCAATTATTTTGGGTTTATTATATGGTATGAAACTATTATTTCTTTAGTTCCTCTGTAAGA -AGCTACCCCAGGATTTTAACTCCCTTGAAATTGTCTCTCCTTTAAAGGTACGGCCCAATAATATGTTACA -TTTGTTTTGAATTCTTGGATAATATACCACAAAGTTTTACATAATAACATCATTTTAACTATGTAATTAA -CTAAATTCCCGTTTTCTATGGACTTTTGAATAGAAAAGTAGCATAATAAATTTAGAATTTTCACTTTATA -TAAATTATATTTTCTTACAAAATATCGAGTTATTCTAAATAAATAATAATAGAGAAGGGAGTAATATGAA -AATGAATATTTCTATTACCAAAACAAAAAATCCTAAACAAAAACCAGATCAGAATAATTTAGGATTCGGA -ACATATTTTACAGACCATATGTTTATTATGGATTATACTGAAGGAAAAGGTTGGCATGATCCAAGAATAG -TGCCATATGCTCCTCTCGAAATGGATCCTGCTTCAATGGTGTTTCATTATGGTCAAGCTATTTTTGAAGG -CCTTAAAGCTTACAAGGCTAAAAACGGTCATATTCTTCTTTTCAGACCGGAAAAAAATATGGCAAGAGTA -AACAGCTCAAATGACCGTCTTGTTATACCTAGAATTGACGAAGATTTTGGTGTACAGGCCATTAAAGAAC -TTGTCAACGTTGATTCAGACTGGATTCCTGATGCTCCGGGTACATCTTTGTACATACGCCCGTTTATAAT -TGCAACAGATCCATTCCTTGGCGTAAGACCCTCAGATACTTATAAGTTTATAATCATCCTTTCTCCTGTT -GGAGCTTACTACAAGGAAGGTATAAATCCTGTAAAAATATATGTTGAAAGCAAATATGTACGTGCCGTAA -AGGGCGGACTAGGATTTGCAAAAACTGTTGCCAACTATGCATCTAGTCTTAAAGCTCAGGTTGAAGCAAA -ACATTCAGGTTATACTCAGGTTCTTTGGCTTGATGGTGTTGAAAAGAAATATATAGAAGAAGTCGGAACA -ATGAATGTTTTCTTCAAGATAGACGGAGAAGTTATAACCCCATCCCTTGAAGGTTCGATACTTCCGGGTA -TTACACGTATGTCAACTATTGAACTGCTGAAAAAGTCAGGGATAAAAGTAACTGAACGTAGAATATCAAT -CCAGGAGCTTTATGATGCACATGCCGCAGGAAAACTGGATGAAGCATTCGGCACCGGTACTGCTGCTGTT -ATTTCACCTATAGGTGAATTCAGCTGGGGTGAAAAAGTAATTACCGTAAGTAATGGGAAAATAGGTCCTG -TAGCACAAAAGGTATATGATACAATCACAGGAATTCAAAACGGAGAGCTTGAAGATACTTTTGGTTGGAC -ACAAATAGTAAAATAATGTAAATTTATAAAAGCCGTTATTTTCAAATAGCGGCTTTTTAAATTTGCAGTT -ATAATATAAATTTTACAGGTATATATTAAAAAAGGACATTCTGATAAGTACGGTATTTTTAATGAATTAT -TTTCTATTTACATCATTTATCGCTTTTTGTCTAACCTTTTATTTTTGTAATAAAAATAAAATCGTTCTAT -ATATTAAAAAAAGTTTCTTGCCTATTTGTGCCATATTGTTTATTATCGCTCTGATAGTTTTTCCAAAGAC -TGCCGTTTCTTCTGCTGTAAAAGGTATTCATCTGTGGTTGGAGGTTGTTTTTCCATCACTTTTTCCATTT -TTTGTTGCCTCTCAATTACTTAACCGTTCAGGATTTATAGGGTTTGCAGGTGTTATAATGGAACCGATTA -TGAGGCCCATTTTCAATATACCCGGTTGCGGCTCCTTTGCTCTTGCTATGGGTATTGTAAGCGGGTATCC -TATAGGTGCTTCAATAACAAGTGATTTGAAACGACAGAACCTTATATCCAAAACAGAAGCCGAGAGACTT -CTGACCTTTACTAACAATTCAGGCCCTTTGTTTATTATGGGAGCTGTAGCTGTAGGAATGTTCAATATGC -CCTCGGCTGGGTATCTTCTTTATATTAGCCATGTTGCTGCCAGCCTCACAGTAGGTTTTATTTTCAGATA -CTATAAAACTTCTGAAAAAAGTCCTAAAAAACCTTATCTAAAACTATCGCAAAAAATCAAAATCGAATTA -AAAAGACTAAAAAATTCTGATATGAATACATTCACTCTTTTTGGTGAATGTATAAAAAATTCTATATCAA -CTATTTTGGCTATTGGTGGATTTATTATATTTTTTTCAGTTTTAATAAATATTATGATCTCAAGCGGAAT -TAGCGGATGGGTATGCAGCACAGTCCCTGCTCTACTTGGCAAACTGGGTCTGGGGCCTCAAATATTAGAA -GGAATGTTTTGCGGTTTTTTTGAAATAACCACAGGCGCAAACCTTATTAACTCAGCAAATGCACCTTTAG -TTATAAAACTATGCACGGTCAGCATGATAATAGGTTGGGCAGGCCTCTCAGTCCATGCTCAGGTATTAAG -CGTAATTAACGGATCTAACATCAGTGCAAAGCCGTATATAGTAGGTAAAGCCCTTCAAGGTATTTTATCC -GGCTTATATACTTTTACAGGTTATAAATTATTCAGCAGCTTTATTCACAAAACATCTTTAGTGTTTGCTA -ATTCAAAAAACTCATTTTCCAACAACTGGATGAATATACTAGAATCCTCTTTACACTCAGTCCTGTCAAT -ATCGGCGATAATGCTGATAATTACTGCTGTTTATTTATGTACAACAACCTTTATGGCAAGGAAAAACTTA -TTTTAGCTCTTCTCTGTTGGTTCTGATAACCTCCGCAGCTTCAGTTAGGATGTCTTCTACCTTATTAAGA -ACACCGTCTGCGTATTCTCTTGCCCCTAACCGTACTTCCCTTGCATTTTTCTGGGCAGCTGCAATAATCT -CATTGGACTGCTCATAAGCCTTTTTTGTTATTTCATGCTCGTCAACAAGAGATGCAATTTTATTTTCAGC -ATCCTTCATAATATTATTTGCTTCTCGTTGTGCTTCCAACAAAATTCTCTGGCGTTCTTCCTTGACCCAC -TTTGCCTGCTTTATATCATCCGGAAGTTTGAGCCGCATCTCTTTAATTATTTCAAGTATCTCTTCCCTAT -CCAGAAGGCATTTTCCTGAAAAAGGTACACTTGGACTTTTCTCAACAAGTTCCTCCAATGTTTCCAGTAT -AGTTAGAATTTCCATATCATAAACCTCCCCAGGTTATTTGAGTTTAAATTTATCAATAATCTCTTTTTCT -ATACATTCAGGTACCAGACCACTTATATTACCGCCATGTCTGGCAAGCTCTTTTACCATACTTGAACTTA -GAAAAGAGTAGTTTATGCTTGACATCATAAAGAGTGTCTCAATGTCCGGTGCCTGATTTTTATTCAACAA -TGCCATCTGGAGCTCATACTCAAAATCAGATACAGCCCGCAGGCCCTTTATTATTACATTGGCGTTTTTC -TCCTTTACAAAGTCAACCAACAATCCTGAAAAACATTCAATTTCAATATTTGTACTACCCTTAACTACCT -TTTTTAATAAACTAACCCGTTCTTCAATCGAAAAGAGAGGATTCTTACTCTGGTTTATTAATACTGCAAC -TGTAAGCTTATCACAAATCTTGGAAGCTCTTTCTATTATATCTAAATGTCCGTTAGTAACAGGATCAAAA -CTTCCTGGATATATAAATTTATTCATTATTTGATCATCCTTGAAATTTAAATTCTTTTGTAAAAAGTAAG -TTTGGTTTTTCCGTAAATCAGCTGTCTTGAAACACATAGTGTTTCTGTTTCCTGCGGTAGCTGATCTTCA -ATATCTGTTTCAACGGATATTATAAATTTTTCATCCAACACCCCATAATGTTCCAGTTTTTGTAAAATAC -CTGGTACAATTTTCTTTAAATATGGAGGGTCTAGAAAAATTATATCAAACTTTTTACTTAGTTGGGAGAG -TTTTTTCAGCATTAATTGTGCTTCTCCCAAAAAAACCTCCGATTTCTCCGTTAATTTCGTGTGCTGGAGG -TTTTTTTTAATTATGTCTATACTTTGTTTATTCTGATCACAAAATACAGCACTATTTGCCCCTCTGCTCA -ATGCCTCTATTCCAAGGCTTCCAGTTCCTGCAAAGAGATCGAGTACATTTGAACCCGGTATATACGGTGC -TATTATATTAAATAAATTTTCCTTGACCCTGTCTGTAGTAGGCCTTGTATTCATTCCTTCCAAAGTAAAT -AATTTCAAACCTTTTACACTTCCCGAAATTACTCTGAGTATATTAATCACACCTAACTTTTTTATGATAA -TGTAACCTTGTCACCAAAATACATGGAAAGGTATTTTTTCAATACTTCATGTTCCAAAAGACCAGGGTCA -GCCTCAATAATCTCTATTGCACTGTTCTGAGCCAGTTTTAATATGTCCATATCTTTATAGAGATTAGCTA -TTTTTAATTCAGGAAGTCCGTGCTGCCTGGTTCCAAAGAACTCACCAGGGCCTCGTATTTCCAAATCCTT -CTCTGATATAACAAAGCCGTCAGTGGATTGAGTCATAGTTTTCATTCTTTCCCTCGACACCTTAGAATTT -GACTGATTAAACAAAATACAGAAGGATTGCTCATCTCCCCTGCCAACCCTCCCCCTTAACTGGTGTAATT -GGGCTAAACCAAACCTTTCAGCATTTTCAATTATCATGAGAGTAGCATTTGGTACATTTACGCCAACCTC -TATTATTGTTGTAGATACAAGAATATTAATTTCTCCGGAAACAAATTTTTTCATTATATCTTCTTTTTCC -GAAGATTTCATCTTTCCGTGGATTATTCCTACGTTTAAATCACTGAATACACTTTTGCTTATATCATCTG -CAGTAACTACTGCCGATTTTGCCTCAATCTCCTCTGATTCTTCAACAAGGGGACAAACAATATATATCTG -TCTTCCTTCTTTAACTTTATCCCGTACGAATTTGTTTATCCTCTCCCTCATTGATTCATTTACAGAGTAC -GTTTTAATTGGCTTCCTGCCGGGTGGAAGCTCGTCAATTATTGATATATCCAGATCGCCGTATAGAATCA -GTGCAAGAGTACGGGGAATCGGCGTTGCAGTCATAACCAAAACATCAGGGTTCTGGCCCTTTTCAGTCAA -TATGGTTCTTTGACGAACTCCGAATCTGTGCTGTTCATCGGTAATAACAAGACCTAGCTGCTTAAACTGT -ATATAATCCTCTATAAGTGCGTGAGTACCAATGACTACATCTGTTTTTCCTTCCTTTAGCTCTTCTACTA -TCAACTGCTTCTGTTTTTTAGTCAGACTGCTTGACAGTAATTGAACTGATATGCCAAAGCTGTCAAACAA -ACTTCTAATAGATTTATAATGTTGTTCTGCCAATATTTCCGTCGGTACCATCAAAGCTCCCTGATACCCG -CACTTTACTGCTTTAAACAATGCCAAAACTGCAATTACTGTCTTTCCGGAACCTACATCACCCTGTACAA -GTCTGTTCATAATATGTGAACTTTCCATGTCCTTTTCAACTTCCATGAAAACCTTTTTCTGTGCATTTGT -AAGCTGAAACGGAAGAGACTTAACGAAGCTTTCCATCTCTATGTGAGTATATTTTATACCCACTCTTGTG -CAGGTTGCAAGGCTCTTGTAAGATAAAAGACCCAGCTGCAGCATGAACAGTTCTTCAAAAGCCAGTCTGA -ACCTTGCACGTTCCATATCCTGAGCAGAAGCAGGAAAATGGATTTGTTTTATTGCATAAGTTTTGTCAGC -AAGATTGTGAATCTCTCTAACCGCATCGGGTATCATATCTTCCAGCTCGAAGTCCTCAATCCCCTTTATT -GCCTCATTTACTACAGTCCTAATAGTATTCTGCCCTAAATCCTTTGTAGAAGAATAAACAGGAAGTATTT -TCAGGCTCTTTTTCATGTCTTTTAAACTCGATTTTTCAAAAACTGGATTGACTATCTGAAGTTTATTCAA -TTTTCTGTCTGCTTTACCAAAAAATATATAGTTTTCACCAATAGCCAAAGAATTCTTGACATATGGCTGA -TTAAACCAAATTGCTGTTATCTTGCCGGTGCTGTCCTCAATTGATACTTTTGATAACGTCAAACCTTTTC -TAGGTCTTGTAACGCTTACGTTTGATACTATAGTTCCCTCAAAAGAACAGGGAACTCCATTTTGAAGGTC -CGCTATATTTTTAATACTGCTTCTGTCTTCATAATCTCTGGGGTAATAAGTAATCAGATCGAAAATGTTG -TTAATTCCCAATTTTTTAAAAAGTGACTCCCGTAATTCACCAACACCTTTTATATACCTGATTGACTTTT -TTTTCAAATCACTAATTGTTATTTTTTTCATTGCAACCTCTTTTGTAAAGTAACAACAATCTGGTTAAGT -CACCAATTATATAAAGTAAATTGTACCATAATTTTAGGCATATAAAAAGGGTACATAGTCCTGTTTGCTG -AATCACACACAAGCGTGTCCTTATTCCCCTATATTATTCTATTACATTTAATCTAAAAAGACTTGCAGTA -TATGGCTTTTGTGTGTTAAAATAGTTATTGCTTGATGCCGAAATAAGAGAAAATAAAATTCTCCAATAAT -AAAAGGAGGTGTAATATATGGCAAAGTGTGAAGTATGCAGTAAAGCAACATCTTTTGGTAACAGCAGAAG -CCATGCATTAAATGCTACTAGCCGTACATGGAAACCTAATGTAAGAAAAATAAAGATAATTGATAATGGC -ACACCAAGATCAATTAAAATATGCACAAGGTGTCTTCGTTCAAACAAAGTTACCAGAGCTATATAATTTA -ATTACGTTAAATTTCTTAAAATAAAAAAGCGTTACTACGCTTTTTTATTTTTTATATATGGGTAATTTCA -TATCCTTTGGTGGATTCCTCCCTTTATCAATAGTATCAGCCTATTTTAAATACCTTCTTTAATATGTTTC -CAAAGAACTTAGGCATTTTTACGACTACTATTTTCATAATTACACTCCCCCTGAATAGCTCTTACTATCT -ATCATATTCTGAAAAAAGTACTTTCGTGATAGTAAATACAAATTCTTAACCTAAAAAGTTGTCTAAATCT -ATATTTGAGTGAATAGATATATACGGATAAGCTATTTTTATTTAAAGGGAGTGGTCAGATGTATTCGCTT -TTCCATAAAAATCATAGAAAAAATGTTTTAATGCTGTTAGCATTTTTTGTATTGTTAGCCGGAATCATTT -TTTTCGCCTCTGTTTTTTTTTATGAAAACTCCTGTTATACAATAACTGTTAACAGTCAAATTTCATTTTC -CTATCCGGTGAATTTTTCCATTAAAAATGTCTATGCCAGTGACCCTGCTTCGGCTCCTTATATCCAGGCA -AGCAACAGCAAATATAAAAATTTTATTAACTATAAGTCCCCCGAGGATAATTTCCATTTCAGCTATCCCT -CGAATTTCAAATTGCACCAGCAGGCTTTTCCGGGCAGTGAAATACTTTACCATGTGGATTTTCAGAATAA -AAAAGATAATTCCTTTACAGGGTTTGTACAGGTTTGGAATCTGCCTTATGAACTAAGCAAATTTCTTGAG -GAATCAAAGGAAAATTCTCTCTCTGAATTCACCAATTTCAATTCCAAAGAAATCGAAGTCAACAAAATGA -AGGGATATTTTTGGGATTACACAGTAAAAGGTGCCAAGGAAAACTATAAATCTCTTGAAGCATTTCTTGT -AAAAGATTCCAGGCTTTATAGAATCAGTTTTTATATACCTGAAAAGAATTATACAGTTGAAGACTATGAT -ATGTTTTGGAAAATGGTAAATTCGTTAAAAGTGAATTAACTCACCTTTTGGGCAATCATAATACAATTTC -TGCCGCTTTCCTTTGCCTTGTACAGTGCATTGTCTGCATCTCTGATTAATCCAACCTGATTTGAAGAGGT -TTCAGGATAGCACGCTATCCCAAAGCTTGCGGTTACAGAGGCTGATATAAGGTTATCCTTAATTATATTG -CCTGCAATCCTGGTCCGCAGAAACTCAACTTTTTCATGGGCCTGCTGTATTGATGTCCGAGGTAGGATAA -GTACAAATTCCTCTCCCCCGAACCTTGCAATAGTATCAGTTCCCCGTAGATTATTCTTAACGGTCTGTGC -CACTTCTTTCAGTACTACATCGCCAAACAGATGACCGTAGGTATCATTAAATATCTTGAAAAAGTCAATG -TCAAGAATAACAAGAGATAAGTTGTATCCCTTTTCCTTAGCCATCCTGAATTCATTTTCAAATTTTTCAT -GAAAATATACACGATTGTATACCCCTGTTAAACCATCCACAGTGGCCATCTCCTGGAGATTGGCATAAAG -TTGGGCGTTTTCGATTGCCATACTTACCTGTTTTCCGAGAGTGGTCAGCAAACGAAGATTTTCGGTATTA -AAGGTATTATTGTTCCTGTGCTCTATTAGTGTAAGTCCAAACTTTCTGGATTTCAAACTTAATGGTATAC -ACATAAAGGAACCAATATTTCTTGTTTTGATAAAATCGTATTTGTCAGGGTCCACCATATTTTCTATTAT -TGGCTTTTCATTTTGCAATATATCAAGTAAAAGCTCACAGTTTACATTATCAGTTAAAATTGCAAGTTCC -TCTTTATTGGTAATGTTGGTAAACTGAACTTTGAGTCTGTTTTTCTTTTGGTCAAATAATACTATTGTAG -AATAGTTTACACCCATTACTCCTATAATCACATCGTTTACAAAATTCAACAACTCGTTTATGTCCAGTAT -AGAACCTATGGCCTCACTTACCTGCTGCAGGGTATAGAACTCTGCTATACTGGATGTAAGCCGTTTATTC -GTATCTTCAAGTTTGAAATTAGTTTCCTTCAGCTTTTCATACTGGTTTTTTATTTTATCCTGGGCCGAAG -CCAGCTGCTCATACTTCTCACCCAATTCTGCAATCAACCGATCATTTTCCTGCTCATTTTTTAAATTACC -CGAGTATATTTTTGCAGTGATATTAAATATAGCAATGAATAATATATATATACAAGCAATTTTAAAAACA -CCATAGACTAATTGTGTAGTATCAAAGGATTCTTGTACACTGTACAATACTATCAGATTTATTAATTTGA -TTACTGCACTCAATGCCAGTAAAATATAACTTGCCTTCTTGCCTTTGTGAATAGTTATAAAAAATAAAGG -CAAAACAAGAGAAAGGTACTCTATGCCATCCGAAAAAGGCAGTAGGAACACCGAAATCAAAAAGACTTCA -ATTATCCTGAAAACATCAAATATTTTATCCGAGTATAGTCTTATATTTTTAACAAATATAGTTTTTACAA -TATTTAGTGCTAAAATTAATATTAAAAATACTATGAGAAAAATTTTCTTACTAAACATAACATTAGCTTC -AGTATAAAGTTCCTGCTTGAATATCAAAGCAGAGAACAGTAATACAATAAATACCCAGTAAAGGTTTATT -AAAACCTTTTCATATTTTTGTATTTTATCCATATATTTCCTCTCTACAATTACACTTGCATATTCTCCCA -ATAAATTTCTATATTATCTCCCGGGGAAATCACATCAGTAAAATTGGCCGGTTTTCCGTTTAATTTTAAA -ACAATGTTTCCTTTAGGTACTGATAAATCGAAATTTATATAGTTGAAAACATCTACAAAAATATATTGCC -TGTTTTCTTTCAATTCAATCCTCTCACCGTTAACATTTATAATAAAGCCCTTTACAGGCACAGGGACAAT -GTTGTTTTCCTTATAGTCCTGTTCAAATTGATTTGTTGGTACATAATCGGTTTTATAGTTCTCTTGTACT -TCTCTCCCCTGCTCAAAGGCAGCTGTCTCGTCTGATTCTTCATGTGTCCAATCGGTTATCCTGTCATTGT -CGTTTAATATATATTCCTGACTGCCGATTTCTCCATTTACCCGTAATAAGCTGCTGTTAAGACCAAGTTC -AAATTTTGTTACGAAATCTTTTAATGTAACTATTTCTTCTATTTGCACCTTATCACCATTTTTTATGTCT -GTATTTATACTGCATACCTGGCCGTTTATTGAACAATACGGTACAAGTTCTATTCTGTCGTCGTTTAAAA -ATACAGTACGGCCTTTTGTATTTTTTATATAATCAACAACTTTCTTTTTAGCATCACTACCATTATATGA -TGACTTTATATATATTGAATCATTATTAAATATTCTAGTGTCAAGACTTGCCAGCTCATTGTTGACGAAA -ATCTGAGCTGCCATACCGTGTTCACCTTTTACAATCATATCTTTACCATTAAGTGTGAACTTCAATGACT -TCCCCGATCTCCCAATAAGCTTATCCGGATTAAATCCTAACAATATCAGAGCATCTGCTACTCCAAGTTT -CTTAGAATTAAACAGCTTTACTTCATTATCATTTACCGTTACAGTCATAAAATCCTGACCTCTTTGCATA -TGTGCCATCATCGCGATTCCAAATGGCGTAATGGATTCCGGCCCTGATAACTTTTTAATTTTGGTTTTTA -TATTTTGTATTACATCCCTCCCCCGTACGGCAACCCTGTTTTCAGCAAGACCCAATATTTCTGCCATCCT -GCTTGTCAACCCCGGTATCTGGCTTCCTCCACCAATAAGAAAAACAGCATTAGGAGCTTTCTGATTAAAT -TCCATGATCTTATCACAAATACTCCCTGCTAAAAAATCTATAGCAGGCTTGATAATTTCTATAGACTTTT -GGTGTGTAACCTCATATTTATTACCAAGTATATCTGTATACTTAATATTTTCTACACCCGACGAAATAGA -AATCTTTATTTTTTCAGCTGTATTGAAATCAACCAAAAACTCCTGAGCAATTTTCTCGGTTATCTCATCT -CCGGCTATTGGAACCATTCCATACGCCACCACAGAGCCGTCTCTGGTTACCGCTATATCCGATGTTCCTG -CTCCGATATCAACCAATATAAGATTCAAAAGTCTCAAATCCTTTGGAATAGTAACGTTGATTGCAGCTAT -AGGCTCCAGAGTCAGACTTATTACCTCCAGGCCCACCTTGGACATAACCGTATACAAGCTGTCTACTACC -ACATGAGGAAGAAAAGTTGCCAATACTTCTACTCCGATTTTCTTACCCTTATGTCCTTCAAGTGAAGAAA -TAACGTACCCATTGAGAAAATAGTTAACTACACTATAACCTACACAATAAAATGTCATTTTATCTTCATT -GGAGATTTCGTTATCAAGCTTATACTGAGCATTCTGGATAGCATCAACCTCAAGACTTCCGACAATGTCA -GAGGTTATTTCACGTCCTTGTTCAATTTCGTATTCCAGTTTTGTCTGACTTGTCTTCAACACCCTTCCTG -CTGCAGCAATAGCTACATTTGTCAGACTTAACCCAATTGTTTTTTCAAGCCGCTCCTTTACTTGAGTTAT -TACCTCAGCAACCTTTTCTATATCGTGTATTTGACCATCCAGCATTGCACGGCTTTTGTGTTCACATACC -TCAGCAGCAACAACCTTGAAGTATTCCTTTTCATAAATACCTACTATCCCTATAACAGTTCTCGTACCAA -TATCAAGAGCGAATATCAAATCCTCTTCATTATAAGTCTCTACTTTATTTTTTGTTATCTTCTGTTTACC -AGGCATACCTTACCCCCAAGAATTAAAACAGTTCTGACCCTATTTTTTAGTATAATAACTGCATAAATGA -TTTATTTCACACTTGTCACATCCAGGTTTTCTTGCGTTGCACACGGCCCTTCCATGAAAAACCAACTTAT -GGCAAAAATCTGCCCATCTGCTTTCAGGAATAACCTTTTGTAAATCGTACTCGATCTTCTCAGGGTCTTC -ATGTTTTGTAAGACCCGTCCTGTTTGATAGCCTCTTAGCATGTGTATCAACAACTATTCCCTGTTTCCCG -TGTATCTCATATAAATATAAGTTTGCTGTCTTACGCCCTACACCGGGTAATTCCAGCAGCTCTTTCATAT -TGTCGGGAATCGTCCCGTTATATTTTTCAACAATGATTTTACAGCAGCCAATAATATTTTTTGCTTTGTT -TCGGTAAAATCCAGTTGATTTAATATCCTCCTCAAGTTCACTTATATCTGCATTTGCAAATGCCTCAACC -GTTGGGTATTTTTTATATAAATCTTTTGCAACAATATTTACCCTTGCGTCAGTACATTGAGCTGCAAGTT -GAGTAGAAATCAAAAGCTGAAGCGGATTCTCATAATTCAAGGAACACTCCGCATCAGGGTAAAGCTTGTC -AAGAACTTCTATCATTTGCAGGGCTTTTTCCTTTTTATTCATCGAGTGTCACACCTTCTTTATTGTATAT -GTTTTTTGATTTCTAACGCTAATTTATATAATTCTAAATATTTAAGACAAGGCTTCTTCCATGAAAAATC -ACTTTCCAATGCCTTAATAACCAATGCTTCCCATTCTTTTGGTTTTTCATTATAAACATGTATAGCTCTA -TTCAAAGTATCCTCAAACTCTCTTCTATTGAAATCAAAGAATGAAAAACCATTTCCATTTTTACTATCCC -TATCATAATCTATTACAGTTTCAGCCAAACCCCCTGTAGCCCTTACAACAGGAATAGTACCGTATCTGAA -ACTTATAATCTGTCCTAAACCGCACGGTTCAAACCGAGATGGCATCAAGAACATGTCTGCTGATGCATAT -ATCTTCTTGGCAAGTATTGGATTAAACTCCAGGAATACTGCAACATTATCAGGATAATTCTTCTCAAAGT -TCTTAAAAGCATTATGATAATATTCGTCCCCTATACCAAGCACAGCTAATTGTATATCTTTTTCTTTTAT -TAGGCTGTCTATACATCCCAGAATAAGTTCAAGACCCTTCTGTTGGGTTAGTCTTGTAATTACCGCCAAT -AGCGGAGCATCACTTTTAGCTAAACCAAACTCTTCCTGGAATTTTCTTTTGTTTTCCTTTTTATTCCAAA -CGCTTTCAGAATTATATACAGCGTACAATTCTTCATTCTTTTCAGGATTAAACTCTTCATAAGATATTCC -GTTAACAATTCCAAAAAGATCTTTTTTTCGTTGGTTAAGTATACCCTCCATTTTTTCACCATATGCAGTT -GAAAGTATTTCCCGGGCATACTGTTGGCTTACAGTATTTATTATGTCGGAGTGTACAAGTCCACACTTCA -TAAAGCTGAACATCCCGTAAAACTCCGCCTTTTCATAAGTAAAAAATTCTTCGTCCACGTTGAGGAAAGA -GCATGTATCAGCACTGAAATTTCCTTGATACTCAAGATTGTGAATTGTATAAACTGTAGCAATATCTTTG -TAAAAGTCTTGTTTGACATATTTTTCTTTTAAAAGCAGGCATAGCGGACCGGTATGCCAGTCATTACAAT -GAATAATATCCGGCTTAAAGTCAATATATGGCAACATTTCAAGTGCTGCCTTGCACAGCAGTATAAATCT -TTGTGCATCATCACTGTAGCAATATATACTATCTCTATAAAAATAATGATAGTTTTCTAAAAAATAGACC -TTAACTTCTTTTGAACCTGAAACAGGCATAAATCCTTCCTTGATTATACAAGTTTCTTTTCTTTCGCCCA -TTTCAACTGGAAAGTCCGCAGCATACGTCAATTCTGTATCTATACTTTTGTAACGGGGCATCAGAACTCT -TACATCCTGCCCAAGTAATGTCAATTCTTTTGGCAGAGAGCCTGCCACATCAGCTAACCCTCCTGTCTTT -GCAAAAGGGTCGACCTCTGCAGATACAAAAAGTACCTTTAACTTTTTATTTGATAAATCCACCAGATTAC -CTCCAAAACATTAATTATTAATAAGCTCCTTAATCATGTTAATAAAAAGATCTGATATTCTTGGATCAAA -CTGAATCCCCTTGCATCTTTCAATTTCATTAATCGCCACTTCCATTGTCATACCTCTTCTGTATGTTCTG -TCGCTGGTCATTGCATCAAAAGCATCGGCAATGCACAATATTCTTCCTAGAAGGCTAATTTCTTCACCCT -TCAGGCCGTTGGGATAACCGCCTCCATTATATTTTTCGTGATGTTCTAAAATAGCTCTCAAACCGTTTCT -TAGAAATTCTACATTTTTCAGTATATTGTATGAAATTTGCGGATGCTTCCTTATTTCTTCAAATTCACCA -TCCGTCAGTTTACCTGTTTTATTAAGAATTGAAGCAGACACTCCTATTTTACCTATATCATGCAATATTG -CTGCATATCTCAAATCCTGTATTGTATCTTCATCCAAATTCATACGGGTAGCTATCTCACAGGAAATTTC -CATTACCCTCTGACAATGTCCGCTTGTATAAGCATCCTTTGCTTCAATTGCATGAACTAAAGACATAACA -GTTTGAATATATCCTGTATTAAGGCTTTCGGAATACTTTAAAAGCTCTTCATTTTTTTGGCGGAGTTCGT -CCTTTGCTTTATTAAGACTTTCAATATTATGGTTCAAGTCATCATTTACAGCAGCTGTTTCCTCATAAAG -TGCTTCTATTTCCTGCTTTTGTATATACACATCATTTATCAATTGAGACTTGTACATGGCAACGGCAGCA -TAATTAGCAAGACTTTGTAGAAAAATAAGGTTTACTTTTTTAAATGTTTCTTTATTTTTTGTTTCAAGAA -AAATAACACCCAACTGTTCATCTGATATGTTAAGCGGAATAGCAAGTTTATCTCCTACTATACTTCTTTT -TTTGATTTTAATGCCGCATTTGACAACAACCGAATTTGTATTAAAGCATTGAGTTATAACAGAATCTTCA -TCAAAGTATTTTCCAACTTCTCCATAATTTATATCACCTAGTTCGTATTTGCAATATATATCCTGAGAAT -CCACATCCCTGAAGCATATCAGGCATCTGTCACACCCCGTAAACTTCTTAAATACATCAAAAACATATTT -AATTATATTTTCAATCTCTATTGTAGAGTTAAATTTTTCGGACGTAATACTTAAAGCTTCTAACTGGTTC -TGTTTTTCAACAAGAAGTTTTAATGTTCTAAAATGGCTCTTTCCCGCTGCCGAATTGAGAATATTTTCTT -TTGGCTGGAGACTTCCATATTTTTTTGTATTCTTTCTGTTTCTTCTATCTATAATAAATCTACAAATATC -ATATGCTAACAGCACTATACCTAAACAGGAACTCACAGCCAGTGGTGTCAAAGTATTCGTAAAAATTCCA -TAAATAAAACATGGTAAAGCTATAACGCATATAATTATTTTTACTAGATGTAAATAGTATTTGCTTAAGT -TCATATATGCCTCCAGCATTTTATACAATTCCAAAAAAATCCTAAGACTATATATCTAATTGTAGTTTTT -TTTTTACTTATTAGCAATACAATTTATTTATTACCTTAACATTTTTTTATTTTGCTTAATTTTTGCAAAA -ATACTAGATAAATTAAAAAAAGCTGCCTATAAAACAATAATTTGTTCACAAGACAGCTTTTAGTAAGCAA -AAGCATATTTAATTACTTTGTTTCACCTAGTTTAGCCTGAACGGTTTTTGTACTTCCGTCTCTGAAAATC -TCTATCTTAACCACATCCCCAGGTTTCATCTTATTCTTTGTATCTTCAAGCTCATCATAAGACTTAATTA -CTTTGTTGTTAAATTTGGTTATTACATCACCCGGCATTATGCCCGCTTTAGCAGCTGCACCAAAAAGTTC -AACATCTGCCACGTATACTCCGGCAGGCATATTATTTGCCTTTGCTATATCTTCTGTATACTGCGTGTTA -ACTGAAATACCCAGATAAGGTTTTGCAATGTAGGTTTTTGTGATAAGTTCATCTGCTATTGTTTTTGCCT -CATTTACGGGGATTGCAAAACCAAGTCCTTCAAACCCTGTTGCAACCATCTTTACTGTATTTACACCAAT -AAGCTGTCCTTTGATATTTACCAATGCACCACCACTGTTTCCGGGGTTTATGGCAGCATCTGTCTGCAAC -AGTCTTATCCTCTTGCCTCCATCCAACTGAACAGTTCTGTTTAAACCGCTTATAACGCCGTATGTTACTG -AACCCATGTATTCAAGGCCTCCTGGATTACCTACTGCAATGGCCGGCTCACCGATCTTTATATCATTCGA -ATTACCGAACTCTATAACAGGGAGGTTTGTATCATTGATTTTTAATACAGCCAGATCTGTCTTTGCATCG -TACCCTTTAACTATAGCAGAGTAAGGCTTGTCTATTTTGTTGGGAAGGAACACTTCAATTTTTGCATCAC -TTCTTATATTTCTTGTTTTATCATTTAAGGCACCTTCTATAACGTGATGGTTTGTAAGAATATATCCATC -AGCACTTATTATTATACCTGATCCTTCACCACCCCCGGACTGTACTCCAAACAATTCATTGGTATTCTGA -TAAGATGTTTTAATACCTACAACTGAAGGCCCGACTTTCTCTGCTACACTTGTAACGGCTGATTCTCCAC -TTTGAACTATTTCAACTCTCTTTAGTTCGCCGGTATTGGGCTGGGTACTCTCAGTTTTAAGGCCAGGGAA -ATTATTTCCAAGGTATGATTTTATTTGGGGCTGTACAAACGGTGCAACAAAAAGCATTAACAATGCAAGA -AGTGCCGCTCCAACAAGTGAGCTGACAGCTGATACCAATACGTATTTCCATGCATTTGACTTTTTAGTAT -TTGTTTTTTTACAGTTTTCCCTGTAATAATTATTGTAAACAGAGTTAGGTTCTACTTGTGTTTCCAAATT -GCAATCTTCGCCAAACCCTGACTTATTGGCATCTTGTGTTTCGGTTTGTGATTCTTGTGGATCTAAATTG -TAATTATCGGTAACAGTATCTTGACTAGTATTTTCACCCACTACATTATCAACAGGCTCCTTGTTTTCGC -TTACAGGAGTTACTGTTTCGTATTGCCAACTACTACCGTTCTGGATGTCTTCCTGAGTTTGGTTTACAGA -TTCCTGTGATTCTGAATTGCTGTTTGCTTCATAAGTGCCGTTATCATTCTGCGGCTGGTCAATACTGGAA -CCATTTTCATTTATCTTATCGTCTCTATCGTCGATCATTATGAAGTCTCCCTTCCTTTTTGTATATTTTT -ATTTTAATGATGTATTTTTAAAAAAGTATGAACAAAGTGTTAATCTTCAATATGACTTTTATAATAATCA -AGTGTAAATGTGAACTTTGTTCCTTTTCCTACGTCACTCTCTAGCAATATATCCTGCTTGTGTTCAGTCA -AAATATTCTTAACGATGGCTAAGCCGAGGCCGGTACCAGTTTTATCCTTTCCTCTTGATTTATCAGACTT -ATAAAATCTGTCCCAGATTCTTTTTTTATCATCGCTATCTATTCCGATACCGTTATCTTTAACTGATATA -AAGACCTTTTCCTTATTCTTTGCAGTTTCAACTATTATCTTACCATTTTCATTAGAAAATTTTACGGCAT -TGTGTAATAGATTAATAATAACCCTCTCTATCGAGTCTTTATCAGCCAGTACCATCATGCTGTCAACATC -AAAATTTGCCTCTATTTGCAGATTCTTTGAGGTAATCAGAGTTTCCAGCTTTATAACACAAATTCTGATC -AATTCATTAATATCAAAAGGCTTCATAGATAGAGTCAGCTCTCCTGATTCCATTCTCGCCAAATCCAGTA -AATCATTTACCAACCTGTTCAGTCTGTTGGTTTCGTCCCTTACAATTGTTAAATAGCCTCTTTGCTTTTC -GGGCGGTATGGTACCATCAAGAATACCTTCAATAAAGCCTCTTATAGACGTCATCGGTGTACGGAGTTCA -TGTGAAACGTTTGCAATAAAACCCCGTCTGAGCTCTTCCAGTCTTTGCAAATCTTCAACCATGTTATTAA -AGCTTTCTGCCAGCTGTCCAATTTCGTCCTGTGAACTGACTACAAGCCTCTTTTGAAAGTCTCCACCTGC -AATTATTTTTGCAGCATTGTTAATCTGTTTTAACGGACGTGTAAATCTAATTGAGAATATATAAACAAGT -ATTATGGCCAGAGATATTGCAACTCCACCTGATATAAGAAAAAGACTGAATACAGAGGTTCTTACTTTTT -GAATTGCAGGTACCGGAGTATGCAGGTAAACAGCGGCTATGGTCTGTTCCCTTCCATTTATAGGAATTAC -ATCAAAGGGCATTTGAATTGTAAGCCAAGAACTTCCGTATTTTTTAAAAGGTTCATTATTAAAAAAGCCG -AAAAAGTTGCCTGTTTCTGTACGGATTTTTCCACCGTTATTCATTACTCTTATATATTGCCTTATATCCG -GAAGCTTTGGATATCCTGAATCATCTATGTATTGCTTCAGAACATTATTTATCTGGTCATCGTTGGATAC -CGATATAAGGATATGCCCGGTATAATCAACTATCCAAATAATAGAGTTACTTGAAACACTGTACATTTCA -AGGGTTTGACGAAAAATCTCCTGCACCAGTTTGTTGTTTTTGTTCGGAAGGTAATACTTGTAGAAAAAGT -CCCTGATGTTTTCAGCACTCTCAACAAGAGTTTCAGTCTCCTGTTTTGTAACGAAACCATTCAGAAAATA -GTACAAAAAGCCACCTGTAACTACATAGCTTAAAACAAGCAGTCCTATAAAAACCACTACGAGCTTTTGA -AATATTGTTTTTTTAAATCTGGCCATTATTTCACCTCGAACTTGTAGCCAACACCCCATACGGTTTTTAA -CTGCCATGGCTGCCCTTCGAGATCTATTTTTTCACGAACCCTCTTTACATGTACATCAACCGTTCTGGAA -TCTCCATAAAAATCAAATCCCCATACACGCTCCAAGAGTTGTTCCCTTGTAAAAACCTTGTTTGGATTTG -ATGCAAGAAAAAACAAGAGTTCCAGTTCCTTTGGAGGAAGTTCGATTAGGTTACCCTTAAGCCTGATTGT -ATAGTTACTTTTATTTATAATGAGATTTGGAAATGCAACTTCCTGGGTATCAACTTCCTTATACTCATAT -CTCCTCAATACTGCCTTTACCCTTGCAACAAGCTCTTTAGGCTCAAAGGGCTTAACCATGTAATCATCTG -CTCCCAGCTCGAGTCCAAGGACTTTGTCAAAGGTCTCACCTTTTGCAGTTAACATGATAATAGGGATAGA -GCTTACCTTTCTTATTTCCCTGCATACCTGCCATCCGTCAATTCCGGGAAGCATAATATCCAGAACTACC -AGGCTAGGAGTCTGTATTTTAAATGTATCAACAGCATTTAACCCGTTATAAGCGTAAAGGACTTCGTATC -CTTCTTTTTCAAGGTATAGCCCTATCAACTCACATATATTTCTGTCATCATCAACTATTAATACTTTACT -TTTGCTACTCATAAGTACTCCTTGTTTTGTAAGTTAATTTTATTCCATTAAATTAAATTAATTTAATTAT -ATCAATTCCACATGAAAAAAGTAAAAATATTAAAATTGTTAACAAAAAATTAAAATCAATACTTTATTAT -TACTAGAAAGAACACAAAAAAACCTCCTTATTCAGAGGTATCTCATACCAATAAATAAAAAGGTTTATAT -ATTTAAATTCTGATATTTTTAATACACAGCCATCTCTATGTATGCAGTTGAAACCCATCCCCATACCCCG -CTCTCAGTACGAGCGTAAACCCATGCTCCGTCTGAACTCCAACGTTCTACTTGAATTATTTCAGGGAAAT -AGAGCAATCCAAGTATGGTACTTGATGTATTTGGTTCTGCTCTGAGTCTAACTCCATTACCGGTAACCCT -ATAGGCAGATAAAGTTCTAGTTATTCCATTTTCTATATTACTTGAAATATTTATATCTGCTGCGCATACC -ACTCCTTGTCCCAATATCAGGGATAAACTTAATACCCCTGCAACTAAACCAACACAAATCTTTTTACGTA -ACATTTTATCAACCTCCTATGTATTATTTATAGGAATTATATCACATTTCTTACATTATTTGTATATTGC -CCATAAAAAACTCCTTCGCAATATAGATTATATAAACATTCTGTTTACCCTATAAAGCGAAGAAGTTCAT -TGGATTATTACAACTTTTTTGTATTTTATATTAGCTTACCTTCAATTCCAATCTCAGCTTATCAGCAATC -ATTGCGATAAATTCTGAATTAGTAGGTTTTCCCTTGCCGATATTTACTGTATATCCAAACAGTGCATCTA -TAGCCTCTACCTGGCCTCTGCTCCATGCAACCTCAATTGCGTGGCGTATTGCTCTCTCAACTCTGCTTGG -AGTAGTATTATATTCCTTTGCAATACTCGGATATAGCAATTTTGTGATGGAATTTATGACGTCAAGGTCT -TTAACAACCATCATAATTGCATCTCTTAAATACTGATAACCCTTTATATGTGCAGGAACTCCTATCTCAT -GCATAACATTTGTTACTTCAACCTCAAGGCTTCTTGAAGTATTATTTATGTGTGCCGGTTTCTTTTCGGT -GATAAACGTATCACTTTTATGTTGTGATATGGAAGAATTCATTGATGTGGAAGTGCTAGCTGAAGATAAA -TATGTATTATCCTTCAGTTGTCTAATTCGGCTTACAAGAACATCCATGTCAAATGGCTTCACTATGTAGT -ACTCCGCACCTAATGATAAAGCGCGTTGGGTAATCTTATCCTGTCCTACGGCAGATAGAACTATAAATAA -TGGCTTTTTCTCAAGATTGGATGATGCTATTTTTTCCAATACACCCAGACCATCCAAATGAGGCATTATA -ATGTCTAGTATTGCTATATCAGGAGTATTTTGAAGGATTAAGTCTACTGCTTCAAATCCATCTCTTGCAA -GACCAACAACCTCTATGTCCTCCTGGTTGGACAAGTACTCGCATAAGATGTCTCCAAACTCACGATTATC -GTCTGCGATCAGGACTTCTATTTTTTTGCTACTCAAACTGAAAACCCCCCATGTTTTTAATTTTTCCATT -ATATGTCATGAATCTATTATATTTTGAACTCGACATTATTTCAAGTTTTTTACACTAATTACCAAAGAAT -TATTTTTTACTTAGTTTCTAAAATTCTCCTGTATAAGTATATAGTAGCACATTTTCCTTCATTTTTAAAA -TGTTCTTTTAAAATAAAAAACATTATATTATTGCCCAAAAAGAGAAATAATCATAATGTTTTCATTTATA -ATCATGTTACTTGCTGACATTTTATCTGTAAATTACCCCGCAGTCCTTTGTTGCCCCAGTTTTTCAGATG -ACTCGGAAATATTTTTTAACATCCATTCTATAAATATTCCATACCCTCTCGTAGGATCATTAACCAGTAC -ATGTGTAACGGCACCAACTAATTTTCCATTCTGAATTATAGGACTACCTGACATTCCTTGAACTATTCCT -CCGGTAGTATTCAAAAGCTTCTTGTCAGTTACTTTTAAGACCATTCCTTTCGGTCCGCTGAAAGACTGCC -TTGAAACTTTCTCTATCATTATATTAAACTCTTCAATTTTGTTTCCTTCTATATTTGACAAAATTGTTGC -GGGTCCAACTTTCACCTGTCCTCTTAAGCCTATTTGGTATAATCTGTTTTTTGCAATATGAATATCCTCA -TACATTTGCCCATATATGCCACATTCGGCATTAGTAAATATATTTCCCAGGGGAGCTTTGTTCTCCATAA -ATATACCTTTAAGCTCTCCAGGTGTTCCGTGCTCACCTTTTCTGACTGAAATAATATTTGATTCCATTAT -TTCTCCGCTAATAACGGGCATCAATGTTCCGGTGTCAGCATCCGTTATACCATGCCCCAATGCTCCGAAC -CCATGAGTTTGAGGATCGTAAAAAGTCATAGTTCCTATACCGGCAGTGCTGTCTCTTACCCATAATCCTA -TATGATATTTCTTATCATTTACACCTTCAATTGGACTAATGGTTGTGCTCATCAATTCATTCCCACGTTT -GAATTTTATTGTCAGCTTGTCTCCTTTGCTGTAATCAATCTGAGCAATCAAATCTTTAATACCTGACAAT -TTCTTATTATTTATCTCAAAAATAACATCTCCCGTCTTTATACCACCATCCTTAGCAGGTGCAGATTTTG -AACCGTCAGGTTTGTCAACCTCACTCAGACCGATTACCAATATTCCATCCATTTTTATTTTCACCCCTAT -AGTATTTCCGCATGCAGCAAGCCTTTTACTAGGAATTATGTCTACTTGCATAGTTTTTAAAGGTATAACT -CCAAATGCTTTAAAATTTAGCTTTACAGACCCTCTCTTTTCAGTTTTAAACGAAAGAGGTGATATTAATT -CCAAGTAATTGCCTTTTGCTTTTATATCAGTATTATTTAGTTTTAAAACTGCCCTGTTGTCAGCCTTTAT -ATTTACAAAATAGAAACTCCTAAAATTGTAAATATACTCCTCTCCCTCCAGAAGAATAAGCTTTTCTGGA -ATTACAGAGAACGCTTGCAAGTAACTGAGTGTAATAACACAAAAACAAACAAATAATAATACATACAACT -TTTTTTTATTTGATTTGATATAGTGCATTTATTTTCACTCTCCCGATATTTAAAATATCTGTACGGCTGC -TTGCGGATAATAAAATCACGCCCAATAAAGCGTGATTCAAAATCATAATCATAAGTTAACCTTTATGTAT -TTTTATTATTCAAGTAAAAAAAAACATGACAGGTAATTAAAGCTCAAATCCGTCATGTTTAGCGACTTTG -CGATTTTTAATTGTAAAAATGTGTAAAATATTATGGAAACTATTTCATTTATACACTCTTTTTAAAATTC -TCAGCAGAATGAAGTAATTCTTCTGCATGCTTATAGGCGATGGAAGTTATGTCAGATCCTCCTATTATTC -TTGCTATTTCCTGAATACGGCCCTTTTCATCCAAAATTCTCACAGTAGTATATGTGCTTTCACCTTTAGA -TTTTTTTTCAATATAAAAGTGATTATCTGCCATACATGCAAGCTGAGATAAGTGAGTAACACAAATAACC -TGATGGGTTCTTGATATGTACGACAATTTTTCTCCAACCTTTTGAGCTGCCTTTCCACTGATTCCTGTAT -CAATTTCATCAAATATCAGTGTTGGGATAGCATCTACATTGGCAAGAATGGTTTTTATTGCAAGCATTAT -TCTTGACATTTCACCACCCGAGGCTATTCTGCTTAATGGTTTAAGAGGTTCTCCAGGATTGCTTGAAATG -AGAAATTCTACATTATCCAAACCATTTTTAGTGAAATTAAATTTTGTATCGTCCATTATAATATTGACTT -TGAAACGGGCATTTTTCATTTCAAGATTTTCTAATTCAGCTGTTATATTGCTTTCAAGAACCGAAGCTGC -CTTTTGCCTTTGTAAATGTAGTTTGACCGCTGTTTCTTTCAATTTTTTAGTTATTGTGGCCAACTGTTTT -TTTAAATCCTCTGCAAGATTTTCACTTTGGAGCAATTCATTATATTCAAGCTGGGATTTTTTGAGAAAAT -CCAAGGCCTCCTCGATGCTACCCCCATATTTACGCTTCATCCTTGTAACAATGTCAAGCCTTTCCTCAAC -TCTGGACAGTTCGTCCCGGTCAAAATCGTCCTCATCCCTTCTAGCCCTCAAGTCCTCACATATATCCTCA -AGCTGGTAAACAACTGATTCAAGTTTTTCTGACAAAGGTAAAAGATCCTCATCGTATTTCTGAACAGCTG -AAAGCTCGGAAAATGCCTTGTTTATGTTATATAAAGCCGACTTACCGTTATCTCCGCCTTCACTTAGTAA -TTGATAAGAGCTGTGAATGGAATTCATTATTTTCTCAGAATTTGCGAGCAATTGTCTCCTTTTTAACAGG -TATTCATCCTCGCCTTCCTTGAGTTTTGAATTTTTTATCTCATCAATTTGAAATTTCAGCATATCCATCC -TGCGTTCAATCTCGCCTTTATCTCCAACAATATCTTTAAGTTTTGATTTTACTGACTTAAATTCCTCAAA -GAGACAGTAGTATTCAGATATTACCTTTTGGATAACTTCTCCGCCGAAAGCATCCAATAATTCAACATGC -GATTCGGTTTTAAGCAGCGACTGATTGTCGTGCTGACCATGAATATCCAAAAGAAGCTGCCCTACCTGTT -TGAGTACTGAAACGTTTACCAACCTTCCATTTATACGGCATGTATTCTTTCCGCTCAAGCTGATTTCCCT -TGAGAGTATCAGACTGCCATCCTCATGTTCAATACCCAGTTCATCTAAAATGTCATTTACATATGTACTG -TCATAATCGAAAACAGCTTCAATAAATGCCTTTTCTTTTCCATTTCTTATTATGTCCCTGTTCACACGTT -CTCCGAGGACAGCATTAATTGAATCAATAAGAATCGACTTACCTGCACCGGTTTCACCTGTCAGTACATT -TAGCCCCGGTGCAATTTCAAGACTTATCTTATCAATAAGTGCAATATTCTGGATATCAAGCTGTAACAGC -ATACAAAAAACACCTGCCTGTGTAATAATTAATTTACGATTTAATCATTTTATTGAATTTATTAACTATG -TCCTCAGCAATTTTTTCAGCCCTGCAAACCATAATCAATGTGTCATCTCCGGCAATTGTACCTAGTATTT -CATTCCATTTTAGGGAGTCTATTGCCGAACCGGCAGCCTGAGCCATGCCTGACAGTGTCTTAACAACCAC -AATGTTATTGGCATAATCACTGGAAACATAAGCTTCTGTAAGTATGGTAATCAATCTGTTTGAAACCTGC -TTTTCCGACTGAGCAAAAGCAGAATACTTGTAGTATCCTTCAGGCGTCATAACCTTAATGAGCCGGAGTT -CCTTAATATCCCGGGAAACAGTTGCCTGAGTCACATCCATCCCCTGTTGCTTGAGCTTTTCTGCAAGCTC -CTCCTGTGTTTCGATGGTATTATTCTCGATTATATCCAATATTTTTGCGTGTCTGTTATATTTCATATTT -ACTCCTCTTTTCTTTCGTAAATTTTACTTCTTAGTACGGTAAAGAAGTTTTTAGAATTTACTCTGATAAT -TTTCACAGTACTGTTTGCTTTCTCTATTTCCAGATAATCTCCACCTGTTATTTCAAGATTTTTTTGTCCG -TCAACAGTTACAGTGGCCTTATGCTCAAATCCCTGTGAGACACATATTTTTATTTTTCTCATATCAGATG -TAATCAATGCTCTTGATGACAAAATATGCGGACAAATAGGAGTTATTAGAATCAGTCCAGATGTAGGTTC -AACTATCGGTCCGCCTGCCGACAAGGAATACGCTGTCGAACCTGTGGGAGTGGCCACTACGATTCCGTCC -CCTGGAAACATTTCAACAAGATTATTGTCTATATAAGTACTTAAGTGGAGTATTCTCGGAATACCACCTC -TCGAAATCACAATATCATTTATTGCAACATCCCGTGCAATAAGCTTCCCATCCTTGTACAGCTTAGAAGT -TAGCATTATTCTATCTTCTAAACAGAACCTGTTATTCAATATATTTTCTACTGCTTTATCTATTTCACCT -TTTTCTACATCGGTTAAGAAACCCAGAGAACCAAGATTTATTCCCAACATAGGCAGCCCATACAAATATG -CAGTTCTGGCAGTTCTCAAAAAGGTGCCATCTCCGCCGAGGCATATGACCATATCGCAATTATTACATAT -TTCAACTACTTGGTTGTCAATATCATCCATTTGAAAAGAACCGTCGTAAGTTGGTAAAACAGCTTGTCCG -CCGTGTTTCTCTATACTTTCAACCAATTGATTTGTATATTTTAAACCTTTGTCTTTCTCTCTGTTGGTTA -TAACTCCGATTTTTTTCATGTCGTCAGCCTCCATAAGCCTGCAGTAACATAGTTGTTTTCTTCTTAATCA -CTTTATCAGATTATTCAGCTTTTTACCAGTGTGCTGTGAGCTTCCGAAACTACACTTTCTACAAGTTTAT -CTATATCTTTTGAATCTTGATTTTCTGTTTTTGTAATATATAATAAATACTCGATATTGCCTTCCGGGCC -TTTAATCGGTGAAAATGATAACTCTTTTACAAATAAATTTGCGGCAGTAACAAAATTTATTATATAATGT -ATAACTTCCTTATGAACGCCGCTGTCCCTTACAACACCGTGTTTGCCAACCTTTTCACGTCCTGCCTCGA -ACTGTGGTTTTATCAGACATACCAGCTCTGCCTCGTCCTTTAAAACTGCCAGAACTGCTGGTAATACCTT -TGTGAGTGATATAAATGAGACATCGATGGAAGCAAAGTCCGACAAAAAACCTATGTCCTCAGGCTTAACA -TACCTGACATTTGTACGTTCCATACATATAACCCTGGGGTCATTCCTCAGCTCCCATGCCAGCTGACCGT -ACCCGACATCAATAGCAACTACCTTCGCTGCACCGTTTTTTAGCATACAATCCGTAAAACCACCGGTTGA -TGCACCTATATCAAGACAGGTCTTATTTGCAAGATCTATATCAAAGTTACTGACAGCTTTAGCAAGCTTT -AACCCTCCCCGGCTTACAAAAGGATTGAGATTTTCTCTTATTTCAATCGTACATTCGACAGGAACTTTTG -TACCCGGCTTGTCCTCCCTGATCCCATCAATCCATACAAGACCCGCCATAATGGCACTCTTGCATTTTTC -ACGACTCTCAAACAAGCCTTTGTTTACAAGTAGTACATCAAGTCTTTCCTTTTCCAAAATATACCCTCCA -AAAGAATATTATAGCTTGGTATTTTCTAACATATATATTATATCATTTGTTACTGAGTCTGCATCTAGTT -TGAGTTTTTTTATTAACTCTTCTCTGGAACCTTGTGGTATGAACTGTTCGGGTAGGCCCTTTATGAGGAT -ACGTGCCTTTAAATCAAGTCTGTTCAAGGTATCCAGAACTCTGCTTCCAAACCCTCCTATAACACAATTT -TCTTCCATTGTTACAATGTTTTTATATTTATTTGCACATTCCGTAATTAATTCTACATCTAGTGGCTTTA -TAAACCTTGCACTGACAACTCCTGCATTTATACCCTTCTCTTTTAACTTTTCAGATACCTTAAAAGCTGT -TTCAACCATTCTGCCCACAGCAAGTATACAGACATCCTGCCCCTCTTTCAGCACTGCCCCTTTTCCATTA -ACTAAAGGTACTTCATGTTTGATAATTTCCTTACCTCTGCCTCTTGGATACCTTATTGCTATAGGCCCGG -TATGAATATTTATGGCATAATTAACCATTTCCCTGAGCTCATAATAATCAGCAGGGGCCATTATTGTAAA -GTCAGGTATATGGTTCAGAAATGATATATCAAATTCTCCCTGATGTGTCTCTCCATCCTCACCTACAATC -CCTGCTCTGTCTACACCTATAACTACATGTAGTTTTTGTAGTGCTACATCGTGTATCAACTGATCATAGG -CTCTTTGTAAAAAAGAGGAATAAATGGCAACAACAGGTATTATACCATTTATAGCCATTCCGGCCGCAGA -TGTAACTGCGTGTTGTTCAGCTATTCCCACATCAAAAAACCTTCTAGGAAACGTTGTACTAAATTTGGCT -AACCCGGTCCCCTTTGTCATTGCTGCCGATATGGCGACAACTCTGTTATTCTTTTCGGCAGCCTCCAGAA -CAGCTTCCCCAAAGACCTCGGAATAGTCAGGCAGCCTCTTACCGTACGTTTCACCTGTCTCTATCTCAAA -TGGTGCTATTCCATGGAATCTGTCCGGACTTTCTTCTGCATAGGAATAACCCTTTCCCTTCTGAGTGCAA -ACGTGAATAAGTACGGGACCTTTTATTTTTTTGGCTGCCTGTAATGCTTTATTCAATTCATCCAGATTAT -GGCCATCTACAGGCCCATAATATCTATAACCCAGCTGTTCAAAAAACATTCCGGGTGTAATCAAATATTT -TACTGTGCTTTTCAATTTTCGGACAGCCCTACGTGTTTTAGTACCAATATTTGGCATCTTGTCAAGAAAA -TTATCAATGTCCTCTTTAGTTTTTGTATAAAAAGGATCTGTACGAAGTTTGCTCAGATATCTGGACATAC -CTCCCACGTTCTGTGCTATGGACATCTCATTGTCATTAAGCACCACAATAAAGTTACTTGCCAGTCTTCC -GGCATCATTTAAGGCTTCATAGGCCATTCCGCCCGTCATAGCTCCATCGCCTATTACAGCCATAACACTG -TAATCTTCCTTTTTTATATCCCTTGCACGGGCAATACCCAACGCAGCAGAAATAGATGTACTGCTGTGTC -CCGTATTAAAACAGTCGTGCAAGCTTTCGCAGGTTTTAGGAAACCCGGCCAACCCTCCCAATTTACGTAA -GGTATCAAAATCCGCCTTTCGGCCTGTCAGTATCTTATGGACATATGATTGATGGCCTACGTCCCAAACA -ATCCTGTCCTTATTAGTATTAAAGTTACTATGAATGGCAAGTGTCAATTCAACTATACCAAGATTTGAGG -CTAAATGCCCCCCGGTTTTCGAAACTTTATATATAAGAAATGTCCTGATTTCTTCAGCAAGAACTTTTAA -CTGTTCAAGCTCTAATTTACCTATATCCTCAGGAAATTTTATGCTATCTAAATACCCCACTTGTATTTAC -TCCTTCTCAGTACCCTTGTTAGTGCATTTTTTATTATTATGCCATTTCTTTTTCGTTTTAAAATCAATTT -TTCCAAAAAGAAATCTAATAACTACCGCTACTTTATATATAATATAATTACTATTTTGCAATGCAATGGA -TTTACCTAGTGCTTTTCCGCCTACAGTGAGGGATGCAACCATAGCTGTAATACAAAGCCCAAAAATAGAA -TTTTGGGCACCAGTATTACCACCCGAAAATTTATATACTATAAAGGCAGCCGCTGTTCCACTTATTACAC -CGCAAATATCTCCTACAACATCATTGCAGAAATTCGAAACCTTGTCAGCATTTCTGATTAGCTTTACGGC -TTGTTTTGCACCGTACAGTTTCCTTGAAGCCATGGAATGAAATGGTGCCTCATCTGCAGCTGTTGCAGCA -GTACCTATAAGGTCAAACAATATACTGATAATTATTATAACAAAAACAATAAGAAAAGAAACAACTGTGG -TAGCATTACCTAATGTTTCATTTGAAAAAAAAGACATAAAAATAGAAATGAAAAAAGTGATAACTGTTAT -TAAAAGTGTCCAAACTCTTGTTTCTTTTTTAGAGCTAATTACGTTAGCCCTGAATTTAACCTTCTTTTCA -TCGGCTGGATGCTTATAATAATCTTCCAAACCAAACCTCCGGATTTAATAGAAAAACAGGTGGCAGTTTA -TTGAGTAAATTTTGCGGCTTAGGTCAGGCAGGATTTCCCTGATATGTGCTGGAATGTCGCCAAACCAGTG -GTTTCCCTTTAAACACATCACCGTACGTCTCCGTTTACGGGGCCTGATTACCACTTAGTCCACACTTTAA -TCCCCAATAAACCACTTATTAAGAACAGTCTAGGGGTTTTCCCCGGCAGTCAAAACGATTCCTAGCCTCT -TTTGCAAAAAGGGTTTCAAATAGCAATAATGCTTATATATCGGCCAATACATGAAGCATCTGATCCATTA -TCCACCTGATTTCACTCAAGGCAGGCTACACTGTTCACAGCCATCATAAAGACACCGCATAACAGGTTTA -ATCCCTTTTCGTAGTCGAGGTGGCAAGCAAAAGCTTGACTTTTCTTCCACAAGTAAGGGTCTCCACGGAA -AAGGGGTCCACGCCCGCATGCCATTGCGGATCGCCCCTAAGCCTTAACTCCCAGCATCAACCCACCACTG -GGCGTAACAAGCCGACACAAGGAACTTCATCGATATGCCCTTAAACGGATTTTTAGGCCCGTCTTCAGAA -TCGTCAGTACTGACTAGAATACTGCGCCACCCTGTTTTTTTGTCAATAGTAATAATGTAAGATAACAAAA -ATGTCATCGAGACAACATTATAACATAAAAAACATTAGTAAACAAAGAGAATATTATTCCCAAAAAATCG -CTTATCTGTCCCTTACAGTCAATGATAATGCAAGTTCTTTCATAAACTGTCCCTTATCGCCGAAGGCATC -CAGACAGGAAATACCTTCTTGAGTTACTGTTTGCAGTAGCTTTTTGGATTCTTCAAGTCCATACATGGTT -ACATAAGTTGATTTATGGCATGAAGAATCATTACCCGGGTTCTTACCCATGTTTTCAACGGTTCCTTCGA -TGTCCAGGATATCGTCCTTTATCTGAAAAGCTAATCCCAAATTTGCAGCATATCCTGACAAAAGCTCAAA -TTCCTTTTTATCGGCACCGCATATTACTGCCGCAGCTTCCACCGGGGCTTTTATCAACGCACCTGTTTTT -AGTCTGTGCATTGTTTTGAGTCTATCACTTTCAATGGTTTTTTCTTCTGATTGAAGATCAATTACCTGAC -CTCCAACCATCCCTAATGCCCCTGCATACTTCGCGACTATTCCGGCAGCCCGCATTTTTTCAATATTCCT -TGATTCAACCGCATCATTAATCATTATCTCATAAGCCATATTCAATAATCCATCTCCGGCAAGTATTGCC -ATGGCTTCTCCGAATACCTTATGGTTCGTCAGCTTACCCCTTCTATAATCATCATTATCCATAGCCGGCA -AATCATCATGTATCAGTGAATATGTATGGATCATTTCAATCGCACAGCCAAAATTAATTACTTCATCAAA -AGGCTTATCAAACATTTCAGCAACAGCAAGTGCCAATACAGGCCTCAATCTCTTGCCTCCGGCTAAAAGA -CTGTAGGACATTGCTTGCTCTATATCAAGACAGTATTCGTCTACTTCCGGAATAATATTATGAAGCCTCT -CTTCAATCATATTCACATATATATTGTTTTTTTCCTTAAAATTCATATTTCCCTCCGAATTCAGATGTTA -AAATCCTTTTCTTCAAAATTATCCTCTTCATCCTTGATTAGCATTGTTATTTGCTTCTCCGCTTCATCAA -GCCTGGCAGCACAATACCTTGAAAGCTCTATTCCCTGCTGGAAGCTGGTAATGGACTCCTCAAGTGTAGC -TTCACCCTTTTCAAGCTTCAATACAATTTGCTCAAGTTCCGCTATAGCCTCTTCAAAGCTTTTTTCAATT -TTAACAGTTTTACTCATAAATTTTTCCCTCTCTTACAGATATTACGTCACATTCTGCTAATCCGTCATTC -ATCAATATTTCCAACTTATCTCCTATGTTAATCTGTTTTACGTTATTTACTACATAGCCTTGAGGATTTT -TTACAAGACTATACCCACGTTCTAATATTTTCAAAGGACTCAAGGCATCTAACTTACCTGCAAGCATACC -AAATTGAGATTTCTTGTCTTTTATAATTGTTTGGTTCTCTCTGACCATACTTTTAGTTAAATTGTCAAGT -GTCTGTCTTTGCTGGTTTACCCTGTCATAGGGCTGTGCAAAAAATGGCCTTGCATTTAATTTTTGCAGCT -GGTTCTTCAACGTTGTCACTTTTTTTGCAAGAGAACTTTTCATTCTCATGTTGTAGCTTTCCAATTTATA -CAAAAGAACCTCCATGTCAGGAACTGCAAGTTCAGCTGCTGCTGAAGGAGTCGGTGCCCGCATATCCGAT -ACAAAGTCACATATAGTAAAGTCTGTTTCGTGTCCAACGGCAGATATAACAGGAATATTTGATGCATATA -TGCTCCTGGCAACAATTTCCTCATTGAATGCCCACAGCTCTTCCAAAGAGCCGCCACCTCTTGCTACAAT -AATTACATCAACCTTGTTCTGCTCATTAAGACACTTTATTGCTTCCGCTATCTGTCCTGCAGCCTGTTGA -CCCTGAACAGCTACAGGATACAATACCAGCTTCATTTTGCTGTTTCTCCTGTAGGTAACATTTATGATAT -CCCTTATAACCGCACCTGTGGATGAGGTAACAACGCCGATACTTCCGGGCAGTACAGGTATCTTTTTCTT -GTTTTCCGGGTCAAAAAGGCCCTCCCGCTGGAGTTTCTCTTTCAACTGTTCAAATGCAATATGGAGAGCC -CCCACTCCATCGGGCTGCATACTGCTTGCATACAGCTGATACTGCCCGTCTCTTTCAAAAACTGAAATAT -AACCAGAAACTATCACCTTCATGCCATTTTCTGGAGAGAACCTCAATGAAACCGCCTGTGATCTGAACAT -AACGCATTTGAGCAGGCTGTTTTTGTCCTTTATTGTAAAATACATATGACCTGTATAATGGTGCTTGAAG -TTGGATATTTCACCCCGAATGGACACATCCGATAGTATTATGTCATTTGATACAAGCTGCTTTATATAAT -TATTTATGTCCGAAACCGAATAAACTCTGTTCATTATTTATAAACTCCTATATTTCAAAAAAGGATAATG -CAAAAATGTATCACATTACCCTTAAAATCTTCTATTATTGAGAATCAACTTCATTTGCCGACGTTTCTTG -GGGCAAATCACCTTTTGATACTTTTGCCAAAAGGCCATTTACAAATGCTCCCGCATCTTCATTGCTGTAC -TTTTTCGCTAATTCAACAGCCTCATTTACTGAAACACTAAATGGAATATCGTCCCTGTACAATATCTCGT -AAATTCCTATTCTTAAAACTGATAAATCTATTTTAGATAAACGATTTATTTTCCAGCCAGTAGCTTTTTT -TTCTATTATACCGTCTAAAACCGGCGTTTTTTCGTATACTCCATCAACGATTCCTTTAATATATTCCCTA -TCGTTTTTAGTTAAACTCTCGTCCTCCAGGGCCATGTTAATTTGTTCGTCTCTGTCAGTTTTCTGTATTT -CCAATTGATACAACAGCTTCATCGCAGTTTCCCTGGATGCACGGCGTCCCATTAATATTCCTCCTTAAGT -TAAATCTGTTTATCTGTATGTACCAGGCGGCAATATCCTGTCAAGAAGATTTTTGATATAGTCTTTGTCC -TGGTACAATTTTTTTCCTATATAGAATCCAAATACAACACACAATACTATAAACAACGCTTTTAACAATC -CAAGAATCAATACAATGACTGCAATTACAAAACCAATTGCAGCACCAAGTATTTCACCCTTATGCTGATT -GTAAAAATCGGTTAATACCTGTTTATTCATGGTAACACCTCCAATTTCTACTCAACTCTTGAGGATTTGT -AGCCAGTGAAAATGCTCTCAACTAAAACTCTGACACTATCAACCTGCACTCCTGTACAATCCTCAACTGC -TGATTTTACCTTTTGCTGCATATCTTCAGAAAGAAGCGGAATGTTTATGTCAGGAAGAACAATTGCTTTC -ACGGTAATGCTTACACTTTCGCCTACTTTTGTAACAAATGCCTTGGAATCACGAATTCCATTCAGCTTTC -TTGATGTAGCTAATGCAATGTTCTCAATTGAGTTTAAAGTAATCCTTATATCGCCGTTTTTATTGTATTT -TGTTATAGCTTTTTTATCTCCTTCAGGCTTAAAACCTGAGAGAAGAAATGTCAAACTCAAACAGAAAAAT -ATTGAAGAAACAATGAACATTATAATAGATGGATTCCGATATCCTAGTACATCGTTATATAAGTATGTAT -AAGCCTGTGACAATATGTCTGACTTAATTGTTACAAGCATTGCAAACATAGATGCAATTGTCAGAAAAAA -TGCATAGATAGCTAATAGTACACGCAGAATTATGTTCATATTAACTTCACCTCTATTCTTATATTTTAAC -AAACAATACCATAAATTCGGTAATCAATTTCATTATATTTCAATTTTTTATAAAAATCAAACGTATATGA -GAATGTTTGGACATCATTCTCATATACTTTTATTTATTTCCAATAACATTGATATTGATACCTTACTTAG -TTTCGGAATCCTTTTTTATCTCCTTGTCGAAGTTAACTCCCTGAATGTGAATATTAACCTCTACAACATT -AAGTCCCGTCATATTCTGCACCGAATTTTTCACCTTGTCCTGTATATCCCATGCTACTTCGGGTATTCTT -GCACCGAATTCAACTATTATATATAAATCTATAGCTGCCTCTTTTTCTCCGACTTCAACTTTTACTCCTT -TTGAAAGGTTCTTCCTCCCAAGAATCTCGGCAATGCCTCCTGCTATACCACCACTCATTCCCGCTACTCC -CGGGACATCAGTCGCGGCAATTCCGGCAATAATGGCAACAACTTCTTCAGATATTTTTACCGAACCATAG -TCACCAATTATGTTATTTTCTTCCATAATATACCTCCATCTTCTGATATCAGTCAGGCAAAATTACCATT -TCTAAGGATAACAGCTTGTAAAATTATATCACTTCAATCCCTAATTATCAATCCATACTAGTATTTTAAA -TAAGTACAGTTTCTAATCATTGCAATTATATAATATTTAATTGTCCCGACAATTATTAAAAAACAAAAAG -GCTATCTTTTTCAAGATAACCTGGTTTAGCAGCTTTATTTTTTAAAATTTTAAGAATCAGAACATATTCT -TGATTATAATCTTATCAAAAGGAATATTTCCCTGTCTTGCCACAATGTCAGCTATTTTAGCCCAATCAGC -CTTGGATATAGCGGGAGCTTTAACAACAACATCTACACTCCCATCATCAGAAAATAATGCAACTACATCA -TTAAAACCCTTTTCTTTGATAAGTGTTTCAATATTGGCTTCCTTCTGAGACCTTTCAACTATTTTCATCA -TTTTTTCATAAGCTTTGGATTTTACATCCTTGCTAGCCATACCGTCTTCATAGATACCTTTCATGGTTTC -AATGTCCTTGTCTCTTGTAACATCCCTATCCATTTTTGCCTGGGCGAAAAAATTGTTTGCTTCCTTTGAG -GCCGTTGCTGCTTTCTCTTCATTCCCAGCAACCGCAGTATTAATGTTTTCCTTGTCTGAGGCATCCTGAT -TATCAACATATACTGCATCGCCAATTTGAGCGGAGTCATCTTCGCTATATTGTGAAGTTTTGTTGTAGTT -GTACTGCAGGTATCCTGCGATAACCAGCATTAATACAAGGGAAAGTACAATTATTTGTTTTCTTTTTAAA -AAATTCATTACATAGACCCTCCTAACAATCTTTTAGTTTATTGTTTCTCCTTGGCTTTTCACCTAAAGGA -TTATTGCTCATCCCACAAATTATGTATATTCATGTGAATTTAAGTTTATTTCTATTTTTTAAAATTAGTT -TTTATTTCTCTCAAAGACCTGTATTTTGTGAGAAGCTACTTCAAAAAGTGCTTCAGTAGCTTTTGCCAAA -CTACTTCTGACCTCTGCATCTTTGGCACCGTCTGCAACTATAACAACACCCTTTACTTTTGGAAGCAGTT -CCTTTGTTATGTATGGTTTTTTTACTCCGTCGCTTTCTTCAAAAATAATATTATTTTCCCTGTCCGCCTG -TTTAACTGACCTTGTACCTCCTTCCTTGTCTTTCTCCTGTGTGTCGCTTGTACTGTTTTTCGTGTTATAA -ACTGGCACAGATTCACTACCTGAATAAAAAGTCACCATAACACTAACCTTGCCTGCTCCCTTGATTTGAG -ACAGGATAGCTTCCAGACTTTTTTCCAGTTCATCCTTTGTTTCACCTTCCTTCCGGCTTAATGTTTCCAC -AGCCTCTGTCCCGTTTTCGGTCTGAGGGGGCACCTTTTCCTCATTCTTGTCTGTGCCTTGAAAAAATACG -CTGCCTGCAATGAGTAAAATTATTCCTATTATTGCCACTATTACCGTATTTTGAATTACCTTTTTACTCC -CATCAGCAGTTATTTTCTTTTTCAAATTCGCTATAAGGTTACTAAATTTATACATTTATATTCCCTCCTG -CACCTTTTATTCCGAAAATTTAAGGGTTATCCGAAATAAATTAATTTACGGTAACAATAATGTTGTCTTT -ATGAATTTCAAAGGATTTATTAATGGTCTGCTTTACTTGTTCAGTGATTTTTTTATTTTCATTATCTGTG -GGTCCTTCAACTTTCTTTTTACTTTTTCCATTTACAAAGGGTAATGAAATATCAATCTTTTTAACAGGTA -TTACGGAATTTATTCTTACACTGTCAGACTGTTTTTTCCCTCGTTTTATCTGCAAATTTACCCTGGTTAT -TTCACCGAATTTATTCGAAGAGTAGTCCTCGTTGATTTCAATATCCGCTTTTGCTTGTGATACTCCTTCA -ACTTTCTGAGCCTGTTCCTGTATACTGGTGATTACTTTTTTCTTGTATACCTGGGATACCTGTTTCATCT -GCTTGTCCTTTAAGAGTCTGCTGCTGGCTTCTAATTCATTTTTATCGATATACATGCTATCTGATATAAC -ATTCTGTCCGAGGTTGAAATTTTTATTCTTAAGGGCTAAAAACGGGTTTATTACAGCAATAAGTAATATG -AACCCTGCTATAAGACTTATAATTTTTTTTATTTTTCCTGAGGGCATTATTATTTCAAATAAAACAAGAA -TGATTGTTATTGTTACAATATTGATAATCCAGCTTTTCAAAAAATCAAGCATTAAAAAACCCTCCTCTAC -CTTATTGCTGCCGACATGTTTGAGGTACTTATTACAATTGTTATGGCTATAAGAAACATTACTGCTACAG -CGGCTGTTACTCCCAAGATGTATGTTAATGAGCCTGACATGTCATTAAGACAGTTTGTGATCTTCTTATC -TGATATTGGCTCTACAAATGCACAGGCCAGCTTGTACAACACAACCATGGCAAGGATTTTCAAAAGAGGT -GCAAGACAGATTATGAGAATTCCTATCATTGCTATAAGTCCTGATGCATTTTTTATTACAAGAGTACAGC -CTACAACCGTATCTGCTGCATCTGCCAGATACTTTCCCACAACCGGAATAAAGGTTCCAAGTGCGAATTT -TGCTGTTTTGCTTGTTACACCATCTACAACCGCACCCATTGACCCCTGTATTGATACTATTGCTATAAAT -ATTGTCAGGATAAACCCCAGTCCCCAGGTACAGATTTGTTTCATAAATCCTGCCAGCTTGGTCAATTGAA -TCTTATCGGAAATATTGTTTACGATGTTCAGAATAGTCACAATGAAAATCAAAGGGATGAAAAAATTTTT -AATTACTGTAGCACCTATTTCAATCAGCATTACAAGTACCGGTTGGAAAACACCTGCCGAAGATATACTT -CCTGATGTGGCAAGAAGCGTTATTAGCAGAGGTATAATGGAATGCATGAACGACACCATATTATCGATAA -TTTCCATACACATTTTCATAGCCATACTGAAGCTTACCATTAATACCGAAACCAATACTATGTAGCATAC -AAAAAATGCCATTTCGCCTACACTTTCACTAAGAAAAGAATTTTGAAGATTTTTAAGAATTGCACATATG -ATACAAAGTACTATTATCTTTATTAATATGTCTGCGTTTAAAAAAACTTCTTTAAGAAGATATTTTATTA -ATCCATTAATTACTCCTGAAAAGCTGAAATTCAAGTTCCCTTTTGCCGCATCAGAAACAATTTTTCCGGG -GTCGAAGTCTGGAAAGAGTTCTTGCGAATCCCCCGTATAATACTTCCTTACGCTGTCGCTTATTCCTGAA -CTATCCTTGAGCTGATCGTCAAGAATCTGTTCATTTCCCGTACTGCTGCCAGTATTTTGCCTAATTGTTT -CTGCGTGAACATGTAGCGGGAAGAAAACTGTTATAATCAATAAAACTGTAAAAACAAGTTTTTGTAATTT -CATTGGTATATTTCCTCCAAGGCTGAAAATAGCCGTTAAACGTGATGTATATCGGGATACCTTGCTATGG -CATCAGCTTTACTACCAGGTCTAGGAGTGATGTTATTATTGGTACTGCCAGAACCACTATGGTAACCTTA -CCTGCAAGTTCTATTTTGGATGCAATTGACGATTCTCCGGCATCTTTACAAACCTCTGCTCCAAACTCTG -AAATATATGCTATTCCAACTATTTTAAGCAAAATTGAAATATATTCAGAGTCTATGTCTGCCTTCTGGCT -GAAGGTTTTTATAAAATCTATCACTGCGGAAAGCTTTACTACTACAAGCATAAATATTAGAATCCCGGTA -ATAAGGCTTACCTGCAAAGCAAGCTCCGGTTTCTGTGCCTTTATAACAGACGAAAGTGCTACCGCAACTA -TACCAATACAAACAATCTGAAGTATATCCATATCATATGTACCCTCATATCCCTAATGCTTTTGTGTTAA -AACTGGAACATGGTCTTAACAGCTTCAAAAAGACCTGCAATTTGTTTTGATACCATTAAAAGGACTACTA -CAATTCCTGCAAGGGTAGTCATCATAGCCTGTTCTTCTCTTCCAGACCTGATTAAAACCTGATTTAATAC -CGAAACTAATATGCCTATTGCTGCAATTTTAAATATGAGATCCACTTCCATTAAACTTCACTCCTTTGTG -CCTAAAATAATACGACTACTATTGCCAGTCCGCTTAAGACCCCAAGGCTTTTGTACATTTTTTCATTTTT -TTGTCTCATTTGCTCTGCTTTCATTTCCTGAAGCTTCAATTGAGATGAGACAAGATTTATATTATTGATC -TGCCCTTCCAGGTCTGAACTTCCAAGCATTTTACCAAAGGTAATCAAAATGCCCTTATCTTCCTTATTTA -AGCCCAGCTTTGAGTAAGTATTCTCCACAGCCTTTTCCCATGCTGTATCCGCCGTTATTCCGGGCAAGGA -GAGGTTTTCGGCCGCTTCCTTGAAGATTAGGGAGGCATCAGTTTTGGAGCTTGTATATATTCTTTCAAAG -GATTGTGCCAACAAATTTGACAAATAGCTTATCTCATTCTCTAACATTTGTAGTAAAACTTGAAGCTCTC -TTAATACTTTAGGCCTCTTTGAGCAGTCTGCTGCCAGAGAAAAGCCAATAAGACTGGTAGCACATATAAG -GAGTACTGAACCGATAATTTTTATAATCATTTCTTTGCTCCCTTCATGACAATAACCGGTAAATAGGTGT -CATACCCGCATCTACAACCTCCTCCAGCGTACCGGGCCCATTTCTGGAACTAAGTACTATGTACCTCTCA -AATGCAGCTGATTTAATTAGAGAAAGCAGTTCTTCCCTCATTTTAAGCTCTGTTATGTTATATCCGTGTG -CAGAAGCTATTATTTTAATACCCGAGTTCAGAACCTTTAGAATGGCTTCCTTGTCACCATGAGTTCCTAT -CTCGTCTGTAATTATTATTTCCGGCGACATGCTTCTTAAAAGCATTTCCATACCCAAGGCTTTTGGGCAG -CCATCCATTACATCAGTTCTATATCCTACGTCACTCTGAGGAACCCCCTTACAGCATGCAGCGATTTCAG -ACCTTTCATCAACTATCCCAACCTTCATACCACTAAAACCATATTCTGTCTCTCCACTGCTTAACATCCT -GGATAAATCTCTTAGTATAGTGGTTTTACCGCATTGGGGCGGCCCGACGATAAGCGTGTTATATGTGTCG -GAGTTGTTTTTGATTATGTATTTTATTATATGATTTGCACATCCCTTGACCTCTCTTGCTATACGTATGT -TTATCCCGTTAAAATCCTTTATATTTCTTATTTTTCCCTCCTGAAGCACAACCCTGCCGCTGAGTCCTAT -TCTGTGTCCTCCGCGCAAAGTAAGGTAACCTGATTTTATTTCATCCTGATATGCATAAATGGAATTTTCA -CTCATAAGTTCCAGTGTTTTGACTATCTCTTTCTGGTCCACCATATATGCCTCGCTTAAAGACCTTGACA -GGCGGCCGTTTTCAGCAACAAACCAGTCATTTCTTTTATAAAAAACCATTAAGGGCTTTCCTGCCCGCAA -TCTTATTTCTTCCAGATTGTTGAGTTCATTAACGTTTATGTTTTGAATTACAGCCCTGATACCGGGAATG -AGAAAAGGCAGTATTTCGCCCTTAATAGATTTTGATTCAAAAAATTGTGCGGTAGTCATATGTTAATCAT -CTCCTTGCTTTTCTTTAGTTAACACACCCTTGTGTTAAGTACTGCTGAATGTCATATAAGAAATTTACTT -ATTTATATATATTAGGCTTTGTCCAACATTATGACAAAAATAAAAAAAGGTATTAAAAAACCCAATAGAA -CCATCCACGGCTCTATCGGGTTTTTTTATTTAATTTATTTAATTTTCTTTTATCTCAAGGAAACTTTTTT -ATTCATCATGCGGCCTGTCAGATAGAAGAGAACACATATCATTATTATATCGAATATATATCCTCCCAGA -CCAATAACAATACTTGAAGGATTTTGGTTGTTTATGTTTTCTACTAAAAATCCAACCATATTTTGTGTAG -TTAAAGAAATATCAAGGCTACCTGACAGATTGACGTTAACAGATAAAGGAATTATTATGGTAATTATAGT -CTCTACTATTTGTAGTGCTACATTTGTAGCAAGAAACAGTAAAATTGATGCTCCTGCAGGACCCATGTTA -TGAAATTGGGGACGGTTTGCCAGGGTTATAGAAAAGTAAATCTGGCTCATCAAGTACAGTATCGATAAAC -ATACCATAGGTATGATTAAATATATATAATTCCCCATACCATATCTTTCTATTTCATCCAGAACTGATGA -CCAAATTTCTCCATCTACTCCCAGTCCATACAATGCTACATAGAAAGCTCCCAGGCAAATCAGAACACTC -AGTATCATCCAAATAAATGATACGATTGCCTTTGAAATAAGATGAAGGTGCGGCTTTAAAGGTAAAGTAA -AGCTCAAATATCCTTCATTTGAGTATAAGTTTTTATAGAATCTCATGCATATTACTACCAAAGTTACAAC -AAATACTGCAATTCCAACCAATAATAGTAGTACTGAAGATGTTACCTTAAACCACCCCAACTCCAATTTT -CCCGAAAGCAAAGACAAACCAGCCAAGACTGCTGTTATTGCATAAAAGAAAGGTATTATTCTTGATGTGT -CTTTAACCTCATATTTTAATAATTTTCCTAACATTTGAACACCTCCTCAAAAAGCTCTTCTACGGATTTT -CCGTTCGTCTGGCGGATATTATCAACTGTATCATTGATTAAAATTCTATTGTTTCCCACCATGATTACTC -TGTCAAATATTCTTTCAACATCGTTTATCAGATGAGTTGAAAGAAGTACTACTGCGTCCTCAGAATAATT -GTTCAGTATAATGTCTAGCATTGCTTTACGTGATGCGGGGTCGAGTCCTCCTAACGGTTCATCCAGCAAA -TATACCTTTGCTTTTCTTGACATTACAAGAATCAGCTGAACTTTTTCCTGCATACCCTTTGACATGCTTT -TAATCTTTTGATTTGGATCAAGCTTAAACTGAGAGAGCATTCTCTTGGCCTTCTCCCTGTCAAAGTCGGA -ATAAAAATCTTCAAAGAAGTCCAGAGCGTCCTTAGCTCTCAAGTTATCACCAAGGTATGTTTTTTCAGGT -AAGTATGAAACAATGGATTTTGTATACTCGTCAGGTGCTTTTCCGTCAATAAGAACCTGTCCTTCATAAT -CCTTTATAAGACCTGCAATTATTTTAATCATAGACGTTTTGCCACATCCGTTCGGCCCCAACAAACCAAC -TATCGTCCCACTTTCCAAGGAAAGAGACACATTTTCCAGGACCTTCTTGGAACCATACCTCTTATTCAGC -GAGTTTATTTCTATTATGTTACTCATTTTCGAGCCCTCCTTTTTCAATATCAGATAATCTACTCGATACT -ACATATATTATTTCTTCTTCCTTATAACCCAGCTTTTTCATCAGGTTGTAATAACTTATGGTGTATTCCT -CTGCCATTTCATCACGAGCTTTCTTTATTTTTGCTCCATCTTGAGAAACAAACCTTCCTGCAGTTCTTTC -AGTATACAGCAGTCCTTCCCTTTCAAGTTCCGACAAAGCCTTCTGCATAGTATTGGGATTCACAGAAAAC -TCTACAGCCAATTCCCTGACAGATTGCAGTCTTTGACCCGCTTCCCAGACCCCTGAAACAATTTTAAGCT -TGACTTCATTCATTATTTGAATATATATTGGAACATTGGATGTAAAATCATTTGCCATCAGACCACCTCC -CTCTGCAGTTATTTATTATTTTCTTCATTTGCCTCTCCCCATGTTATTTTATAGCTACCCTTGTGTTTTT -CACCCCTGACCGTAATATTGTAAACACCTTCTTTATCAATTGTCACCACAAAGGAAGATGTAGGTAAATT -CTTTCCATTATAGATTTTATTCTTCTTATCATCGGTAACTGATAGATCGAGGTTTCCTTCCTTTGAAACA -ATTTTTGCGTGAACATCAATGGGTTTGCCTTTCTTAACACGTACCTGAGTGGTTCTTGTCCCGTTAAACT -TGGCGTAGCTCATGTACATTTGACTTGAAGTATTGATTTGAACCGACCGTGTGCTGCTGTAATTTCCGTA -TGTACATCCCGGCAATATGACTGCGGCAAGGATAAGGAATAATAAAATCAATTTTCTATTTGTCATAAAT -CTTTCTCCTTCAAGTTGTATTATTGTATTAAGTGCTTAATACAATAATACAATCCAAACAAATTAATGTC -AATAGATTTTTATTAAAAAATCCATGTCGGAGTAATATCACAACACGGATTCTATAATTTATTTTCTGAA -TAAACGTATCTGCTATATAGGTTAAAAAAGCTGCCAACATGTTATGTTGACAGCTTTTAATTACAAATTA -TTCTTCGTCATGATCATGTCCGCAGTCACAACCACATTCACAATCCCATTCCAGTTCTATCTTTTCATGG -CAATGGGGACACTCGATAGATTCGGCATCTTCATCAATCATTTCAAGATCAACGTCGATTTTTTCGCCAC -AGTTAGGGCACTCAATTTCTTCAAACTCAATGTCGTCCTCATCATAAATAAGCTTTTCAATCTCTGCGAG -ATCCTCATCTATGCTGTCTACCTGCTCACCTAGATCATCCTGAATTTCCTCAATATCTTCAATTGCAAGT -GAAATGTCATCCAGAACATCGATTATAGCATTTAACAGCTTTCCTTCATTGGTTGAATCATTAATATTCA -TACCCTCTGCCAAACCTTTAATGAATGCTACACGTTCGCTAATATAGCTCATATTTACCTCCTCATTACC -ACTTTGGTATTTTATTATTTAACTCTTTCCATATATTCATTTGTTCTTGTATCAATTCTTATTATATCTC -CAGTGTTAACAAAAAGGGGCACTTTTATAACATAACCTGTTTCAACTGTAGCAGGTTTCGTTGCACCGGT -AGCAGTATCACCCTTGAAACCTGGGTCTGTCTCTGTTACCTCAAGTTCTACAAATGTTGGAGGTTCGATA -CCGAAAACATTTCCTTTATGTGAAAGAATCTTTACAATATCATTTTCCTTAACAAGATCAAGAGTATTGC -CAATTGTTTCCTTGTTTATAGGAAGCTGCTCATAGGACTCAACATCCATAAAGTAATATAAATCTCCATC -ATTATATAAATACTGCATATCTTTTCTTTCGATATGAGCTTTTGGCATTTTGTCTGTAGGGTTGAAAGTT -CTTTCAACTGTTGCACCTGTTATTATGTTCTTTAACTTTGTTCTTACGAACGCAGCTCCTTTTCCCGGCT -TTACATGTTGGAATTCAACTACCTGAAATATATTATTATCCAATTCAAATGTTACGCCATTTTTAAAATC -ACCAGCTACTATCATACCTTACCTCCATAATATAAAAATGCATAAAAATTATTTTAGCTTTAATACTATC -CTAGTTTATATTAAATTAATTTTCCCTATAAGGCAAGAAAAATTTTCAATTTAACGATAAAAGTCGATAA -ATACACCGAAAAAGTCCAATTTCGGACGTTATAATATAATTAAATCCTTTTGGGAACGAGTCAAAACAAG -AGGGTTGTCATCTCTGATTATTATGGTATCTTCAATTCTTACTCCTCCAAGACCCTCAACATAAATACCC -GGTTCTACGGTAACTGCCATGTTATTTTTCAATATTTTATCTCCGCTTGGGGAAAGTCGTGGATTTTCAT -GTATCTCAAGGCCTAAACCGTGGCCGAGTCCATGTCCGAATTTACCCTCAAATCCCTTGCCATAAATTAT -ATCCCTACCTATTTTGTCGACTTCTCTTCCCGTTTTGCCTTGTATAGCACCTCTCACTGAAGATAACTGT -GCCTCTAAAACTATATTGTAAATATCTACCATTTTTTTATCCGGCTGTCCAAGAAAAACCGTTCTTGTTA -TATCGGAGCAGTAATGGTTATATAATGCACCAAAATCCATTGTTATTGTGTCACCAATCTCCAACTTCTT -TTCAGAAGCAACTCCGTGAGGCATGGATGATCTCAGTCCCGATGCAACAATTGTTTCAAAGGAAGCTCCT -GATGCCCCTAATTTCTTCATTTTATATTCCAATTCTGCAGCAACATCCAACTCCGTTATACCAGGTTTTA -TAATGCCAAGCACATGTGTAAATGCACCGTCTGCAATCTCAACCGCCTTGGTTATTGTTTCTATTTCATA -CTGATCCTTTATACTTCTCAGACTTTCAACAACAGAGCCAATTCCTTCCATTTCAATATCCCGGAATTTG -CAGCTAAAGCTTTTGTATTCGGAATAAGTCAGGCTTTTGTCTTCAAATCCCAGATTTTTAATACCTTCGG -AGTCTAATATTTCTAGGATAGTATCTTTTATATCAGGCTTATGCTCAACTATTTCAAACAGAGGAGCCTG -TACCGCTGATTGTTCAACATATCTGAAATCAGTCAGAAGATATGCTTTTTTACTAGTAATTACTAGGTTT -GCTGACGTACCTGAGAAACCGGAAAGATACATATAGTTTTCTCTTTTTGTAATCAAAGCACCATCCTGAC -CCAATTTTTTCAATTCTTCTCTGAATGTATTCAATCTATTTGATAATATTTCTTTTTCAACCATTTATAC -TTGCCTCCATAAATCCCTAATATAAAATATAAAATCTATATACTTTTACAGGTTTACTGCTGCATGAAGT -GCCAAAATGTAGCTCATTTTACCGAATCCGCATATCTGTCCTACACAAACAGGTGCTATCATAGATGTAT -GCCTGAATTCTTCCCTGCTATGTATATTTGAAAGGTGTATCTCTATCGTAGGTATTTCTATTGCCTTTAT -GGCATCTCTTATTGCTATACTGTAATGCGTATATGCTCCCGCATTTATTATTACGACATCGTATACACCA -CGTGCTGCATGAAGTTTGTCTATTATCTCTCCTTCATGATTTGATTGCACAAAATCCGTTTCAAGTCTCA -GCTCCTGCGATACCGTAGTTACTTCTTTTGCAATATCCAGTAGTGTTTCACTTCCGTAAACAGCTTTTTC -CCTGATACCTAACATATTCAGATTAGGTCCGTTTATAACGAGTACCTTTTTCATTTTTAACCTCCATTTT -TTATCTAATGAACTGTTGCAAAACAGAAAGTTCTTCTTTTTTAGCAAAGGTACTACCGTATAAAATCGTA -TCAATGATTGCTTCTATTGATACAATTTATACTCTCGTACAGTTTAAAATAAATATAAATTAATTTTGCG -ACACTCCCTTATATGCCTACTTTAGAATAAGTTTTGATTTTCCAGTATGCCATAATAGATATCTTTCATT -TCTGAGGCATCCTCGGCCATCATGCCTCTTGATTCGCAGATAATAACAGGCTCCATTTGTCTGTTCACCA -GTACAGGTGCAAGATGCTCAAATTCAGGCCCAAACTGCTTGTCTGCAAAATTCCAGTGCTTTTTTTCTCC -TCCTTTGGAAAACTCTATCCGGCTGAAATGGCAATGGATTCTTTTAGCCCTTTCCTTACCTATCGAGTTT -TCTATATAATCAATGACCTTTTCAAAGTCTTCCTGAGAATTCAGCATTCCAAGACCCCTTGCATGAATAT -GTCCAAAATCGATAGTAGGTATCAACCTTTCATCATTTTTACACATTTCCATTATTTCTTCGAGTGTTCC -CAGTTGGTTATGCTTTCCTAAAACCTCAGGGCAGATGCTGATATCACCAAAACCCGCAGCATCAGACATT -TGCAGAGTTTCTTTAAGAACCTGTATTGCCAATTCAAGAGATTTTTCCCGGCCTAATTTACTGGTAGATC -CTGTATGAACCACTATTCTCTTTGCACCCATCCATTTTGCAACCTGCAAGGTTTCCATAATGTATCTTTT -AGAATTTTCTCTTTTATCCTCTTCCTCACTTGACATGTTTATATAATACGGAGCATGGATGCTGACAGAA -ATGTTGTTACTTTCTGCCTGTTGGCCTATTTCTCTGGCAGTTGCCTCTCCAACCTTTACTCCTTTTGTAC -AGGAGTACTCATATGCATTCAGGCCTTTAGACGCAAGCCATGCCGGCATTTGTACCGAGGACTTGAATCC -CTCTTCATAGAAGCTGTCCGAATTTCCTGATGGTCCGAATCTTATCATGTCTTTTCTCCTAATAACGTTA -TTTTCTTTCAAGAAAAACCTTCATAGCCCTATAGCTCATATAAACATCTATCTTACTTGATATTTCCATT -GGAGAGTGCATTGAAAGTATGGGCACTCCACAATCCAGAACATCAACACCAAGATTAGCAACATGCTGAG -CAATTGTTCCGCCTCCGCCTAGGTCAACCTTACCCATTTCAGATAAATGCCATATAATTCCTTCTTTATT -AAACAGATTCCTGATTTCCGATACAAACTCGGCATTGGCATCGCTTGCATCATATTTCCCCCTTGAACCT -GTATATTTTTGAAGTACTACGCCATTTCCCATATATGATGAATTGGATTTTTCATTAACACTTGTATACG -TTGGGTCAACAGCAGCATTAACATCAGCTGAAAGCATTTTTGAATTTTCCAGACATTGATTTGTCAAAAT -GTCCGAGTAATTATCTGCGGTTAAATACAATAGTTTTGATATAAAGCTCTTGAGAAGATTGGACTGGGCA -CCTGTATTTCCCATGCTTCCAATTTCCTCCTTATCAGTAAGTATGCATAATGCGGTTTTTTCAGGCTGTG -TAAGCTCAAGCATTGCTTTTACGCATGTAAATGCACAAACCCTGTCATCCTGACCATATGCCCCTACCAT -ACTCCTGTCCAATCCAATATCTCTTGCCTTGAAAGCAGGTACTGCCTCCAGTTCTGCTGATATGAAATCC -TCTTCCACCATTCCGTATTTTTCGTTTAAAAGCTTTAATATATTCAGCTTAATTTTGTCCTTTACTTTAT -CATCCTTATAAGGTATTGAACCAAGCAGAATGTTGAGACTCTCGCCCTCAACAACCTCAGTAGCTTTTTT -CTGCATCTGATTCTGAGCCAGATGAGGTAACAAATCCGTTATGGTAAATACAGGGTCCTTGTCGTCCTCT -CCTATACAAACTTCCACCTTTGTACCATCTGCCTTAAAAACTACACCATGAAGAGAATAAGGAATAGTTA -CCCATTGGTATTTTTTAATGCCTCCATAGTAATGAGTCTTCAAAAGTACCATGCCTGTATCCTCGTAAAG -GGGGTTTGGCTTAAGGTCAAGGCGTGGAGAATCAATGTGTGCTCCTACCATATTAATACCCTGAGTAAGA -GGCTCTCGCCCAATTACTGCAAAAACTGCGGATTTCTGCTTGTTTATGTAGTACACCTTTGTACCTTGTT -TCAATTTACTACCCTTTTTCATAAGTTCATTAAGGTTCTCGTAGCCTGACTTAACTAATTGACTTTCTAC -AACCGAACAGAATTCTCTTTCTGTTTTACCTTTATCAAGATATGTCTTGTAGTCCTCGCATAAGTCAAAA -GCCTTTTGGACTTCTTTTTCACTATGTTCCCAAGCATTTTTTTGTTTATAGACAAGCCTTTCATTTAATA -ATTCACCCTGAGTTTTTTCTTTATCCATAATATAACCTCTCTCTTTTTTGACTTTTAGTATAAAATATTG -ATAATATTAATTAGTATTACATTTGATAGTACATCATATTTAATAGGATGATTAATTTTAGTTTTATTAT -ACTTTTCAAAGGAGAAAGTTACAATGCATGACAACCATATTCATTCAAAATTTTCTGCAGATTCTCATAT -GGAAGCTGAAGAAGCCTGTAAAAGAGCAGTTGAAATAGGACTCTCCGGGCTCGTTTTTACAGACCATGTT -GATTATGATTTCCCAGATTTTGATGAGAGCTTTTTAATAGATTACAATGAGTATTTTTCTTTTTTTCACG -AGCTAAAGGCTAGATGGAAATCAAAGCTTGATATACTTATAGGAGTTGAAATGGGCTATCAACCCCAGGT -AATTGACGAAATTGAAAATACCCTGAATAGTTATAGCTTTGACTTTGTTATTAATTCAGTACACATAATA -GAACACAAGGATCCTTACACAGGGGATTACTTTATAGGGAAAACACAGGAGCAGGCTTATGAAAGATATT -TGCAGGAAATTCTTTGTTCAGTAAACGCATATGATAATTATGACGTCATAGGTCATATAGGATATGCTGC -CCGATACGGTAACTATAAAGACAAACCTATCAGGTACAAGGATTACAGTGATATTATTGATGAGATTTTA -AAAGCAGTCATAGAAAAAGGAAAAGGTATTGAGCTAAATACTTCTGGCCTGCGTGGTGATCTTGGTTGTA -CAATCCCGGGCTATGATGTTTTTAAAAGATATTTCGAGTTGGGAGGGGAGATTATTACTATTGGCTCCGA -TTCCCACTATACCGAACATCTTGGACATAGTTTCAATGAAGCACTGGAATACATGGCAAATATTGGATTT -AAGCAAGTTGCTCATTTTGAAAAAAGAAAACCTGTTTTTGAAAAGATATGATAAGAGGCTGTTGCAAATT -TATTTTGCGACAACCCCTGTTTAATTATTTGTGTATAAGGTCTATTGTACCTAATACAACATGTGCTATT -CCAAATCCAATAACGCCTGCCCCTATAGCAACTGCTGTATCACGCTTCTTCATGCCATGTTTTTTCATGT -CATAGCCTCTCATTGCCAGTCCTGTTGCTGTAACAGCCGTTCCTAATACTGTTGGAATCAATCCTTCACG -CAAATCCAATCCCTCCTCATAAAACATGTTCTTATTTAATGTCTGCACTTAAATAAAATATATGTTGGTA -AATAAGCAGTATTAAAGAAATCTTTGGTTTTTTGCCCATTTTTCCTTGCTTTGATACATTTTTTCTATTT -CAGCAGGAATTTTGCCCTCAACAGTTTTCAAAATTTGTCTGAAAAACACAAGGTCATTGTATGTAACCAA -AGGGTAATCATCTGTCATGAATACACCCTGTGGTGTAACCCTATACCACAAGTCCCCGTTAGGTCGTATC -CATTTGCTGCTGGTTAGCTTTATGGAATTAAGCATCTCTAAGGCCATTTTATGACATTCCTTATCGCCTG -TGAGATTATAGTAGAGAAACATTACCTCTGTTTCCGCAATAAAGTGATTAAGTGAGGTTGGATTTATTTT -ATTTTTTCCACTAATATCCATATAGTCAGGTACAAATTTTGCTTTTCCAATGCTATACTGCTTTGTCTTG -TAATAATTTTTGTAAAAAGTTATGTATTTATTCAACTTATCGAGTATATATTTATCAGGATAGTCCTTAT -AAATGTATATCAGCGATGTCATTGTGTCTGAATTGAACCTTGTATCATAGAAATTATATTTTATGTTATA -ATCAGAATTAAGCCATTCAGACATTGGCTGTGTGGGTATGTATCCGGTCTTGTTAATTGAATCGGCAAAG -GCATACATGGAATAGACACCTACTGTTTTGAAAAGACTTCCTTTGTCCAATACCCATTTGCATGCCCGTA -CCTGAAGTCCGGCAGGGTTCTTAAAATAGGTTTTTACGCTGGAGGATCTGGGAACGTAATTATACATGTT -TTCCCTGTAAACGCCATCACTGAAAAATATTGTCCCAGATTCAAAATCCATCTTCAACATAGTATTAAAA -GCGGTTTTATAATTCCAATCCACCATAGGATTAACGGATAAAAGCCAGTTTCCCCTAATTTCTCTTTTTG -CGATTGAGTTTAATGTTATCTGAGAGTTGAACCCATCTTTTGATTTTGTAAGAACATTGTCTGCCTTGTA -CTTGTATATTTCACATACTGTGGACCCTAATCCCTTGGCTGAAATGATTTCGCCAAACTTAATATAACGT -TTTGCACTTTCCAGATATGTAACTTTATTTGAGAGTGTTATCTTGCTTTGAGCTTTTTCTCTTTTTAAAA -TATATTTGCCCTTTTGATTGGGAAAAGTCAGAATATCCAGATTTTTCTGTTCACTATATGCTTTTATATC -ATATTTAAGCTTGATATTAGCTTCATCCGAATAGTAGTTTATAAAAAACATCCAGTTATTGTTATCACTC -AAACTTTTCAAGGTTAAATTTACATATCCTATCTTCTTTCCATTTTTGTATTGTATCAATTTGTAAATTT -TTGATGCCATATATTTATATTTGCTAATATAAGGGCTCTGAACTACATATTTAACATCTGACCGGGTATT -GTACAAAAGTACTTTAAATTCAGGGTTTTTGTCATTATCAGCATCAATACTGACAGACTGAATAAGTGTG -TTTTTATTAGTATGGTCAGCACTGTAACTGTTATCTACATGAAAAGATACTGTAATTAATACAACTGCAA -GAAATAGAATACGCAATTTATTTTTCCGCATATATACCCCCTTTTTTACTTATATACATATATTACCAGT -ATATTTTTGTTAATTCAATTGCATTTTACGGACACACAAAAAAATCTCCTATCAACAGTTTATCTTTGTT -CTGATAGAAGATTTTTTTATATAAATTAATCTATTGTACCGCCGCCTACGACTACATCACCATCATAGAA -CACTACCGATTGCCCCGGGGTAATGGCTCTTTGAGGTGTATCAAATACAACTCTTATCCTGTTTTCATCA -ATTATACTTATTGTTGCCGGTGCCTCCTTCGCTGAATACCTAATCTTTGCATTTACCCTCATTCCATCTA -TTGGCTTCTCAATTGAAATAAAATTCAAGTCTGATGCCGTCAATTTTTCGGAAAATACCTCACTGTCATC -TCCTAGAACAACAGTATTATTTACAGGGTCAACAGCTACCACGAACATTGGTTTTCCGAAGGCAATACCA -AGTCCTTTTCTTTGACCAATCGTATAATGAACAATTCCTTTGTGATTACCCAACACATTCCCCTTCGTAT -CTACAAATTTGCCGGGAACAATTTTCTTGTCACAGTTCTCACTTAAAAATTTGCCATAATCATTATCGTG -TATAAAGCAAATTTCCTGACTATCAGGTTTTGTTGCCACAGACAGTCCAATTTCTTTTGCAATTTCTCTG -ATTTCATCCTTTGTATAATCACCCACCGGCATAAGCGTGTGACTTAATTGCTGCTGTGTCAAATTGTATA -GTGCATATGTCTGATCTTTTTTGTCGGTAACGGATTTCTTCAGAATAAACCTTCCCGTTTCAGCGTCCTG -TATTACTTTTGCATAATGCCCTGTTGCAATATAGTCTATTCCCATAGAAAGGGCCTTATCCAACATAGCC -TGCCACTTTACATGTCTGTTGCATGCAATGCAGGGGTTGGGGGTTCTTCCTTTGAAATACTCTTCCTTGA -AATATTCAATAACTGTTTTACTAAAAATGTCCTTAAAATTAAGAACATAATAAGGTATCCCCAATTTGTT -TGCAACTCTTCTGGCATCATCGACGGCTGAAAGTGAACAACATCCGCCTTCCGATTTCCGTCTCTCTTCA -TCCATATCCTGCCATATTTGTAGTGTTACACCTATTACCTCATAGCCCTGTCTCAATAAAATGGCGGCAG -CTACAGAACTGTCAACGCCGCCGCTCATACCAAGCATTACTTTCTTTGAACCCATTATTTATCTCCTGCA -ATATTTCTATTCTTCGTCTTCAAAGTTTTCCTCACGGCCATGACTGTGGTGACAGCATGAACACTCACCG -GTACAATCCCCGCCTTCATTTGAGTCAACCAATCCGTTTCTTTTTCTATAATCTGTCAGTGCAGCTGCTA -TTGCTTCCTCTGCAAGATTTGAACAATGCATCTTTGCCGGAGGTAGTCCGTCCAATGCCTCTGCAACGGC -CTTATTGGTTATATTCATAGCCTCTTCAACTGTCTTACCCTTGACCAACTCGGTTGCCATGCTGCTGGTA -GCAACTGCTGCACCGCATCCGAAGGTCTTAAACTTTGCATCAACAACTATATTATCCTCTATTTTAAGAT -ACATTTTCATTATATCTCCGCATTTTGAGTTTCCGACCTGTCCTACACCATCAGCATCTTCTATTTCCCC -AACATTTCTCGGATTTGAAAAATGATCCATAACCTTTTCACTATACATTTTACTTACCTCTTTTCCCTAT -ATTAATTTGTTAAAATAATAATTACTTCTTATCTTTTACAGCTTCCCAAAGAGGCGACATATCTCTTAGT -TTTCTTACCATCTGAGGTATAACCTCAAGTATATAATCAACATCTTCATGAGTATTTTCATCTCCAAAAG -TAAGCCTCAACGAACCATGTGCTATCTCATGAGGCAAACCTATTGCAAGAAGTACATGTGACGGGTCTAG -TGAACCTGATGAACAGGCTGACCCGCTGGAGCCGCAAATTCCCTTCATATCAAGCATTAGGAGAAGTGAT -TCTCCCTCTATAAATTCAAATGAAATATTTACGTTACCGGGCAGTCTGTTATGTCTGTGTCCGTTTAACC -TGATATATGGAACTTTTGCAAAAAGTCCCTCAATAGTTTTTTCTCTGAATTCTGTGAGTTTCTTGTTGTA -TTCGTCAAGGTTTTCTGTAGCAATCTCAATTGCTTTTCCCAAACCAATTATTGCCGGAACATTTTCTGTA -CTCGCTCTTTTTCCACGCTCCTGCTGTCCTCCGTGGATAAAAGAGGGAATCTTGATGCCTTTCTTTATAT -ATAAAGCTCCTATTCCTTTTGGCCCATAAAATTTGTGACTAGATAATGAAAGGAGGTCGACATTTAGCTC -TTTAACGTCTATCCTTATATTTCCTACTGCCTGTACAGCATCTGTATGGAATAAAACTCCCTTTTCTTTT -GCAATGGCACCAATCTCCTTTATAGGCTGAATAGTACCTATCTCATTATTCGCAAACATTATGCTTATCA -GTATTGTATTATCCCTTATTGCATCTCTTACCTGTTCAGGCGTTACAAGTCCGTCACTGTCAACAGGAAG -ATAAGTTATCTCAAAACCTTCGCCTTCAAGGTATTTACATGAACTCATTATCGCCGGATGCTCAATAGCG -GATGTAATGATATGGTTTCCTTTTTTCTTAAACGCTGCAGCTATTCCCTTGAGTGCCCAGTTATCTGCTT -CACTTCCAGAGCCTGTGAAGTATATCTCTCTGGGTTCTGCACCTATTGCATTTGCAACCTTTTCTCTGGA -CTCTTCTACTGCTTTTTTGCTGTCACGACCCAAACTATATATAGATGAAGCATTTCCAAAATGCTCACTA -AAATACGGTTTCATAGCATCGAATACTTCAGATTTAACATATGTGGTGGCAGCATGATCCAAATATACTG -TTTTATCCTCCATTACTAACACTCCCTTATATATGTGAAAATTATATCTATTTTAATTATACCCCTGCAA -GAAGCAACAAAAACAGCTTATATGTAGTAAATATAATCATTGTTTGATTTATTCTCCAATTCTGAAACGA -GATCAGCCAGTGTTATTGAGTCAACAACCTCGTTAACTTTATCTCTTATCTTGGCCCAGACATCTACGGT -AACACACTCATCCGCCCTGTCACAGTTACTTGGTACATCCGGATCAATGCAGTCTACAGGACACAATGTC -CCTTCAAGAGATCTCAGTATATCTCCCACGGTCATTTTATCTGCTGTTCTTGCCAGAAGATAGCCGCCTT -GGGCTCCTCTAATACTTTTGACAAGGCCTGATTTTTTTAGAGATGAAAATAACTGTTCAAGGTAGTTTTC -CGAAAGGTTCTGTCTTTCAGCAATACTTTTCAAAGAAACCTGTCCTTCACTTTCATGGGCGGCGAGATCA -ACAATAGCTCTCAATCCATACCTTCCTTTTGTTGATACTTTCACTTTAACCTCCGTGTCCCTTTTAAAGA -TTTATTGAGGCAATTAGCTGTTTAAAAGGCTAATTGCCTTAATTCCAATTAAATTACTATGATTTAATCA -GATGTTAACACATTGACAAAGTTTATGCAAGTATCTGTAAATTATTTTATTGTTTCATTTTGGCTAAAAA -AACGAACTATAGCATCTTGTCTTGAGCATATAATCAATTTCATCAATATTCTTACCATTTGAGCATACAA -TAAATACTCCGTAACCTGTACCGCCTGTGCCTTGGGCTGAACTTATATTATCTTCGGTAATTGAGGAGAA -ATCAAAGTTTTTCCCTTGATAAACCACCGCATCCACAGGCTTTTTGTAGGAATACAAGTCAACAACCGTA -TATCCCCTTTTTTTTAATCCCTCTGCTATATCAGATTGATTTGACGAAACCGCAATAATCATAAAATCCA -CCTCAAATGTCCAGTAATCTATACAGGATATTATTTGCTGTGGATTTATAATTATTCTTAGTTCTCTTTA -TTTTTTTCAGCTTCCTGCTCTATTGCCTGTTGTCCGCCAGTTACTACGGTATTTCTTTTTTCTCTTGCCA -GCCTTGATTTTGAAAATATAAAAAATATAGCTATTAGTAAATACAATGCCACACTTGGAACAATTAAAAC -GTGGAATATTGCTATATTTAAAAGCAAAAGAACAAAACCTGCCAGTAATATCCATGCCAAGACTCTTTTT -AATGTATTAGTCTCCATTTTTAGTCCTCCATCTTTCAAGCCATTCCTTAATTCTTGCTTCATACCCGTTT -TGAGTCGGGTTGTAATATATTGTTCCCTTCATTTCCTCAGGGAAAAACTCCTGCTTGACTATGTTATTCT -TATAGTCATGTGCATATTTATAACCTATACCGTACCCTAACTGTTCCATCCCTTTTGCTGCTGCGTTTCT -CAAATGCATAGGAACACTTCCTGTATTTTTTGCTTCCACGTCGGACAATGCTCTGTTTATTGCCATATAT -GCAGAATTGGATTTTGGACTGCAAGCAACAGTAACGGCAGCATGTGCAAGTAATATTCTTGCTTCCGGCA -TACCTATCATTTTGACTGCCTGTGCGGCGGCCACAGCCACCTGCAATGCAGTGGGGTTTGCCATTCCTAC -ATCTTCTGACGCACATATGATAATTCTTCTGGCAAGGAATTCAACATCCTCACCTGCATAAAGAGCCCTT -GCCAGGTAAAATACCGCCGCATCAGGACTACTGCCTCTCATTGACTTTATAAAAGCACTTATATTATCAT -AATGCTCTTCACCGCTTTTATCAAAGCGGATAGCCTTTTTCTGCACGCATTGCTCGATTGTATCAATTCC -AATGTCTATTTGCCCGTCAACACCAAGCTCCGAGGTGAGAACTGCAAGCTCAAGTGAATTTAATGCCGTC -CTTGCATCCCCCGAACAAATCTCACAAAGGTAGCCCAGTGCTTCATCCGTTATGTTAATTTTGTAGTTTC -CCAGTCCCCTCTCCTTATCCACCAGAGCATTTTCTAGAAGTTCTCTGATGTCAGTGCTTTCAAGGGGTTT -TAACATAAATACAGTAGACCTGGATATTAATGCCTTATTTACTTCAAAAAACGGATTTTCCGTAGTAGCA -CCTATTAGCACGATTGACCCATCCTCAACAAAAGGAAGCAGTGCATCCTGCTGAGATTTGTTGAATCTGT -GAATCTCATCTATAAACAGAACTGTTCTTCCGTTTGGATTTAGCAGCGTGTTTTGTGTATCAGCAGCTAT -TCTTTTTATATCCGCTACCCCGGAGGTAACAGCATTAAGCTTTTCAAAGGTGGATTGGGTTGTATTTGCT -ATTATCCTTGCAAGAGAAGTTTTTCCCGTTCCAGGCGGCCCGTACAGGATGATTGAGGTTATTCTGTCAG -CCTTTATCATCCTATAAAGCATCTTGTCCTTTTCTATTATGTGTTTTTGTCCAACGAATTCATCAATTGT -TCTTGGCGACATCCTGTACGCCAAAGGTTGTATCCTGTCTCTCATCTCTGATATTACACCCTTATTTTGT -AATTGTAAATGCCTTCCAAATATCATTAACCTCTTTGACTGCCTTATCTGTTGCGGTCAGCTCCGGCATG -AAGCTCATAAAGAAATAGGAATAGCTTCCTTTTTCAAAAACGTGAATTTGTGCAGTCCCGTACAAATCCT -GTTCTTCGTCCTCAACTCGGTATATATAGTTTCTAACTTTAGTTCCCTTGTCCGAAACAGTACTTTTTGA -GGTAAGTTTAAAACCCGTCGCAGACATAATCGCACTAAGAAAGAACTTTTCCTTGTCCGGGAGATTTTTG -CTTTCGGGAGTGCTCGGTATAGCTTCAATCATTATAAATGCGTTTGAATTGGGATTGCTGAATTGTATAG -TGTTAAACGCACTGGTATCTGTCCAGTATCCAGGTATCTTCAAATTCCATTTATAAGCTTTATTTACGTA -ATTAAACAATTTATCATTTAGAGAGACCCTGTCATCCTCCTTTGAAGCGTTAAAATTATTAATTTCATCC -AGCAGCTTATCCCCGTTTTCGCTGAAAAATGATATTTTATCTACCGTATTCAGATATTCATTTTTTTCTT -TTAGATATTCCTTTTCAGGAAGTTTTAATGAAATCTCATATACAAATGAACCTTTTTGTAAATAGTATTC -GTCTATAATATAGCTCTTCGCTCCCTGTTTTATCTTGAACTTGAGGTTTTTGGCAGTTGTTTTGGCTAGG -CTTCTTTCTCCGGTGCTGACAAAGGTATACGCCTTTGGACTAAAGTTTTTGTCATAACCTTTTTTAATAT -TTTCTACATATTGCCCCAGAGTCTTCTCTCCCAATGAGTTTACAGCAACCTGCACATAGTGTTTTGTATC -AATTCCCAAAAAAGTTGTTAACTGGTCACTTCCAATCTGTAGATTATTCCAGTTTGCAGGAACATCCATA -ACCCATGAAAGGTATTTATTACGGGTCGAAAATGAAATATAGTTATAATAGCTTACCTTACCGTTAACTA -CCTTTGAAAGATCCTGTATTCCTTTTACATTGCCTTTGTATTCAAGATTAAAGGAGCTTATTATGTCTGA -GTAATACTTGTCGGACATTAAATGCTTTGAAGAAACACTCCCGTCGTAGCAGCCTATTGTCAAAGAGTAA -AAATACTGACCTTTGTCATATATCCTTGTTCTTGTAGGCTCATCGTATTCAGATATACCTAAGCTCTCAA -AGTAAGGAACTTTAGCTTTTAAGTTCAAATTGGATTCTTCGGTACTGTTCTCAAGCTTGAACGTATTTGA -ATACTGTGATAGTGTTCTGCCTTTTTTGGTTTCCACCTTAATTTCTAAATACAGCCCTCTGCCCTCATTT -GTTATTTGTATTAAGTCCGACTTGAAGCTATTGGATATAACTCTTGAACCGGATGGTATGCTGAGACTCC -ACCCAAAATAACTGTTGCCTATTTTAGGTGTGCTTATCCCTCCTGTAAGAAACGATAAATCATTTAATGC -ACCATCGTCTTCCAGAACAATTTTTAATGTTCCTCTGTCTATATCATTTGTAATATTTACTGGAAAAATT -GATGATATGAAATCCACCGGAACCATTGTAATGTTATTTTTTTGAGTAGGTGCAACGGGCATTGTTTTTT -CTTCATAGTTTTTCGTGTAATCTGTTTGTCCTATGGTTATCTCAGCCATATTGCTGCCGTATATCACGCG -TTCACTGCCAACGGAAATTTTAGCTATTTCTCCGCCTATTGTTTCAGAAAACCATTCAAGCGGGACCATA -AAAGTACCATCACTGATATATGGTGGTTCGGTTACATTAGAATAATTCCCATTAACGCAAACCTGGCTGA -TGCCTGCCCGGAGCTCAATAACGGTTTTGTCGTCATCAGCCGCATATGTACCTGAAATGCTTGCCAGAAG -AATTGCTAAAACAATTAGGATACTTATATACTTATTGTTTTTCATATCCGCACGCCCTTTTCCTTAATAT -TATTTTTCTCCAAAAGTAACTGAAATACTGAATTCCCTGTTGTCACGCTGTAATTTGAATTCAGCAATGT -CTCCAGGCAGATACTTCTTCATTTCTTCATTGTAATCTGTTGTCGAATTTACCTTAATTCCATTAATGGA -AATCAGTCTATCATCAACTTTAATATTGTATTTCTGTGCAGGAGAACCTTTTTCTATTGATTTTACAGTC -ACCCCTGACACCGTATTCGGTAGTCCGTATATTGAGGTTATACTATCGGAAAAAGCCAAACCTAGGTAGG -GTCGTCTTATCTTTCCAAACTTTTCAAACTGGTTTATTGCGTATCTTACAGAGTCTATAGGTATTGAAAA -GCTCATACCCTGCACGCCTATTCCAGCATAAACCCATGAATTTATCCCTACAACCTCACCTTTCATATTG -ACCAGTGGGCCGCCGCTGTTTCCAGAATTGATAGCAGCATCTGTCTGTATAAACCTATACTGTCTGTTCT -CTGACCTGTTCATTCCGCTTATTATTCCCCTTGTCGCGGAATTTCTAAGTCCGAAGGACAATGGTGTTCC -TATTGCAACGACTTCATCCCCTACTGCCACTTGCGAAATATCACCAAATTTTGCAGGCTGCAAGCCGCCC -TTATCTATTTTTATCTCTGCCAGATCGAGATCTTCATCAATAGCCTTAAGTCTGGCCTTGTATGCTTTAC -TGTTTGAAAGTACTACAACAATACTCTCCATATCCTTTACAACATGGGCATTTGTTATTATGTAACCACT -ACTGCGATATATAACTCCTGTACCGAATATGATATTATCTGAAGTTTCATCATATTCATAACTGCTCTCT -TTTAATTTACCAATAATTCCAACAACAGAAGGGCTTACTTTTGAGACTACATTTGAAATTTTGTTCACAG -AATTTATTTCAATGGTATTGTTTCCCTGAGTAACCGTAATCCCTTCCAAATGAGAGGATATTGCATCGGC -AGATATATACTGCCTGCCCTCTATTGTTTTTACCCCGTCGATGAGTTCCTGCCCATTTATCCTAAGGGTA -GTTCCGGCGGCAAAGGTATTTGCAGTACATAAAACAGAAACAATAACTAGAAATGCACATCTTACCAAAT -TAAATTTTTTCATTTTTACCTCCGTAAAGTTAAATGGTACCCAGAGATGCTATAAATGTTATTTGAGTAA -TATTTTATCATTATAATCCCATAAACACAATTATACTAATTTGTAACCTTTTAAGTTTTTCTATCGGTTA -TCCGTCAGTTCCGCCCGCTCAAGAGGAATATAGGCCAATTTATCGTTGATACGCTTACTTTCCATCAGGG -AAATTGATTTAACTTTCATAGTAAGCTTGTCAATTTCTATTTTTTCTGTCAGAAAGCCAAAATCCTCTGT -TTTTACTTCCCTCGCCAGGGTTATGTGAGGATTATAACTTCTTTCTTCTTTTTGATATCCTTTTTGTGAC -AGTAGGTCTTCCATATTATTGTAAAGCTGTTGAAGCTGTAAACTTTTCTCTATTCCAAGCCATATTATAC -CTCTGTTCCCCTTTCTGAAAATTCCCGGTTTATCCAGTATGAGCTCAAACCCTTGAAACTGGGCTGCATC -TTTTAAGACCTGCTTTAGATTTTGAACATGGTCGGTATTTTGTTCACCTATGAATCTTAAAGTCAGATGA -AAATTTTCTTTTAGTGTAAAATTCCCTGAAGTACAATGCTGTCGGACCTTCTGCTGAATTTCGGACAAAT -ATGTTTTTATGTCATCGTCAAACTCAATGGCAAAAAATACTCTCATCTAAACCACTCCATTTATTTGTTT -TTATGGTAGATTGTTCCACAAAAATACTATTTTTACACTATTAATTTTAGCACTAAGCAACTTAAAAAGG -GCTGTTAAAACAGAAAGTTTTTCTGTTTTAACACCGATCACTAATACATAAGGGGTTTCAGGTTCCCCTG -TTCTGGCTGATTGACTTTACTTTATCTACAAAAATATCTGTTAATTCATGAGCAAATTCTTGAGTTAAAC -CTTCTCCTATCACTTTACACACTGGCTTCTCTGCATCCGGTAATACAAGAACCCAACCTTTATCACCCAC -TACTTTAACTCCCTCAATTGTTTCAACACTGTCTGAATTTTCCTCTATAATCGTTCTTATAACCTTGCCC -TTTTCAGACCATGAACATTTTACCTCTTTTTTTATAATATGAAAATCAGGTATCAAATCCACTATGTCTG -CAAGGCTTATATTACTAAAAACCATATAGTCTATTATTCTGATAAAAGCTTCAATCGGATCGAAATTCAT -AGCAAAGAAGTCCAGCATGTCCTTGTCATACTCATTATTCAACATCCTGCTCATCAACTCTTTTGTGGAG -GTTTTTGTTCTTAAAACCCTTTCTTTATTCTCGCCTGCCATTTTCTCAATTACACTACTGGCATTCAATG -GCACGATAACCTTGTTTCCATCTTTTGATCTTAAATGGATGTATGAAATAAGTGCCATATACAAGTCATC -TGCTATTATCCTTCCCTTTGTATCCACAAGAAAAATCTTATCATACGAATTTGCAAAAAAAACTCCAATA -TCAAAGCCTCCATATCTAACAACTTGCGATAGAGTTTTTAATTCTGAAAAAAGACTTTTTCTTTTATTAT -GGTTATCTCTTGTATTAACAAGTTCATAACGGCAGCCCAATTCGTTCAGTATAGACGTCACTATATTCTT -GAAAGCACCCGAAGGTGCGATTAAAGCTATTTTAAGGTCATAGTTTTTTGCTATTGTATTGTTTATGATA -CTACGAATATAAAAAACATTATGATCAGTCACATTAGTGACGGCTTTTATCTCATCCGCCTCACATCTAG -CAAAATCCTCCCTGATATAGCAGTTTTCAATTTTTCTCTCTGCACTTCTGGATATATTCCTTCCCAGCTC -ATCTAAAATATCAATTATGACTTTTCCTTTTTTATTTCCCCCTGAAATATGCATACCACCAGTCAATTTG -TAATAGCGTATAGCAGACCTTGTAACCGGCAACAATGATGTTCCTACATCGAAAGCTTCAGCACCTGATG -AAAGTACCCCCGAAATACAGGCATTTTTTATCATTTTCAGAGCATCAGCTTCATCACAGCTGACAGCCAG -ACTTGCACCCTTTTTGCATACAGCACCGTATGCCGCCGCTAATCTTGAAGCAAATTCAGGAGTTATATCT -ACATTGATTTCACCGGAAATCCCCCTGCTTCCAAAAAGGTTCTTTGAATATCTTGAACCCCAAACCAGAT -TTGTACATACTTCCGTTCCAATATCAATGTGTTTTTCAGGCCAAATTTTTATACCGGGCTTGATTAAGGA -ATTCTCACCTAAGATACAATTTTCACCTATAACCGTACCTTCAAAAGCAGATGTCTTCTCCCTGCACTTA -ACCCTACTGCAAAGTACGCTTCCTCTTAGTTGTACATTATTCTTTAAAACACAGCCGTCCCACATAATAC -TCTTCTTAGTGGTGCTGCCTTCACCAATATGACACTCCTCACCTATAACAGTAAAGCGGCCCAGTACACT -GCCATCCTTTATAACGGAATTTTTCCCTATTAGAACAGGAGGCTTAATTTCAGCTTGTCTTGAAATTACC -GCTCCTTCTGATACCCAAACACCTTGTCGGACTTCCATCGCATTGATGTTTATGTTAACTTTTTTATCCA -AAATATCAGTGTGTACACCAACGTAGGCATCAAGATCACCTATATCACACCAATAGTCCTTTGTAACAAA -ACCAAACATTGGCTCTTGTTTTTCTAAAAGGATAGGGAATAAATCCTTACTAAAATCAAAAACAACACCT -TTTTCAAAATATTTAAGCACTTCAGGTGACAAAACATAAATACCCGTATTTACCGTATCACTAAAAACCT -CACCCCAACTTGGTTTTTCAAGAAATCTCCTTACTTTTCCGCCTGAATCTGTTACAACAACTCCATATTC -TATGGGACACTCAACCTTCTTTAAAACCAGTGTGGCAATAGAACTATTCTTTTTATGAAAATCCAGAACC -TCTTCCAAATTAATATCTGTCAGAGCATCTCCGCTTATAACTATAAATGTCTCATCCAAAAACTCCTCGG -CATTTTTTACACTTCCGGCAGTACCAAGAGGAACATCCTCTGTAAAATATCTAAGGTTGACTCCGTACTC -GCTTCCATCATCAAAATAATCTTTAATCTTTTCCGGCATATACTGCAAGGTTACCGCAATATCCCTGATC -CCATATTTTTTCAAAAGCTCAATAATATGCTCCATTACAGGCTTATTGGCAATTGGCACCATAGGTTTTG -GCCTATTACATGTCAGCGGTCGTAGGCGTGAACCCTCCCCACCTGCCATAATCACAGCTTTCATCAGATC -CATCCTTTCAAAATGTTTTTATAACCTTTTGGTATGTCCAATTAAACTGCTAAATTTGAATGAGAGCTTA -TGGAACTGTTTTTATTTTATTTGTTCCAAATATGATAATGAAATTATTTTTACCTTATGTATAGAAACTA -TTCTATTCAGGTTTACGGAATATATGGTAATAGTGGTTTTGCTAAAATATGTAAAAGACTGTGCAAATTT -TTTCTGCACAGTCTTTTATATTTCTTAGCTTATTAATCCAGTTTCAATACGCTCATGAAAGCTTCCTGCG -GAACTTCTACGGAGCCTACCTGGCGCATACGCTTCTTTCCTTCCTTCTGCTTCTCAAGGAGCTTTCTCTT -TCTTGATATATCACCACCATAGCATTTTGAAAGAACGTCTTTTCTGAATGCCTTAACGGTTTCACGGGCT -ATTATCTTTCCTCCTATACATGCCTGAATAGGTATCTCAAACATTTGCCTTGGAATCGATTCCTTTAGCT -TTTCTGCCATTCTTCTGCCTCTTGCCACAGATTTTTCACGATGAACTATGAAGGACAAGGCATCGACGAT -TTCACCATTTAACATTATATCAAGCTTGACAAGGTCTGATTCTTTATAGCCTACAAGCTCATAGTCAAAG -GAAGCATAGCCTTTGGTTCTTGATTTCAAGGCATCAAAGAAGTCATATATTATCTCATTTAAAGGCATTT -CATAGGTAAGCATGGCCCTACCCTCATCAATATAGGACATATCCTTGTATATCCCTCTTCTCTCCTGTGA -AAGATCCATAATGTTCCCCACATATTCTGTCGGTACCATTATGGTTGCTTTTACCATAGGTTCTTCCATA -CTGTCAATTTCAGTAACCGGAGGAAGATTGGTTGGATTGTCTATTTCAATAACATCACCGTCTGTTGTTG -TAACCCTGTATATAACACTTGGAGCAGTTGTGACTAAATCAAAATTGTATTCTCTTTCAAGCCTCTCCTG -AATTATTTCCATATGAAGAAGTCCAAGGAATCCACATCTGAAGCCGAAACCAAGTGCAACTGATGATTCA -GGCTCAAAGGTGAGTGCCGCATCATTGAGCTGCAGCCTATCCAACGCGTCCCGAAGATCACCGTACTTTG -ATCCGTCAGCTGGATAAATACCACAGAACACCATGGAATTTACCTTTTTGTATCCCGGAAGAGGTTCTTT -TGCAGGATTTTCTACAAGTGTTATGGTATCACCTACACGGGTATCCCTTACATTCTTAATACTTGCTGCA -ATATATCCTACATCACCAGCCTTTAATTCATCAGCAGGTGATAATCCCCCTGGTTTCAGATATCCAAGTT -CGGTTACAAGAAATTCCTTTTTTGTATACATTAGACGGATGGTATCTCCTGTTTTCAAAGTACCTTCCTT -GACTCTAATATATACTATAACACCCTTGTAACTGTCATAAAAAGAGTCAAATATCAAAGCTCGAAGGGGT -GCTTTTTCATCCGCTTCAGGACAAGGAATCATATCAACTATCTTCTCAAGAACCTCTTCAATATTTAGCC -CATTTTTAGCTGAAATCATTGGTGCTTGCGAAGCATCAAGCCCTATTACGTCTTCTATTTCCTTCTTTAC -AACCTCAGGCTGTGCACTTGGAAGATCTATTTTGTTTATAACAGGCATTATTTCCAGATTATGCTCCAAT -GCCAGATAAACATTTGCCAAGGTCTGTGCTTCTATACCCTGTGCCGCATCAACCACAAGAATTGCACCCT -CACATGCTGCAAGGCTCCTCGACACCTCGTAGTTAAAGTCAACATGTCCTGGAGTATCTATCAAATTATA -AATATATTCATGACCGTCAGAGGCTTTGTATACCATTCTGACCGCCTGGGCCTTAATAGTTATCCCTCGT -TCCCTCTCAAGCTCCATATTATCCAGAACCTGTTCCTGCATCTCCCTCGAGGTAAGAACACCCGTTTTTT -CCAACAACCTGTCGGCAAGGGTTGATTTACCGTGATCTATATGTGCTATTATACAAAAATTTCTTATATA -TTTCTGTCTTTCACTAGGCATTTATTACCTCCAAAGCATTGATTCCACAATATTGAACCTGATTATGCAT -TAAACATAAACAGCAATATGCGAATTTAATTATACCATATACTTTTAAAGGTGCAATATAGCTTTTTTAC -TTTAGCTCCCATTAATCGTTACTCCTTAATAGCTGAAATCTCATAATACTCCTGATCTTTCACTTTGCTG -ACGGTAAGTGTTGCTATAGTGTCAGGCGACTTTCCGGTAGATGTCGCCCAATGGAAGGTTATTTTAAAAG -TACCATTGCCATTATCTTTAATATTATATGATGTAACCCATGGGCTGGACACTCCAGTTACCCAGTTCAT -TTCTTCAAAACCTGCCTTTTTGGCTGTCCTTAATTGTGGTGACATTAATCCATACTGAATTACACCTTTA -CGTTCCTTTACAGCTTTTGTATACATATCCGCACATGCTTTTGCACTGTCAGCTCTCACAAACTCAGTAC -TCTGTAGGTCGAACTGACTTGGGGTTACGGTTGACTTTGTAAATAACCGTATTCCTTCCCCGTCATAACT -TACATCCTCTTTCAAAACTTCTGAAAAGTATGCAACTGGTACATACATCACATTTCCTATTATTTTTGCA -GGAGTCAACTTTATTTTTCTTGAACCTGTTGTGTAATATGTGTCTACATTATTTTTAATATACCCTCCTG -CTACGCTTGCTCCCTTTTTTGAATTCCAGCCTACCTTGTAACCGAGGATTTCAGCAGCTGTTTTAAGAGG -TACCATTAATACATAGTCTTTTTCGTAGGTTTTAAACTGGGTTTTCACACTTGTTCCATTCAGCCTTATT -TTCTCAAGAGGTTTTGCATTCACCATCTGGTTATAGATGTCATCCTTAAGCAGTCCTTTAAGCTCTTTTG -CAGGTATGCTGAATCTGGATATTCCTCCTGCATACGGTCTTAATTCATATACCCCAAAGTATATTACCAG -TCTGTTTCCGTCAATATAAAATTTGTAATTGCCTTTTGCTTCATCTACGAAAGTCTTTGCTTCATCAAAG -TACCATTCTTTTTCTTTATCTATTGATGCTTTTATTTTATCAAGAATGACTTTCTTATAGTTTGACTTTT -GGTTAAATAGAGAGTTAAACGAATACAATTCGCCTGTTTTTGTATTAACGGTATAAGCTTGCAGAGTAGT -CATACCGTGTGCACCGCCGAGATATTCATATGTATTTGTAACCAGAGATAGAATGTTACCGCTTGTATTG -TAATCAAATGAAGAATCTATGGCTACCTGAGGAAAATATTTTTCTTCCGCTGGCAACTCTTTTCTGTAAT -CGTCCAGATATGCCTGTTCCCTTCTGATAAATCCTATTAAATCAAGATTTTTATTATGAAGCGTGTCATT -GATTTTATCAGCCGATGAAAAGCCACTTAAAACAGGATATATTATTTTTATAGAACAGCTATCATCAGTT -TTTTCTATTTTTGCGGTTTCAACTGTTACGGGTGATTCTGAGTCAGCAGCGGCCGATGAAATACCGGTAA -CAGCCGGAAATAAGGTTAGTGCCATTACAGCAATCATAACAAATAGTAGTGTTTTCTTCATTATTGTCAG -ACCCTTTCTGTTTTGATTTAATTACTAATAATTGTTAAATGTAGCTTACCACATCCGGTAAACATAATGG -TAACAATAAGGTTACACTATTTGTCAGTAATAAAAAAAGCTCTTATTTTAAATATATTGTCCTTTAAATA -CTTCAAATTCAGGTCAAAATAATTACTTAAAAAAGTAACTCGATAAATATCAGGTTTCACCGATGTAATT -TGCAGCATCTCCATTTTCGGCTCACCATAGTAAATATAACTTTTATTATAATCCACAGCTAAAAGTCCGA -ATATAATAATAAGCACAAATACTACTGATACAAGTATTATTTTTAATCGGTACAATCTCCATTGCTTGAA -TCTTGTTTTTCTTGGCATATATAACCCCGTATTTTTTATTTTTGGGCCTTAAATCTCTATAAAAACCCTT -ATTTAATATCTTTAACAATACGAAGCTTTTTTAATCCTATTTCTTTCTGAATATGACATCGTTTAAAGCC -TCTGCAAGATATGATGTACTTCGTATACATTCATCAATAACATTTCCGTCCCCGCCTATTTCAACAATAA -CCGAACCATTGACCAGATGCTGATTATACCTGTTTTTGCTCACATATATGGGCTTTGCAATTCCGGGACA -TATTTCATTGAGTCTGGCTTGTACTTGTATTGCCAGTTTCAGGTTTTCTCTCCACTTGGGATTGTTTAGT -TTAGCATCTGTTCCTATTACAAACATTATTTCCGCAAAATTTTTGCCGTTTATTTTCTTAACCGGCCGAA -GCTTTCCTTCACTGGCTGCATCACGATGAAGGTCTATTGTCATTTTAAGTGATGGATATTTGTCAACATA -GCTTGTCAGCGTGTTCAGTGACTTTACGTAGGAACTGTTATAGTCACTATCATGTATGGTTGTATTGTGG -AGAACATCTATGCTGTATTTTTTAAGATTATTTATCAAAGCATCTCCAACCCTGACTACATTGTATTTAT -TGTTGGTTGTCCTTGATGGTATATTACTCTTACCTAATTCGCTTGCACTCTTTAAAAAACTTTCCGTCGT -ATGAGTATGATATATTAGTATCTTTGGGCCCTTTTTATCGGGTGCAAGTTTTAGAGGTTCATTAAGCAGT -TTCTTTATGTTAATTTTGAAGCCCGTTTCGTTTGTAATATTGATTTTTCCGCTTGAAACAACAGGATTAT -TTTTTTGATCTTTCTCCTCAACATCTCCCTCAAATGTTATACTGCTTGACGCCTCTTTCAATTGCCCGCC -AGCGGGTTCCGAAGGCTTCTGCGGTATACTTGCCTGCGGCTGCTGTACAGGTTTGGTCTGTGATTTTTCT -GTAGCACTAAGCTCCTTCTGCACTTTTTCAGCAACGTAAGGCTGGTAATTTTTATCATAAAACATTTTAA -AATATGGATAGTTTGTATTGAGTATTGTTATGGGATTGTACATATCAATTCCAAAGAGCTTAAATACAAA -CTCTTTAATATTATCTGATGATTCTATAGTAGCTTCTGATTTCCGGGTAATGTGTTCAAAGTTTATAGGT -ATATTTACCTTTCCGTTTGCTAACCTGAAGACAATCCCACCCAGTACAATACCGCCGACGGCACACAGGA -TTATGGGTAGTTTAGTGAGATTACCCTTATTTCCTTCAAGATAGGTATTATCATATATAGTATCTCTCAT -AGTGTTGACCTCCATATCCAACTGAAATCCTTATAAATTTCGAGTTATAAAAACTATATTCATATAAAAT -CAAAATATTACTTGCTTGTACAATTTTAAAAAAATGTAACGTATTCATGGGAAATATTGTAATATAATTT -AGTACTATTTATATGAATCAAGTTCTAAAAATAGTCAATTCTAAATATACCTTATAGAATAAAATTGAAA -TGGGGGAAGATAATTTGAATTTCTGCACAATCAGATGCTGCATTTGTGAAAGCGTATTGCTAAACCTTCC -GGAAGAAGAAATAAGCAGGTTGAATGGACTTACTTTTAGATGTGAAAGCTGCGGGCATAAGCTTATGCTT -AACGGAACAAATGTTTTAAAGGCAATCAGTACCGATACGCCTTATAATCTGTATAAATACGACTTAAATA -TCTAATGCAAACGGGAGTGCCATTATCTGTAAATTACAGGGAAAGCACTCCTTTTTCATAAATAGTTTAA -AACAAATAAAAATGCGTAATAACCGTTACACACTTCTCTTCTCGGTTATTACGCTTTTTATTTTTTACGC -TTGCTTTTTCTCTTGTTCAGGAGTCTGATAGCTATCCTGCAAATCAGTCTCCCCTCTCATATTCTTAAAG -GCAACAGACATCATCAGCTTTATTCTGTTAAGCTGATTAACCTCGCTGGCACCTGGGTCATAGTCGACTG -CAACAATGTTTGATTCTGGATATCTTCTGCGGAGTTCCTTAATCATTCCTTTACCAGTTACATGGTTCGG -AAGGCATGCAAATGGCTGCATACATATAATATTTCCTGCTCCGCTCTTAATCAGCTCAATCATCTCAGCT -GTCAGAAACCAGCCCTCCCCTGTCTGGTGTCCCAGAGAAAGAATTTCCGAGGCACTGTTTGCGAGATGAT -ATATCGAGTGAGGTGCATCAAACCTCTTACTTCTGCGAAGGTATTTCTTCAAATGCCGTCTATACCACTC -TATCCAGCTTATGGCAGCGTTATTTACTAACTGACTTTTCAAAGAACCTGACAAGTATTTTCGCTTGAAG -TTAGGGCCATATGCACAGTAAAGAAAAAAGTCAATGAGATCTGGCATTACTGCTTCTGCTCCCTCTTTTT -CAACAACGTCAACTACATTATTGTTTGCATCTGGATGGAATTTAACCAATATTTCACCAACCAGCCCAAC -TCTCGGCTTCACTACATCATTTATCTCAAGCTCGTCAAAGTCCTTGATAATTTCCTTTATATTCCGCTTA -AAGCTTCCCTTTTTATTATCGTATATGGACTTAATACAAACATCCGCCCATTTTTTATATAGTTCGTTTG -CTGAACCGGGGATTTTCTCATAAGGACGAACTCTAAACAGTACCCTCATCAGTAAATCTCCATAGACAAG -TCCTTTAAATGCAAGGTCCAGAAGTTTTAATGAAATTTTGAAGCCCGGCTGTTTTTCCAACCCCAGAGCA -TTTAAAGATATAACCGGTATCTGCTCCATCCCTGCATCTAGGAGGGCCTTTTTAAGGAAGCCTATATAAT -TTGTAGCACGACAACCGCCACCTGTCTGAGTAATCAGAACAGAAGTATTATCCGGATCATATTGTCCTGA -CTTAAGTGCATGTATAATCTGTCCAACAACAATAATTGACGGGTAGCAAGCATCATTATTTACATATTTT -AATCCGTCATCAATGGCTTCATTATCGACCTCGTGAAGCACTACGATATTATATCCGGCTTTTTTGAAAG -CAGCCTCCACAAACTGAAAATGTATAGGCGACATCTGCGGTGCAAGAATAGTATGTGTTTTCCTCATTTC -TTTGGTAAATACTTTTCTTTCAAAGCTGCCAGATTTATTATGATGTATAACTGTTTTCTTATCCCTTTCA -TCAATAGCAGCGACCAAGGATCTGATTCTGATTTTAGCCGCTCCCAGATTGTTTCCCTCATCTATTTTTA -GTACTGTATAAATTTCGTCATTTGAGTGAAGTATCTCCTGTACCTGATCTGTTGTAACTGCATCCAGTCC -GCAGCCGAAAGAATTCAGCTGAATCATTTCAAGTTCAGGATGCTCCTTTACTACAGTTGCTGCGGCATAC -AAACGAGTATGATATTTCCACTGGTCAACAACCCTGAGGGGCCTTTCTGTTTTCCCAAGGTGAGCTACAG -AGTCCTCTGTGAGGACTGCAAAGCCAAAAGACGTTATTATCTGAGGAATTCCGTGATTTATTTCAGGGTC -CACATGATACGGCCTTCCGGCAAGAACTATACCCTTTTTACCTGTTTCCTGCAAGTTTTTAAGAGTTTCT -TCTCCTTTTTTCCTTAAATCTTCTCTCGCCTTTTCTTCTTCTGCCCATGCCTTTTCAACTGCTTGTTCTA -CCTCAGCTTTAGTAATGTTGAACTCTTTACCCAGTACTTGAAAAAGTCGAAGCGTGAGTTTCTCCTTGTC -GTCGTATGGTAAAAATGGATTAAATAATTTTACTCCGCTAGTGTGGAGTATATCCATGTTATTTTTAATT -ACTTCAGGATATGAAGTAACAATGGGACAGTTATAATAATTGTCGGCTTCCTTATCCTCAACCTTCTCAT -ATGGTAAAGAAGGATAAAAAATAAAGTCAACCTTACTATTTATAAGGCTCGTAATATGACCATGTACAAG -TTTAGCCGGGTAACAAACCGATTCGGAAGGCATAGTCTCAATGCCCAGTTCGTATATTTTCTTTGATGAA -TGAGGCGACAATACTACCTTGAATTTTAAATCATCAAAAAAAGTAAACCAGAACGGATAGTTTTCGTACA -TGTTCAGAACACGTGGTATTCCTACTGTTCCTCTGCTATTTACAACTTTATTGTTTTGCTTATATCCAAA -AATTCTTTTATATTTGTAATCATACAGATTAGGTACATCCTGCGTAGTACTTTTAATACCTGCACCTCTT -TCGCATCTGTTTCCTGATACAAATCTGCTCCCGTCATTGAATTGATTGATAGTGAGAAGACAGTTATTAT -TACATAATTTACATCTCTGAAGCTCAGTTTCAAAAACAAAGTCTCCTATATTCTCCTTGGTAAGAATAGT -AGATTTATTACCGGTATACCTTTCCCTTGCTATGAGAGCAGCTCCAAAAGCTCCCATTAATCCCGCTATA -TTTGGTCTTATGGCCTCTCTCTCTGATATGAGTTCAAAGCTTCTTAGAACAGCATCATTGAGGAAGGTTC -CTCCCTGTACAATTATCTTTTTGCCCATTTCCTTAGGGTTTCTTATTTTGATAACCTTATGCAGTGCGTT -TTTTATTACCGAATAGGATAAACCTGCCGATATATCTCCAACCTGAGCACCTTCCTTTTGAGCCTGCTTA -ACTCTTGAATTCATAAATACAGTACATCTCGAACCAAGGTCAACAGGCTTTTCAGCCAATAGTGCCTGCT -GGGCAAATTCCTCTACGGAAAAATTAAGGGACTTTGCAAAAGTCTCAATGAAAGACCCGCACCCGGAGGA -ACATGCCTCATTGAGCATAATACTGTCGATTACTCCATCTTTTATTTTAAGGCATTTCATATCCTGACCG -CCGATATCAAGAATAAAATCTACTCCCGGCAAAAAGAAATCTGCAGCCTTATAGTGTGCGATTGTTTCAA -TTTCTCCGATATCTACGCCCAACCCTGCTTTTATCAAGCCTTCTCCGTAGCCTGTTACGGTTGAGTTAAC -AATCCTTACATTTTCCGGCAATTTTGAATAGATATCTTGTAATATTTTAACAGCAGAACTCAAGGGACTT -CCCTTATTACTTCCGTAGAAGGAGTAGAGAAGTTCTCCCTCATTATTAATTAAAACCGCCTTTGTTGTCG -TGGAGCCGGCATCAATGCCTAGAAAACAGTCTCCTTCGTAATCCTTGAGCGGTTTAACGGAAACCGATTG -CTGTGCATGTCTTTCTCTAAAGTCATCCAATTCCTTTTGTGAGCTGAATAGAGGATTCAAACGCTCAACC -TCATGTACAGTTGCCGTGTTTAATACAGGAAGTCTATTCTTTATTTCCTTAAAGGATATAGTTTTACATT -CTTTTGATGAAATAGCTGCCCCTACAGCTACAAAAAGCTGTGAATTATCAGGGAAAATAACTTCTTCCGG -TTTCAAGTCAAGTGTAATTTCAAACCTTTTTCTAAGCTCAGAGAGAAAGTAAAGGGGACCTCCCAAAAAC -GCAATATTTCCGGTTATCGGCTTTCCGCAGGCCAGACCGCTTATTGTCTGGGTTACTACCGCTTGAAATA -CCGAAGCAGCTATATCCTCCTTAGCAGCACCTTCATTGAGCAGTGGTTGTATGTCTGTTTTTGCAAAAAC -ACCGCACCTTGCTGCAATAGGATATATAACTCTGCTATTTTTGGCAAATTCATTAAGCCCTGCTGCGTCT -GTCTGCAGCAAGGAGGCCATCTGGTCAATGAAGGCACCCGTACCTCCTGCACAGGTACCATTCATCCTCT -GTTCGAGTCCTCCTCTGAAATATGTGATTTTAGCATCTTCTCCACCTAATTCAATAGCTACATCTGTTTG -AGGAATGATGGTTTGAATAGCTTCCGAGCCCGCAATTACCTCTTGAATAAATTCAATTCCCAACCATTGG -GAAACCAGTAACCCACCGGAACCGGTTATCATCATTGTACATTCTTCCTGATAAAAAAAATTACACAGTT -CATTCATCAATTCAAATATAGATTTACGTATATCTGAATAATGTCTTTGATATTTTGAGTATACTATCCT -GTTATATTTATCCAATACAGCCATTTTTACTGTGGTTGAACCAACATCTAACCCCACATGATATTTTTTC -TTCATATTAGCGACCTAATCTCTCCAAACTAATTTTTATATTGATTATTCTTTAGCTATACTTATATGCA -ATTCTTCAATCTGCGTTTCATCAACAACGTCCGGTGCATTTGACATAGGACATGATGCATTCTGAACCTT -AGGAAAGGCAATTACATCTCTGATACTGTTTCTCTTGGCCATAAGCATTACAAGCCTGTCAAGGCCAAAT -GCCATTCCGCCGTGAGGCGGTGTTCCGTATTTAAATGCCTCAAGAAGGAAGCCGAATTTTCTGTTTGCAT -CCTCTTCAGTAAAACCAAGCATTTTAAACATTTTAGCCTGCAATTCCTGTATATGAATTCTGATACTTCC -TCCCCCAAGCTCAACACCGTTTAATACCATGTCATAGGCCTTTGCACGGACTCTTCCCGGATCTGTATCC -AAGTATTGGAGATCCTCATCCATAGGGCTGGTGAAGGGATGATGTTTTGCAGCCCATCTCTGGTCTTCCT -CATCATACTCAAAAAGCGGGAATTCAGTAACCCACAGGAACTTGAATTCATCCGGATTTAATATATCAAG -CTTTCTTGCAATTTCAAGTCTTAATTGGCCAAGTGCATCAAAAACCACATTGTTTTTATCAGCTACAAAA -CATATCAAATCTCCTGCCTCAGCCTGAGCCCTGTTCAGAATAGCTTTCATTTCATCCTCTGACATAAATT -TGGCAAATGACGATTTTATCTCGTTTTCCTGACTAATAGAAATCCACGCCATCCCCTTTGCCTTGTAGGT -CTTAACTAAATCTACAAGAGCATCTATTTCTTTTCTACTGAATTTTGCACAGCCCTTCGCATTTATTGCT -CTTACACTGCCACCCATGGCAACTGCATCGGTAAACACCTTGAAACCGCAATTTGCAACCAGGTCAGACA -TGTTTACCAGTTCCATACCGAAACGGATATCCGGCTTATCGGAACCGAATCTTTCCATAGCTTCAGCGTA -AGGCATTCTGGTAAACGGAGTTTCAACATCTACTCCTAAAGCTTCTTTAAAAGCTTTCTTTACAAAGCCT -TCATTAACCTCAAGAACATCATCAACATTTACAAATGACATTTCAATATCTATCTGGGTAAATTCAGGCT -GCCTATCAGCTCTCAGGTCTTCATCTCTAAAGCATTTTGCAATCTGGAAATATCTGTCATATCCTGACAC -CATCAGAAGCTGTTTATACAGCTGAGGAGATTGAGGCAGTGCAAAAAACTTTCCCGGATGAACTCTGCTT -GGAACAAGATAATCTCTTGCCCCCTCCGGTGTACTCTTTATCAAAATAGGAGTTTCTATTTCCAAAAATC -CGTTTTGGTCGTAATAGTCTCTTGCTACTTTTGCAACTCTGTGTCTGAGTATGAGATTTCTTTGCATATC -AGGTCTTCTTAAATCCAGGAATCTGTATTTAAGACGTGTTTGTTCGTTAACATCTGAATTCTCCTCTATA -TACATAGGCGGTGTTTCAGAACTGCTAAGTATTCTTAATTCACTGGCAATAATCTCTATTTCTCCTGTTG -CCATCTTTTTGTTTACTGCCTCGGCCGAACGAGCCGCAACTGTTCCCACAGTTGCTATTACATACTCGCT -TCTTATGGTCTTTGCCTTATCAAACATTTCTCCGTCTTTATCAGTAAAAACAAGCTGTACGATTCCTGTT -CTGTCTCTTAAATCAATAAAAACCAGACTTCCTAAATTTCTTTGCTTTTGAACCCAGCCCATAACAGTTA -CTTTCTCACCTATATTTGAACTGCTCAGCTCTGTACATTTGTGGCTTCTTTCTAACCCGTGTATCGATTC -TCCCATATTTATCCTCCCATCAGAATTTTTCTGATTATATGTTGTCCTGCACTTTTAGCTTTTCAATTAT -CTGTTCAACAGTAAGATCAGTCTGCTCTCCTGTTGCCATGTCTTTTAACTTATATATCCCTGAGTTTACC -TCATCTTCACCAACAACTATTACATAAGGTATACCCAGTTTATCAGCATACGAAAACTTTTTTCCTATTT -TTCCTTCATTAAAGTATATTTCAGCAGAAACACCTTCATCCCTAATTTTTGTTGCTATTTCCAAAGCATT -TCCCATTGTTCCGTTCATCGGTATTACAAGTATCTTTGAAGGTGTGGCTCTTTTCATTTCCCCTAGGATT -CCTGCTTCTCTCAGCTGATAGAACAGTCTTGAAAAACCTATGGAAATACCTACCCCCGGCAATTTCTTTG -TTGTATACTTTTGAGCAAGATTGTCATATCTGCCGCCTGAGCATACACTGCCGATAGAAGGATATTGGTT -AAGGACAGTTTCATAAATCGTACCTGTATAATAATCCAACCCCCTCGCAATAGTCAGATCTATCATGTAG -TTTGAAGAAGGAACCTTGAAGGAATCTATGTAATCTACTACTAATTCCATTTCGTTTATACCTTCATTAA -ACATCTCATTCTGAACCTTCATCTCTTTAAGATGCATTATTATGTCCCTGCAACTGCCTTTTGTACCTAC -AAAATCCAAAACCCTTTGAGCATTTTCCTCAGAAAGTCCTATAGATTTCAGTTCTATGAGAACTTCCTTG -CTCCCTATTTTTTCCAACTTATCTATAGTTCTTAAAACTTCAGTTTTGTCGGGTACCTGGAGGTCCTCAA -AAAAGCCGTTCAACACCTTTCTGTTATTTATCCTAATAGTAAAATCATCAAACCCAAGGGCTTTAAATGT -TGAATAAATAACACTCAATATTTCAGCATCATTAATTAGACTTAGATTTTCATTTCCTATAATGTCTATA -TCGCATTGATAAAACTCTCTGAACCTACCCTTCTGTGGTTTCTCTCCTCTGAAAACCTTGCCGATATGAT -ACCTTTTGAATGGAAATGTCAAATCACCAAAATGCTGTGACACATATCTTGCAAGCGGAACTGTAAGATC -AAACCTCAAGGATAGATCGTTATCTCCCTTATTAAACCTGTAAACCTGCTTTTCTGTTTCACCACCGCTT -TTTGCCAGTAAAACTTCTGACTTTTCAATCATCGGCGTATCAATGGGTATAAAACCGTACTTTTCATATG -TTTTTTTAATGATATCCAGCATATTGTTAAAAACAATCTGATCAGCCGGCAATAATTCCATAAAACCCGG -TAATATTGAAGGCGTAATTACTTCTTTTGCCATTGAAACAACTCCTATCATAAAAGTATAATACACTACC -AATTATTAACACATTAATTAATTATTAAAAAGAAATATGAATTTCTATCGAAAGCAAACCCACGAACAGT -AAAAAACCTCCCGTATCCCAACAAGGGACGAGAGGAACTTCCCGTGGTACCACCCTAATGATTCCAAAAT -AGAACCTACTTAGATCCTTAACGCAGAAAACGGATGAGTCTTTCTCATCAGCCCGGAGCTATGCTCTAAA -GGGTGTCTTTCAATAGTCTTACTATAAGCTGCTCTCAGTCCATGACAGCTTTTTCCTTGATAGCAGTACT -AATTACTCTTCCCTTTTAAGGCTACTTCCCTATTTACATACATATATTTTAGAATTTACATTTAAGCTTG -TCAATATCTATTATTTTCTTCGATAAGAATGTTGGCTTTACGTTCCAGCATTTCATCAATTCTACCGATA -TATTCTTCTACGCTTTTTACGTTAAATGACCTTTCTATTCTGTTCATAGGAAAAATTACCTTTGTAACCG -CTCCTGCTCCACAGGCCAGAATCGTCTGACGTTCTTCCATTATTTGTATATTATACAAGCATTCCAGGCC -TTTCCGGCTATATCCTACGTTTTCCAGGTTACCGAGAATATTTTTCTGACGATAAAGATAGTATGGGGCC -AAATCCATTTCTTTTGCACATATTCTGGCCATATCAACCATTGAGGCTGAATCAACATACTGGGTTTCAA -GACTGTAATTTTCCATTTCCCTTGTAAGTTGTGATGCCCTTTTGATAGCCATTGTATGAACTGTTAAACT -ATCCGGATTCAACTGTTTTATTTTTCTTAGTGTGTCATCAAACATTCTGACATTCTCTCCGGGCAAACCA -CAAATCAAATCCATATTTATATTATCGAAGCCCATATCCCTTGCAGCGTAAAAAGCCTTGACCACATCTT -CCGGTTTATGTAGTCTGCCTATTCTTACAAGGGTTTTTGCATTCATTGTCTGCGGGTTTATACTGATTCT -TGATACCCGACTGTTTTTAATAATCTTTAGCGTATCAATAGTTATGGTATCAGGACGGCCTGCCTCAAGT -GTATATTCTCTAAGATATGTCATATCAATACACTCTTCTATTCCATTAAGCAGACGGCTTAGCTGCCGTT -CATTCAAGGAAGTCGGTGTCCCCCCTCCAATATATATGCTTTCAGCCACTAACCCCTTTGATTCCATAAG -CAAAGCTGTATGCTTTATTTCTTTTAAAAGTGTATCCACATAAACGTCAACCATTTTTTTATATTGTGCT -ATCGTGCTTGAACTAAAGGAACAGTACAAACAGCGGGTAGGGCAAAAGGGAATACCAATGTACAGTGATA -TACTGTTATTCCTTGAATCTGCAAAAAGTTCTCTTTGGTTGGCTGCTACCTCATAAAGAAGGCGTGATTT -ATTTTCCGTTACAAAGTAATCCTCCTTTAAAACAGAGAGAATTTCACTCTTTGTCATATTCCGGTCAATA -AACTCGTTTACAAGCTTTGCAGGCCTGATACCTGTCAAGATACCCCACGGAATAACCTTTCCGGTATACC -GGGTGAGCAATAAAAATAATTTTCTTTTTAATATTCTTTTAAATTCTTTTACTTTCAGTTTATCCGATGA -ATTGACTATATCTGTGCAGGGAAGGCTTATAATCTCTCTAAAAGTCTTAGCCTTCAAACTTATATTAAAG -CATTCGTTTCCGTCCTCATAAGACATAGAACATAAAAGAAATGCCCCGGAACGCTCATCCCAAGGCTCAT -CGGATTTCTTTATTTCATTTTGAGTAAAAAATAATTTTATTACATCTTCAAGTTCATAATCAAAATATTT -TTTCACATTGTTGTAAATTAACATTTTTTCCATATTTTCTACCATTGAACCGCATTTTTTATAGGATTGC -TTCTTATTTCGTCTGTAATAGTTGTACTCTCGCCATGACCAGGATAAACTATGGTTTCACCCGGCAGTAT -AAAAAGTTTCTCGACAATTGAGTTATATATGTCAGAGAAATTTCCGTTGGGTAAATCCACTCTTCCATAT -CCGAACTTAAACAGTGTATCACCGGAGAAAAGCAGGTTTTCAACCTGAATACAGATAGAGCCGCATGTAT -GCCCCGGAGTATGAATTATTTTAAAATCCAGTTCTCCGACTTTTATACTATTTCCCTCCCTAAGAATTTC -ATACTTGCTTTTAAATGTTGATGCTTTCCCAGTATATGCAGAAATATTAAACCTTGCATCCGTCATTGAC -TGCTCATCGTCAATATGGATATATACCATAGCATTAGTTTTCTGTGCAATATCATCAACGTACAATAAAT -GGTCAATATGCCCATGCGAGAGTATAATTTTTTTAATGCTGGTATTAAGTTCTTTTTCTGCAGCCATTAC -CTTATCAGCGGGAACTCCTGCATCAATAAGAATAGCTTCCTTTCCGCTTCCCACCATATAGGAAATAGAG -TCGTACAAGCCTCCGTTTATTGGTTTTACAAACATACTTAAACCTCCATAGTCTAAAATTCCTTTTTACT -GTCCAGTAAAAGTGTAACAGGACCATCATTACTTATATCAACAAGCATATCCGCCTGAAAAATTCCTGTT -TCAGTAAGCACACCCGCTTCTCTGCACTTGTTTACAAAACGTTCATACAGTTCTTTAGCAATCTCCGGCT -TACCGGCTTTGTCAAAACCGGGCCTTCTTCCTTTCCTGCAATCTCCAAAAAGTGTAAACTGTGAAACAAC -CAGTAACTGTCCGCCTATATCCAGCAGTGACTTATTCATCTTGCCGTTTTCATCCTCAAATATACGCAAG -TTCATTATTTTATCAGAAAGATATTCTATATCCCGGTCGTCATCCTCTCGCCCTACTCCAAGAAGAACCA -TTAGTCCCTGGCCGATACTGCCTGCAACCTTATCATTTACAGTAACAGTTGATTTTTTTACTCTTTGAAC -AACTGCTCTCATATATATGCCCCCGATTATTGTTTATTTCTGGTTACATCAAATACGCTGTCTATTTTTC -TCAGCCTTTTAATTATTTTTTCAAGCTGTTCGGTGTTTGTTATCTCAAGGGTAAGAGTGATAACCGTAAT -CTGTTCTCTGGTAGTTCTTGCATTGACTGCCTTTATTGGTATTTTTGCTTCGGTAATACAGTTGGTCACA -TCCAGCAGCAGGGAAGTCCTGTCATTAGCCATAAGGTTTATGTCTGCCTTATAGGCTACATCATTGGTAG -TACGCCACTTTACATCTATTAGTCTTTCTTCTTCCCCTTGTTCTGCAGATACATTAATACAGTCGCTTCT -GTGGACCGAAACACCTCTTCCCCTAGTTATATAGCCTATTATTTCATCACCCGGAACAGGGTTGCAGCAT -CTGGACAAACGTACAAGACAATTATCAATTCCTTTTACAACCACACCGCTTTCAAGTGTATGCTTTTTCT -TTCTTTCATTTTTAGTCTGAGCTATTGTTTCCAGTATTTGTTCTAATTCTTCCGGCTTCAATGTTTTTTT -GAATTCTTCTTTGAGCCTTGTTATAACTTTATTTGCCGTAATTGCACCGTAACCCACTCCGGCATATAAG -TCTTCCTGAGATGAAAAATTATATTTTTTTAATACCTGTTCAACCCATTCGGTTTTGAATAGCTGTGTAT -AGGTTAATCCTTGCTTTTTGAGCTCACGCTCAAGCATTTCCTTGCCTCTGATAATATTTTCTTCGCGCTT -TTCCTTTTTAAACCACTGATTAATTTTACTTTTTGCCTGACTGCTCTTAACAATTTTTAGCCAGTCTCTG -CTAGGACCATGAATTGTTGATGAAGTAAGAATATCTATTATATCACCGTTTTTAAGCTTATAATCTATTG -GTTCCATTTTACCGTTTACTTTGGCACCTATCATTTTATTACCGATAGCACTGTGTATTGAATAAGCGAA -GTCTACAGGCGTTGACCCTACAGGAAGGTTTATAACATCACCTTTTGGTGTAAATACAAATACCTCGTCT -GTAAACAGGTCAATTTTTAGTGTCTCCATAAATTCGCTTTCGTCTCTGGTATCCTTCTGCCACTCCAGAA -GCTGCCTGAGCCATGCAAATTTTTTGTCAGAATCCTTTGTATTGTTAATTCCTTCCTTATATTTCCAATG -TGCAGCTATACCCACCTCTGCAACCCTGTGCATATCCCACGTTCTTATCTGAACCTCGAAAGGCTGTCCT -CCCGGACCAATCAATGTTGTATGTAAAGATTGGTACATATTGGGTTTGGGCATGGCAATGTAATCCTTGA -ATCTGCCCGACATTGGCTTATAGAGTTCATGTACAAGTCCCAGAACGGCATAGCAATCCTTTACCGAGTT -GACAATAATTCTGAAAGCAAACAAGTCATATATTTGTTCAAGGGTCTTGTTCTGCTTTACCATTTTCCTG -TATATACTGTAAAAATGCTTAGGTCTTCCATCTATCTGAGCATTTTCAATTCCAAGTTCGTTAGTTTTTT -CCCTTAGCGTTTCAATGATTTTTGTAATATATGCTTCTCTTTGTTTTCGTTTTGTATTGATTTTTTCAAC -CAAATCATAATAACCCTTTGGATCAAGGTATCTAAGGCAAATATCTTCAAGCTCCCACTTAATTTTTGAA -ATACCAAGCCTGTGTGCAAGGGGAGCGTATATCTCAAGAGTTTCTCTGGCTTTTTCAAGCTGCTTGCCCT -CGGACATGTATTTAAGGGTTCTCATATTATGAAGCCTGTCGGCAAGTTTTATCATGATAACCCTTATATC -CTTTGCCATGGCCAAAAACATTTTACGAAGATTTTCAACTTGCTGCTCTTCTTTTGTGGTGAATGGAATC -TTACCCAGTTTAGTAACACCGTCCACAAGTTCTGCTACTTCTTGTCCAAACTGAGCTTTCAGCTCATCAT -AAGTACATGTTGTATCTTCTATTGTGTCATGTAAAAGAGCAGCAATAAGAGCCGTACAGTCCAGTTCCAT -CTCGGCGAGGATTACAGCAACCTCTAACGGATGAATAATGTATGGCTCCCCTGATATTCTCTGTTGGCCC -ATATGTGCTGTTTTCGAAACAACATATGCTTTTTCAAGCATTTCAAAATTACAGCCGGGGTCGTATTTTT -TTACTTTCTCAACAAGTACTGAAAAGCTGTCAATCAATGTGTCCCTCCACCTGTAAAATAACTTACAAAA -CGAATTCCTATATTATTAAACCATATTAAAATTTCACTATTGAATCCACGTTGTAGCCTTTGAGCTTATC -TCTGCCTTTAAGGGACATAAGCTCAATAAAGTATACTATACCTGTAACCTCTCCTCCCAACTTCTCAACA -AGCTTTATATTGGCTTCAGTTGTTCCGCCGGTTGCAAGAAGGTCGTCCACAATTAACACTTTCTCTCCCG -GGGCTATTGCATCTGAGTGTATTTCCAGCTCATCTTTCCCGTATTCAAGGTCATATTCTTCACGTACAGT -TTTATAAGGGAGCTTTCCTTTCTTTCTTACAGGAACAAACCCTTTCTCCATCCGGTATGCCAAGGGTGCA -CCAAAAATAAATCCTCTTGACTCTGAACCTACAATAAGATCAAAATCTCCCATTTTTTCCGCTAGTGTTT -TGAAGGATTCCATACATTCCCTGAATGCCTCCGGGTCCTGAAGCACTGTCGTAATATCAATAAAATCAAT -TCCTTCTTTAGGAAAATCCATTACATGCCTGAGTTTATCTTTTAAATCCATAGTAAACTCCTCTCATAGT -TAATATTATATCACACATAATATATTATAAATAATTAAATACGTGGTTACAAGCATATAGAATCATTCGC -CGTCGGATTACCTATAATACTGTAAAACAACCTGAACGTTTTTATAACCATTATACTCATTTATTTCAAT -GTTGAAAATCATATCAAGTTTTATTTTATTGGTACGTCCTTTATACATATTTTGTAGCTCTGTATTTCCA -AACCTTTCAGAAACATATGCATCGAACTCATCAATGTCCCCAAAGTAAATGCAGTCGATAAAACTGGTTC -CTCCCTGCAATCTAAGCTTTAGTACTTTTCTTTCATTCCCGAATACGCCTGCACGTTTTATGGATATGTT -CTTTTCAGCAAAAAGAGGTTTCGAATTTCCTTTTCCGTACGGCTCCAAATAATTTAATTCTTCTGCAGTC -CTTATATTTATCGCAGATAGCGGAATATGTGCGTCAATGTATACTTTGGCAATGAGGTCATCATCTGTAA -GAGTTGTGATGCTGTTAATTCTTTCCCTTAATATATCAACTTTGTCAGCATCCAGACTAAACCCGGCCGC -CATTGGATGCCCACCAAATTTAGTAAATAACTCCTTACACTTTGACAGTTCCTCAAACATATTATATTCT -TCTATAGACCGTCCCGAGCCTTTTACACAATTTTCTCCGCTTGTGAGTATAAATGTTGGAACATTATATC -TTTCTCTTACCTTTCCGGCGATAATACCGGCAATACTTTCGTGGATGTCAGGTTTATATACTACAAAAAC -TCTGTCACTCTTTAAACTGCTGTTTTCTATTGTTTCAATAGTATCCTCCACACCTTTAACGGTCATGTGC -TTTCGTTCATTATTCAGTTCGTATAATTCAGTTGCCAAGGCCATTGCTTCTTTTTCATCATCAGTTAGCA -ATAATTCTAGTCCCTTCATGGCCCAATCCAGCCTTCCAGAAGCATTTATACAAGGACCTATTATAAAGCC -CAGATGGTATACGCTGATATTTTTTCCTAATATTCCTGTTTTTTGCAGCAGAGCACAAAGTCCTATATTT -TTTGTATCGGATATTACATTAAGTCCCTGCCTCACAAGAATCCTGTTCTCATCAGTCAGATCAACTACAT -CACAAACTGTTGCAATTGCTACAAACTCATAAAACTCCGATTCCTCCTCCCGGGGAATACACATTTCTTC -ATACAGCACCTGTATAAATTTAAACGCTACTCCTGCACCGCAAAGTAACTTAAAAGGATACTGACAATCA -GGCTGCTTCATATCGATTATGGCATCCGCTTCAGGAATAGTATCAGGTACATCATGGTGGTCTGTAACTA -TTACTGTCATGCCTGATTCTCTTGCATATTGTATCTGTTCTTTTGCAGCAATGCCGTTGTCGCAGGTGAT -GATCGTGTCAATCCCGTCATTTAGTGCTTTTTCAATTAAGCTATTATTTATACCATATCCATCCAGTATT -CTGTGAGGAATCGCATAGTCCACAACTGCCCCGCACCTTGCAAAAGCTTTATACAGTATATACGTACTTA -CAACCCCATCAACATCATAGTCACCGATTATTCGTATTTTTTTATTATTCTTTATTTTTTCTTGAATAAT -CGAAACTCCCTTCACCAAATCCTTCATTTGCCTTGGATCATATAAGCCGTGATTATCGGCCTTTATAAAT -TTTCTGGCGTTATCTATATCCTTTATACCTCTGTTTACTATTATCCTGCAAAGAAGTTCGCTGATTCCCA -ATTCCTTTGACATTTTCTTAAAATCAAACTTGGGATTCCTTAGTATCCACTTTTGCAAATCCACTGACCC -CCATATATTAGTGTTACTTCATTGAAGCAATTAATAGCTCTATAGCCGTTCTATCTGTCATTCTTCCCGT -CTTTATTGATTCATCCAGTTCAAGGCTGTAATACATGGCCCTTTCCAGAATGCCTATTTCCATATACTTG -CTTAATCTCAGAACTTTTGAGGCAACAAAGGGGGTTAGCCCCATTTGTTTGGCAGCCGCATCCTCCCTTA -TACCCTGTTCTTTCAGTAATTTCACCCTATATACCATTCTTATTTGTCTGACAATCATATACATTATTTT -CTGCATTGGTTCCTTCAAGGATGCCATATCGTTCAATAGCATAAGTGCTTTGGAAATGTTGCCTTCCGCC -ACGGCATCCGTCAGGTCAAAAATTCTGCTTTTTATAGTTTTTGTACATACTGACTGAACATCTTCCAAAG -ATATATGCTGTTTATCATCGATAAAATTCACTATTTTGTCTATTTCGTTCAGCAGTTCCGCCATGGAATA -TTCACTGTTCTCAACTATATAGGATGCTGCAATGTTATCTATAGTTTTTTTATAGCTTTTAAAGACCTTT -ACTACCCATTTTACAAGATCAGCAGGCTTTTGATAATTAAACTCTACAACAAGACCCTTTTTCTTTACGG -AATTTACCAATTTTATCCTTTTATCTACTTCCTGTTCCACAAAAATAAGGCATGTATATGAAGGCATGTT -TTCAATATAATCTGCAAGTTTATTGTTTCCCGATTTCTTGTCAGAGCCTCCCTCGCTCCCACCCTTTTTA -GACTTGAAAAAGCCTGAGTTTCTGGCTATAACAAGCTTTTTTTCGCTGAAAATTGGCATGGTCTCGCAGT -TTTCTATAAGGCTTTCAGTATCTTTTTTGCCTTCTAGGTAAATATAATTTAAATCTTTTGTTTCTTCATT -AACAATCAGATTAGCTATTGTATTCATATAATACTTAATTAAATAATCTTCCTGTCCGTAAAAGAGGTAT -ACATTTTTCAGTTTATTTTGCTTTAATTCTTTTTTTAATATATCAAAACTCATATTCTTCCTCTTATTAT -TATATTCTTAAATAAATAACTGTGCTTTTTAAGGCAGCATTGTTTTTACATTAAATCCATCTCCATAACT -GGTTAAAATTATTGCCCCTTTCTCGTCGGTCCTAAGAAGTTTTGCCCCGTTCCCTTCAAGTGTGTCAATA -GCAAATTGGCTTGGATGTCCAAAATTGTTTCTTCCAACCGAAACAATCGCATAGTACGGCTGCACCTTCT -TTATGTACTCCTGACCTGACGATCCGGGAGAACCATGGTGTCCTACTTTTATCACGTTGGCAGTTAAATC -CAGTCCTTGTTTTATCATTCTCTGCTCAGACTGAATTCCGCTGTCCCCTGTAAACAGAACTTTTATATTT -CTATAAACTAATTTTAACACTAATGAGCTTTCATTCAAATCCTCTTGTGCAAAGCTGTCTATTTTATACG -GCAGCGGGTTTAGTACTTCAAATATAGTTTCATTATCAAGCCTTATTCTATCCCCCTGCTTACATTTAAT -AACAGAAATATTTTTTTCTCTGCAAATGGTATTTATTTTCTCCAACCCCCGGCCATCTGTTTCAGGTAGT -ATAACCGTGCCTACCGCCATCTCTCTCAGTACTGTCTCAAGACCCTCTGTATGGTCAGAATGTCCGTGGG -ACGCAATAACAATATCAACTCTTTTTGTACCCTTATCAAGAATATATGGTATCATAACTGACTCACCTAT -ATCAAATTCGGATTTCGAATTTGATGCACGTCCTCCTCCATCAATAAGTACCTTTGTACCATGTGCAGTT -CTTATAAATGTACTGTCGCCCTGACCCACATCCAGAAATGTGATTTCCAACGGTTCAGGTAATAGTGCCC -TTACGCCGGATATAATAATTGCCGAAACTACAATTGCTATTGTTATATGTTTTATGTATTTTTTATCTTT -ACAATAGCTTCGAGCTTTAAATATATAAATTAATAATAAATAGTAAAATAGAACCATTCCAAATGTGGGG -GTAGGTAGTTTTAACAACGAAAATGGTATTTTAGATGTTACTTCTGTAACAAACAATATGAATGATAGAA -ATGTGTTATTTATATATCCTATAATCACAGCCAGATTTATGTTTAACAAACCCGCAAAAACCATAATAAA -TCCAATTATGGTTACAACTTCAACCAACGGTACAACAAGAATATTGGAGAGAATTGAAAATGTTGAAAAG -TTATTAAAATAATACAAGGTAACAGGTACAACTCCCAGCTGGGCTGCAAGGGTGGCTGCAAGAGTATCTG -AAATAACTCCGGGAATATATTTGCTATCTATAAAGGTCTTGATTTGCTGATAAAACATGACAAGGGATAG -TGTTGCACCAAAGGAAAGCTGGAATCCTATATCAAATAGTGTATAGGGATTAATAGCCAGTAAAATAAGG -GCGGCAGCTGAAATACTTGTGTATATATCCGGTTCCCTCATTATGATTCTGCCTACCAGAATTATTATTC -CCATAATAACCGCCCTCACTACCGAAGCTGAAAATCCCGTAACAAATACAAATAGTACCAGTATAAAAAT -AGTAATTAAATTAGCTGATAAATTACTCATTCTTAATTTCTTAAAAATAAAGGCAAAGGGTAAAATTATA -AATGCAACATTCATACCTGATGCTACCATAATGTGGGTTAGTCCGGCTTTGCTGAATGCTTTAAAGGCAT -TTTCATCCAAGCCGTCCTTATAGCCAATAAGCATACCTTCCAACAATCCCGCCTGGTTTTTATCCAGCGA -GTAACTAACTATTTCAATAACTTTATTTTTTATTACATAGCCAAGTCTGTTTGCGTAGCCGCCGCCCTTT -TGTCCTGAAATATGTATATCTGATGCCTCATATAAATAAATCCGTCCCGAAATTCCTATAGATGCAAGAT -ATCTTCTATAGTTAAATCCCCCTGGATTGGTAGCAGGTTTTGGCTTTTCAACAACCCCTGTAAAAGAGAT -TTTTGTTCTATAACCTATTTCGGGGGTTAAGTTGTTTACATAAACCAATATACTGTTATTAACCTTGAAG -GTCTTATTTTTATAAATAACGGATTCCGTTTTAAAGACGAATGTTGACTTGCTGTTTTTCGAGTTCTGTA -CTTCACTATCTACATAGCCTTTCATTTCTACCAGTTTACCGTAAAATTGATCAAAACTTCCGGAATAGCG -ATACTCTGCATAATAAAGAAACATACCGCCTGCTATAACAAAAGTAAGTGAAACGAATATTATAATCTTA -TAATTACCGAGTTTTTTTAAAAGACAGGTTATAGCCAAGAGAATAACAGCAGATACTATAAGAAATTGGT -TCAATCCAATAGCATTTACAATGAGTATCCCCAGTATAAAGGATACAACAAAAAGACAGAGTGGTCTTTT -GATATTCAAAGCAACCTCCGTAACAAATTACAAATTGCAATTATTTTTTAAGATAATGAATGAAAGTTAA -GGATTCAAAGTTGATATAGACCATAAAAACGTCTTAAATTAGACGTTTTTATGATCTATGATAAGATTTT -AAATTACTCTTTTTGCACCTATGTAAGTCCCCTGATATTCAGATAAACTCTGAATAAGTACTTTTCCTTT -GGAAGTTGATGCGTGGATAAATTGGTTGTTACCTAAGTAAATACCCACATGGTCTATAGCACCAGCTGAT -TTTCTGGAAGATGCATCAAAGAACAGTAAGTCACCAGGCCTTAAAGCGGTCTTAGAAACTTTTGTACCGT -TTGAATACATACTAGATGATGAACTGTTGAGGCTAATACCAAAGTTCTTGAATACATAGCCTACAAAACC -AGAGCAATCAAAGCCGCTTGGGCTTTTCCCACCATAAACATACTTTACACCAATAAACTTCTTTGAGTAT -GCAATTACTCTGCCAACAAGAGAATTATCCTCCTCGCTGACAAATGTTGCAGCTTCCGTAGAACGGGAAG -TTTTTGTTGAATTCGCTGCTGAAGAAACAAATTTCTTTGAAACGTATCCAACCTTTGAACCCACTTTAAT -CTTGTGCCATTCAGTTAATGTGTCCAATATTTGTATGCTGGTTCCCTTTTTAAGAGAACTGATTATCTTG -CTACTTGTATCGGCACCCTCCCTGAAATTGACACCATTAGCATTAATACTTCCTTTTGTGGCTAAAACCT -TTATGTAGTCATCGCTTACCCAACCGGTCTTTCCATCAAAAGAAATCTTGTACCAACCGCTAGACTTATC -AAGCACTGAAACTCTCTTATTTGAAAGTTTAGTGATGATACTTGCTGAAGTATTAGGGCCTTTCCTTACA -TTGACACCAGTACCCTGAATCTGGGCTGCCTGTGAAGCAGCCATAACTGCAGAGCATACTAGCACAAGTG -AAAAAGCAAAAATACAACCGACAAGTACCTTGGTAATCTTACCTGTCATTGGCCCCTCCTATAGTAGCGC -TTCCGAAGTTAGCTGACGGGCTCGGGCAATAGGACCTCCCTACCATTCAATAAAAGAATAAAGAATGGAT -TAACCCCAAATCTTGGTTCCTCCGTACCTCTTTCGAGGATTCAGCTTTTTAATTTCGTTATTATTATATT -TAATTTATTACAATTTGTCAAACTTTTAGTAATAAACCAGCAATTTTTTGGTAATGTTTTTGTAATATTG -ATATCGGTTTACACTTTTTTCCACATAATTACTGCATGCTCAGTTATTTTATGAAAACCATACAACGTTT -CAAAATCGCATTCGCTAAAACCACATTTTTCCCAGAAATTTATACCTAGGGTATTACTTTTGCTTACCGA -AAGGCCTACAGTATTCACATTATACTTATTCTTGAAATGATCAACCAGAATACTAATCACTTTTTGCCCG -TAGCCCTTTGATTGGTATGGCAAGTCGATAGCTATTGAATTTATCCACAGTATTTTTTCCTTAACAGACA -ATGAGCCTTTAATCAGTCCGATTGAGTTTCTGTTAATTGAGGAATTCTTTGTTTCTAAAATAATATCCAA -AAAGAATACATTATTCTGAGATATAAACTCTGCAATCTGATTTGAAAAAGTGTCATAGCTAATAGAACCA -TAAACACCTGTTGCATATTTAAATACATCTGTGTTTTGGTAGAATGAATAGATATTTTCAATACTTCCGT -AATTAATGTTTTTTATTCTCAAATCATTTTTTAATATATCTACCTTTATCATAATACCATATCCTTACTT -AAAGATATTGATACAATGAATTATACCAAAGAATTAAGTAAAAGGAACTGTATATATTAGGAAATATTTG -ACATACATTATAAATACTATTATTTTTAATATATAAATCATTTTACAAAAGATAGAAAGGGACAGAGAAA -TGTGTCAGGTATTTAATGAGGAATTGTTTGAATGTTCGTTTATAACTATCTCATTGTTACTGGAAATCTT -TAAAAAAAATCTAATAGATATAACTGACTTTAAGAGCAATACTGAAATTAAAATCAGTTATATCCAAGAT -AACCTTGAGCATATAAATCAAATTGAAAGAAGGTCATTAATTGAAAGTGTAATACGTGAATGTATTGAAA -TTAACCGCAGTTTTTAATTTAAACTATAAAATTTCAAAATTAAATCGTCTAATCTTTTACTGATACTAAG -AATGTCGTGTTTAGCCCATGGTTCATTATCCAACAAATCATAAAGCTGCTGCTTTAAACACTCGACTTCT -TTGTTAAGTGTATAAATATTTGTTTGCATTATGTAACCCCACTTCTTTTCTTTGGTAAAATATGTATTTA -TTTTACCATTATTTTGTATTTAAGTAAATACATATTCTAAATTTTATAAGCTTGTTATTTAATTTTTTAA -TAAAACAATTTACTTTTTTTTCTTTCGGTAGTATATTTAAATAAAATAGTTTGAAATTCAAATTAAGTGA -GGATTAAGAATTATGAATTCAGAAACAGAAAACAGTTTATTTATTGTGGATGAATTGTTCAGAAAGCTTT -TTAATAAGTACAATAAACTTGAGAGTAAAAAATTTTTTAGTAAAACACTTGATGATCTTACTGTTATTGA -AATTAATACTATATTGGTTATAGGTCATGGCGAGGAAGATAAAAAGATGTCCGAGATTGCAAACACTTTG -GGCGTCACTTTCGGCACTCCTACAGTAACTGTTGACAGACTTATAAAAAAAGGTTATGTCATCAGAAGGA -GAGACAATGAAGACAGAAGGCAGGTTTTTATTTCTCTTTCTAAAACCGGAAAAGATGTCTTTGAATCTAT -TATAATGATTAGGAATATACTTGCAGAAAAAATATACGGAATCCTTAGTGAAGACGAAAGAAAAGTTCTG -ATTAATATACTTTCATCACTTAATTCAAACTTTGATGAAATTTTTAGCTTCAAAAATAAGTAGTTTTTTT -GTCGAAATGCTTTGAATTTCAAATTATCCTAAATTACAATATTCGAGGTGATGAAGTAAAAATAAAGCGA -ACATCTATCGAGAAAAAAGGAGGTAAAAATTTATGCAAACATTGAAAAAGTATAAGAAATTTGCCGTAAT -CGTGGCAGTTATACTAATTCCATTGGTCTACAGTTTCTTCTATCTTGATGCTTTTTGGGATCCATACAGC -AAACTTGACAAACTTCCTGTAGCCGTGGTAAACCAGGATAACGGAGCAACTATCGACGGCGAAAACAGAA -ATCTGGGAAAAGAAATTACAGACAATCTAAAAACCGATAAAAATCTTAAATGGGTTATTACGTCGGAATC -TGATGCAAAGGACGGTTTAGAGAACAGAAGGTATTACGCAATGATTAGTATACCTGGAGATTTCTCAAAA -AATATTTCTTCAGCAGCAGACATTGACAAGACTCAGGGTAATCTGATATATACCGTTAATGAAAAGGGAA -ATTACCTGGCAAGTCAGGTGCTGAGCAGGGTCACATTAGAGTTTAAGGATAAAATTTCCAAATCTGTTTC -TGAAGAAATTGTAGGAACCCTTTTAGATCAGATAAAGGACCTTCCTACTAGTCTAAAAGAACTTGATGAT -GGCTTAAAGGAAATAAAAGACGGAGCAGAACTACTCTATGACAGCAATGGTAAAATTGTAGACGGACAGA -AGAATTTTAATGACGGTGTTAATAAGCTGAACAACGGACTTGCAGATGCCAATAATGGTTCAAAGACTCT -TATACAAGGTTCAAAACAGCTTAGCGACGGTGCAGAACTATTCTACAGAAATTTATCAGGCGGCTCAGGT -AAAATGACAGCTCTGGTTAACGGTTCAAATACTTTTATGTCAGGTCTGTCAAATCTGAATTCGGGTTTAA -ACCAGTTGAATTCCAGCATTACAGAAGCAGCTCCGCAAATATCTCAGTTGTCTAAAGGAACCTTGGACTT -AAACAGCGGAGTACAGTCCTATACATCAGGTGTTGACAAGTATATTGAATCGGTAAACAAGGTTTCTCAG -ACTCAATCTGCTTTGGCAAACTCTATTCAAAAATACGTGGCAAGTCATCCTGAAGCATTGACAGACCCAA -ATTTCAAGGCTGTAATCGCTACTCTGGAGGCCTCAAAGTCTGTTCCTGAACAGCTTAAAACCGCCGGAGG -GCAGCTTTCTTCCGCCGGAAAACTACTTACTGACGGTTCAGGCAAGGTTGCAGGTGGAGTCTCACAGTTG -ACTACCCAGTTGAGTTCAGCAGCACAAGGTATAAATAAACTTGCTGCAGGATCAAATGAATTGAACAAAT -CATACCCCATGATTAACCAAGGTATCCTTGATACTGCCTCCAGCATCAAAACTGCATCCGATAAATCCAA -GGAACTTTCTTCAGGGGCTTCATCGGTTAATGACGGAGTTGCAAAACTTTCAAGCGGTATTTCAGAACTG -GCAGCCGGCAGCGAGGAATTATCCAAGAATTCTGGAGTGTTACTTGACGGTGAAACAAAGATTCAGGACA -GTTTAGGCAAACTTAAGGATGGGGTAACAGAAGCAAGCAGCGGTGTGTCCTCTTCCCTTCTAAAGGCTGA -TGGTAAATTAAACGGTACAGAAGGCCTAAAGGAATATGCAGCAGATCCTGTTAAAATAACAGAAAAGAAG -GTTTACGGTATTCCTGACTATGGTACTGCGTTTACACCTTATTTTGTATCACTATCACTTTGGGTTGGTG -CATTGCTGATGTTCTTTGCAATTTATCTGGATGAGGAAGTAAGGTTTCGCAAATTCTCCTCCAAGTCTAA -AGGTATTATGAGATTTTTTGCATATACTTTAATAGGTATTGCCCAGGCTCTTGTATTAGACTTTGTCATA -GTAAAAGGTTTACATTTGGAAGTTGCAAATATGGGGCTTTTTGTGCTGACTAGTATAATAATATCATTGT -CATTTACATCAATTATGAGATTTTTACTAGTACAGTTAAGAGATGTAGGCAAGTTCCTTGCAATTCTGCT -ATTGATATTACAGCTTACTTCATGTGGAGGAACCTTCCCTATGGAACTTGTTCCACGATTCTTCAATGTA -CTTAATCCGTTTATGCCAATGACATATTCGGTTAATGCGTTAAGAGAAGTAATTGCAGGTATCAATAATG -GATTCCTTGCACAGAACCTTATTGTTTTAGTTACCGTAATGATAGGATTTCTTATATTGAACCTTGTAGT -ATCAAAGCTTAGATTTGGAAGCATTTCTTCTGATTCTGATGATTTTGTTAAAATATCCGAAGAAGTTTCA -GCATAACTAAACATATTTTTAATAATTTACAAAATTAGTAAACTGGTATAGCTTTTAGCTGTGCCAGTTT -TTTATTGGAAGCATATCTTTAACGTTTTTTTAACAAAATATTATTAACGGTATAAAAATTATCATATAGC -CAGAATCTGGCAGACGGAGGTATGAGCAATGAGAAATAGAAAAATCGATGATGACTCACTTTTAACCGTT -TTTGAACGCATTATAAATAGTATTCCCATCAGATTTCATAGTAACAACAGGGAGAATTCTTATGATGACA -GCAAAATGTCTGAGGAAGATATCGAAAAGTTCAGGTAATCTTTCTTTATTTTTAGACTATGGCCGTAATA -CCATAGTCTTTTTCATTTTGTAAATTATATTCATGTAAGTATTGACAAATATGTATTCCGTTTTATAATC -TTTTGTTATAAGGAAATATTATTCGTTTTAAAACATTTTTAATTCATATGAGGTGATTATATGTCATGGA -AAATTGAAACAAAGTGCCTCCAGGAAGGCTATAAACCTGAAAACGGTCAGCCCCGTGTACTTCCTATTTA -CCAAAGCACAACCTACAAATATGACTCAACCGAGCATGTTGCCAAACTCTTTGACTTATCGGTTCCGGGG -CATATGTATTCCAGAATCAGCAATCCCACAGTAGAATGTGTTGAAAATAAGATTGCAGCATTGGAAGGCG -GTGTCGGTGCTCTCTGCACCTCGTCCGGACAAGCTGCCTCTCTGATATCCATTCTAAATATATGCGAAGC -AGGAGATCATTTTGTATGTTCCGGCACAATCTACGGAGGCACAATCAATCTCTTTGGTGCCAGTTTGAAA -AAGCATGGAATAAGCGTAACCTTTATTGACCAGGACAGCTCAGAGGAAGAGATTCAAAAGGCTTTTCAGC -CCAACACAAAAGCTCTTTTCGGTGAATCTATTGCCAATCCTAAAATCAGTGTACTCGACATAGAGAAGTT -TGCAAAAATAGCACATAAAAACAATGTTCCCCTTATTATTGACAATACCTTTGCAACACCTATTTTGCTA -AGGCCTATAGAACATGGTGCGGATATTGTAATACACTCCACTACAAAATACATGGATGGACATGCTGTAT -GCATCGGCGGAGTTATAGTTGACTCCGGCAACTTCAACTGGGAAAGCGGCAAATTCCCCGGTTTAACTGA -ACCTGATGAAACCTACCATGGTATGGTTTATACAAGAGACTGCGGTAAAGCTGCATATATAACTAAAGCC -AGAGTACAGCTTATAAGGGATTACGGGTGTTGTATGTCGGCAAATAATGCATTTTTACTTAATCTTGGAC -TTGAAACTCTGCACTTGAGAATGGAACGTCACTGTCAAAACGCCAAAAAAGTTGCGGAATACCTTGCAAC -AAGCGACAAAGTAATATCTGTTAGCTACCCTACCCTGCCCGGTGATCCTTATCACTCTCTTGCTGAGAAG -TATCTTCCAAAGGGCTGCAGCGGAGTTGTGTCTTTCAGAATTAAAGGCGGCAGAGAAGGTGCAGTCAAGT -TTATGGATAAGTTAAAGCTTGCCGCGATAGTTGTTCACGTCGCAGATTGCAGAACAGCTGTACTTCACCC -TGCAAGTTCCACTCACAGACAATTAAGTGATGAGCAGCTTGTACAGGCTGGGATCGACCCGGGTCTTATC -CGTTTTTCAGTAGGTCTTGAAAATGTTGATGATATTATAGTTGACATAAAACAAGCTTTGGAAGATTAAA -ATAATAACATGGATAATATTGCTATTTTATGTACATTGTTATCCATATTCCTTTGTACCAGTCCACATTT -AATGAGGTGTTTATATGCAATTTACTTTTGACGAATTAGATAAACAAATTCTTGAACTATTACAGGCTGA -CCCGGTAATATCAAATAAAGATCTTGCCGAAAAAGTAGGGCTGTCACCCTCCGCATGTCTAGGTCGCACC -AAAAGACTCAAAGAAATAGGTGTTATAAAAAAATTTGCAGCAGTTATGGATGAAAAAAAACTGGGATATG -AAGTTATATCATTTACCTTTGTAAACCTTTCGCCTCACAACAGGGATATTACAAATGCATTCCTCTCAAA -AATCAATGAAACGCCTCAGATACTTGAATGCTACAATATTACAGGAAGCTGGGATTATCTTATTAAAATT -GCTGCCCACAACCTAGCTGATTGCCGGGACTTTCTTATAGATACTCTTCTGTCATTTCCGGGCGTAAACA -AGATTGAAACCAGTATGGTGCTAAGCACTGACAAACAGAGTTTCTGTCTGCCGGTTGATTCGGTTGTTGA -AAAATAGCTAGGCTGTTAGACGGTAAAATGTTATACTAATATAAATTAAAAAATAAGTTGCAATTTATTG -CAGCTTATTTTTTACAAAATCCTTAATTGTTTATAAATATGCATGTCAGGAGCTTAAAAATGCCATTTGA -TGGAATAGTAACAAAATGTATAGTCAATGAATTAAATGATTTGCTTTCGGGAGGGAGAATTGACAAGGTA -TTTCAACCGGAAAACGATGAAATTGTCATGATGATTCGTTCAAAAGGTCAGAATTACAGACTTGTTGCAA -GTGCTAATGCAAGTAATCCAAGACTTCATTTGACAACCTTACAGAAGGAAAATCCTGCTGCTCCCCCTGT -TTTTTGTATGCTTATGAGAAAACATGTTGCAGGCGGAAGGCTTTTGAATATAAGCTTTCATGATTATGAG -CGTATCATTACATTGAATATAGAGTCCGTTAATGAGCTTGGGGATCTTACGGTTAAAAGGCTTGTTGTAG -AAATCATGGGCAAGTACAGTAATATTATCTTACTTAATAGCGAAAATAAAATAATAGATTCTGTTAAGCA -TGTTGACAGCGATATAAGCAGTGTCAGAGAAATCATGCCTGCCAGAACCTATCTCCTGCCCCCTGCCCAG -AACAAAGAGCTGCCTGAGAATACGGAAGTTGATAAAATTTTTAATGAGGAGAACATTAAAGGGGCCAAAC -ACCCTGAAGGTTTGATTTTAAATACTGTCAAGGGTTTTAGTCCTTATACCTGCCGCGATATATGTGCTTC -CGCAGGGGTTCCTTCTAAAACTCCTATAGGTGAGTTGAACGATTCTGATAAAGAAAAAATTAAGGTTGCC -CTTGCAAAGTATATTGATAAAATTAAAAGCAATAATTTCTCGCCCTGTATTGTATATGAAGATAAAAGCA -TGTTAAGACCGATTGACTTTTATTGTTTTGAGCCCTCAAAGGAGGTTTTCTACAAAAGCTATGAACTCTT -ATCCACAGCCCTCGACCAATACTACATGCTGCGTGATACCAATGAGCGTCTGGGCCAGAAAATGGGTGAT -GTTTTAAAGGTTGTTAAAAACGGTATAGAACGATGCCAGAAAAAGACCACAATGTTTAATGAAAAGCTTA -GGGAAGTATCAGAAAGAGACAAGCTTCAACTATACGGAGAGTTGATTACTGCAAATATTTACTGCATTGC -TGAAGGTGCAAAATCTGCAAGAGTACTAAATTATTACAGTGCAAACGAAGAATATGTTGATATTCCTTTA -AATGAGTATAAATCAGCTCAGGATAACGCTCAGAAATATTTCAAGAAGTATTCAAAGGCAAAAAGTACTC -ACTTAAATGTAACCAAACAGTTGGCTGAAACCTTGTCAGAGCTTGAATACCTTCAAAGCGTTCTTACTAT -GCTTGGAAATTGCAACTCAAGGCAGGAAATCGATGAAATAAGGCAGGAATTAATCGACCAGGGATACATT -AGACAGTCATATAAAAATGCCAAAAATAAGCAGGACAAGCCGTCTTCCCCTTTGGAATTTATATCAAGCG -ACGGATTTCAGATTTTAGTGGGTAAAAACAACAAGCAGAATGACTTGCTTACGCTAAAGACAGCAGCCTC -TAACGATTTATGGCTTCATACAAAAAACATACCCGGTTCACACGTTATTATAAGGACTGAGCGTAACACT -GTTCCGGATTCAACACTGTTAGAAGCAGCGACCCTTGCTGCGTATCACAGCAGTGCAAAAATGTCTTACA -ATGTTCCTGTAGACTACACCACTGTAAGAAACGTAAAAAAACCTTCCGGTGCCAAGCCGGGAATGGTTAT -ATATGAAAATTTTAAAACTATTAATGTTACACCTGAAGAAGAAAAAGTAATGAAAATAATAAACAATAAA -AATATTTTTAGTAAGTAGGATTGGGGGACGTTAAAATGATATCAAAAAAAATAAGCCATAATTTGGCTAA -TTCATCAATGATAAGAGCGATGTTTGAAGAAGGCGAAGAATTGAGAAAAATATATGGAGCGGACAAAGTT -TATGACTTTTCTCTGGGCAATCCTGATCCGGAGCCTCCTGTCGAGGTTAAATCGGCACTTAGGGAACTTG -CAGGCTCCGGCGAGCTTAAAATGCATGCCTATATGAACAATGCAGGATACCCCGAGGTAAGGGAAACAAT -TGCTAAGAAAATAAACAGCGAAACAGGGCTTAATTTAAGCTTTAACAATGTGGTCATGACTGTTGGTGCC -GGGGGTGCTTTAAATGTTGTTCTGAAAACACTGCTTAATCCCGGTGAAGAAGTAATAGTATTTGCACCGT -TTTTCGTTGAGTATACCTCCTACATCGACAACCACGGGGGAAAAACGGTAGTTATCAATACTGATTTTAA -GACATTCCTTCCTGACCCGGAACTTTTAAGAACAAAAATAACTCCAAATACCAAAGCAATTATTATAAAC -ACACCTAACAACCCTACAGGTGTTGTTTACAGCAGAGATACTTTAAACAGTATTGCTAAAGTTTTGGAGG -ACAAGAGTAAAGAATACGGAGATACTATTTATCTCATTTCCGATGAGCCTTATAGGAAACTGGCTTATGA -TGCAGAGGTTCCTAATATTCTCACTATATACAAAAATGCAATAATGATTGACTGCTTCAGTAAATCACTA -TCTCTTCCGGGTGAACGTATGGGATATATTGCTACAAATCCGGACGCAGAAGATATAAATACTCTTATGA -ACGGGTTTATTTACTGCAACAGGGTACTAGGCTTTGTTAACGCACCTGCCCTATTCCAGAAGGTTATTGC -AAAATCAATCAATTCAACGGTTGATATGAACATTTATAAAGAAAGAAGAGACTTACTGTATAATAGCCTA -ACCGAATTCGGCTATGAATGTGTTAAGCCTGATGGTGCCTTCTATCTGTTCCCAAAGTCACTCATACCTG -ACGATGTTGAGTTTAAAAACCGTGCTTTAAAATATAATCTGATTATTGTACCGGGTTCAGGCTTTGGGAC -TCCCGGATATTTCAGACTTGCATATTGCGTAAGCCTTGAAACAATTAAGAATTCACTGCCGGCTTTTGAA -GCTCTGGCTAAAGAATTCAGAAAATAATTTGCATTTGCTATTCAAAAACTGCAAAAACTGCAATAAGCAG -ATTTTGCAGTTTTTTGCTTTACTTATTTCCACCATTTTCTGCATAATTCAACCCCCATGTTATGCCATAC -TTATCCTTGACCACAGCATGATAAGCTCCCCAAAAGGTCTTTTGCAGCTCATAATCCGCCTTTCCCTCCT -TAAGCAGGTCTGCATATACTTTTTCTATTTCCTGCTTTGAATCCATTCCAAGTATTATCTGAATATGAGA -GCCCTGTAACTTATCGCCGAAAAAGTCCGTAAAGTATATAATACAATTTTTCCCAATATAAAGTTCTGAA -TGCATTACCTTGCCTTCATGTCCTTTAAACATTCCATCTTTGTCCGCAATTTTAACGTTTTTTATTTCTC -CTCCAAAAATTCTTTTGTAGAATTCGATAGCTTCTCTGCAGTTATCTACTGATATGTTAGGTATTATACT -TTTCATATATTCGCTCCTATTTAAAAATCTTATGCTTTGTCTACCGAAAGACCGTCTCCATAGGCGGCCT -GACTGAATATGTTTTCCGCTTCTACCAATGGTATTCCCTCAATTGTGATTTTTTCAATATCACTTTCACC -TATTTTTTTATTGCTGCATTCAAATAAATATCTTATTGCTTGAGGCCTAAAGCCCAAAAGCCTTGCAGCT -ACAGTGTCTGTTGCTACCGGGTCACACCCTGCAATCACAAGTCCCGTATGCCGGGCGATACCTTTTGTTG -GTCCTGTACCTATCATTGCAGGACTTGCACTTACTATAGATAAATCAATAGGTATTTGCTCTGCCATTGC -TGATATGAAGCCGTGTAGCTCCTTATGGATTCCGCAATTTTTCTTTGGATGTCCATGCTCGTCTGCCGGG -GGCCATCCTAAAGCTATATTTTTAATTGCGGCTGATATTGTTGCCTCTTCATGCTGTTTAAGCTGTGTAA -AGGAAATGAGTATTGTAACTTCATTCAAAAGCTTGTTTATATTAGTTGATGACACAACTGAATGGTTAAG -ATTTATCCTTATAAAAGGTCCATGGTTAAGGTCAATAAACTCTACCCCTTCATCTCTAATTACCTTTCCA -AACCCCACATTATTCATTACATCAACTGTCTCACCATCTGCAGTTCCTGTTGCAACTATAATTCTTTTAG -GCTGCCTTTGCTTTATCAGAGATATGATCTGTCTCAAACTTTCTGGCCCCACAACTACCCCGGAATCAGG -ACTTTTCTTATTATTAACCCAGTTAGGTGTTATAACAACAACGTCATTTTTACCGATTGTCGGTATAATC -TGAAGGAGTTCAACAGCTTCTTTTATAGCAACTGCCTCATTAGCATTCCGTGTAATAGCTACTGTTGAGT -TTTTCCATATTCTGTCTTTTCGCATATTACCTCCATTTTACAGCGGTTTATATTATTTGTTCTTCATATA -CAAAATTACCATAGGAATTATCGTACCAAATATGGAAACTACGATTGTACTAAAGCCCCCAAGTATGTTT -TTCCGTTTTATCTGACTTATTCCAAAAGTAAATGTATAGTATCCGCTTAAAAGCATTAAAAACATTAATA -TATATATCATGACTTATACTCCTATTTTGCAATTTTGTCCCGGTATCTTACAGGCATACTTTCTGCCATT -AGCCCGGTTCTTCTTATATTGGTATACACACTTACATTTATTTTGGCATCTATAAAATGTGATAACCAGT -TATATTTTTCAAAATCATTTATTGTCATAAATTTGTCTGCGGCATAATAGCCAAAGCCAAAGACATCTGT -TCCCATTTGCTTCTGAACTTTTTGAACAGTTTTTCGTACACCTTCTTCTATAGAATCATGTAATAATTTG -TTAAGTTCCTGTATTTTATCTAAACTCTCATAGTGTAATCCGCTTTGTATCCCTACAATATCAGCTTCAA -TATTAAGATTTATATCAATCACGGGTGTGCTTTTGTCAAACCCCACCTTGATATCAGTTTTTCTTCCCGG -GCGTAAATCAAAAGGGATAGCCCTGCCCGGATTCATCTTGTCCTCAATGGTCAAAATTCCATGTTTGAAT -TTATTCTCTACCATCAAAAAATAACGTGTTTCATCTGCATTCAGTGTGCCGGCAAGCTTGTCTCCATTGA -ATACGGCCGTTCCAATCATTTCTTGTCTTAGATTCCCTTTTTTGGGGACTTCTCCTGGATAAAACTTTTC -CTCGGTTTTAAGAGGAGGCTCTTCCCCATTCTTTTCATTCTTTAGGTTTTTAAAATTGTTTAAACCAACA -TAAAGAGCATGTGCCTGTGAATAAGGTGATATGGTGTTTTTGTAAAAATTCGTAAAAAAAACAGTAGGGA -ACAGTCCTGAATTTTGAGATTGAGAAAATGCAAGCTCTATTGATTTTGAAATATTCTCACCAATCAGCGT -TTTGTTCTCAATGATAAAGTCTTCTGCTTTTCCCCTGCAAACACCTATCGTTGCAATACGTCTGGTTTCT -CTGAATCTTGCAAAATCGGACAGGTAAAAGTTTATGCCCTCATACGCTAATTTCTCCGAAAAAATTATAG -CTTTGCAATGTACAAGGGAAATGTGTCTGGAGGTTGAAGTATTTAGCATATTAATAGCTTCCAGCACTGT -TGAGGATTCTATTGTAGTAACAATTGTTCCGTCAACCTGTCCGGATTCTTTTTCTTCACTTCCACCACCA -CCACCTCCTCCGCCTCCTCCTGAAGAACTGCTGCTTCCCCCACCCTTATATGTGGGAAACTGAACGGTCA -ACCTTATTTTGTTCTCTACTCCCTTGTCGATTCCTATCATTATTGCATAAGCCTGATCATCTATATTTTT -ACTGTCTGTCGTACAACCTGTTAAAATATAGATAAATGCCATTGCCAAAATAATTACCTTATAGACTTTT -CGCATTGCCTATCCCCCTTCTTGCCGAATATTACAGAGATTAATAAAACCAGTATCGGTACGCCATATAT -AAATGTCATACTGTATTCACGCAAAAATACAATATTCGTTTTTGAAACCTCTATAAGTCCCTCGGGAAGC -AAAGTAACCATGAATGTCAAGAAAGAAAACTGTAATATCAACGGTCTATGATTTTCAATCCTAAATGCTT -TACAAAAACAACTAATAGCAATATAGAATGCCAGCCCAACAGTTATCAGGGATGCAATAATCCAAATAAA -AAGAAATACTGATTCAATTCTTTGAAAAAATCGACTAAAAAATATGACTCTCGCCAACTGGAATAAATTT -GAAACGTTTTCGCTTCCCATTGTGTAGTCAAAAGCCATAATATTGCATAATGTTGTTATAGAGAAAGTAA -TTCCTGAGATAACAATGCTATATATCCCAACTTTCTTAAATGTCTTGACACCGTTAATTGAGTTTATAAT -AAATGCCAGTATTATTATTTCATCATATGCCGAGCTTCTGAAAAAACCTGATCTTATTGTTTCTGCAATA -CCATAGCCACCGATTGGGAATATAGCTCTTACATTATAATAAGGATATGCAAGAAAGATAATTATGACTA -TTCCTGTAAATATGGGATAAAAGCTGACAGCAGCCAGTCTGGCTATGCCTTCCAACCCTATATATGCCAA -AACTACAACTACAATCATAAATGCAGTAATTATTAAGCTAGGTGGTGTATATGGAAGGTTATATGCCTTT -ATCATTTCCAGAAACTCTCTGAGACTGGAGCCTGAATAATATATAAAATACATAGAAAACAAAAGTGTCA -GTATCTTTCCAAAAAATCTACCTGTAACCAATTCAAATATCTCAGCCAGATTTTTACCCGGAAATCTTTT -CATAACCAAAGAGATTATCAGGAATAATAGAATGCTTGTAATACATGATACAAGTGTCATGTACCATGCC -GCCGTACCTGTGGTTTTTATCATAACGCGTATACTTGTATAAAAGGTTTTTGATGCTATAACAAGAGTAA -TCAGGTATATTGCTTCTGCTGTCCCGAATTTTCCTTCCTTAATCATCCTCTTCATCCCTTTCATAACCGT -ATTTTGGCTCTTCATCCGTCCATTGTCTAGATACCTTGGCTTGTCTTTTCTGTTTTAAAGCATTTACATA -ATCAGGCCTGTATATCTGCTGCCATGCCGGTTTTTTAAAGAACAAGTCATTACTTTCTTTAGTTTTTGGG -GCAATAGGGGCAAAAAACGGTACTCCAAATGACTTTATATTAGTAATCAGTATAGCAAACAAAGCAATTC -CGATGCTTATTCCATAAAATCCAAGTAATGCTCCCAAAATAATAAAGCAAAAGCGAGATACTCTTGCTGC -TAATGCCATGCTGTAATTGGGTATTGCAAAGTTGCCAAGTCCCGTTACTGAAACAACAATTATCAAAACG -GGACTTACAATGTTGGCCTGAACGGCCGCCTGTCCGAGAATCAATGCACCGATAATACCCAGTGTGTTAC -CTATTATACCCGGAATTCTTATTCCGGCCTCTCTTATGAGTTCGAAGGACAATTCCATTAATACTACTTC -CACTATTGTCGGGAAGGGTACATTTTCTTTAGCCTTTGCTATCGCAATTAAAAGCTCTGTAGGTATCATT -TCCTGATGGAAATTGGTAATGGCAACATAGATGCCTGGTAGTAATGTAGCAATAAATGCTGCTACAAACC -TGATTAACCTTATTAAAGTACCATATGGCCATCTCATATATGAATCTTCGGGGCTATGCATAATAGTAAG -AAGAGTTACAGGAACAATTTTAGCAAAGGGTGCTCCTTCAGCAAGTATTGCAACCTTTCCTTCCATGATA -TGTGCTGCGGCTCGGTCAGGTCTTTCGGTACTCAATATTGTTGGGAAAATCGAATATGGATTGTCCTCTA -TAAATTGTTCCAGAACTCCGTCACCAAGTACCATATCACTTTTTATGTTTTTTATTCTTCTTTTAACTTC -TTCTACTATTGCAGGGTTGGTTATTCCTTTTATAGACATAATTGCACATAATTGCTTGTTTACATTCCCA -ACCTTGATAAATTCAGTAGTAAGGTTATTATTCTTTATTAATTTTCTAATAAGTGTTACATTTGTTCTTA -GATTTTCATTGAATGCTTCCTGTGATCCAAGAACCACGCCTTCTATAAGGGGCTTATCTACTCCCCTTTT -GTCATAACCTTTTGTTTCGTTGGTTATATAAAAGTTACAACCATTAACGTATAACAGGGTATTACCCGAT -AATATTTCGTACAAAAATTCATCGGGACTGTCCACCTTTTTGGCCTGGTTCGTCTGCAATATATTGGACA -TTATAAAGTCAAGTTTGCATTCATCATCAGAATCTTCTTGGAATTTATCATCATTAACCATTAATGCTCT -TAAAATGAAATTATTAATGGTTATCCTGTCCACCATACCGTCGATGTATGCAATAAATGCCTTGTATTTT -TTTGCAACGGTCAACTCCCGGATAATGATATCCTTATTACTTGGGAAATTAAACTTATGCTTGATATATT -GTATGTTCTCTTCAATGTTTGTTGATATTTTTTCGTCGTCAGCCTTTTCATATTGAGGCTTGTTTTCCCT -GCTTGATTCTGCTACAGGAACAGGCCTTTTAATTTTTCTGTTTTTTGAGCCATCCCGTTTCATCGAAGTA -TTTTTTTCTTGACCGTTTTTATTCTCAGAAGTAACTTCATTATCTATTTCTGGAATATAGAACTGCTTTA -CAGGTTTTTTTTCTTTATATGTTATATAAGAAAACAGGGTCTTTATAAAACCTTTCTTTTTACTCATACT -TTTCACCTTAATCTGTTTTTTGTTGTAATTAGTATAAGAATATTTTAAAAAAGGTATTCAAAGCAATTAT -TTACAAATACATTGAAAAAATCAGAAATAAAAACACCCTCATATTAAAAGAACTGATTGCCGTATTTTTA -TTAATACAACAACCAGTTCTTTTTTTGTTTTTACTTAATTATTATATCGTCATATACAGCCGTATTTGTA -AAACTATTTCCTGTATCCAGTGCAATTCTGTCAAACTCAGTAATCGAACCTGTAAATGCACAACCTGTTT -TAATCAGCATATTATTAATGTATACATCAAATTTCTGATTAGAAGTATCGGCAACAATTTTTAAATCATA -CCATGTGTTTGAAGAAACTTTTTGTAATACATTTCTTGTTGAAGTTCCTGTAATCCAACCAAGCCCTTCT -TCAAAATTTATAATGTCTATTCCTATGTTATTTCCATTGTAAAGTCTGATTCTATCCCATCTTCCGGTAT -TCTCAAATTTAAAACCTACATTAAATGTAACAATACCTTTTTTAGCAGGGAAATCCTTGTATGCATAGCA -ATAGCCGGATGTTGTGCTGTCTGACATTTTAAGAGCCTTGTCTCCATCTACAGAAAGTACTTGTATATCT -GTTGATGCAGGTTGACTTATGTTCCATTGGTACGGGTCAGCGTTTGTCTTTACTCCTTCGAAGGTGTACC -TGTGATAGTCGTTTGCAATCGCACCAAATTCAGCTGCAACCTTTACCGTATCTGTGTAGTTTAGAGATAC -TGAGGTTCCGTTAATAAGTAAAGGCATCATCAGGTATGACGAATCATTTACTTTTCCTCCCCACGCACCT -GCCCATCTATCGGTAAGTAATACAAAGTTTCGACCAACCGGAAAAACGCATGCACCTTGAGAGTCATAGC -ATGTTGAATTACCTAGATTGGTTAAACCTGTCCAGCCTGAAGATATTGATGTGGAAGTAGCATATTTCTG -CTGATTTGGACCCCACCCGGTACATCCTGACGTTATCAGGTAATAGATATTATCACGTTTAAACATACAT -GGAGCTTCTCGATATTGTCCCGGCCAAAGAGTTACCACTTGTGAGGCTACTGACTTATAATCCGATGTAA -GCCTGTAAACTACCAAATCGGCATTTTCGTTTGCAGCAGAGATAAAATATCCTGTACCATCAGTATCCAC -AAAGGTGGTGCAATCTCTTGACATGTTATTATTGGGTCTAAAACTTCCAATATAAGTAAACGGACCAGTC -GGGCTTGTACTGTATGCTACAGCCGCCCTTGCCAATGTATAGTCCCTGCCGTTTTCGTAATGCATCCACA -TTACATATTGGTTTGTTGATGCATTATACATAACTTTCGGTCTTTCTATATTGCAGGAGTTAAGCTCTGC -CGCAGATGTTCTGGATAAGGCATTACCCATATCTGTCCAATTCACAAGATCAGTTGAAGAGTAAACCTTC -ACAGATACAAACAGGTTATTTGTATCACGGTTTTCTCCATACCAATAATATGTTTCGCCTACCTTGATGA -TACTGCCCCCGTGTGCCTGCACGCCTCCAAAATTTGTGCCGTTATTTATTATGCCAATTTCGGCAAAGGC -TACAGAAGTGCCTAATACAAGAACGGTAAAGATAACCATAAATAAAGCGGTTAATTTTTTTATCATACTT -CCCCCTCCTAAAATAATAATTCGATATATTTATAATATATATTTTAGGTAATATTGTAAATAATTATATA -AACCTCCAGTTTTTTAATCTCGTACCAGCACTTGTTATTTAAAAGGGCTTATATGACTCTTTTGAAATCA -TATAAGCCCAAAACCAATTTGTACTTTTATTAACTATTTACTTTTCCTGACAAACTGCTTAATTTTTTTT -CAAGTTCATTAAGCCTGTTATTAAAATTATTACAATCTGTTACCCCAACAACAGTACCACAGACTAAGCA -CTGAACAAATGACAAATTAAAGTTGGTTCCTGCCATAGATTTTTCAACCATCTCAAAATTATGACTATTG -CATTTTGGACATGTACTCCAAGCCATACAGCAACCCTCCAGTTTGTTTTCATAGAATAATAACAATTAAG -CTCCGTTATGCACGGAGCTATTAAAAGGATGTACCTTATGAATAAGGTTTGTAATTATTTTACATCGATT -GTATTAATTTGCTATTTAGAATTCGTTAATTTCTTGTTAATTTGATTCTAAACTATAGTTGATTGTTTTA -AAATAAAAAAACCCTTGATATTATACTCAAGGATTTTTCGCTAGTTTTTTAATCATTTTCTTCAGGTAAT -TCTTTTTTGTAAAAACCTTCACCGTTGTCATCATCGGTGTCTTCTTCGTCCTCACCAATTTCTTCTGCTG -TAGACTGCAAAGGATCTACAACATATCTCTTAATAATAGGGTTCACGAAGAAATTATTCATCAGTCCAAT -AACGCTAGGAATAATAAGTAAATACAAAATCACTCCTATGACGGGGTTGTAGAAAGTTGCATATGCAATT -AAAATGTTTAAAATTAAAAACAGTATATTAGGTAACAGCTTTAAAATTGAAAATATAAAAGCGTTTTTAT -AAAGGTTCTTAATGCTTAATTTAACTGTTACCAGCATTGGGTATAAATATAAATGCATTATACAGTAAAT -AACTATGGATAGAAATACAAAGGCTGAAGCCGCTGTTGAAAGTATTCCTTCCATACTAAGGTAGAAATTC -AATGCTATACCCAGTATATACATTACTACAAAATCAATTCCTGTAATTATCATTCCTTGTTTAAAATTCT -TAATGAAATTATCCTTAAAATCCCACCATATAAACGCATGTTCTTCTCTTGAATAATTTCTCATAATATA -AGTGAAACCTGCTTGTACAGGTCCGATTGTTATCACAGATAAAAACATCATTATAGCTGCAAGAAATACT -CTGATATAAAAATCACTGAATCCTCCATTATCAATATTGATTTTCTGCAAATAAACGGTAGAAACATATA -ATGCCAGCAGCAAAGCGGGTATATTACAAAGGATATATAAAAGGTTTATCCTTATCAAATGCCAAAATTT -GCGTTTTAAAACCTCAAAGAATATAAAAAATCTCGGTTTTGGAGGTGCGTCTTTTTCAACTCCTGGTCCC -GGCTTATTATAATTTGAACTAAATAGACCCACAAATAACTCTCCTTTTTTTTATGTCGTCAAATAGTATT -GTACCAGTAGCAGCTTTTTACTTCAACATATTTCGTGTAAAATAAATAATTTATTTATTTTACATTATGG -TAATATAATTTTAAAATTTTTTAAAATATTATATTGACAACCTAATTAGTAGCTAGTATAATCATACTTG -CTGATGCGAAATGTAGCAGCTATGTAAAAAAATTAATAGATGCGGTCGTGGCGGAACTGGCAGACGCGTA -CGTTTGAGGGGCGTATGGGAGACCGTGTGGGTTCAAGTCCCACCGTCCGCACCAAAAAGAAAAACTACTG -GATTTGATTCAGTAGTTTTTTGTTATGTCCCCTTTTCTTGACTTGTATATTATAAAGATTACAAACTACA -CTTTGTTCCGAATTAGTTCACCTTATCACAATATATGGGAACTGGATTTTTACTTGAAGGAACTGCCAAA -TTTCTAAAAGATGGAGATAACTTTAAGATGATGAAAGAAAAGTGTCCATTCCTTACAAGAACATTAGAAG -TTACAGTTACCTCATGTAAACAAACTCTATAAAAAATTAAAACATACTTGGCTCAATAATACAACATTTG -AGTCAAGTATTTTAATTTATTAGTCTCCATTTCTACTTTCAAGTCCAAAATAAACCGAAAATGGTTGTCA -AAGTTTAAAGATTAATACCTATATTTATATATAATATTTTTTTCTGTGAGGTATTTAATGTACGATAATG -TAAAGTTAAACACAGCAAGGAAAAAAGATACTTCTTATATACAAAAACAACCAAAACATACCCCTACAAG -GTTAATGAAAAGCTCTGATCCAGCAGTTATAATTCAAAGACTGAGAAGATTCCCTCAATCATTTACAAAA -GCTGATGCTATGGTTTTACAACGTACCATCGGCAATAAGGCAGTTTGTAAGCTTATGGGAGAGATTGGAT -TATTTAATAATAGTCCTGCATCTATACAACAAGAGGCTTTACCAGAAAAACTTACTCAAATGAAGAAAGA -AAAAAATAAAACAGGTTTATCGGATAACTTGAAAGCTGGTGTTGAAAAGCTGTCAGGCTTATCTATGGAT -GATGTCAGAGTACATTATAATTCAGGTAAACCTGAACGTTTAGGTGCATTGGCATACACTCAGGGAACTG -ATATCTATGTGTCCCCGGGACAAGAAAAACATATACCTCATGAGGTATGGCATGTGGTACAGCAAGTCCA -GGGCAGGGTGAAGCCAACTATTCATATGTACGGGGCGGCTGTGAATGATGACGCAGGGCTAGAGCGAGAA -GCTAGTGAAATGGGGAAAAAAGCGTGTAAAGAGACCATTCCGCGTGAAAAGGGTAAAACCAATGACCATA -TATGGTTATCGCATAACCCAATAATTCAAGGGCAATGGCTTAATTTTGGAATAGGTCAGTTTCCGGACAT -AAAAACAATGGAAAACAGAGGTGAAAACCAAGTGACAAGTTTTCCTCAGAAGAATACCGTACAATCACAA -AATGTATTAAGAATACATACTAAGTTTTTAGGTGACCCTAGAGTTAGAGATTTCATTTCACGTACATGTA -AACACAAGCCTGTGATAAATGAAAGAAAAGAGCCAATTCAAATGGTTGTTCTTGCTTCATTTTACGGTGC -ACCGGTACAATCATGGGCCATATTACAAGCTCCATTAGCCCCAGGACCCCTTGGTGCTCCGAATCCTCCT -GGTTGGGTTGGAAATGCGCATCCAAATCACCACCAGAGGAGCCATTTGATAGGAGGACAATTTGGAGCAC -CTAAAACATTAAACAATTTAGTAACCCTTACGGACGGCTCAAATCATCCGGGTATGTCAGTACATGAAAA -TATCTTAGCTGCAGCAATTGCTAATAACCCTGCTCATCTATTCTTATACCATGTAACAACTGACAATACT -GTTTTTGCGGCTACAAATTCGGTCGGTATTCCTACTGTTGCAACTCCCGCACCACAGGGAGTTATAATGG -ATGCTGTGAATTTAACTACGGGAATTCCTGTATTACAAGCCGTTTATGTACCTAACAATATTTTCCAAAA -CCATGCCGGATGTGTTGATTGATAAGAAGACAAAAAATCCACATAAAAAACAGGTACATATAATGTACCT -GCCAATTATCATACTATTAAATTAATTTTAACTCTACTCAGGCCTTACCCCGTTATTCAGCCATTCTAGA -AACTGAGCCTCTGTTATAATACTTATGTTCAACTCTTTTGCCTTCTTATTCTTTGAAGAATTAGACATAT -TATCATTATTTATAAGGTAGTTGGTTTTGGAAGTAACTGCTCCTGTTACCTTTCCGCCCTTTTCTTCAAT -GACATCCTTTAATTCATCCCTGTTCTTAAACTGCTCAACAGAACCCGTAATTACAAAATTCAAATTTTCA -AAAATCTGTTCCGATTGGGATAACTGAACCTCTTCAAGTTCCAGTTCATTTAAAACATCTTGAACTATAA -CCTTCTTCTTTTCATCGGAGAAGAATCTAATAAAGGATTCGGCCATAATATCACCAATTCCGCCTATCTG -AATTAATTCACTAAACTCAGCATTTTCAATTTTGTTCCAATCATATTTAAAATACCTGCAAATAAGCTTT -GCATTTGACAGACCTACATTTGGAATTCCAAGGCTGTACAGAAGCCTTACAGCAGTTGTTTTTCTTGCTT -TATTTATTGATGTTATCAACTTGTTAAAGGATTTTTCACCAAGGCCCTCCAGCTCAAGTATTTCATTTTT -GTACTTTTCTATATGAAACAAGTCCGCCAGCTCCTTTATTAAGCCCTTGGCAATTAATTTTTCTAAAGTA -GCTTCAGACAAACCTTCCATATTCATAGCATCCCTGCCCACGAAATGCGTAAATGACTTTATCTGCTTTG -CAAGACACTCATTATTAACACAGTATAATGTTTTTACACCATTTTCCTGCTTTATTTCAGTTTTGCCCTT -GCATACCGGACATTCTTCGGGTATCGGAGCCATGCCGCTTCTGGTCAGGTTTTCAGAAATCTGGGGTATT -ATCATATTTGCCTTGTATACACCTATGGTATCACCTATTCCAAGCTCGAGACCTTCCATGATACTGATAT -TGTGAATACTTGCCCTGCTTACGGTAGTGCCTTCAAGCTCCACAGGCTCGAAAATAGCAATAGGATTTAT -AAGACCTGTTCTGGAAGGACTCCACTCAATATTAAGAAGGGTCGTTTCCTTGATTTCATCCCTCCATTTA -AAGGCAATAGAATCTCTTGGAAACTTGGCTGTTGAACCCAAGGATTCCCCGTAGGCTATGTCTTCAAATG -TAAGCACCAGTCCGTCTGACGGAAAATCATTTGCTTCAATATTCTGTGAAAACCATTGAACTGTTTCTTC -TATATTAGAACTCGTTACCTCTTTAAAATCCACTATATCAAAGCCCTGATTTTTTAACCAGTTCATCTGA -GAAGCTCTGGAATTATCCAACTCAACATTATCGGCTTTTACCAACGAAAAGCCAAAGAAATATACATTCC -TTTCCGATGTTACCTTGTTATTTAACTGCCTTACCGACCCGCTGCACAGGTTTCTCGGATTCTTATATTT -TACACCTACATCAGCAATTTCATTATTTATTTTAATGAAATCAGAATAACGGATAATCGCCTCTCCACGT -AAAATCAATGTACCCTTGTATGCTATAGTAACAGGCAGGTTCCTGAAAACCCGTGCATTATTTGTAATAA -CCTCTCCCTCTTCACCAGTGCCTCTTGTAACTGCCTTAACCAAATGCCCGTCCTGATAGGTTAATACAAT -GGTAAGCCCGTCAAGTTTCCATGAAAGGATACCCTTTTGTGTTCCTAACCATTCCTTTAGTGTACCAACA -TCTTTGGTCTTATCCAAAGACAGCATTGGCTTTTCATGACGTTCTTTAGGCAGATTGCTAAGCAGTTCAT -ACCCTACATGAATAGATGGACTGTTGGATAAAACAACACCTGTTTCTTTTTCGAGTTCCAATAATTCGTC -ATAAAGCTTGTCGTATTCTATATTAGACATAATTTCAGTATTTTCCTGATAATATGCTTTTGCTGCTCTG -TCTAGTATCTCAATTTTATCTTTCATCAATTGAATTTTATCTGCCATACTTCCCTCCGAATTGTCATGTA -TAATAAGTATTTATGTTAACATTTTTCAATAATTTCTGCCATATATAATCAGTACCTTTTCCGGATAGGT -CTGCTTTTATTTTTTAAGAAAACGGAATAAACCGCAAAAATGGATATTCCTACCCAAATCAAGCCCCAAA -CTATAGCCGGAATATGAGTAAGTCTGGCTAAGGAAACAGCATCGGTTACCGGCATACTGCCAATTCTGAA -AAAGCCAAACTGATATCCCAACTGAATTATAACGGTATCCACCAGTGTGTCATATATAGCGTATGTAACA -CTACCGATACCAATTATCTCAATTACCCATTCATTAAGGGTTTCGTTCTGTATCATATAAAGTATAAGTG -CAAAAACAGCAAATATCACTGAATAAAGCATTGTAAAGGACACAATCCCAGAATATTTGAATGTGAATGC -AAGAAATATAATAGCTATGACACCTATTATGTATTTTCTGAAACGGGTATTTTTAAGAACCAGTATCAGA -ATGGCAAAAAGAACACTCCCCAAATACCCTCCATTGGCAATAAAGAAGGATGACCACCAGCTTTTGGGAA -GTGACATTATATGCCCGCTTTCATTAAAATATATTTTTAGCTCGGTTATTCCGCTACCGGTGGCAATAGC -CATGAATGCATGCCCCAATTCATGCATAAAAACAGTAAACAATTTAATAGGTTTAACCAAAAACGTGTTC -CATAATAACATAAGTGAACTGAATATTATCAAAAATCTTCCTGTCTGCTTCAATTTTACCTCCTAAAGGG -AAAAGTCAATGTTAAATATCTTAAATAAAATTATAACCTCTGAAGCAGCAAAAGGGAAGATATTCATGTT -TGTCAGTTGATATATCTGCCGACGTCACCAAGTGTGATTCCTTGATGTAGAGCCATATTGAGCCCGTTGG -CTACCACTTTTGAAACACGGCTGATTATATCATCTATTTCCTTAGGTGTAACAATAAGATGACCTACAAA -TGGATTTAAGGCTTCCTTAATAAGTTCATACTTCTGATCTCTGTCAATATCCTTCAGGGTATTATAAAAA -CCGGAATCCTTTGGTGATTCATTCATCAGGCTATCAATTACAAGATCCATGGCATCATTTGTCAAAGTAG -CCGCATCAACCACAGTCGGCACGCCTATAGCAACTACGGGCATCCCCAGAGTCTTTTCGCTTAGCTCCAT -TCTCTTGTTTCCGACTCCCCCTCCCGGTGCAATCCCTGTATCTGCAATCTGAATAGTAGTACTAACCCTT -TCCATGCTCCTTGCAGCAAGAGCATCTATTGCAATCAATGCATCAGGTTTAAGCCTGTCAACAACTCCTT -TTACAATTTCCCCGGTCTCTATTCCAGTTATTCCTAGTACTCCCGGAGAAATAGCACAAACAGGACTCAC -CCCCTCATCAACATGCTCGGGGACATATTGAAGCAGATGCCTTGTTACCATGAGGTTTGACACTACCTTC -GGCCCTAACGCATCAGGAGTTACATTCCAGTTTCCTAATCCTATGACAAGTGTTGTAGAGCCTTCTTTCA -GTTTCAGGATATCCCTCAATTCCTTTGCCATTGCATCAATAGTCTTTTTGTTTACATCCTCATTATTATC -CTTCAGCTCCGGAACCTCAAGAGTTATATAGTTTCCCATGGGCTTTCCGATGGAAGCCTCACCTGTACGG -GATGTAATATGGACTCTTGTAATCTTTACATCCTCGTCTCCGGCATTTTCAATTACCACACCCGGAGGTG -TTTTTCCCTCCTTAGCCTGCTGTTTTGCTTCACTGCTGTTCATAAATATTTCATGTGCCTCAATGGCAAG -GTCTGTATACCTGTTTGACAAATTAATCATAAAGCATTTTCCTTTCCTTAAAAGCTGATTAAAATTCATT -TATATTATTTCTAAATGTCATATTTTTAGTATTAAAATTTAATAAAAAACAGCAATAATCAAATTTTATC -CAGTTTGTACTTGCAATTTTGAATCTTTCATGATAAAATATCTTCTGTTATGGGCAAGAAGCGGTTTTTG -AAACCGATTAACATATTTTTTGTAATTTTTGCTCACTTATTCTGACAAACGGCTCGCAGGAGGTGATTAC -TGTGCCAAACATTAAATCTGCTATAAAGAGAGTTAAGGTAAACGAGGCCAAGACTTTGGAGAACACTATT -AGAAAGTCAGCACTCAAGACTACTATTAAGAAGTGTAAGGAAGCTATCGTTACTGGTGAAAATACGTCTG -ACGCTTACACAGCAGCAACAAAGGCTTTAGATAAAGCCGCAGCAAAGAACATATTGCATAAAAACACCGC -TGCGAGAAAGAAATCCAGATTAGCAAAAGCTTTAAATGCAGCAAAATAACTAAAAAAACAAAAACTCAGG -TGTTTATCCTGAGTTTTTATTTTTGTCCCTTTTACACAAATTCTAAAAACACCTGATTGGCCAGATCAAG -ACCCAGCCTTGTCAATTTTACGGTGTCTCCCGTTATTTTTATAAGGCTCTTGTTTTCAAGCCTTGCAAAA -ATATCTTTATACATTGTAAACATATTCCGATTAAAAAGTTCGTAAAATTCTTTTCCCGATACCCCTGCTG -TTAACCGTAATCCCAGAAACATATACTCTGACATTTTATCTGTAAATTCTAGTGGATTTTTTTCATATAA -AGGCTTCTCACCTCGGTTCAGGTAATCAATATACCCCTCTATGGATATTTGGTTAGAAAATCTTGTATTC -TTTAAACAGGAATGTGCACCTGCACCCAAACCAAGGTAATCTACGCACTTCCAATATATCAGATTATGCT -TACATTCATACCCCTCTTTTGCAAAATTGGATATTTCATACTGTTTTAATCCGTTTTCATTTAGGTAATC -AACGGCATAATGATACATTTCCCTGTCAAGCTCGTCCTCCACCGGAACAAGACTCCCTTGCTCCTCCATT -CTGCCGAACTTTGTCTCCTCTTCGATTTTCAGGCTGTAAGCCGAAATATGGTTTATACCCAGTGAAACCA -AATAATCTAGGGTTTCTTTCCAGTCACCAAGGCTCTGCCCGGGAATTCCGAAAATAATATCCCCATTAAT -ATTTTCAAAACCGGCACTTTTTGCATTCTTAACACTCTCTGTAAAATCCTTGTGACTATGGCATCTTCCA -AGGTATTTAAGAAGCTTGTCCTGGTATGCCTGTAATCCTATACTAATTCTATTAATACCGGCATTTTTAT -AAGCTTTGAGCTTTTCATTGCTTAGTGTACCGGGGTTACTTTCTATACTTATTTCACAATTTTCAGATAT -GTTATACTCAGTCCTGCATTTTTCCAATATTTCCAATATATACTGTTCATTGACAACCGAGGGCGTTCCC -CCTCCTATAAATATTGTATTTATTATATAGTGTCTAAGCTCAGCTTTATAAAGTTCAATTTCTTTTTTTA -GTGATTTGAAGTAATTATCCGCATGGTCTATTTTCCCTGTGTATGAATTAAAATCACAGTAATTACATTT -TGAGCTGCAGAACGGTACATGGATATATAATCCCGCCCTATCTTTATTTAGCATAGTTTTCACCTCCCTA -TAGTAGGTATTATTAACTTTACTTATGGTATCACATTATGGTATGGTATACTAGTTAACAGATTCAATTA -TACGGAGCATTCAAACATGGAAAACAACATCATAACAAAGGATACTACTAAATCCTTCTATAAAATGGCT -TTCGCTCTGGTTCTTCCTATGGCTGTTCAGAATCTTATAAATGTAGGAATAACCTCCATAGATGTCCTTA -TGCTGGGAAAGGTGAGCGAAACTGTGCTTTCCGCCGCTTCTCTGGCAGGTCAGGTACAATTCATCATGAC -ACTAATATTTTTTGGATTAACCTCCGGTGCGGCGGTACTTACAGCTCAATACTGGGGTAAAGGTGATACC -AAAAGCATTGAAAAAATTATGGGAATCTGTATGAGATTCTCTCTTTTGGTTGCGGTATTTTTTACCGCAG -TCGTATTACTGTTTCCTGCAAAGGTTATGGGTATCTTTACAAATGAGGCCCCGGTCATTGCAGAAGGTGT -TAAATACCTGAAAATTGTAGCATTATCATACATTTTTATGTCAATCACCATGATTTACTTAAACATTATG -AGAAGTGTGGAACGCGTAATTATTTCAACTATTGTATACCTCGTTTCCCTCATTGTAAACTTGGTTATTG -CATCAACACTTATTTTCGGCCTTTTTGGCTTTCCTAAAATGGGAATAGTGGGTGCGGCAATCGCAACAAT -CGCTTCACGAGGAGTTGAGTTGGTAATTGTAATAATATACCATTTAAAATTTAATAAGGTTATTAAATTC -AGTCTATCCTATTTATTTGTACATGATAAATTTTTATTTAAGGATTTCTTGACTTATTCCATACCCGTCA -CATTAAATGAGCTTATGTGGGGTGCAGGTGTCGCTACCAACGCAATTGTAATAGGACATTTGGGGAGTTC -GGTAGTCTCAGCAAATTCTGTAGCACAGATTACCAGACAGCTTGCAACAGTCATAGCATTTGGTCTCGCA -AATGCAACAGCCATAATTGTTGGTAAGGCAATCGGAGAAAAAAATTATGAAGGTGCAAAGCTTTATGCAA -ACCGCTTTATAAAGCTTAGTATAATTGCAGGTATAGCAGGCGGGATTATTATCCTTATTTCAAGGCCTTT -ACTTATATCAGTTCTTAACCTTGCTCCTGTAACAAGGGGTTATTTATCGGTTATGATGTTCGTAATGTCC -TACTTTGTAGTAGCCCAAGCCTACAATACAACACTTATAGTTGGTGTATTCCGAGGAGGGGGAGACACAA -AGTTCGGCTTAGCCCTTGACATATCAACCATGTGGGGCGGTTCAATACTATTTGGTGCATTGGCAGCTTT -CGTTTTCAAGTGGAGTATACCTATTGTCTACATCATTTTGATGAGTGACGAGATTATTAAAATTCCTCTG -GTTTTGTGGAGATATAGAAGCCTTAAATGGCTTAGAAATGTAACAAGAGATTAGCTGTTAAAATATTAAT -TGCCGGAAAAACACAATAGCCGTAACACTTTGTAAGTTATTCTGTGTTTTCCCGGCATCGGCCATAAAAC -TGTTATAATTTTACTTAAAGAATATTCAGCTTTTCTCTATAGTCAGTAGGATTAATACCCACACTTTTTT -TGAATGCCGTACTGAAATAATAGGCATCACGATAACCCACCCTGTCTGCAATTTCATAGATTTTCAGGTC -TGTACTTTTAAGCAGATTTTTAGCATTTTGTATTCTTAGGTTGGTAAGGTAGTCTATAAAATTCTGACCA -ATATAGTCATTGAACAGTACACTTAGGTACCCTGAACTGATTCCAAAATCCTTTGATATGCTGGTCAGAG -TTATATTTTCGCTATAATTCCTATCCACGTAATCCTTCACTTTGGAGAGTAATTTTTCATTTCTGTTGCT -TCTTTTACGGTTAATATATTCATTTACTTTATAAAAGAAGCTTAATAGCCATTCTTCAAGCTGCACCAGA -TTATTAATTTCTTTAACATCAAAATGAAGGTTGAAATCCTCACCCATTATTTCAAAAACATCATAGCCCA -ACTCATTTATGGTTTTACAGGATAAAAGTATTATATTGTAAATAATGGTATTTATAGCATCCAGTTCAAG -CTTAGAACTCTTAATTTGTGTAATAACATTTTCAATATCCTTCTTTATTTCGGGAAACGCACCGATTTTA -AGGTCATCGTACAGCTTGGTGTCTCCGAGAATGTGAAGCTGTTTACTGTACACCTTGTTGCCAAAATTAA -GGTCATTGAATATGTAAACATTTCCTCTGCCGTAAACACGGTCAAGTAAGGCTGCCGAACAAGCTTCTTT -GTAGGATATATGCATATCTGTAAGATTTTTGTATTTATTACCGATACCAGTAGTCATGCAAAATCCGAGT -TCCCGTCTTCCTGCCTTAATTAAATCCTCAAATGCCGGAATAAATTTATCTATATCATTGTAGACAGCAA -TTACAATTTGATCTATTTTGTAGTTTATGACAGAGTAAACCAGCTTAGTGTCCAAGGTATTGGATGAGTC -TGTCGCTAAGGATGAAAGAAATTTTGTTACAAGGTTATAGAAGGACAGGTTTACTATATATTTCTGTTCC -TCATCCTCCTCTTTAATAAGCTCCATGAAGTTATTAATATTTATTACGGCGATAAAATATTCCCGGTTTT -TTAATTCTAACAGCTCAAGATAATTTAGGTCGTCATCTACATCACCGATATAGCTATTGCTGAGTAAATC -ATTCAAAAGTTTCTCCCTCAAGGCCTTTTTATTTTCTCTCAACTGCCTTCTCAGATTTTCAACCTCGACA -CGTTCATTCCTCTCCCTTACAATTTCCTCCAAGAGCTTTTTTACAATATATAAAAGATCCTTGGATTTAA -AAGGTTTAAGAATATAATCATTAACATTGAGTTTTACCGATTCCTTGGCATACTCGAACTCAGCATATGC -CGTAATAATTATACACTTGATGCCCCGATTAAGGCTCCTTATCTCCCTGATAAGCTCAATACCATTCATT -TCGGGCATTTGTATATCGGTAATAACTATATCAATGTTGTTATTTCTTACAATGTCAATTGCCTCTAATC -CGTTACTTGCTTGAAAAACCTCGATAACCCCGTGTTCTTTCCAATTTGTATTGTATATTATTTTGTTCCT -TATCATTTCTTCATCTTCAACTACTAAAAGCCTGAACATACCCTCACCTGCCTATCTGCGGAATATTTAC -CACTACTTTTGTACCTACCGATACCTTACTTTGGTATTTTAAGCCGTAATCACTCCCAAAGTTCAATTTA -ATGCGTTCATTTACATTTCTAATACCAAAATACATGTTCTGATCCTCAACCTCTTCCTCCCCTGACATAA -TCCTGTTAAGCTGAGCAATTTTTTCTTCTCCTATACCTTCTCCGTTATCCGAAATTTCAAAAATAATCTG -GTCATCTTTTAAATAGCCGTTTATAACTATAAGACCTTTTTTATCCAAACTTCTTATACCGTGGTATATA -GAATTCTCGACCAGCGGCTGCAATATTAACTTAACAGTTTTAAAATTGTAAATCACATCATCCAGTTCAA -ACAAGTAATCGAATTTATTAGAAAATCTAAATTGCTGTATCATCAAATAGCTTCTGATATGGTCAATCTC -CTCTCTTATCAGTACAACTTCCCGTCCATGGCTAAGGCTTGTTCTGAAGAATTTGCCGAGGGAATCGATA -ATATCTATGGCATCGTCATTTCTGTTTTGTTCAAGTAGTCCAATGATTGAATCAAGAGTATTATAAATAA -AGTGAGGTTTAATAAGCTCCTGCATTGCCTTCATTTCCATAACTCTAATCTTCTGCTGATCCTCTTTAAC -CTTATCCATGAGTTCTCTAATCTGATTCATCATTTTATTAAAACTGCTTGCAAGCTGTCCTATTTCATCT -CTGGTTCTAATATCTGCATAAATAGACAGATCATTTTCAGAAGCTTGCTTCATAGTACTTCTCAGCTTCC -TCATAGGATTGGTCAGAACAGAAGTAAGGTATATGGTAAGGAGTAAAATTATGATGATTATTAAAGTTAT -TAGCCAGAAAAATACCTTGCTTAGCATAATGACCCCACTGGTCATCTCGGCTTCCGGTGAAACTCCTACG -ATTTTCCAACCCGTTATAGCCGATGTCTTATAGGTAATAATGTAATTTGTATTGTTTATACTGTCTATAA -AGCTTCCATTCTCGCTGTCCATAAGCTTGGGATTTTGTATAATATTATTTGAATATCCATGTTTATCAGA -GCTCTGGGGGCTGAAAACCACTTTACCATCCTTTTCAAAAAATACAAAACCAGTTTCACCGAGCTTTATA -TCGCTACAGATTTTTTTCAGGAAATTAATATCTATGTCAATAGCCATAATCCCGATATTTCCGTTTATAT -TCCGGTTTACTGCCTGACCGATGGAAAAAACTTTTTTGTTCAGAGCATTTAAATGGGGTGGCTGTATGGC -TACAATACTACTTTTTTTGTTAATCAATTCACGATACAAAGGCTCGTTGGAAACATCTACCCAGTATCTC -CCATAACAGCTAATAGTACTTCCCGAAGACGAAATGAATCTTATGTCGACTAAATCTGTTTTCATTTGTT -TAACACTATCAAAAGTTTCCCAAATCCTTACTGTATATTTCCTGTTCCCTTCTATATCCCCTGCTTCATT -TAATTTAGAATACTGTTGGAAATAGTAATTACTTTTTAGCCGCATAATGTTTTCAATATCGCTTATGTAG -GTTTCCAGATTTTTGTCAACTCTTTCAATTACCTGCTCTGAATAGCTTGTTACATTTTTATGGAGGTTTT -GCAAATAAAGGTGATATGAAATAATTCCAAAAAGGAGGATGGGAACAAGGCCCAATGCCAGAAAACAAAT -AGTCATTTTGGATCTGATGCTGTAAATACTGAATTTTCTAAATAATCCAAAGAAAGAATTGTCCTTCATA -ACTATTTTATCTCCCATCTGCGTTTTTCCTTAAGGAGTTTGGCAAAATTACTCTTACTGCCCAGTTCAAG -GCCTGTATCAATAAAACGTGCAGGAATCTTTTCACCCTTTATTGCTTTATACAGATTTCTTATACTCATT -TCGCCCATCTTGTTAAAATTCTGGCCTACCAAAGAATCCGCCAAACCCTTTTTAGCAGCTTCTAGTACCG -GGTAATATGTATCTACAAGGATTGAAATTCCTCCGTTTTTACACCATGCATGAAAACCCGGAAGTGATTC -CGGGGGTGTAACAAACGGCCAACCTCCCGTACTAAAAAATACGTCCGGGGTATCCCCTGTCCTAATATGA -TTTTCAAGCATATCTCCTGCAATATTCACATCATCATTACAATACAGTGTACCCGTTATATTAAGTTGAA -TCCCTCCCGCACGAGCTGTTTCAATAAATCCATTAAGCCTCTCGTTCAGATTGTTGCTTTCTTTATCTGC -TGTCATTATAAGGAGGTTTAGTACCTGCTTACCCTTTGCTTGTTTTATCAGGGCCTTTCCACAAGCTATA -CCTGCCGCATAATTGTCGGTTCCACAGTAGAAAAGCCTGTTGCTGCCCGGAGAATCCGAATCAAATGTCG -CAACCTTTATACCTGCCCTGACAGCTTTGTCAATAACAGGCTTTATCTTCCCCGGATCAATACAGCTGAT -AACAATTCCGTCTACTTTGCGGCGGATAAGGCTTTCGACTATAGCTATCTGTATATTTGTATCAGACTGC -ATTGGCCCCAGCCATTCAACTTTTATGCCCAATTCCCTTCCAACACGCTCACCTTGTTCAAGTGCATCAA -GAAAAACAGGATTATCCAGAGATTTAGGAACCATAGCTATTATAATGTCCTTATTTTCTGTAACCTTTGA -ATTTTCTTGGTAAGATATGCTTGGCTCTGTAGCTTGACTTTTTTCAGCCGTTGAACCGCCACATCCCGGC -AAAACTATAAATAACCCCAGTATTAAGTAAACTAGTTTGGTTTTATTGAAAAATCTGAATTTATCCATTT -TCAATCAAAACTCCCTTATTCTGTTAGTATTTGCTTACACTTTGAGATTATATCATTTAATCAGATCTTA -ATAATAAATAGGATTTCAACCTCCGTATTTATACAACACGGACAGTACGAAATCCTATTTTAATTTGCTT -TGGCTTTCTATTTTGACTTTGATTTAGACAATACATCAAATGCAACTGCCACCAACAATACAAGGCCCTT -GATTGTCATCTGCATGTCACTGCCTATTCCAAGTATTGACATACCGTTATTCAGAACACCCATAACCAGG -GCACCAATAACACCTCCAACAACTGTTCCTATTCCACCGTAAGCAGACGCTCCACCTATAAAGCAGGCTG -CAATAGCATCAAGTTCAAAGTTAACTCCCGCTTGAGGAGAAGCTGCATTAAGACGTGAAGTAAAGGTTAT -ACCTGCAAGAGCAGCCAACACTGCCATATTAACATATGAAAAGAAAAGGACCTTGTTAGTATTTATACCT -GACAGTTTTGCTGCCTTTTCATTTCCGCCCATTGCATAAAGATAACGTCCGGGTACTGTTTTTATTGTAA -AAATAGAATATGCCAGTATGAGGATTCCAATTAATGCAAGAATTATAGGAATTCCCTTGTAAACAGCCAG -CCAGTATGAGAGAACATTTATCGCAGCCAACACAAGGACTAACTGGATTATGAACAAATAACCCGGTGTA -ACTTCAAAATCATACTTCTTTCTTTCTGCTCTTTTCTTAACCTCAAGATAAATATATATAATTGAAATAA -TTACTCCTATGAAAAGAGTCAATATATTCAGTTTTGTACCAAATCCGCCAAAAAGGTCCGGAATGTAACC -TGCACTGAGATTAGTAAAGCTATCGGGGAAGGGTGATAGAGTCAAACCTTCAAGCATTGTTATAGTCAGA -CCCCTAAAAATAAGCATTCCTGCCAAGGTAACTATAAAAGCCGGAATTCTTACGTATGCTATCCAGAAAC -CTTGCCATATTCCGATAATACCACCAACCAAAAGGCATAGTAAAACGGCAAGTCCCACATTCATTTTCAT -ATTAATTACAAAGATACCCATTATTCCGCCAATGAAAGCACAAACCGAACCCACGGAAAGATCTATGTTA -CCACCGGTCAAAATACAAAGAGTCATACCAACTGCAAGAATAAGAACATAACTGTTCTGAAGTATTAAAT -TTGACACGTTCATCGGTAACAGAAGGACACCCTTTGTTGCGATCTGAAAAAATGCCATTATTACAACCAA -GGCAATTAGCATGGCATACTGCCTTATGTTATTTTTGAAAATACTTTTAACCGTCTCCATTAAACTACCT -CCCTGTTACTCTGCATAATGCATTTCATAATGCTTTCCTGAGATGCTTGATTCCTGTCAAGTTCTCCTAC -AATCCTTCCTTCATTCATGACATAAACTCTATCACTCATACCGAGTATTTCCGGGAGCTCTGATGATATG -AGTATAACGGATTTTCCTTCATTCACCAGTCTGTTTATTATGGTATATATTTCATATTTTGCTCCTACAT -CGATACCTCTTGTGGGTTCATCAAGAATCAGCACATCCGGTTCAGTGTATATCCATTTGCTTAATACAAC -CTTCTGCTGATTTCCTCCCGATAAATTGCCAGCTTTTTGTAATATACTGGGAGATTTTATATTCATTTTT -TTACGGAAATCCTCTGCTATCTGGATTTCCTGATTTTCGTCTACAAGCATATTTCTTTTGAGCTTCTGAA -TACCCGCCAGTGATATATTATTTTTAATATCCTGAATAAGGATAAGTCCTGCCGACTTTCTGTCCTCAGT -TACGTAAGCCAAACCGTTGCCGATTGCCTGTTTTATATTGTGCAGTTCGATTTTTTTGCCGTCCTTAATA -ATCTCTCCCCTGATATTTTTACCGTAAGCCTTTCCGAACACGCTCATTGCAAGCTCTGTCCTTCCTGATC -CCATTAAGCCAGCAATACCTACTATTTCGCCTTTTCTTACATTCAGATTTACGTTCTTTATAACCTTTTT -ACCTTCAATAGAAGGGTCATAGACATTCCAGTTCTTAACTTCAAAGCTTATTTCACCTATTTGGGGTGTA -CGTTTCGGGAATCTGTCAACCAGCTGACGACCAACCATTCCCTTTATTATTCTGTCTTCAGTTAAATCTT -CATCTTTTTTAATAGTTTCAATAGTTGCTCCATCACGAAGAACGGTAATAGAATCGGCTACCTCCAGCAC -CTCGTTAAGCTTATGTGAAATTATTATAGAAGTAATTCCTTCCGCTTTTAATTCCAGTATAAGCTTCAGA -AGATTTGCAGAGTCATCTTCGTTCAATGCAGCTGTAGGCTCATCCAATATCAGGAGTTTTACATCCTTTG -CAAGAGCCTTTGCAATTTCAACCAGCTGTTGTTTACCAACACTGATTTCCGAAATAAATGTATATGGGTC -TTCTTTAAGACGTACTTTTTTAAGAAGCTCGGTTGCCTGAATATGGGTTTTATTCCAGTTTATAAAACCA -TACTTTGCCCTTTCGTTACGTAAGAATATATTCTCGCCTATAGAAAGATACGGTTCAAGTGCTAATTCCT -GATGAATTATACCAATTCCCATCTTTTCGCTATCTTTAATATTATTAAAAACACATTCCTGCCCGTTAAA -AATTATGTCTCCTGCGTAAGTGCCATGGGAATAAATTCCACTAAGTACATTCATCAATGTGGATTTTCCC -GCTCCATTCTCTCCAACAAGTGCGTGGATTTCCCCTTTTCGCACTTTGAAATTAACGTTGTCAAGGGCTC -TTACTCCGGGAAAAAGCTTTGTAATATTTCTCATTTCAAGTATAAACTCTGCCATTTCCACATCTCCCTT -TACTTTGTATTCGGCTTGCATATATGAAAGCTTATCAAGCCTTGACATATGCAAACCGAACACCACATGT -CCGGTTTGCATAATGTAATTGGTTACATACTCCTATTGTTTGTTACTTCAGGTCAGATTCCTTGTAATAA -CCGCTGTCAACGAGAATTTTCTTGTAGTTGTCTTTGTCAGCGTATACGGGTTCACAAAGGAATGAAGGAA -CAACTTTACTTTCGTTGTCATAAGTCTTAGTGTCGTAAACAGGAGCTTCTTTTCCTTGTAACAGGGAGTC -AATCATTTCAACAACCTTTGATGCAAGAGTTCTTGTGTCCTTGAATATTGACATTGACTGCTGTCCATTA -ATCATTGCTATAACATTTGGCTTGTCGCAGTCCTGTCCGGTAATAATCGGATATGGCTTGTCACTGCTAC -CATAGCCTGCATTTTTAAGTGATGCAACAATACCGATTGCAAGGCTGTCATTTGGTGAAAGAACTGCATC -AAGTTTTTTACCGCCTGCATAATTAGCTGTAATCAAATTATCCATTCTTGCTTGTGCTTTTGCAGAATCC -CAACCCTGGATTGCGATTTTTGCAAAATCTTTCTGACCGCTTGTGACAACCAGCTTACCGCTGTCTATAT -ATGGTTTTAAAATACTATATGCACCGTCAAAGAAGTAATTTGCATTATTATCATCAGGTGATCCACCAAA -AAGTTCAATATTGAATGGTCCTTTGCCATCTTTAAGGCCCAATTTTGTTTCAATATATTGACCTTGAATC -ACCCCAACCTTGAAATTATCAAATGTTGCATAATAGTCTACGTTTGGAGTCTTCATTATAAGTCTGTCAT -AAGATATTACTTTTACACTGTTATCTGCTGCTTTTTTCAAAACGTCAGAAAGTGCTGAACAGTCAATAGC -GGCGATAACAAGAACTTTACTGCCCTTAACAATCATGTTTTCAATCTGCTGAATCTGAGTGTTTACATCG -TTGTTAGCATACTGAAGATCAACCTTGTAGCCTTTTCCTTCAAGTTCCTTCTTCAAATTGGCACCATCCT -GGTTCCAACGCTGTAATGACTGAGTAGGCATTGCTACACCGATTAACTGCCCGCTTGCCGCTGTATCGGT -GCCTTTTGCAGAATCAGTAGATGCTGCTGATGAAGATACGGAAGCATCAGTTGAGGTTGAAGTACCACAA -GCTGCCAGCATACCCACAGCAAGGACAGCTACTAAAATCAAAGCGATTACCTTTTTCATGTCTTAATCCC -TCCTGAAAAAAATTTTACCCTTCCGACATATATTAGAAGTGAGTTCCGGGAACAATAAACGTGTCGGTCA -AGTTTTATATTGATATATTAGTCTTTTAATTAAACTAAATGAATGTGATTTTTTTTATAATCCTTTAATT -TTTTTAGAAAATTTAGTAATTATAAACAAAGATTGGTAGGAAGATAATTTGTTTACTATAACTTTTTTAC -AAAAAATCATAAAAAAGAGGCTAATTCACGTTTTGTGATTAACCTCTTTATTTCCAAATTCTTCGAAGCT -TGAGTGTTTCCTGAATATATCCCCAAACAGAAATAGGACTCATTAATAACTGGTAACATAAAACATATAA -AATAAATCCTATAATATTTTTCCTGACCCGAAGGTTTAATGATTTGAAAACACCTTTTTGATAGGTATAC -AGTACGAAATTCTGAAGTAATGCAAGTGGTATTACAAAGAGTGTTGCCGGTCCCACAATCCAAAAGTGTC -CAAAAAAAGCCAATACCAACCCGGGAAGCCAGCAAAACGTGTAAACAAAATCCATAAACGGCATAAAAAG -ATTACATCCGGTAAGATATCTTGCAGAATAAATTGGCTGCGACCATGGCTTGAATAGCTTCAAAGCTTCA -ACCATTCCTCTTGCCCACCTGCTTCGTTGTCTAAAGAAATGCTTTAAGGAAGTTGGGACATCTGTAAATG -CTACTGCCATGGGCTCAAAATAAACTCTGCAATTATTACTTAAAAAACTCCATGTCAGAACAATATCCTC -GCCAATTGCATCGGGCCATCCCCCAACCTTCCTTATTAATTCAGTTTTATACAGTGAAAAAGCCCCCTGT -GCTACCAAAGTGCTTTGAAACAATCCCTGCAATCTTTTTATACTGGCAATTCCTAAAAAATAGTCCCATT -CCTGAATCCTTGCAAGTATATTTCCTCTGCTGTTCCTGACCAGAACAGTTCCTGCCACCGCACATACATC -ATCTGGTGAACTTTCCAAACGTGCAACAATATGCCTTAAAGCTGATTTATGCAGTAAGGTATCTGCATCC -AGTGTCAGAACATATTCCGTTTCGACGTGTGCTAATGCAGTATTTAAAGCGAAATTCTTTCCGGCTTTAC -TTTCGTGTACTACAGTCAGATTGAGGTTCATTTTTTCCCCGGCTTTTTTTGCTGTCTCAGCTGTTTTATC -CTTTGAATTATTATCTATAACTATTAGCCTTATTTCTCCCTCATAATCCTGTGTTGCCACATAATTAACG -GTATTCTCAATACTTTTTTCCTCATTATAACATGCAATCAGTATGGTTACCGGGACTTTGGGACTAGTAT -TTTTTACTTTTGGCTGTCTGTCCAATAAAAGGCTTGATACCATGAATGCGTTCATATATCCGGGGATATA -TGCTATACCGGCAATAATCAAAATTGCAATTGGCATAGTTACGTAAAGTGACAAATCCTTTATCCACGGT -ACGGAAAAATATATAGATGTCGCCATCCAAGCTATTCCCGCAATCATGCTTATAATAAACTTATTTTTTA -CAGGGATATAGATTTTTTTCTTAGTCTTTAACTTAGTTGTCGTTGTCTGCTTCATTGAAATACTCCGTCG -TTGTCATAAAAATAACATTACATTGGTAAACTTTATTTAGTCGTCAACTATGTTATTATATATATTTACG -ATAACAAAGATATTATTAGGTTATGGTAATTTTTCCAAAAAAACACCCCAAATCCTTTCCTTTTTCTCTG -AAACGGAATTTGGGGTATTTATATATGATTTTAAGCTTTGTTGACGAATATTTCAAGCAATTTTTCAGCA -GATGATTTTATATCCTTTTGTGAAATAATAGCCGATACTACGGCAATACCCCTTATTCCCGTATTTTTCA -GTTGTACTGCATTCTCCGCATTTATCCCGCCTATACCGACCACAGGAATTGAAACTTCCCTTACAATTTT -CATGAGAGTTTCTATAGACACTGCCTTTGCATCTGTTTTTGTGCTTGTTGAAAACAAAGCACCCACTCCT -ATATAGTCAGCACCGATTTTCTGAGCTTCAATTGCCTTTTCAACAGACCCTGCCGATACGCCGAGTATCT -TATCGTTACCTATGATTTTTCGCACAACAGCAGCCGGAAGATCGCTCTGCCCCACGTGGACTCCGTCAGC -ACCTACAGCCAAAGCAATATCAATTCTATCATTTATAATAAGAGGTACATTATATTTGTCTGTTATAGTT -TTTACGTTAATAGCATTTTGATAAAAATCCCGGGAAGAAGCAGTTTTTTCACGTAACTGCACTAAAGTAC -AGCCTCCTGCTATTGCCTGCTCTACTGCCTCCTCCAGTGTTTTAGTACTCATCAGCTGATGGTCTGTTAC -AAGATAAAGAGTATAATCAATTTTAGATTTCATTTATTCTTGCCTTCTCTCCAAAAATATTTTCATCCAT -CCTACTGATGGCATCGATTATTGCAATATGGTAGCTTCCAGTACCTTTATGTCCTGCGGCTTCATAGGCA -ATCTCTCCTGATATTCCCATCACTGTCACTCCTGCCACAGCAGCTTTGAAATAATCTTTTACTGCCCCGC -AGAAGGAACCAACCAAAGCAGTAGTCATACACCCTGTTCCTGTAACATTTGACAGCATTTTATGTCCGTT -TAAGACAGTCACAACGTTTTTACCGTCTGAAATCACATCAACAGCTCCTGTTACTGCAACAACACATCCA -AGCTTTACAGCTGCCGCTTTTGCAACTGCGATGGAGTCATTTGATTGAATATCCGCTTCTGAAGCATCAA -CGCCTTTTGTTGAGGCATTACGCCCGGCTATGTAGGATATCTCAGACAAATTGCCACGCAAGACACTTAT -TTTTATTTTATCAAGAATAGTGCTTGTAGTCTCATTTCTCAAAGCTGAAGCCCCTGCTCCAACAGGATCA -AAAATTACGGGAATACCCTTCTCATTTGCTTTTTTACCCGATAGAATCATTGATTCAATCGTTCTTTTGT -TTAAAGTTCCTATATTTATTACAAGTGCAGAAGAAATAGAAGTAATATCCGCAGCCTCATCAATATCATC -TGCCATAATTGGGGAGGCCCCTATTGCCAGAGTAACATTTGCACAATCATTTACAGTTACATAATTTGTA -ATATTGTGAATAAGCGGCTTTTTACTTCTGACCTCAGAGATTAATCTTGTTATTTGCTTTGTATACTCAC -TCATAGTTTGTCTCCTTTACTATTTCTCTGTTACAAACTCAACCTTTTCACCGGCTAAAATCTTATTTGT -AGTCCTCATAGCACACATTTTTCCGCACATTGAGCAGGTATGTCTGTCAGTGGGAGGTGTGCTTTCAAAA -TATGCTCTTGCCTTATCTTCGTCAATAGCATATGAGAACATTTCTTCCCAGTCGATTCGGCGTCTGGCAT -CGCTCATTTTATTATCTATTTCACGTGCATTAGGTATTCCCTTTGCAATATCGGCGGCATGAGCGGCTAT -TTTTGAAGCAACTATTCCTTCTTTTACATCCGAAAGGTCAGGTAACCTTAAATGCTCCGCAGGGGTTACA -TAACATAAGAAATCTGCACCGTTTGCCGCAGCAATTGCTCCGCCTATTGCCGAGGTGATATGGTCATATC -CCGGTGCTATATCTGTCACCAAAGGCCCCAGTACATAAAAAGGTGCTCCATGACATAGTCTCTTTTGAAT -AGTCATATTGGCGGCTATCTCGTTCATAGCCATATGTCCCGGCCCCTCAACCATTACCTGTACATCCTTT -TCCCATGCACGTTTGGTCAGGTCGCCCAGTTCTATAAGTTCACTTAATTGTCCGGCGTCTGAGCTGTCAT -TGATACTACCGGGCCTCAATGCATCTCCAAGACTTATGGTTACATCATATTCCCTGAGTATTCCAAGGAA -ATCGTCATAATACTCAAAAAAAGGATTTTCATTGCCAGTCATCTCCATCCATGCAAAAAGAAGGGAACCT -CCTCTTGAAACAATATTGGTAAGTCTCTTTGAGCGTTTGAAACACTCAACGGCACGTTTATTTATTCCTG -CATGAATTGTCATAAAGTCCACACCTTCTGCAGCATGAGCCTCAACAACTTTTAAAAAGTCCGAAGCTTT -AATATCCATCAGGTCCTTTTCAAGGTAGCCTATGGCATCATACATGGGAACGGTTCCTATCATGGCAGGA -GAACGCTTTATAAGCTCTTTGCGAAAGGTGTTTGTCTTTCCGTAATTACTAAGGTCCATTATGGCTTCAA -CACCAAATTTGATTGACATATCAGCCTTTTCCATTTCTTTTGTATAGTCAGGACAATCCCCTGATATACC -AAGGTTTACATTGATTTTTGTTCTGAGACCTTCTCCTATTCCCTCCGGACTTAAGGACTTGTGATTTATA -TTTGCCGGAATAGCTATTCTGCCCTCAGCAACAAGCTCCCGAAGCTTATTTTCATCCATTGATTCCTTTC -GAGAAACAATCTTCATTTCATTTGTAATAATACCTTTTTTTGCGGCGTCCATCTGTGTTTTGTAATTCAT -AGCAACCTCCGATTATCCAATCCGTTTTTGTAAACCCCATAAAAATGATGCGTTGGACCATGTCCCTTTC -CGATTTCAAGTGAATGTTCAATCGCCATTGTGACGTATTCTTTAGCTTTTTCAACCGCTGTTGTAAAAGG -TATTCCCAAGGCAAGGTTTGAGGCTATAGCTGATGAAAATGTACATCCTGTTCCATGTGTATTTTTTGTC -TGGATTCTTTTAGTTGAATATATGTAAAATTCTCTTCCGTCAAAAAGTATGTCTTCCGCATCTCCATATA -AATGTCCGCCTTTTACCAGAACACTGCCTGCACCCATTTCATAAATGCTTCTAGCTGCCTTCTGCATATC -ATTATGGTCAGTTATCCGCATCCCGGTAATCGCCTCTGCCTCCGGAATATTTGGTGTAAGCATACCTGCC -AGGGGTATAAGCCTTTTTATAAAAAACTCGAGAGCTTCTTCTTTCATGAGGGCGTGACCGCCTTTTGCAA -TCATTACAGGGTCAATAACCACATTTACAGGCTTATATTGTTCCAATTTTTCAGCAACAGCTTCCATGCA -CTCCTTGTCTGACAGCATACCTATTTTTACAGCATCAGGTGTTATGTCTTCAAAAACTGCATCTATCTGT -TTTTTAATCATATCAGGCGTTATATCCTGAATATCGATGACGCGGTATGTATTCTCTGCAACTACCGATA -CAATAACACTCATTCCATAAATACCATGTGCAGCAAAGGTTTTTAAATCCGCCTGAATTCCTGCTCCTCC -GCTGCAGTCTGATCCTGCAATTGTTAATACTTTCTTCATTAAACGTTACTCCTCCTTAACTGTAATAGGG -TTACTTGTTTAACTTGACCTTGGCAAAGTAAAAGACGCATAAAAAAGATGCCATCCAACAGGAAAGCACC -TTTAACCTATACAATAAGTTATTGTCATTGCTTCCCTACAACGGTATTAACCGACAGGTTCCAAGGGTCA -GGTTTTACCTTCTCAACCAAAAATTGGTCCCCCCACAAATTTTTACTATTAAATTTTGTAATACACATTT -ACTATTGAGAAAAACAAAAAACACCCACCTTTGTAAGGTGAGCGGCATTTATCAAAATCTTGTCAAAAAT -TTCTGATAATTTTTGCTTCCCTACACCGGTGTTAACCGACAGGTTCCAAGGGTCAGGTTTTACCTTCTCA -ACCAAAATGGTTCCCCCGCAACTAGTACTCTTAAATTTTACCACAACTTTATAAGCCGGTAAAGAGCTAA -TTTACCGTTTCAAATTGTCTGAATTCCCCTGCCAGCTCAATCCCCGTATTATTTCCTGTATCTGAAAAAA -TAATTTTACCGCTTTTATCGCTTAGAATAACGTCTACCTGTGATGTTATGCTTTCTTGTATATCAATATT -CATCATACCGTTTTTAGGAGCCTTTAGAACTCCCCCTCTGCCTACGGAAGCTTTTAGTGAAAGTCTATTC -TTAGAATCCTCTACAACAATTTCAAGAACGTTATTTACATAAGATAACTTTTTTACTTTAGCTCCAGTAT -AAGTGGCAAATCTAAAAAATCTGTCTCCAAGCTTTAAAAATGAAATAAGCCCATCAAAACTTGAACTCAA -CCAGGGTATAGACGCAATTGAAAACATAAGGCAAGTGTTTTCCGATTTAAAATGATTGCATTGAAGCCAA -ATCCATGACTTAGGAAAAGAGGTTCCCCAATCCTTTTCAATATATCCGTAGCCTGCCGTAAAATCCGTAT -CTCTGTTATTTATATTGAGAAATCCTTCAATACCGCAATGTATGTTCACAATACCGTGATAACATTCCAT -AAAGGGTATAAAAGAAAAAGGCCCCATAATGCCGGGATTGAATATAGTTTTGGGAAATGGAACCACATCT -GTATAACCTATTTCACCGTTTAGAGTGAAATCTCCATCCTGTATATTGATAGAAAACCCATTTCTATTAA -AGTGATTATCATTTATTGATATATCAAATACTTTTGTAGAATATGAGAATTCTTTTACAGAAAACCTCTT -GTACAAAGTTTTGCCTGAAACCGCTTCAATTACCTGAATAAATGCATGCTTGTCATTTTTTGCTTTTGAC -ACACCGGGAATGACAGCATAAATATTTTTAGCATATTTATCAATTATTTTGAAATACCATCCCTCAAAAT -AATCTGTATGCCTATACCTTCCTTGATATATTTCTGGGTTGAAAATTCTGTTGATTAAATACATAAAGAA -ACACTCCGTTAGTTGTATATAACAAAGTGTTCCCATATTTTAAAATTTTAAATTTATTCCCTGCACTTTT -TACATAATCCATAAAATTGAACCCTGTGGTCTTTTACCAGAAAACCGTTCTTTCTGAGAATCTCTTCTTC -AAGATTGTCCAGTAAGTCTTCCTCAACCTCTGAGACACACCCGCAGGTATTACAAATAAGATGATGATGC -CTGTGATCCTCATTGGGTTTGACCAGCTCATACCTGCTGAAACCGTCATCAAAATCCAGCTTGTGAACAA -GATTGAGCTTATCCAACAAAATCATAGTCCTGTACACTGTTGCAAGGCCAATTTCAGGATGCTTGGCTTT -AACCAGGTTGAACAGCTCCTCCGTACTTACGTGTTGTCCGGAACACTGAACCAATGTATCAAGGATCGCT -GCTCTTTGCCCTGTAAATTTATATCCGCATTCCCTTAGCTTTTCTTTTAAAAAGCCATTGTCACCAGTAT -TCAAAATGTAGCCTCCTTCAACTATTTTTGCAGGTTTTCCACAATGAACATCCTTTACAGTTTTCACATC -CCCGTTTTTCTATAAATATTTTACCACACCTTGGGCATTTTGTATTTGATTTTTTATTGGCATCATATTC -AAACTGATATTTGCACAGACTGCATTTAACTAACATATTTATCAGCCTCCTTGTCAGACTATCACCTGAG -CCAGAATTCCGCCTATCAAAAACGCTATTACAAAGCTTCCAAGCCAGATTGCGGTTGCCTCCAGCTTTGA -CCTTTCTTTAAATATCATAATAATTGAGGCTACACATGGTACGAATAATGTAATTGTAATAAGTGCCACA -AGCATTTGCGGGTTCGTCAGTACCATACGACTTAACCCTGCTGCCCCGAAGTCTCTTCTGATAATCCCCA -TTATAAATACTACTGATGCCTGTTCAGGCAGTTTAAGCCACTGAACCGTCAAAGGTGATATGGCATTTTC -TATCTTACCCAGCAAACCGGTATACTGCAATACCGTTATTAGAACCGCACCAAAGGCAAATATGGGTGTT -GCCTCTATTAGGAAGGCTTTTGCCTTTACATATGTCTTTTTCATAACATTCTTAAACTGTGGCATCCTTA -TTTGCGGCAGATCTATAAACAACTGAGTAGATTCCCCGGGCAGGATTTTGTTCATTAAAACTCCTGAAAT -ACCAAATATAAAAATCAATAACGCTGTATAAGCTAAGATATATTTCATTCCCAAAGGTGTCAGTAATCCT -ATAATTACACCAAACTGTGCGGAACAAGGAATTGTCAGCCCCAATAAAAATGTGGCAATTACACGCTCTC -TTCTTGAGCCTAAAAGGCGGGTTGTCATAGTAGCCATAGTTATGCAGCCGAAGCCCAGTATAAGAGGTAT -TATTGCCCTTCCGTTAAGCCCAACCTTGGAAAGAGCCTTATCCGAAAGTACGGCAATTCTGGGCAGAAAA -CCTGAGTCCTCCAGAATTGACATAAGCATGTAAAATCCTATAGTCAAAGGCAGCAGCAGTCCTAATATAT -AAATCACTGTCATTGTTAACAATCCGTAATCGCCTATCAATAAACTTCCGATAAACGAATTTTTAGGGAT -AAAACTTAGGAGTGATTCAATAAAAGGTTTGTAAAAACCTTCCATTACTGTTCCTTCTGTAAAATCAACA -ACTGTCTGTGCTATAAAGACACCAATGAACCAAAACATACCTGCCATTATCAACAGTAGCATGGGTATGC -CTGTAATAGGCTTTAGCAGCAGTCTTCCGATAGTAGTACCCAAACTTGTTCCGCTATATGAATCAGAAAG -AACACTTTCTGTAATTTTGTCTACTCTTTGCCTTCTGCTTTTATAAATCTCCTCCCGCTTACCCGCAGTC -GGAAGGCCTTTTCTTTGAGAAAGTACTTCATCGTCCTCCAAAAGCATCAAGGCTTCTGCTTCGCTTATTT -CGTTTAGGTCATAAGTGTTGATAAGCTCCTGAACTCCTTCAGTTTTTATACCGACCCTTGCATTGGCTAT -CTTTTGCTTTATTTCATCCACGCCAATACCCTTAAGTGCAGAAGTTGCAACAACCTCCACTCCTAATTGT -CTTGACAGTTCTGCGGTATCTACCTTTATACCGTTTTTTTTCGCTTCATCAATAAGGTTTACGGCAACAA -TTACTTTCTTGCCCATGTCTATAAGCTGTTGGGTCAAAAAAATATCTCTTTGCATATGAACCGCATCAAT -TACGTTCAACACCAAGTCCCCATTTATTATTACGTCCCTAGCAACTCTTTCCTCATCATTGAATGAGGAT -ACACCATATATTCCGGGTGTATCCTCGACTACATAATCTCCATATCGTCCGGTGCTTATATCAACCGTAG -TACCCGGAAAGTTTGATACATCAACGTACATTCCTGTAAGTGCGTTGAAAAACAACGATTTACCTACATT -CGGGTTTCCCACAAGAACCAGATGCTTTAAATTCTTTTTATTAGTAGTGTTTTCCATAATATCCCCCAGG -CTTACCAATAAATTTAATCATTCAGCTCACTTTTTCAATAACTATATGTTCTGCAAGCTTTCTACTAATA -GCAACTTCCTGAAGTCTGTTCTGTAATATTATCGGTCCCGCCGGCAGTTTCTCAGAACACTTCAATTTGG -AGCCCTCATATATACAAAGGCGTATTGCTTGGGTACGGATATCCTTATCCTCTATACTAACAATTTCAAT -GGTATCTCCTCTGTTAACCTTGTCTAATGTCAAATTAACCGCCACCTTTTTTGATAACTATTCTCAATAA -TATATTAACTTAAATGATAATCATTGTCAATAAGATAGCGGTAATTTGTAGTAAACTTTTATACAAATTT -TACTCTTTTTTTAAGTCTTTTTTTGTTTGTTCTTTACAGTGTAGCCCTCACATTCGTTTCCTGATGACTG -GCGAACGGAAACAGAAGGCATCTGTCTGCCTTTAAAACCAAAAAGCTTACAGCCGTAGGGCATCCTGGCA -TCATAAGTGATGAAGTAATGCTTGCATTTGAGGCAATTGACTCTTTCCTGTTCCATTAAAAACCTCCGGT -TCACAACTATTATAATGTTAAATTAATTTAGGGTCATCAATACCTAGTTATTGCAAAAATATATTTTAAA -TTATAGCACAATTCAATTCTTAAAAAATGTTTACACCTTATGGGGAGACTATTCTAAATAAAATTTTGTA -CGTTATTAAATAAACTTACATATAATTAATTAAACAAGGAATTTGAAGCTATACTACAGGTTTGCCATTT -TTTCATGACAACTCCTTGTAGATGATCATAAACATGCCAGTTTCACGGATAACCGACTTTGGCTATTCAC -AAGCAAATATGATATAATTTCTTTGATTATTAAAAGAAAGAGTGATGAGTTTGTATTCCCGTAAGGAAAA -GTACTATGATGGCCAGGGAATTTTAAGAAATCCCGGGGACAGCTTTTTTGATAAAGAAGGAATACTTCGT -GATCCGGGTGAGGATTATTTTGATTTTTTCAGTGTACTAAGAAAAGCTGATGAAAACTTTTATGATAGTC -AGGGTGTATTAAGAAATTGCGATGAAAGTTTTTATGACGGTGCGGGTAACATGTGTGAAAGATAGTAAAA -GGGATGCCTCTTATTGAGACATCCCTTTTTATCTTTAAAATAATTTCTTCTTGTAAAGTGTGTAACCCGT -AACTGTACACATCACCACCGAAATAACCACAATAAACCAGAATGAATGTCCTCCTTCTTTTAACGGCAAA -TTAACATTCATGCCAAAGAAGCTGGAAATCATTGTAGGTATAGCCATAACAATGGTAACGGATGTCAAAA -ACTTCATTACTATATTAAGATTGTTTGAAATAACGGAAGCAAAAGCATCCATGGTTCCAGACAGAATGCT -GCTGTATATATTTGCCATTTCTATAGCCTGCTTGTTTTCTATAATAACATCCTCAAGAAGCTCTTGATCA -TCAGGATAATTTTTTATATATTCAAATTTCATTAATTTTTCCAGAACAACTTCATTTGATTTCAATGCTG -TGGAAAAGTATACAAGACTCTTTTCAAGTTTTAGCATTTGAATTAATTCCTTGTTTTTCATGGATTTGTA -AACTTCCTGCTCCACCCTGCTGCTTGTTTTGTCTATATGCTTGAGGTACTGCAAGTATCTTGTTGCATTT -CTATAAAGAATCTGCAAAACAAATCTTGTCTTAAATTGGGTTAAAAAGGATTTAACTCTGTTGTTTGCAA -AATCATTAAGTATCGTGTCTTCTTTCAGACATACTGTAATAATTATGTGTTTTATAAGTATAATTCCAAG -AGGTATGGTTGTATACACATTTAGATTACCCTCTTTTTCAACAATAGGTACGTCAACAATTATAAGCGTC -TGTCCATTATCACTCTCAATACGTGCCCTTTCCTCTTCGTCAAGTGCAGCCTTCAGAAAATCCATTTCCA -CACCCAATGTACTGTTTACTTCTACGATTTCTTCCTCGGTAGGATTAATGAGATTTACCCATACACCATC -CTCAAAGGTATCTGTTCTCAATATTTCATTGTTTACTGTTTTAAAAATTTCAATCATGGATATCCCTCTT -CTCTATATAGTCTTACATTAAGGGATTATTTGCATACATTACCTTGTTGACAAAGTAAACGGCACAGCAA -ATAAACCCTCATAACTTATTGAATTACGTATGTGATAGTTACTATCAGGGTCGCAATCCATACCGTTCAC -CTCCAAAAGAAAAATTAAAAATAATAAAAAAATCGTCGCAAAACGAGTGACGATTTATGTCATAAAAACC -CTTCACTCGTTGAGTTTTAGCACTATACAGCTTTGGACCACTTTATCTCCAGCTACATTAAGTAAAACCT -TATTTCGGTAATACCTGTTGACCCATTGGCATCTCTCGATGTTTCCGGGCAGCAGCATTTATCTGTATAG -GAACCTCACCTAACGAATATTTAGTTAACAAAGTAATTATATACCTCTACTGTTCTTTTTTCAATATCTA -TAGTATTAAATTTTTTAGAATTTTTTCTCGAATTTCTACAGTTGGTTTAGAAGGTTTGCCATTTCTATTG -CTGTTACGGCAGCATCATATCCCTTATTACCTGCTTTAGTACCCGCACGTTCTATAGCCTGTTCAATTGT -ATCAGTAGTAAGGACTCCGAAAATAACCGGTACACCTGTATCAAGTGATATTCTGGCTACCCCTTTTGAC -ACTTCACCCGCCACATAGTCAAAGTGCGGTGTAGAGCCTCTGATAACTGCACCTACACAAATTACCGCTG -CATATTTACCGGAATTTGCCATTTTTTGTGCAGCTATGGGTATCTCAAAGGCACCTGGAACCCATGAAAC -AGTGATATCTGATTCGTCAGCTCCATGTCTTACCAATCCATCTATTGCCCCGGACAAAAGCTTACTGCTT -ATAAACTCATTAAATCGTCCTACAACAATACCAAACTTTAAACCACTTGCAATAAGATTACCTTCATTTG -TTTTAATCGACATTTTTATTTTCCTCCTGATGTGCTGTTGTATTTTTCTCGCTTGTTTTATTGTTCAGAC -CATCAAACAAGTGGCCCATTTTTTCCTTTTTTGTTCTCAGATAAAATTCATTTTTTTCATTTTCTTTTAT -TTGAATAGATTCTCGTCCGACTACCTCCAGACCATACCCATTTAGCCCAACCAGTTTTTTGGGGTTGTTA -GTCAGCAGCTTTATTTTCTTTATTCCTAAATCGTACAAGATTTGAGCACCTATGCCGTATTCTCTCAAAT -CTGCCGGAAAGCCCAGCTTTATATTTGCTTCGACAGTATCCATACCTTGGTCTTGAAGCTCATATGCACG -TATTTTATTTATCAGACCGATGCCCCTTCCCTCCTGACGCATATAAAGCAAAACCCCTTTTCCTTCATTG -TTGATTCTGCTCAATGCGGCTTCAAGCTGTTCTCCGCAGTCACACCTTTGTGAATGAAAAGCATCACCTG -TGAGACATTCGGAATGTACTCTGACCAGAACAGGGTCTGTTGAGCCTGCTACATCTCCCTTGACAAGTGC -TACATGGTGCTCCCCATTGGTAGTATTCTCATAACCAATTATTTTAAATTCTCCATAAGCAGTGGGCATT -TTTGCTTCCGCAGCTCTTTTAATCAACTTTTCATTTTTTCTGCGATATTCAATAAGACCTGCTACCGTTA -TTATCTTTAAGCCATGCTTTTGGGAAAACTCCATTAATTGTGGAACCCTTGCCATCCTTCCGTCATCATT -CATTATTTCACATATTACACCAGCGGGATACAGACCAGCCATACGGGCCAGATCAACTGCGGCTTCAGTG -TGTCCTGTACGCTTAAGAACTCCTCCGTCCCTTGCAGTAAGAGGAAATACATGCCCCGGCCTTTTAAAAT -CGCCCGGATGTGCTTTTTTATTAGTAAGCTCAACTATTGTATGTGCTCTTTCGAAAGCTGAAATACCTGT -TGTAGAATCTCTGTGATCCACAGTTACCGTAAACGCCGTACCATGACGGTCCTCATTGTGACTTACCATG -GGGAAAAGTTCCAACTCTCCCGCTCTAGCTGATGTCAGAGGAACGCATATCATGCCCTTACCATAGGTAG -CCATAAAATTTATGCTTTCGGGAGTAGCCTTTTCGGCAGCCATAAGAAGGTCTCCCTCGTTCTCCCTGTC -CTCATCATCTACTACTATAATAATTTTACCTTGGCGGATATCCTCTATTGCTTCTTCTATTGAACTAAAA -TTCATGAAACTCACTTCCTTTTTTATTTTATATTACATAAATCCGTGTTCCTTGAGAAATTCAGCTGACA -AATCCTTTTTAGAAGGTTTTGTCTCCAAGGTTTCGCCTTTTAACATCTTTTCCACATACTTCCCTATAAT -GTCACATTCTATATTTACTCTGTCGCCGATACTTTTAGTGCCAAGTATGGTGAATCCTCGTGTCAGCGGT -ATAAGGGAAACCGTAAAGGTATTTGAAGCCAGCTCAGCTATGGTAAGGCTTGTACCGTCCAGAGCGACCG -AACCTTTTTGAACGATATATTTCATAATATGTTCAGGTGCAGTAATTGTAATCAGAACTGCATTATCCTC -TTTCCTCAACCCGGTAATAGTCCCCGTTCCGTCAATATGTCCGCTGACTATATGGCCTCCCAGTCTGTCG -GCAAGTCTTAATGCCCTCTCCAGATTTACCTTTCCGCCAGGCTTTAGCTTCTCAAGACCTGTTTTTCTCA -TGGTTTCTGGCATTACATCCGCTGTAAACCAGCTCGCCCCTAATTCAGTGACCGTAAGGCATATACCGTT -TACAGCGATACTGTCTCCTTTAACAGTGCCTTCTATTACAGTTGTACATTCTATGGAAAGCTTTATTGAG -CTGCTGCCGTATACAATGTTTTTCACACTTCCCATTTCCTCAACAATTCCTGTGAACACGCCCGTCACCT -CCCAAATCGCTATTTGTCTGCAACATATCCCTCAATAAGTACATCTCTGTCAAACCTTTCAACTCTGATA -TCCGACAGAGCTATGGCATCCTTCATTTTTTCTATTCCTTTCCCCCCTACAGGCGTTACAGCCGAACTAC -CGCCTATTATTTTGGGTGAAATAAAGGTCATTACCTTATTTACTATACCTGCCTCAAGTGCCGAAAAGTT -AAGGGTACCGCCTCCCTCCAAAAGAACACTGTCAATTTCCAGCTTGTACAATTCCTCCATAAGCTCCCTG -AGATTTACTTTTCCATTTTTTGGGGCCGTTTTTATAATCCTTACCCCACGAGATAAAAGCTGAGTTTCCT -TGTCTTTATGGATTTTTTCTGTAGTAGCAAGTATAAGTCCTGCCTCTGAATCGCTCTGGATAACCCTGCT -TTCTATGGGAATCCTTCCGCTGCTGTCTACTACAATTCTGACAGGATCAATCCCTTTTCCTGAAATTGGT -CTTGCAGTCAATGAAGGATTATCGTTTATTACTGTATTTACACCAACCATAATCGACGATACTCTGTTAC -GGATAGCATGTACATACTCCCTTGAGTATTCACCGCTTATCCATTTGGAGTCACCTGTAACCGATGCAAT -TTTACCGTCTAACGTCATTGCCGTTTTCATAATTACAAATGGAAGTCGTTTTGTTATATAGTGTATAAAT -ATCTCATTGAGTTTTTTTGCTTCTTCCTCAAGCACTCCCACTATTACATTAATATTGGCATCCTTTAGCA -TTTGTATGCCTTTTCCTGAGACCTTGGGGTTTGGGTCTACCATGGCAACAACTACTTCCTTTATACCGGA -GTCTATAATCGCTTTTACACACGGAGGCGTCCTTCCGTAATGGGAGCACGGCTCAAGATTTACATAAAGA -GTAGCCCCTGAAATATCCGTGGGGGCATTACTAAAAGCACAAACCTCGGCATGGGCACACCCCAAGGCTT -CATGGAAACCTTCAGAAATTATTTTGCCGTTTTTTGCTATAACAGCTCCCACCAATGGATTGGGGTTTGT -TCTGCCCCACCCTTCTTTTGCAATTTCCAATGTCCTTTTCATATAAAACTCATGTATATTCATTTTTTCT -CCTTACTTTTACTACCTTAAAATGTAAAAATCCCCGGAAACATACTGCACCGGGGACAAAATAGCAAAAT -TAAATACACTATCTTTCATCCAGACTGTACTGTCGGCTCCGGAGTTTGACCGGATCTGCTTTCGCTTGCG -GGCTTATAGCTGTGCTATCTACCGCCGGTAAGGATTTTCACCTGTCCCTGAAGTGTCATTATTTTTATCA -TTAATATATAGTTTATCAAAGTAAACTATAACAGTATTGTATATATTAGTCAAGGTATAATGTTATTGAT -TTCTTCGTTGCCATAGCCGGAACAGACAGTGTTGAAAACATAAGAACGCAAATACCAGTCTACATAAAAT -AAGCAAAATGTGATTAGTTACATAATTTCCCTCTTTACAAGAACATCTGTTCGGATTTATAATAATTATA -CGAACAAACGTTCTGATTGGAGTGACCTTATGGATAGGGTAATTTTACATTGTGACCTGAATAATTTTTA -CGCTTCTGTTGAATGTCTGTATAATCCACAGTTTAGGGATTATCCTTTGGCAGTATGCGGAAGTCAGGAT -TTGCGTCATGGAATTGTTTTGGCTAAAAATTATATTGCAAAAAAGTTTGGTATAAAAACAGGCGAGGCTA -TCTGGCAGGCAAAACAAAAGTGTCCAAACCTCGTTGTTGTTAATCCAAATTATGCTTTATACCTGAGGTT -TTCAAAGGATGCTAGGGAAATTTATTCCAGGTATTCCAACCTTGTTGAAAGTTTTGGCATAGACGAGTGC -TGGATTGACGTTTCTGAAAGCACCAAGCTGTTCGGAGACGGGGAAAAAATTGCAAATGAAATACGTGCAC -TTATTAAAACAGAACTTGGTGTTACTGCTTCAGTTGGAGTGAGCTTTAATAAGATATTTGCAAAGCTTGG -GTCTGATCTACAAAAGTCTAATGCTACTACTGTTATTAACCAAAATAATTTTAAGGAAATGGTTTGGAAT -TTAAACGTTGGGGAGTTACTTTATGTGGGCAGATCAACCCGGAAGAAACTAAACCAGATTGGAATAATGA -CTATCGGAGATCTTGCAGGACTTCCTCCCTCTTTCATTAGAAGATATCTCGGAAAATGGGGAGAAATTCT -CTGGAATTTTGCTAATGGCATGGACTATTCCGAAGTAACTGCAACAGATTATCACGAAACTATAAAGGGA -ATCGGTAACAGTATGACGACCGCAAGGGATCTTGTAAACACAGAGGATGTCAAGCTTACCTTTACTGTAC -TGGCTGAAAGTGTGGCAGAGAGACTTAGAAAACATAATTTAAAGGGTTCTACAATACAGATTTATATTCG -TGATAATGAGCTTGCCTCAATTGAACGTCAAGCAAAGCTCCCGGTTTCCAGCTATATATCCGGTGAAATC -ACACGTAAAGCTATGAACATTTTTAATACAAATTGGAGTTGGTATAAGCCTATACGCTCTCTTGGTATAC -GTGCAACTGATTTGGTTACTGCCGACAGCCATACCCAACTTTCCTTTTTTGACAATTATAATAAACGTCC -ACAATTGGAAAATTTGGAATTCAGTATTGACGCCATTCGAAAAAGGTTTGGCCATTACTCTGTTCAAAGG -GCAATTTTGCTTAAAGACAGTGCTCTTAATGCTAATCCCATTGAAGACAACATTATTCATCCTGTTTCAT -TTTTTAGGTAAGGTGGTGTTTATGAAAAAGGTTTTTGTAGAATTAAACGCAACATTTTCTCCCAATGGTG -AGCTGACACCTGTTTCTTTTATTTGGGAAGATGGAGTAAAATATATTATAGACAAGGTGTACGACCACAG -AAAAGCGGCAAGCTTAAAGGTAGGCGGCCAAGGTATCCGCTACCGCTGTAAGGTTATGGGAAAAGAAGTA -TTTATTTTTTTTGAGGAAGGACGTTGGTTTGTAGAGGGCAAGTAGTTCTTACACCCTCGTCATCCACGGA -AAATATTCAATCCCTTCATTGGCCCTATCACCTTCACCGACCCATTCACCTTTTATATTGTCATAGACCG -AAGGCCCAGAGTTCGAATTCCAGTAGTTACTTTGGGCAATAATGGTCATTGTTGATGCTTTATTATTATA -CATTCCACTGGAATTCGCTGCAAAAGTGTTTCCAAATAACACGGGTTGAATGTTTGTATTGAAAAAAATA -CTGTACTCATATGAATTACTCACTTCCGAATTTGTCAGGTTAAGCTTTCCTTCAACATTAATTGCACAAT -GTGGAATATAACGAGAGTAATCCGCTCCTGCGTACCTTATTTTTATATTATCGCCATTAAATTCTCCTGT -ACTAGAGACAGTTATTCCAGACCAATGACCTTACCCCGATTTGATGGACACACCGAATGGCTGGTATAAT -AAAACCAGTTGGAGGTACCCATCATGAAACGTTATGATAGTAATTTTAAAGAACAAGCTGTCCGTCTTGT -TACAGAGCAAGGTAAAAGTGTATCAAGTGTGGCTAATGACATTGGAATCCACGAAAACACCCTATACAAA -TGGATTGACCAGTACAAAACTCATAAAGAGAATGCTTTCCCAGGTAGCGGCAATCTAAGACCTGAAGATG -AAGAACTCAGGAAACTTAAGAAGCGTGTTGCAGACCTTGAGATGGAGAATGAATTACTAAAAAAAGTAAC -GGCAATCTTCGCGAAAGACCGGAAATAATATATCCTATCATTCACGAATACCGCTTCAAATTCCCTGTTG -AGAAGATGTGCCGACTATTAAATATATCTCGAAGCGGTTATTATGCTTGGGTTAAAAGACCTGAAAGCTT -ACGTAAGAAAAGGAATACAGAACTCCTTGAGAAAATCAGAAGAATTCACAAGGTATCCCGCGAAACTTAC -GGAAGCCCCCGAGTAACCAATGCCTTAAAGAATGAAGGCATAAAATGTGGCAAAAATCGTATAGCCAAAC -TGATGAAGGAAAATAATATTGCTGCTAAAACCAGGAAGAAATTTAAGGCTACAACTAATTCAAATCACAA -TTACCCAGTTGCAGATAATATCCTAAATCAGGACTTTACAGCTTATAAGCCTAATCAAATCTGGGTTGCA -GATATTACTTATATACCAACAGATGAAGGTTGGCTCTACTTGGCTGCCATTATTGATCTCTATAACAGAA -AAGTTGTTGGATGGGCAATGGATAGTACTATGACAAAACAGCTTTGTATAGATGCTTTAAAGCAAGCTAT -AGGTCGCCAAAGACATCCCAAAGGGGTTATTCATCATTCCGACAGAGGGGTTCAGTATGCCAGCAAGGAA -TACCAGAAAGTGCTGAACAGCAATGGTTTCACAGCAAGTATGAGCCGTAAGGGTAACTGTTACGACAATG -CTTGTATGGAATCATTCTTTGGTACTCTTAAAACGGAGCTTATTTACTTAACAAGGTTCAAAACAAGGGC -TGAGGCCCGTCTGGCTATCTTTGAATATATTGAAGTCTTTTATAATCGGATACGATTACATTCAAAGCTT -GGCTATAAGTCACCTGTGGAATTCGAAAAGCAAAACAAAGCGGCTTAAATAAAATTTAACAAGATACAAA -GAAAAACGGAGAAATCTCGCCATTCTTTGTGTCTAATTTATCAGGGAAAGGTCACAATAATCATAGTATC -CGGCTATCCCACTTCCTCCATATGCCGCATCTTTATGGCTTGTAAATACAATAGGACTGCCTTTCGTTCC -CAAGGCATTGAGTTTTCCATATACGTAGATACTACTTCCTTTTGAACTGCTTTTTATTATTGTTCCTGGC -TGTACCGTCAATTTTTTATCGTTTGGTACCAATACAAAATCAGCTAAATAGTACACAGCATTACTTAGTG -TTATATCCACAATTGTGTTTCCTCCAATACCCACTCCGTTACACAATGTTCCTCTTATGGTATTTCCTTC -ATAGGTATTGTCGGCTATTCCTGTGAATATTGATGAACTTAATCCTCCCAGATAAACATATATTCCACTT -TCCGTATTATTTAACAGATTGTTATTTCTTACACTTAAATTTCCTGTCCCAAATATATCTATATAGATGC -CTGACCCTCCATTGCCCGCTATCCTATTTCCTTCTATTACAGCATTTCCTGTCCCAGCCTGAGATACATA -AATTCCACATCCGCCATTACCAGATATGGTATTATTCTCAATATCCATGGTATTAGTGGCATCTGCACTT -GTGTTGTTAATATATATCCCAGTTGATCGATTACTAATTATATTATTGTTTTTTATTGCTGAATCAAAGC -TTGTATTCAGGTATATACCATAATTTTTAGAGTTACTTACTTCTGAATTTGTAAGGTTAAGCTTTCCTTG -AACATTAATTGCACAATGAGGAGTATAATAATTGGAATCTGCCCCTGCATACCTAACTTTTATATAATCA -CCATTGAATTCTCCCGTACTTGATACAGTTATTCCAAGCCAGTAATCATAGTATCCTGTTACTTCGCTTC -CTCCATATGCCGTATCATTATTGCTTGTAAATACAACTTTGTCCAATTCAGTCCCTGAAGCTGTCAGTGT -ACCATTTACAACAATTTCTGTTCCCCGGGTAAACTTCACCATTACTCCTTGATCAATCTGAAGTTTTACA -CCTTGTTGAACAATTATGGTTCCATCAACTACATAAGTATAGTTGTTAGTCCATGTAGTGTTTTCAGAAA -TAATTCCACTAACATGAATAGTATCTGCCTCTACTGAGGTATCTGTCGAGTTATATGTTTCTGCATATAC -AATATTTTTTTGACTATTTACAGGAATTAATCCTATTGCCATTAGAACTATTAGTATTGAAAAAAATAGT -TTATTCAATTTACTCATTTTTTTACCCCCATTTATTGTTACATATTATATTTTACATTTTTGTGTAACAT -TCCTTCTTTTTCCCAAATATATTTACTCCTTTACTACTTAAACAATATTTTTTACTAATGTGAGCTGATA -CCTGTTTTCTTGTTTGGGAAGATGGAGTAAAATATATTATAGACAAGGTATACGACCATAAAAAAGGAGC -AATATATATGTGTGGAAGATACGCTATTTTTACAGAGGAAGAAAATCAAGAACTCAGAAATATAGTTAAT -GGTATTAATGAAAAACTTAAGGAAAAAGCTGCAACAATGAAAACAGGTGAGATTTTCCCCACTGATACCG -TTCCGGTTATAACTGATATTTCTTCTGATGGTAAAAAAACAGCTGATTTGTTTAAGTGGGGGTTCCCCAA -TTTCAAACAGTCCAGCGGGGTTATTATTAATGCCAGAAGTGAAACTGTTCATGAAAAACCCACTTTCAAA -AAGCTTCTTCAATCAAGCAGATGTATTATCCCTGCAAGCGGCTTTTATGAATGGAGAAAAGCTGACGGTA -AAAAGGAAAAGTACTTTATTCGCTCTTCAACAGGTAATGTAATATACATGGCAGGACTATACAATAGGTT -CATTGACAATACGGGAGCTGTAAATAACAGATTTGTTATTCTGACTACAGATTCAAGCGAGCAGATGTCT -TATATACACAGCAGGATGCCTGTAATTTTAAGGCCGGAGGATGCTTTAATCTGGTTTGACAGTAAGTGCA -ATTGTTTAAAGTTTACAGAGCTTTTTAAACCCTATGGCGGGAATATATTATTGAAGAAAATAGGGTAATT -AGATTCAAAAAAGACCCTATAAAACAAGAATCAGTTACTTTTCAGGCCTAATGCCCGTTCTTTAACCATC -TGTCTTATAGAGTCTATTTTATGTGGCTTTATGTCTAAAATTCGTCCAGCCTGCAAAAGTTTTTTAAAAA -AATTAATTTATCAATGGCAACGCTGGCTTTCCACCAATTTTCACTTATAGCAAATTCCTTTGCAAATCGC -TCATTGTTTTCAAACCAGCTCCATGTAATATTCCAAACACTATTCTGAGGCCTTGTATCAATCAGGTAAT -CCAGCTCTTTTGCTATAATATCCTGGTTATCCTTGTAAAAGACACTTTCAGAAGAATTTATATAATCGGA -AGGTCTTTTAGTATAATAAATCCATTTAGATGTATCTCTTTCAATAGAATTATATACAAGCTTTTTTACT -TTTTCTGTAAGTGATTTATGGTCTTGTACCGTCAACCCTATTTTTTCTAAAGCGTCAAGCAACACGCAAT -AACCTTTAACTCCCATTTCTCCATGTTCGTCCACTGTGTTGAGTTTACCGACTATAACGTCGGAAATCCT -TAGGGCCTTACTGAATATTTCAGAGTCTTTATCAGCATTCAAAAATATGAAACCCGCAATTTCTGCGGTT -AGTCCAATGCCTTCAAAAGCGTTGGCCTCCATGTTGTATGTCCACCAAGGTGCATGTGCATAGTCATCAT -TAGATGGAATATTGAAATACCACCCATTTTCAGAAAAATAAGCATTACTTCCCAGAAACTTAAATATTCC -TCGTATTATCGGATGCTGCTTATCATTAAAACCAATTTCTTTTAAAATATTTATTGCCCTTAATGTTGTA -TATGGCGATGAATTTGGGTTCCAACTATCTGCTTCAAGGGCATTACCAAACCCGCCGTCATCATTCTGAT -AAAATTCTAAAGCAGAAAGCACTGCCTCCTTACTGCCGTTTTCAAAGTAATACTGCCAAATTGCTAACTC -TATCGGTCTTGAATTACGATACATCCATGCTTTAATCTCTTTGTAGTCTTGTAATGTAAGTTTTTTCACA -ATATCACCTCTCAAATATTAAAACAGGTATTAAATAAATAGGCACCACCATACGCCGTACTTATCTATCA -GTTCCACGCCACATGGGCTAAAAAATAGTTCGCCAAAAGGAGTAATAATTTCGCTACCGTCAAGCAAGGT -TTCATATGCCTTATGTAACCTCTTCTCTTGACCTGCTCCAAATTGAATGCAAAATTGCATGGTATTGCCC -GTAAGTCTTCTATCTCCGCCGGCACGGGTGGTGTCATGAGCCTCACCAACTGCAATGGCTTGTCCGCAAA -CATCCAGCTCCCTATGGATAACTGTACCATTTTCATCTACATCCTGAAAACCTATATTTGCATCAAACGC -CCTCTTATATAAGTCGAAAGCCTCATCACTTCCCTTGACATAAATTTGAAGAATCGTTCTAAACATATAT -AACCCTCCCCAGTGTATTTAACACTTTTTTACCCGATACTCAAGTGCTTAGTATTTTTTATATAATACCA -TTTTCAGTTATTGTTGTATTGTAAAAATCCGACATCACCTGGTTTTATAAGCAAATATTCTTGCATCTAC -AGTAGATAAGGTGTGATATTTTTTGAAATCTTTAAGTAAATGTGATTGGTCTGTATACCCATACTTGCAA -ACACTATCGTGAATATTTAAATTTGTGTTATATAAAATATCCTGCCAAAGGTATTGGTAGCGAACAAGTC -CTGAAAGTTTTTTGGGCGAAACCCCCACGTACTCTAAAAACAACCTTTCAAGCTGCCTTTGGCTTACTGC -CGTGAAACCGGCAAGTTCAGAAATATTGACTGTACCTTTAGACTTTAAAATCTTATAAACAGAATTCATT -ATATTAGCGTTCTGTTTGTCAAGGTTTATTTTATTAATGAGATATTGTTGAACCTTATCTACTCTATTAA -GAAATAACTGATTACTAATCAGTATATCATACAAGTCACGCTTAAAGTTTTTAAAGTAATCTTCAACTAC -AACGAAGGAATTAAGAACATTTTTCATGGATTCATCGGAAAACAATGGCACGGCCCAGCAATAGAATCTA -ATGGCAAAGCAAGACGTTGAAGATGTAACATTTTTTGTCTTATCTATAAATGTAGTATCACTTACACCTG -CAAAAAAGCCATCAAGCTCGTTTTTATCCATATTAGTGTTAAATACTATATCCATGCATGTGTCAGGTAT -TACAAGCTTATCTTTTATTTCAGTTGAAGTAAAGCTTGAATAAGGCTTTTGGGTACCCCAAAAACAGCAT -ATGTAGGGTTTGAGTGCTTCACATGGTTGAATTTCAGTATAAGATTCGTCATTTAAAAACGGCTGGGCAG -TAATTGGTCGATAGATATTATTTAATTTAAACATTTACTAATCCTTATATGCCTATTTATAGATAGGTAA -AATTACGTCGTAAATTCCTCTAAGATGTTAATCATATTATTACTTGTAAAATACCAAAAGTCAATAAAGA -CAAAAACCAAGGGTTTCAGCTATTCGCTAAAACCCTTGGTTTTTATGTCATAGGTTTACAATAGTATTTC -TATTTGTAAGGTAAATTTTTTACAATACCTAGCAAGTACTGCTTCATAATAGCAAAATCGATTGCATCTA -CAGTGTTGTCACTGTTAAGATCCAAAACTTCAGTGTATGTACGTACGGGGTTCATCAAATACATCTTAAA -AGAGGAGAAATCCAAGGCATCAATACTTCCATCATTGTTATAATCTCCATATTTTATTGTAGGAGTACTA -GTACCGAAAAAGTTAACTTTTTGCATTTCAGCCCACATAGCTTTTGCTGTTGCTACGCTTCCGGCTGTAG -TAGGGTGTATACCATCAGGTAATGTATACTGTGATAAATTCCCACTCCATGTTGGTCTTATGTCAAAGAA -ATATGTTTCTGGCTTTTGTGCCGCGTTAGCTACTGTAGATTGCATTATCGGTCTTAATGCATCCAATTTT -GACTTTAAACCATTTAAATCTCCGTTTGGATCAGGATAGAATAAATAAAATACTTTAACAACGCCATCTG -CTTTCATTTGTTTTAATAGATCAGTAACTGCATCTGTTGCATTTTTAATAAAAGGTGTGCTTGCAGTATA -TGGTGGAGCAGAATAACCTTGTAGACAATCGTTCCCACCACCATCCATTATTACATACTTAACTTTACCA -GAATTAATACCATTTCTGTACTGAGAAGGAATGCCATTATTTGCTAGCGTAGATCCGGATACTGTATAGT -CTCTAAACCTATCATTTGCACCTAATACACCAGCGTTTCTAGCTTCATTTTCTAAAGCTCTGGTAATTTC -ACCTGACATCGCGAAGTATGAATCGCCAATAATCATAACGTCACTTCCCTTGATTTGAGTGGTTGCAGCA -AAAATAGTTGCGGGTGTAAAACTTGCCGCCATAACAGCCATGATGATAGAAAATAAAAGTAGTTTTTTCA -TGTTTCTTACCTCCAAAAGATTAATTTTATATATGAATTCACTTTGATACTAAAATTTTAGTACGAGCTT -ATAGCGAAGAGACAATCTGTTGATATAATTTCATTGAATGCATTCGGTGAATTTCATTTTATATTACATT -ATATTACATATTAATGATTAAATAAAGAAAAGAATGTAAGAAAATACAAATCATGAATTGGTAACCTTAA -GTATGACAAAAAGATATTAAATTTATAATAAGAAGTTTTGGTTGACGTTTTATCTTATTAAAAAAACAAG -GGTCTCAGCTAATCGCTGAAACCCTTGTCTTTATTTTGGTGCCGAAGACCGGAATCGAACCGGTACGGTA -TCGCTACCGCTGGATTTTGAGTCCAGTGCGTCTGCCAGTTTCACCACTTCGGCATACATAATATTTACTG -CTTGTATATATTAACACAGAAAATAAGATAACGCAATACTAAAATTTCAAAAACGAATAATTTTTAATAA -CTATTTAAATCCGCATATTTTCTTTACAATATATGCTAAGTCTTCGTTTTTCTTAAACATATATGTTCCT -GAAACAATCTTTCTTGATGCCCTATAGGAATAAACCATATCGGAAAAATCCTTCTCACTTGTTATTACTC -CTTTATTAAGAAGCTGTTTCATAACATCAACTGCAGTATTCCCACGTTCAATTTTAATAGCAATGTTCCG -TTCATTAGTAACTGTACCTGTTTTGCTCGGTTTAGCGGTGTCAGTTTTCTTGTTTTCCTCGGTTGATGCC -TGGGATGAGGTACTTACTGCGGGTGTTGACTTTTCCGGTGTAGTAACAGCCACTGTACTATCTGCTGCCG -AATTATTTTCGTTTAATATTTTAACGGGTTCTATTAAGCCATAACTCTTGGCACGGCTGATTATCTCGTC -CTTGGTTAGTTCCTTTTGTGTACCGGCAGAATATATCAGTCCGGCTATTGCGGTAATAATCATCCCTATA -CCTATTCCCAACAAAATACTTTTCTCGTGCACTTTTCTCATCTGTATACTCCCTATGCGAATATTACTTA -TATATTGTAATCTGCACTATTTACTGCTGCTCAAACCACGTATAAGTCCAATTTCACCTTTTCCAATTTT -CATTTTCTCTGCTATTTCATCGTTACTCAAGCCTCGCTCAATTAATTCCAGGACCTGTTTTCTTCTGCTA -TTGAGCACCAATTTAGAAGCCTTATCATCATTATCCTTAGCTTCAATAGTTTGACGGGTTGTATCACTTT -GCTGATTATTCCCGCTTTGGATATTCTTGTAGCTCTGAATATTGGTATGCTTTTGAATATCATGATTGAT -TTGCTGATTAAGTTTATCGACTTCAGTTGCAAGCAAAGGGTCAGAAATGATTGGTTCTTCTATTTGTGTC -TGCTTTTCCTTATGGCTTATATTTACAGATTCGCCTTTAACTGTATCCTTACTATCAATATCTTTGAATT -TATTAAAAAAGTCCTGATTTTTCTCGGAAATAACTGTAACAACGTAATCAGACATTCTGTTAAGTTCGTG -TATCATTTCTTCTGAATCCTGAATTAAATTGAACATCTCATCTTTCTTTCGGTCAAATTCTTTGAAAAAA -TCTTTACCGTTAACCCTATCCATTATAATGAGGAAAAGGGATACTCCAACCAAAATTACACCCATGAATA -TTATAGTAACGTAAAATGCTTCCATATCCACCTCTAAAACTTATCCTTTGTTTTATCAAACCCTGATATC -TATTGTAGGCCTGTCTTCCTTATCCTGACGTTTCTTTTTCTTTTCATTCTGTCTTGAATTGCCCTTTTCC -TGTTTCTCCATAACACGGCCATTCTGAACATTTTCTCTATTTACAACCTGTTTTAACTTGTTGTCTATTT -TCGTCTGACTGGCTGTCTGCTGTTGTTGCTGAATTGCCTGATTTTTATTAACATCGTCATTATAAATTTT -TGAAACTTCCGTTGTCTTTGGAAGTACCATCTGAAAATCTATAGGTTTTATTGACAAAAAAACCGCCCCC -CATGCCGTATTTACTTAACTAAACAATCCTTAGAAATACTTGTAATAAGCATATGGAAAGAGCATAAGCT -GAGCTCTCATTACTTGTCAATGGGCCCAACACGTACATCTGCACCATCTCTGTACAAGGTACAATACTGA -AGAGGTTCCTTTACATACATCATACATGTTCCGATTGAAACCTTTACTCCGGGATAAATGCAATTTAGTG -CACGAACCTTACCATTACCCTCCTGTTGTAGCTTTTCGTCCAGAATTGCTGCTTCTTGCTTTACTTCCTC -AATCTTTGAAGATAAATATACCTTTGTTCGGACACTCTTTGTTAATATTTCCTGCTTATCAGGGGTCAAT -GCACCCGCACTTTCCATTTTACGTAAAATTGTTATTGCCTGATCTGCCTTCTTTATATCACTTTCCATAG -AAATTAATTCTTCTTTGGCATTTTTGTATCTCTCTCTTACGGAAGGATCAGCACCCACTTCCACATCTGT -AATTGTTGCCATATGTGACCCTATAACCTTTGCAACAACAATTTTGCCAACCTTGCAAGAGCCTCCGACA -AAAAGTCCTTTATTACCTGTCAGCTCCAGCTTGTTTCCGCATTTTACATTACTGTGCATTATGGCTTCCG -CCTGAATATTATTATTTGCGTCTACGCTGCTGTATTCTATGTATCTCGCTACTATATCACCGCCGGCAAT -CAGCTTACCTTTACCCATACCCTGCATTCCCCGTCGTAATATAATATTCCCACCGGCTTTTATTGTTGCA -CCTTCAACAACCCCGAAAACCTCAACATTACCTCCTGCTTCTACCGAAAAGCCGGATAAAACATTGCCCT -TTATAATAACACTTCCAACAAAGCTTACATTTCCCGTTGAATTATCCACATCTGCAGGAACTTCATGGTT -TGTATATACGCTTACTTTTGTAGCATCCAGGTATTCAACCTCTCCCGCTGTTGTAGCAATAAGACTTTTC -CCATCTTCAGATAGTGCAACATTCTTCCCCCTTGGCAATACCGCAGGTTTACCGTTTATAGCAGAAATGA -CTCTCCCTTTAACGTTTTTTCCTTCTACCCCTACTACAGGAGGAACCAATGAACAAAGTATCTGCCCCTT -TTTAACGGACTGAATCAAGTTTAACTCCCTGTAATTTATTCTACCATCCTCCATAAGGGTTGGAGTTTTG -TTTACAGAAGTGTTAAAATGATATGTAACTGAACCATTTTTCCCGTTTTTAGGTGCAATACCTTCCGCAA -CACAAAACGATTCGTTATACATAGGACTTTCAACCAGATAATTTATAATATCTTCCTTAATGCCAAAAAC -TACCCTCTGACTTTCGAGTGCAAGCATAATATCTTCTTTTTTAATAGTTGAATTGTCCCCCGTATTGTAC -AGTGTTATAAAAGCTTTTAGCTCGTCTGGCGAAACTGTTACCAATACTTTTAAATCTTTTTGTTCTACCA -TATCTTCTCCTTTATGACTCCAACATTATCCTATGTCTGAACAGTTTTCCTTTCATTCTTAGAAGTGCTT -TTGTATGTAACTGAGAAATTCTTGATTCGGTTACATTCATTATAGCACTTATTTCTTTTAGAGTCAGTTC -TTCAAAATAATAGAATGTAATTACTGCTTTTTCTTTTTCAGGTAACTTATCTATACAATCTGCAAGAAGT -TGTTTCATTTCGTTAAATTCCAGAGAAGCCTCGGGCTTGTCCTCGGTACTTTCACTAAATATCTCAAGAC -CTCTCTCATAATTTTGTTCCATGAACTCATCAAGGGACATCATTGAGGACACATTTACGTCATTTAATAA -TTTATAAAAATCACTCATACTCAATCCCATTTTTTCAGCAACTTCTTTATCAGTTGCAGTATGGCCTTTT -TCGTTTTCTATCTCAACATATACTTTTTCCAGTTCCTTATTTTTTTGTCTGAGTGATCTAGGAACCCAAT -CCATATCACGTATGCTATCTATAATTGAACCTCTTATTCTTAAAGAGGCATATGTTTCAAATTTAACACC -CTTAGCGAGATCATATTTTTCTATTGCATCTATAAGTCCAAATGCACCATATCCAACCAAATCATCAAAT -TCCACATTTGAACCAAAATAAATACTTAATCTTCCGGCTACATACTTTATCAGGTAAGCGTATTGAATTA -TTAACTTTTCTTTTGCAGCAGCATCTTTAGTTTCAATATACTGTTTCCACAGATGATTTATACTTTCGCT -AAACATGTTAGTCCTCCAATTAGTATCTTACTATAAATATCACTAAAGTTATTCTTTCATTCTAGTCCTC -ACTGCCTGTGATAAATCTAGTGGAGTAAAGCCATCGTCTAGATTGCTATCTGCGACTAAATCCAGGTTAT -TACCTAAATGTTCCTCTTTAGCTAATTTTTCAGCTTCTTCTTTTTCTATTCTTAATTTTTCCTGCTCTTC -CTTTTCAGCTTGCTCCTTCAGCTTATTTTGCTCTTCTATAATCCTATTAATGGTAGTTCTTAAAAGAATA -CCAATGAAATAAAAGATTACTATTGCTATTAACATATGTATACAATTTTGATTTAAGCTTATATTATTGT -TAATACCGATTAATCCAGTTATAATAGCTGCAATCAATGCAAATAGAAACGGTATTTTCATAATTGTCTC -CATTCTTACACCTCAGTTGTAAAACAAAAAGTAAGAATACATATCTTCTCTTTAGTTTCAATTCGATTAT -ATTTGTTTTATACCAAAACCGATTGTTTTTATCATTAATCTCCCATCATCGGAATACAGTTCTATGGTAC -GTCCGTGATTTCCTCCCGTATCCTCTGATATTATGGGAATATTTAGTAGTTTAAGTTTTTCCTTCGATGC -AACCACGTTTCTGTATCCTATCCTCATCAAATCAGAACTTTGACTAAATACGAACATCTGGGCTCCACCG -GCGAGTTTTGCTACTATTTTGTCTTTCCTTGCACCAAGCTTTATCATATCATCTACTAATTTTACAATAG -CGGTATCAGCAAATTTTGCGACATTAGTTTTATTTTTTGCCTGTTCGCTGTTCGGGAGCATAATATGTGC -TAATCCGGCTATTTTTGATGTAGAATCAAACAGAGCAACCCCTACACATGAACCAAGTCCAAGGGTAGTT -ATCATACAAGGGTGACGTGCTGAATTAAGGTCAGCCATACCAACCTTTATTATTTCAATATCCATTATTC -TATAACTCCCAATGCTCTTAATAGTATCGCGTATGATTCAACATCGGGTATCAACAGAAAGTCTCCAAAA -ACCTTTGTAATGCCTTCACAGAACTCAGTCTCTATATACAATACCGAATCGCCGACTTTTCCAAACTCTA -TTGCCGGTACACTCAGAATCGCACCGGCCATGTCAATTGCCAGTTCAGGTACTGATGGCAATATTTTCAG -ATTCGTCAAACCTGCCAATGCTGAAAGATATGATGCTGTTAGTATGTTACCGATTTCCTTTAATGCAGAT -AACTCCAATTCGTTAAATTCCAAATTTTCATCATTAGAACCCAGTAATATATTTACCAGTTTTCTTGCTG -CAGTAATATCCAGAATGAACATCATATTACCGGTTATGTCACCAGTTACATTAAGCAGGATTCCAACCAC -AAGTATTTCTTCACCGCCAAGCATCTGACTGACTCTGTCAAATCCCATTATTTTTACTTCAGGTACAGCC -ATATCCACTTTTTTGTCTATCATTTTGGCTAAAGAAGTCACTGCATTTCCTGCCCCGATATTCCCAATCT -CCCTAAGTACATCCATATGAATATTGCTAAACTCATCAAAACTAATTGACATCACTCATACCCCTATTTT -TATATTTTAAATGCCCTATATTTTAACAAGCTTTTCAAAATTTAGAAGAGTTACTATTTCTCCGTCTACC -TTTCCAATTCCCAATATGTAGTCAGCTATAGTGCTGTTCATCAGACTTGCAGCACTCTCTATAGCCTCTC -CTCCAAGCTGTATTGTTTGAAGAACCTGATCGACTATGACACCTATTGAAACTTCTTCAAGCTTTAGTAT -AATTATACGTGTTTCGTCTGTCTCTTCTGCTACAGGAAGATTGAATTTCAACCTTAAATCCATAACAGGG -ATTATATCCCCTCTTAGATTTATTACACCCTTTATGTAAGAAGGTGTTTTAGGTACTCTTGTTATTGTTT -TCATCCTGTCAATAGTTGTAATCTTTAATGAGTCAATACCAAAACGTTCTTCTCCGAGACTAAATACAAT -AAACTGTTTTGTTTCAAATTCTTGAAATTGTAAGTCAGCCATGTTATCTCCATTTCCGGCAAAGGCTGAT -GTAAATACATCATAAAAAAACTACATTGTACATCTGCCTGTCTTGCCCTTTTATTTTCTAGTTACCAATC -GTCCAAAATACATTCAGACCTTTAAGAATAGTGTTCATTAAGTAATGGAATTTACATCAATTATTAATGC -TACGTTTCCGTCGCCAAGTATTGTAGCTCCTGCCAAATACTTAATTCCGGTCAACAGCTTACCCAACGAC -TTGATAACTATTTCCTGCTGCCCTATTACGCTGTCTACTACAAGTCCTGTAAGCTTTTCACCTTTTCTTA -CAATAACAATCTTTAGCTGCTTCTGATTTGCCTCGTCACTGTTAGGTACTTCCAATGCATCGGCAAGCCT -TGTAATAGGTACAACCATATTTCTAAGTAATATAACTTCCTGACCCTGAACTGTTTTAACATCCTCAGCA -GACCAATTGTATATCTGATATATTGCACCTAACGGTATAGCATATTTTTCTCCGCCTACATTTACCAGTA -ATGCCTGATATATTGCCAGAGTTAGCGGTAATTTTATAATAAATTTACTACCCTTACCTTTTTGTGTTTC -AACTTCAACCGTACCCCCGAGCTGCTCAATCTTTGTTTTCACCACGTCGAGACCCACTCCTCTTCCCGAC -AATCCTGTAATCTTTTCGGCTGTGCTGAAGCTTGGTCTGAAAAGAAGCTCAATTGCATCCTGCTGAGTCA -TGGAATTGGCAGCTTCTCTGGTTATTATACCGTTATCTACAGCTTTGTTTTTTATTTTTTCTATGTTTAT -ACCTGCACCATCATCTTCAACCTCAATTAATACATTATTTCCGGACTGGTATGCTGTAAGGTTGATTCTT -CCTACTTCAGGCTTACCAATTTCTTTTCTTTTTTCAGTAGATTCCAGACCGTGATCGCAAGAATTTCTGA -GTAAATGAATAAGCGGATCTCCGATTTCATCAATAACCGTTCTGTCAAGCTCTGTTTCTTCACCAGACAT -CTTCAATTCTATTTCTTTTCCAAGATCCTTTGCAATATCTCTTATCATTCTTGGGAAACGGTTGAAGACA -GTCTCAACAGGAACCATTCTAACCTTCATTACAGCATCATTCAGGTTAGTTGTTATTCTTTCAAGGTATT -CAAGGTTTTCATGGTATTCCTGAGGCTTTTCGATGATATCTGTTCCCTCAAGTCTTGTCTTTGTAATTAT -AAGCTCGCCAACCAAATTCATCAAAACGTCAAGTCTGTCTATATCAACCCTGACTGTTCTCTGTGTTTTT -CTTGGAGCGTTATTTGCATTTGTTTTCGCAGCATCCTGACTCTCGACTGTCTGTTTAGAAGTCTTTTGCA -CGGTTTCAATGGTCTCTGCTTCTGAAACATGTTTATTTTCATCAGCATCTGTAGATGATTCGGTGGTATC -AAACTTTTGAAGTGTAGTAATAACTACTTCATCAACCTCTGCTATTGAATTCAATTCTTTATTAAAAAGC -TGTTCATTTTCTTTTGACACTACTATCACTGTGAATTCGTAATCGAATTTTTCATCTTCAATGTCCTGAA -CTGAGGGCTGTGACTTTATTATCTCACCATATCTTTCCAATGTCTGAAATAATATGAATGCCCGTGCCGA -CTTAAGCAGACAACCGCTGTTCAGTACCAGGGTAATCTTTAGAGCATTAATCCCCATGTCTATAGCTTTA -TTAACTGCGTTTTTCTCAAATTCATCAGGTTGCAGCTGTGCAGTAATGTATTTACTGTCATTAACAAGCT -GCTCTGGTGTTTCAGTTCCTCTGGTTTTCTCTGGAGTTTTAACAGTACCCTTGTTGTTAAGAATTTGATT -GAGATCATCTATTACATTTTTATAGTCCTTGTCGCCTTCCCCACCGGTATTAACGACGCTTTTTACGTAA -TTTTCAAGTGCATCGAGACATTTAAACAATACATCTACTAAATCTGAAGTAATATTAATTTCATCGTTCC -TTATGGCATGAAGAACATTTTCCATAACATGGGTTAATTTAGTCATTTTAGTATAGCCCATGGTTCCCGC -CATTCCTTTTAGCGTATGTGCTACCCTGAAAATTTCGTTCAACACGTCTTTACCTTCAGGATCCTTTTCT -ATCTGCAAAAGACATTCATTTAGGCTCTGAACGTGTTCCTTTGCTTCTTCTATGAATATTTGCAAATACT -GACTCATATCCATTTTAACGCACCCCCAAATATTGGATTATTTCACCTGGAATTTTATCAAGTGATACTA -TTTTGTCTACTGCTCCGGTTTGTACTGCCATTTTAGGCATTCCATATACTACGCTTGTTTCTTCGTCTTG -GGCTATTATAAAACTTTTATTTACTTCCTTTAATTTTTTAATTCCTGCACTGCCATCAGCACCCATACCT -GTTAAAATAACACCGATAATATTCTCAAACCCTGTCTCTGACAAAGACGTCATCATAACATCCACTGATG -GTCTATGTCCCCCTACAGGAGGAGATTTATCCAAATGAATTATTATATCGCCATTTGCGGATGACTGAAC -CTTCATGTGTGAGTCCCCCGGTGCTATATATGCATAACCCTCAAGTACTTTTTCTCTATGGGTTGCTTCT -TTGACTATCAAGTCACTCTTACTATCCAGTCTTTCAGCAAGTGACTTAGTAAATCCAGGTGGCATGTGCT -GAACAACCAAAACTGCGATGGACATATCTCTTGGCAAATAAGGAATAACCGTTTGCAATGCCTTAGGGCC -GCCTGTGGAGCTACCAATCGCTATGATATTCTCTACAGGCTTTTTACTTCTTGCTGTCACTCTTTTATCG -TTATCTATCATCTTTTTCTGTATAGATTTTAATCTTATATTTTTTGCTATGGTAATTTTTTCTATTATTT -CGTTTCTTTTGGATTCATTTTTTATGTCAAAAATATTTTTAGGCTTTACAACAAAATCAACCGCACCTTC -ATCCAATGCCCTTATAGTCATCTCGGTGCCATATTCTGTCTCACTTCCAAACATTATTACAGGTTTGGGA -ATCTTCTGCATAATTTGTTTCAGGCAGTTAATCCCATCCATAACAGGCATGTCTACATCTAATGTTACTA -CATCCGGATACAGATGATGTATTTTTTCCAGTGCATCCCTACCATCAACTGCAGTACCAACCACAGAAAT -AGATTTATCCGAATTAAGCATGTCTGATAACACTTTTCTCATAAATGCAGAGTCATCTACAATCAATACT -TTTATTGGGTTATTCTTTTTCAAATTTAAACTCATTGGTTACCTCAGCCCTTTATAGAAGTTTTTTAATT -ACTGACCTACTATTATCCTATTATCTTCTTCATGTCTTTGTAGCCAATTTAAACACTTTAAATATAAATT -TTTGTTTTTTCCCCATTAAAATTATAAAACATACCAAAATAATCCTATCTAATTATAGTATACTCTCTTA -TTAGTGAGTAAACAACCCAACAAAACGATTCAGAAAACCCTTAATGCCAGATTGTGTATTTTTTTGCTGA -TTTATGTCGTTTTTTATAAGTGCATCAGCAAGCTCAAAGAACAATCTGCTTGTGTTATTTTTAGGGTAGA -CTAATAAGTACGGTTTTTGAAGCTTCACTGATTTTATCAACATCTGATCAAATGGCAGATAACCAAGAGA -TTGAAGCTTTATACCCAAAAACTTTTCAGATACCATTGTAAAGTTGTTGTATACATTTTTCGCCTCCTGC -TCACTTTCAGCTCTATTTATCAGAACATTTATTCTACAGTCCTTTTTAACTTTTGACACCGTCTTTACTA -ATGCATATGCATCGGTAATCGATGTTGGTTCCGGTGTTACAACAAGAACGACTTCATCTGCAGACATTAC -AAAATTCATAACAGTATCAGATAAACCGGCACCGGTATCTATTAATATATAATCAGCAATATGATCAAGC -AATGACATATTTGCCATAAAAAGTTCTAACGAACTTTTGTCAAGATTAATCAGTTCCTGTACCCCAGACC -CTCCGGAAATAAATTTTATATTTCCCGGTCCGTCACACAGTATGTCCAATAGTCCCTTGTCATTTTTGAT -ACAATCCAGCATTGTATATTTGGGTACTATTCCAAATACGACATCTATATTTGATAAACCCAGGTCAGCA -TCAATTATTACAACTCTGTATCCCCTTTGGCTGAGTGCTACAGCAAGATTAACTGTAACATTTGTTTTAC -CTACTCCGCCTTTTCCGCTAGTGACTGTAATAACTTTTGCACGATTTTGTTCTGCTAAGTTTTGAGACTG -CTGTGGTTTTTCTGTTTTATTATGATTATTAACTAACTGCCTTAACTTATCAGCTTGATCTATCATATTA -TGTTATACTCCCTAATAGATTTTTTGATATTTTTTCTGTGTTCACCATTTCAATATCATCAGGTACGTTT -TGTCCGTTAGTTATGTACGCCAGAGGCTTATTGGAGTAGCATTTCGTATTGAGTATACTACCATAAACAG -GCGTTTCATCAAGCTTTGTAAAGATAAGTCTATAATCTTGTATAAAACCATAATTTTTAATTATATCCCT -GCAGTTTTTTGAGCTTACCGTTGCACTTAGTACAAGAAACACCTCATCTGCTTGGCATACTTCTATTATT -TTCTGTAATTCCTCAAATTTTTGCTTGTCTCTGTAGCTACAGCCCGCAGTGTCTATAAGAACTACGTCCT -TATCACTGTAATCCTCTATTTGGCTGCTGATTTCCTCTACCGAATAGGCTATTGATATGGGAATCCCAAG -TATCTCAGCGTATGTTTTAAGCTGGTCTACCGCAGCGATCCTATACGTATCAGCCGTAATAAAACCAACG -TTTTTGTTGTTAGTTAGCATAAATGAAGCAGCCAGCTTGGCAAGTGTGGTTGTTTTTCCTACTCCAGTTG -GCCCCACAAAAAGTATTACCGTCGGCTTGCCATCCTGTCTGAAGTTTATAGGCTCTGCCTTGCCCAATAA -TGAAGATATAACAGATAACATAACAACTGATGCATCATTTATGTTCCTTGCATCGCTCTTTTCAGCAACT -TTTTCTATAATCTTATGAGCAATATCCTGATCAACTTCATTTTTTAGCAGGTTATTGTATAATAATTGAA -AAACCTGTGATAATTGGCCAGTCCCATCACTTTTTTCAATATCTTCACCTTTGTTTTCAGGTTCTATAAT -ATCCAATACACGGTCTAATAGAGTTTCTATTTTAGTTACTTTATTCTCTAACTGAGTTATTTTTTCCTCT -TTTTGTGACAGCATATTTTTAGGGGTGACGTCATTGGCTAAAGAATTATCATGTCTTGTTAACTCCTTCT -TAGGCATTTTTGAGGAATCATCATCTATTGCAGCCATTACTTCCATCATTGGACTGGTAAAGTACTTTTT -TAAGCCTTTTTGTCTTACTTTTTTTGTACTTAATATAATCGCATCATTTCCCAAATCCATTTTAACTTTC -AGCAATGCTTCCTGTGTATTTTTACCCATATAACGCTTTATTTTCATACGTTAACCTCCGTATATGCAAT -AGCTAGTTCTCTAAAATCTTCATCAAACACTGACTGTTCCTACTGATTGTATTTCTACCCCGGAATCAAT -TTCATTGTAAGATAGGACTACCAAACCGGGTATTACATTTTCTGTTAAACGTTTAAAATATAATCTGACA -ACCGGCGAAGCAAGAATAATCGGTTGACTTCCAAGTTGTATCAGTCTTTGTACATTTTTTGAAACACTAT -TTATTATCGTATTTGAAACTGAAGGGTCAAGAGCAAGATACGAACCAAACTCCGTTTTTTGTATTGAATC -CAGAATCATTTGCTCTACTTTTGGGTCAAGTGTAATTACATTGGTATTTCCGTTAAGAAATTTTTGTGAT -ATGGATCTTCCCAAAGCCTGACGCACATATTCTGTAAGCATATCAATATCATGGGTTGCAGGTGCATAGT -CTGCCAATGTTTCCATTATAGTAACCATATCTCTTATTGTTACATTTTCCTTTAACAGGTTTGCAAGAAC -CTTTTGTATTTCACCGACACTCAAAAGCTTAGGAACCAGTTCATCTACAATGGCCGGATAGGATTGCTTG -ATGTTGTCCACCAATGCCTGTACTTCCTGCCTTCCAAGCAATTCGTAGGAATGCTTTTTAATAACCTCTG -TAAGATGCGTCGCAATAATAGAAGGTGGATCGACAACAGTATAGCCAAGCATTTCAGCTTTGTCCCTCTG -ACTTTCCTGAATCCATATTGCGGGTAAACCGAATGCTGGTTCTATAGTTTTTATACCCTCAAGATCTTCC -TCTACATCCCCCGAATTCATGGCAAGGAAGTAGTCAAAAAGCAATTCTCCTTTTGCCACCTGAGTACCTT -TTATTTTAATAATATATTCATTTGGGCTTATTTGAATGTTATCTCTTAACCTGATAACCGGTACAATCAT -ACCAAGTTCAAGTGCCAGCTGCCTTCTGATTAGAACAACCCTGTCCAATAGGTCTCCTCCCTGATTTACA -TCAGCCAGAGGAATAATACCGTAACCAAACTCGAGTTCTATAGGGTCAACCTGAAGAAGGCTGACAACAT -TTTCAGGCTTTCTAATTTCCTCAACTTCACTTTCCTGAATTTGAACTACTTCATCCTTATCAGCTTCCTC -TTGAAGTTGTCTGATTTTATATGCAACGAATAATAAGACTGCGGCAAGAATCAGAAATGGAGCGGGGGTT -AAAAATGGTGCCAGACCCACGCTGAGACAGGCCGCTATAATAAGAACCTTGGGGTTATAGAATAACTGTC -TTAGGACATCCTTATTAAGATCAGAATCTGCACCTGCACGTGTAACAATAAAGCTTGTAGCTGTTGAAAG -CATTAGTGCAGGCAGCTGGCTTACCAGACCATCACCTATAGTTAGAATTGTATATGTCTGTAGGGCATCG -CCGATGTCCTTTTCAAGCATAACAACTCCTATGATGATACCTCCGATAATGTTTATTAATGTAATAATAA -TACCTGCAATGGCATCATTTTTTACAAATTTACTGGCACCATCCATAGAACCGTAAAAGTCTGCTTCTCT -TTGTATCTTTTTTCTGCGTTCTTTTGCTTCAGCATCACTTATAAGACCTGTATTTAAATCGGCGTCTATA -GCCATCTGTTTACCGGGCATAGCATCAAGTGTAAATCTGGCTGCAACTTCCGCAACTCTTTCAGAACCTT -TCGTAATTACCAGAAAGTTAACAATCATTATTATAAAAAATATTACGAAACCCACAACCAGATTATTTCT -TCCTACAAATTGCCCAAAACCCCTTATAACATGGCCTGCTTCACCATTTGCCAAAATAAGCTTTGTGGCC -GTAACATTAAGTGATAGACGGAATATAGTTGTAACAACTATCAATGTCGGAAACACGGAAAGATCAAGTG -CTGATTTAAGGTATATTGTATTAAGCATAATTATTGCTGAAAGAATTATATTAACTGCAAGCAAAAAGTC -CAACACACCTGTAGGTATTGGCAAAATTAGATTTATAATTGCAAGTACAACGATTAATGGTACAAAAAAA -CCGTTAAGCTTTGCCACTTTTTGTCCCCCTTTTCATAAGTAAAAACTTGCCGCTATCCTGCCTTACCACC -GTTTTTCAAGTTGTAAACAAATGCAAGTATTTCAGCAACAGCTTGGTATAAATCTGGCGGAATAGCCTGT -CCGATGTCTACTGTACTGTACAATGTCCTAGCCAATGGCTTATTTTCAACAATTTGTACCTTGTTATCGG -AGGCAATTTGTTTTATTCTAAGTGCTATGTAATCCTGCCCCTTTGCTACTACAAATGGTGCAGACGACTT -TTCCGTATCATACTTTAATGCCACGGCAAAGTGTGTAGGGTTAGTTATAACCACATCAGCCTTGGGAATA -TCCTGCATCATTCTCTTCATCGACATCTGACGCTGCTTTTGCTTGATTTTTGACTTAATTTCAGGACTTC -CCTCCATCTGCTTATACTCTTCCTTAACTTCCTGTTTAGTCATTTTAAGATTCTTCTCGTAGTCATATCT -TTGATAAAGATAATCGGCAAATCCCAGTATGACCATAGCCATACATATCCTCAAAGCTACAGTAAATGAT -GCATCACATATAAATATTAATACATTCATCAAATCAGTATCCATCAGGCTTAAAACCTGTTCGGTTTTTG -ATTTGAGATATGAGTACGCTACCCAACTCACAATTATTATCTTAATAATTGACTTTAATAGTTCTACTAC -CGACCTTAAAGAAAAAATTCTTTTAAAGCCGCTTAACGGATTTATTCTATCTCCCTTGATTTTCAAGGTT -TCCATAGTAAACAATATTCCAACCTGTGCATAATTAACAATCAAAGCCGCCAGTAACGCCATTAGAAGCA -GCGGAAGCACTGTTTTTGCAAGAACCATCAAGGCATCAATAAACAGATTTGCAAGTATATTAAAATCTAT -TGCATCCTTTACTGTGAGGTATTCATTAAACGTCTTTTTTATGTACTGTGTAAGCTGTGAATAAATAGTA -CCACCAAATATCCTCATTGCAACTATTGTTATTATAAGGATTAGCGATGCTGTCATTTCTCTGCTCTGAA -AAACCTGACCTTTTTTTCTTGCATCACTTTTCTTCTTTGGTGTTGCTTTTTCCGTTTTATCCCCTGCACC -ACCTGATGCAAAACGCTGATAATTTAATTCTAACCCGCAATTTACTTCAAATATTTTGTTTATTTTGCGG -TTTGTCATTACACCCTCCAACTTGGCGATTGAATAAATATTTATGTTTTCAAGGAATTCCCCATATCCTT -AAGGAATTTGAATATCTGAGTGTTCATGTCATCTGTAATAACCGTTACTATGTATACAAAAGCAGGTATT -GTTATCAAAATAATAAGTATTCCTACAAATATTTTTAAAGGCATACCAAGTATAAATACATTCATTTGAG -GTATGGTCTTTGATATAATTCCCAAAACAACATCCGTTATAAAAATTGCAGCTACTATGGGAGCGGCTAT -TTTGAAGCCCATACTGAACACTCCCTGCATAATGCCTATTACATCGTCTTTAAGCTTGGGGCCTATTACG -GCACTCCCTAATGGTATAATTTGAAAACTTTCATATAATGCCCTAATAAGCATGTGATGACCATTAGTCA -GCAAAAAAATTATCATTGACAGTATAAAGTAAAGGTTTGCAGTAACAGGAATCTGAATATTTGATATTGG -ATCAAAAACATTTACCATTCCAAATCCAATTTGCATATCAATAATCTGTCCTGCCAGATAAATACACGTA -AAAACCGCATAAGCTACAAATCCTATTATTATACCTACTAAAAATTCTTTTAATATATATAAAGCAAAAA -TCAAAAAATTATCAGTATTAATTATATGATCGACCCGTATGACACTAGAAGCCAAAATAGCAGTTATAAA -GGCAAACCCAACTTTATAGTATACAGGTATGTTCCTTCTTCCGAATATGGGAGCTGTTACAAACAGTCCT -GTCATTCTTACAAATATAAGTAGAAATAGTTCTACATTATTAAGCAACATACCAAAAGGTATCTGCACTT -ATCTCAACTCCCAAATTACTTTATAAACTGATTAATGTTTATAAGTATATTCTGTGTATATTCTATCAAG -ACTCTCAACATCCATGAACCGAAAACAGCTATAGCAGCAACAACCGATAATATTTTCGGAACAAAAGTCA -AGGTCTGCTCCTGAATCTGGGTAGTTGCCTGAAAAATACTGATTACCAAACCGACAATCATACTGATTAA -CAAAATAGGTGCGGATACATACAATATTACTTTTAAAGCATCTTGTGCAATATTTATAATGCCGCTCTCG -TCCATAAAGAATCCACCCCCGTTTAAGCTAATTTAAAACTATCGCTTCATATATAAACCAACTTTGTCCC -CCGGCTCGTCACCGGGCAAAACTAGTAATAATCGATTGAGTAAGCATAGACCATCCATCCACCAATACAA -AAAGTAATATCTTAAAAGGCAGTGAAATCATTATTGGCGGGAGCATCATCATACCCATAGACATCAATGC -ACTGGATACCACCATATCTATTATTAAAAACGGTAGAAAAATTAAAAATCCAAATTTAAACGCAATGGTA -AGTTCACTTATTAAAAAAGCAGGAGCGACAATAGTAAGTGATAGCTTTGAAGCATCCTGAACCCTTATAG -GGTCCTTCTGACCTCCAAGAGTCATAAATAACTCCAGATCCTTTTCCCTATTGTTACTAAAAATCTGCTT -TACCATCCAGGTTTTAATGGTTTGGGAACTTTTGTCTATGGCCTGCTGCTGTGTAATCTTACCGTCACTG -TAGGGCTGAAATGCATTTTCATTGATATCAGACAGTACAGGACTCATAACAAACAGAGTGATAAATAAAG -CTAACCCTATTAATACCTGATTTGGGGGCATCTGCTGTGTCCCAAGAGCATTTCTTAAAAAGGACAAAAT -AATTATTATTCTGGTAAAACCTGTCATCATTATAAGTATTGAGGGTGCAATTGCCAGAACCGTCAATGCA -ATTAAAAGCTGTATACTTGAAGAGACCTCTTTAGGGTCACTGGATGCTCCTATATTAATGCCATCTCTAG -TAACAGATACTGTAGGTTCCGCCAGAGCCTGTCCGCCCATTAAGCAGAAAATAACAGTCAAAATTGCAGT -AAACATTATTAACCGTTTAAATTTTCTCTTTTTATTCATTTTCGCTCCGATGATTATTCATACTATTAGC -CAGGTTTTTTAGTTTTTCAAGATTGCTCCTGAATACTACATTATTCTCACCAGCGTTTTCAGTTTGTGAG -GGTTCTGGAACTTTCTCTTTTGTCTTTGAACCAAAACTTAACCCGTTAGTATATTTTTTGAGTACTGATG -TAAAATCAACAACCTCTGAAATTGGATTCTTTATATCTTGCTCCTGATAATCATTGATATTTACCTTTGT -TAAAAATTCAACATTTTTATTCGAAGCAGCTACGATAAAAAAATCTTTATCCACTTTAATAAGATGAATC -CTGTTATTTGTGCCAAGGCTAAGCGTTTCAATAATCTGCATATAATTTCCTTTAAGCATTTTCTTAGACT -TGTAGGCCAGATACCTTGTAGTCAGAAGCAATAGAGCCATAACCACTATAAAAGCCAGTATAACAGTAAT -TTCCTTCATCATAATAAAAATAAGCCCCTCTGTTTTTGTTATAAAAATACTTAGATACTTTGCGAGCCTG -ACCAACCTATCTACTACAAAATATCCTGCTGTTAGGCAAAAGTTGTATGAACATTAGAAATGAAATTCTA -TTAACATACAGCTTTCTCAGCACTCAGCAGGATATTACAATTTAAAGCCTGTTTATTTAACCAATAACTT -TCTTTACTGCTTCAACAACACGGTCTGCTTGGAACGGTTTAACTATAAAATCCCTTGCACCTGCTTGAAT -TGACTCAATAACCATAGCCTGCTGTCCCATAGCTGAGCACATGATAATCTTGGCATCATTATGTATTTTC -TTAATCTCTCTAACTGCTGTCACACCATCCATTTCAGGCATAGTGATATCCATTATTACCAAATCAGGAG -TAAGTTCCTTATATTTTTCAATTGCTTTTAACCCATTGTCAACATCTGCAGCTATTTCATAACCGTTTTT -TGATAAAATATCTTTAATCATCATCCTCATAAATGCTGCATCGTCAACAATTAAAATACTCTTCCCCATA -GCTTATCTCTCCTTAACAATTTGTTGATTTCATAACTATAATCGTTTTGATGGATGAATTATATCTGTAA -TCCTTACACCAAAGCTTTCATCAATAACAACTACTTCTCCCTTAGCAATAGCTTTACCGTTGACTAATAT -ATCAACCGGCTCACCTGCCAGTTTATCAAGCTCAATTACTGAACCAGACCCAAACTCAAGTATATCCTTT -ATTAATTTTTGAGTTCTACCCAGTTCAACTGTTACTTGTAAGGGCAAGTCCATAATAAGGCTTATGTTCT -TTTTCTCTGTTACTGAAAGCCCATCATCAAAAGCCTGAAATTGTGCAGGCTGAACGTTTACAGGAGCTCT -TTGTCTTTGCGGTTCCTGATAAACTCCGTCATAACCAAAGTTAGGCATAGATTGTTGCATCATCGGCTGT -GGAATTTGAGGCTGCATTACTGGCTGTAAAGGTGGCTCAATGTATGAATTCTGATTGTCGAACGATGGAG -CCATCTGTGATGGAACAGGTGCTTGAGGTGCTTGAGGTGGTTCAACTTTTACGGGATCTTGTTTAGTTTC -AGTTGAATTAAGTAAAGACGATACAAGCTCCTTTGCAAACTTAATCGGCAGCAATTGCATTATCTCACTA -TCAATCAAGTTCCCCACAACCATTTTAAATGCAACTTTTACCAATTGCTCATCCTGCTTAAAATCACCAT -AAGGATCACTGCTGTCAAAACTTATAATGTAAGCTTTTGGTGGTGATATGTCAATCCTCTTACAAAAGAC -TGTTGACATAGATGTAGCTGAAGAGCCGATCATTTGGTTCATGGCCTCACTGATTGCACTTAAATGAAGA -TCCGTCAGATCACCCTCTATTTTTACACCTTCTCCCCCCATCATCAAGTCAGTAATGATCTTAACATCAT -CCTGTTTTAAGATTAATAGGTTAGAGCCGATCAATCCATCTGTGTATTCCACTTTTACCGCAACATACTG -AGAAGAATAATTTTTTGATAAATCTTCCCACGTAGAAAGTGTTACATTAGGAGTGGTTATGGTAACCTTC -TGGGATAATAAAGTAAATAAAGTAGTTGCAGAAGTACCCATGCTTATATTTCCGATTTCGCCCAGTGCAT -CAATTTCCTGTGATGTCAATGTCCCGGTTGTATCACTGCTGCCTGTTGCATCTTCTGGTTCTTCTGAAGA -GGAAGTACCATTTAATAATGCATCTATCTCTGCTTGTGTAAGCATATCTCCCATTTAATCTTCCTCCCTT -CTAAGTACCTCAGTAATTTTAATTGCCACTTTATTCTTTTTAACACCTGGTTTAGCCTTGAACTTTGGTA -AATCGCCAACCAATATTTCAAGGTCGCCATTAACATTTGTATCTAGAGGCAATACATCTCCGCCCTGCAA -ATCAAGAAACTCGCTTATGCTTATAGAAGTTCTGCCCAATACTGCTCTAACAGGAACATATGTATGTCCA -ATCTTGAACTCAATATCGGATTTATTGTGCTCTACCTTTTCGTTCTCCACATTGGTAAACCAAAGTTTTG -TACTGAGCTTAGGCATTATAGGTTCAACTGTAATATGCGGAATACATATATTAATCAAACCCTTTACTTC -TCCGACTACAACATTCAAAGTAATTAAAGCAACCATTTCATTAGGATGGATTATCTGTGCAAACTGTGCG -TTTGTCTCAATTTTTTCTAGTCTTGGCTTTATGGCAATTATACTCTCCCAAGGCTCTCTCATTAAATTGA -GTATTTGTATGATAATCCTCTCTATAATAGCCAACTCAATTTCTGTAAATGAACGCACACGCTCCATTGA -TGCACCTCTGCCTCCGAGAATCCTATCAATGAGGGCATATGCAATACTGGGATCCATTTCAAATATAACA -GAACCATTTAAAGGTGTAAAATCAACTATGCCAAGAATTACCGGATTTGCCAAAGAATTGCTAAATTCAC -TATACTGAAGAGCATCTACTGACAAAACATCTACCTGTACCAATGATCTTAAATATCCTGATAAAAACGA -CTGAACCAGTCGAGCATAATTTTCATTGATAAATTGCAATGTTCTTTTATGATCATTTGCAAACTTAGGC -GGCTTTTTAAAGTCATGAATTTTAACTTTCTTTTCGGTTTTCGTTGATTGAATCTGCTGGACATCTATAT -CTCCGGTTGTTAACGCCTTTAGCAGCTCATCAATCTCATTTTGAGAAAGTATATCACCCACAAGCTCACC -CCCTTATTGATACAACCAGTAATCAAATATTAAATTATAAACAAGAGGACTTGCCTTTTTTTCATTCTTG -GTCAATATTTCATTTATCTCTTTAGTGAGATAATCTGAAGCTTCTTTCTTAGCTTCCAATTGACTTACAT -CGTCAAGAGTTAATCCTTGGAAATAAGTTCCTATAGCCTGATTAATTTCTTTTGAATAGAAATCAATTTT -TTCGGCTACTGCTTCTTCCTTCATGTCATCCACGGTCTTATAATACTTCATACTAGCACTGACAGATATG -ACCGCTACCTGTTTATTGTCAGTCTTTTTAAGGTTGAAGTTGCGGTTTTCAAATATTGTCTTTATTTCAA -GATCATTATCTGACGGTACCTTATCGGTTACAACAACCACTTCCTGATCTCCCCCGGAACCATTATTTCC -GAAAACAAAGAACCCTATTGCAAGGAAAGCAAGTGTAATAGATAAAAAAGCCACAATCACCAATAAAATA -AAATAGCTGCTTTTTCCCTCCAAGTTTATTTCCTCCTTCAAGCTTTTGTATCCAGCAAGTAATTACATAA -GCATATAAAATGTGAATCCATTATTTACTAAAATTACCTTTTTACTTCAAGGCTAATTTTCATTAGCATA -TTTTAAAATACCAGCTTTAAACTGCATTACTTTATCAATAACTTCATCAACACTCTCACAAACTACGTAT -TTTTTACCGCTTGCAAGTGTAATAATCGTATCGGGTTTACTCTCGAAACTCTCTATTAAATCACTGTTTA -AGACAAAAATTGTCTTATTTAACCTGGTTAATCTTATCATAATATTTTTACTCCAAAAACACAATAGATA -AATCTCAACAAATTTACAAAACAGGACCTAAATCGATATTTTACTACTATAGACTAGGCTTTTGGCCTTA -GTCTATAGTAGTTATTATTAACTAAGGAATTACCTCTTTAGGTTTACAAGCTCCTGAAGCATTTCATCTG -ATGTTGTTATTATTCTGCTGTTTGCCTGGAAACCTCTCTGTGTAACAATCATATCCGTAAACTCTCTTGA -AAGATCTACATTTGACATTTCAAGCGTTCCGGGACTCAATGTACCTACTCCCTGCGAACCTGCCGGAACA -CCTTTAGTAAAGTCACCGGAGTTGGTTGTCGGTATAAACAGGTTGCCTCCTACCTTTTGCAAACCGGCAG -GATTATCGAAGCCCGCCAGTGCTATAAGTCCCAGCGGCTGCTGCTGACCGTTGCTGTAAACACCTGTAAG -CATACCATCTGAACCGATATTAAATGTTACAAGGTTTCCTGTTGTGTATCCGTCAATGTTGGACGGTTTT -ACGGAATTGTCTCCTGCGTACTGGGTTAGTTTTTTGAAGTCAAGAGTAATATTAATTTTACCAGTACCAC -TATTTTGTCCCGGATCAAATTCCATGATTCTTTGTTCCGGAGCATCATTGTCACCTAAAACAAGTTTTCC -TTTTGAGTTAAAGTTTACTTTACCTGCATCTGTTAATACAGAATTGCCAGCCTTGTCACTAATAGTATAT -GTCCATTCTGTACCGGGTTCTGTACCATCTGTTCCATCCGGTAATTTGACAGGTATATCAGTTAAATCGT -CAGTTTTTTTGAAATTAACCATCAGTTCATGTGCATTACCCAATGAATCATAAATTGTAAACGGCACTGT -AAACTGGGGATCTGAATCGTCAGGATCTGCCAATATAGGTAACGCAGAATTCAGGTTTCCCGAAAACTCT -GCATAACTTGTAGCCTTGGCTGCTATGATCTTCTTGTTCCCGTTGGTTACGTCAGAGTAAAGATTAATAG -GAGTTATTTCTGCTTCAGTATCAAACTTTACTGTACCATCACCTAATGTATCATATTTAGTCCAACCGTA -TACATTCATACCGTCGCCTGATACCAGATTTCCCAACTTGTCCAGACCAAAGTTTCCTGCTCTTGTGAAT -TTGAAGGTATCAGCAATTGAACCCTTCACTATAAAGAAGCCGTCGCCTGAAATAGACAAATCAGTAGGGT -TATCGGTTCTTTGCGGACTTCCGCCGGTCATTTGATTGTCGATTGAACCAACTGCAATACCTAAACCAAT -CTGCATAGGATTTGTTCCTCCTCTAGCAGTTGCAGCATCAGGTGCCCCCGCACCTCTCAATGTCTGGTTG -AATATTTCCTGGAAGGTTACTCTTCCTGCTTTAAAGCCTAATGTGTTTACATTTGCAACGTTATTACCTA -TAACGTCCATCTTTGCCTGGTGTGCCTTTAAACCTGATACACCAGAAAACATAGATCTCATCATAATTTC -TTGACCCCCTCATTTAAGGTTATCTTATTGTTCCGTCCGTCGTTCGGGAACATTCTTTCAGCCTCCCGTC -AGGGTCCAGCCGAATTATACTATTGTTATGCAAAAATTGCACCATCGATGTTTGTGAATACGTTTTCTTT -TAACTCATTATTGTTTACTGCCGTTACAACCGTTTTACTGTTTACATTAATAACAAATGCCATGTCATCA -AGTATTACCAGCGAGTCCTTAATCCCTTTCTGCTGAGCTTTTGAAACTGCATTACTGATCTTGTCCTTTT -GAGTCTGGGTAAGATCAATATTTCTAGCTTGCATTCTCATTTCAGCATGCTTCGAAAATTTAACTCCGGA -TCCCTTGTCAATTGCCTGCTGAAGAAAATTCTCAAAGTTAACTCCTGCAGGATTAGTGTTGACATTCCTG -TGGTTTCCCGTTTGAACCTTCCCGGTTGTTATTGGCGGCTTAATTATCCTGTTTGGATAATTGTTATTGA -TTACCATAACTCACCTTCTCTCACTTACCAGCTACCTCTGTTCTTCTTATGGCTTTTGTATATTTGATAC -ACTGTATACCGATATGTACATGTTATCGAGAACTGCGGTTACTTTTCCTGTGTTTTCATCTATACTAAAG -CTATTAAGTGTCGCTGTAACAGGTACCTTTGCCCCTGTGCTATCCTTTATGGTTACCTTAACCTGCTTAT -CGGCTTCAGTTGTTCCCTTTACCTTTTGATCAAGATAGTTCTTCAGGTAATTCGGATCAACAGATGTTGA -ACCTGTTACTTCGGCAATTTCAACATTTACACCGTCCATTACCGCATAATCCTCGTTGGCACCCCTCTGA -ATCTGCTTAACATTTCCTGAGAGATAAATAACATTGCCATTGGATGAATCATATACCGCACCTTTAACTT -TATAACCTAACAGATTTGAATAATCTGCCAGATTTGCATAAGAATTGTAAAGTGCGTCATCAACCTGTGT -AATACTGTCTACATCAACGTCCTTGTTATTAACCACAACGAAGGTTTTTCCTTCCTTCATCTTAACGCTT -GTAACTGTACCCTGCACAGAATTTACTTCAAGAGTTTTGTCATCTGTAGTTGTTGCCGTAATAACTTTTC -CTATCAGGTTGAATGCCTGAGATTTAGTCATTGAGCCGTTCATATTCTGCATTTGTTCCAGCGAGCTGAA -CTGTGCCATTTGGGCAATAAACTCCTTGTCATCTACAGGTTGTAACGGATCCTGATATCTTAGCTGTGTC -ACCAGAAGATTAAGGAAATCATTTTTTCCAAGCTCACCACCTGTTTTTCTGGCAGCAGCTTCCTGCTTAC -TCTTGGTACTTTCAATTATCTGGTCAATTGTCAAAGCGTTACTTATTCTGTTTGCTTCAGCCATATCGCA -CCTCCTCTCTATGCCGTCAGATTAATTGTATTCAGATCATCAGTATACTGGGCTAACCTCTCTGGAAGAT -TCTCCAAAATACTTGCTCCTGCAACTGTTGACCCAGTCACTCCTTCTGTGTGCTTTACTCCGTTCCCGGA -GCTGCTGTTTTTTCCTTGAGACAAACTCTGATTACGGCTTTCACTTCTGTTATCCTGTCTGACTTGAACA -CTTACTCCGTCTATTGATATCCCCTGCTTTTGCAGTGAATCCTTCAGCAACTGCATGTTTGTTTCAATGA -TTTCTTTTACCTGGTGACTTTCAGCTATAAATTTTGCAGCTACTATACCCTGCTCAGTAACAACCTTGAG -TTCAAGCTTTCCTAGATGGTCCGGCTTTAGCTGAATAACCATTTCTGATTTATCCTGTCCGAGAATTACT -TTTGCCTGTTCCATAACCTGATTTACAACATCTGCGGTTTTAATTGGCTGGCGAACTGAAAAAACTGATT -TTTCAGCATTTACCTGGCTGTTATTTAGGACGGCCTTAACGTCTCCTACTGCCTGAAAATTCTGAGTCAA -ATTCTGCTCATCTGTTGCTGTTTGGGCTGAAGTATTTAACCCTTGCAGTCCCAACTGTGGCTTGGTTGAC -TCTGTACTTTCATCATTATTCTCCTTGGGCACATCTTTTGTTTTGGTTTCAGTATCAACTTTCTTAGAAT -CAGCCCTATTATTGTCGCCCTCAAGAGATACTTCCTTTACAACATCAGTATCAATGTTTGGGGAATCAAC -AGTTATCATTGGCTTTGATTGTGATTTCATTACAGCTATTATTTTTGCTGCTTCATCACTGATTAGCCCC -GGATTATTCTGTCCGTTTTCAATAAGTGTGTCCAGCTTGTCTTTAACAGAAGAAGCTACCTTTGACAAAT -CAACTGAAACCTTTCCTGCCTGTGAATTGTTATCAACATCAGCCGGAATGTTATTACCATTTTTAGTAAC -AGCTTCTGCCTCAGGTTTTATCTGTTTTGTAACTTCTGTAGCTAATTGTAGCAAGATGTCCTTTTGCTTG -TCATTGAGTTCCAGCAATTCAGATACCTTTTGCATAAAAATAGTAAGTTTGTTAATATCTTTCAGATCTT -TCAACGAAAAGCCAAGTTGTTTTGCAAGATCAGCCAACTGGGCAGGTGAAATCCCTAGCATTTGTGCAAG -AGCCACTATCTGCTCATCATACTGTTCAGATACCTGAAGATTGTCTGTATCTATATCCGCTATTTTAGCA -TTTGAGTCTGGTTGAACTACAGACTTAGTTGATACTGACTTTCTGCTCATTTGCACTTGTGCAAATGACT -TAAACTTCGTTTTACTTTCATTATCTTGTCCGTTAATGTTGTTAGCTGCAGTATCGTTACGTTTTGAATA -ATTATTTACAGTGTTATCAAGTACTGATTTAAATGATGTACCGGGTGAACTTTGTGACGTTTTGGATTTA -ATATTCAAAATGTCATTACCGCTGTCCTGATTTAAATTAAGCTTTAGTAAATTACTGCCTGTCATTATCA -TTTTCTCACCTCCTTATTCTATTATATTTATGTAATGGAGTAGGAATTCTCCGTTCCCCCAATTACCTAG -ATTATTTTTTTGAAGTACTTCCTGAAACTCCAACCTTGTATTCCTTAGCTAACTGTTCCGATACCTTTGC -AGCAAAGGCAGGTGTCATTTCAGTAAGTATTTCACCTGTGGTATCTTTTTTGAGATTTTTCATTATTTCA -ATTATCAATGTCATTTTATTGCTGCCCATCTGCTCCATTATGCCGGCAACTGCGGATGCATCCATTTGTT -CATATATTGAACAGTATTTTTTTATATCATCACTAATCTTTTCTTCTTTTATGATACTCTCATATAATTC -TTCTGCTTTTTGCGGATTTATCTTTTTGAAATAGTTTTTGTATTCAGCTGTATCTCCGGCAGATATAACC -TCAGACAGTTTGTCATAATCCTTTTGAATATTGTCCTTTTCGGTTTGTAGCTTATCTTTCTCAGTTTCAA -GGGCATCCTTCTGCTGCTGGAGTAAGGATGAATTGCTATCCTTTGCAGTTACCTGGTTCTTACTATTATC -TAACTGCTTTGCTAAATCTACAACTTGCTCTTCCAATTCCTCTTTTTGTTTTTTAATCTCATTGTACTTG -CTTCTTACTTGCTCTTCAGTCATGCTTTTCTCGTCTTCAGGGTCAGGTTTTTCCGGCAGAGACCATTTTA -GAACAGGTATGCCCCGTACGCTGTCCCCCATGCTATCTGCAATTCCATTTACATTATATTTGACAGCCAG -AAACAATGCTCCTCCAATAATTAAGACTACAATCAGCAATGCTGTTATTATTGATACTATATAAAAAAGA -GCACTGGTCGTCTTTTTATTTTGTGTTTTTGGCACTTCCGGCTTTTTAAGAAGTGTTTCTACTTTTTCAT -CTTGTTCTGTAATATTAATATTTTCCGGCATTTTTTTCTCCTGAACCATCCTTGAACTTAAAACTGTTAA -GCTCATCTATTAATAGTTGTTCTGCTTTACTCTGTTCCTTCAGAAACTCGTCATACTTTTTTTCTCTGAG -TTTATCCAGTATCTTTCGCTCCTGTACCGCTTTGACCAAACTCTCTCTTCTTATATCGACCTGAATCCGG -GCTATATTTACATTTTCTTTCTGAACTGTTATTTTTTGCTTTAAAAAGGACAAATAATTATTATAGGCCC -TTATTTGACTAATGGAAATTCCTTGGTCTACCTTTGAATTAAGTTCACTTATAGAAGATTCTCTGGTTGT -TTGCAAACCGGTCAAAAACTCTTTTTGCTTCTCTAATTCCCTTGAAGCTAGAGCCATGTTATTTTTAGCA -TTGTCCTCCATCTGTACTTTCAAATTACGTACAGATTCCAATCTGAATCCGAACTTCTGCAATCAATCCC -AGCCTCCTTTACTGTTTCAGTAAACTAAGTACCTGTGAATGTATATCTTCAAATGAAACTTTTTCATCGG -TTTCCTGTTGAAGAAACGAAGTTATATCCTCAATACACTCAATTGCATAATCTATCTTCTCATTGCTCCC -TTTTACATAAGCACCTATATTTATTAAATCCTCAGAATCTCTATGTACAGCCATTACTTTCTTTATTTCA -TTGGCAGACTTTTTATGTTCTTTATCAATAATGTCCCCCATAACCCTGCTGACGCTTGCAAGAACATCAA -TAGCAGGATAATGATTTTTATTTGCCATCGATCTGGACAGAACAATATGTCCGTCCAGAATTCCTCTTGC -CGTATCAGTTACAGGCTCCGTAAGATCATCACCGTCTACCAGTACCGTGTATAAACCCGTTATAGAACCT -TTGTCAGAAGTCCCTGCTCTCTCAAGTAATTTTGGAAAAACTGAGAAAACCGATGGTGTATATCCCCTTG -ACACAGGAGGCTCTCCTATAGAAAGTCCTACTTCTCTTTGTGCCATTGCATACCTTGTCAGAGAATCCAT -CAAAAGCAGTACATCCTTTCCGCAATCCCTGAAGTATTCAGCGATTGCAGTAGCAACCATTGCTCCTTTA -AGCCTTATTAGTGCCGGCTGGTCTGATGTTGCTACCACGACAACCGACCTTGCAAGACCTTCATCCGTTA -AATCTCTTTCCAAAAATTCTCTAACTTCTCTTCCTCGTTCTCCTATCAAGGCAATAACATTTATATCAGC -CTTTGTGTTTCTGGCAACCATACCCATCAAAGTACTCTTACCAACACCACTTCCGGCAAAAATGCCAACT -CTCTGTCCTTTTCCTATTGTTAGAAGTCCATCAATGGCTCTTACCCCCAACGGTAAAGGCTCCGATATTC -TTTTTCTGGTCAAAGGATTAGGTGGCTTATTATCAGTTTTATAATAGTGTTTTGATTGAAGGCTCCCCTT -GTCGTCTATGGGATTTCCCAAACCGTCTAAAACTCTGCCTACCAGTTGAGGCCCTACTGCAACCTTCAAT -ATGTCTCCATTGGCTGAAACAGTACTTCCAGGCCCTATACCCGTCATTTCACCCAAGGGCATTAACAAAA -CCTTTTCATCCTTAAAGCCCACTACCTCCGCTTTAAGCTTACTGCCACCGATAATGTGTATATTACAAAG -ATCACCTATACTTACCTGCGGACCGTCCGATTCTATTGTAAGTCCGACAACCTTTGATACCTTTCCGATA -TAATCTATATATTCTTTTGACTTTAATGCTTCTCTGTATTTTAATAGGTTAACGCCTGACATTTGACCTC -CTGTAAAGAAAGCTGCAACGCACCTTAATTTGTTGATTCATTTAATATATCTTTAAAGTCATTTTCTATT -TTTTCTATTTTAGTTGCTGCACTTGCATCTATGCTACCGAAGGAAGTCTCAATGATACAGCCGCCTTCTT -TTAATGAAAGGTCTTTTTTAATTTCTATTTCCTCAGACCTTTCAAGCATTGATTCTAATTCATCCTTATT -CTCGTTAACAAAATCAAAATCCTGCTCGCTTAATTTAAGAACTGCTTTTTGATCCTTGGAACATTTTTCA -AAAGCATCCTTAACCAAAAGCAAAATATTCTGTTTACATTCAAGCTCTTTACTGATTACTTTTTTTGCGA -TATCAAGAATGGTATTTACAGTATCCTCTTCCAAGGAATCCAAAACCTTCTTGTATTCTATTCCAGCTTG -GCTCTTAATATCCTGAGCTTCCCTAATAAGTTCTTCATATTCCTTCTTGGCCTGAGCTGATCCCTGTTCA -TAGCCCTCTGACCTTGCTTCTTCATAAACCTGTTGTTTTAGATTTTCTACATCAACCGATGCATTTTTTA -TAATATCCTTTGCTTCGAGTAATGCTTCTTTTATTATCATATCCGCTTCTGCTTTGGCTTTGTTAACAAT -TTCTTCGCCAATGGCATTATAATCTACTTTTGTCTGTTCTTCCTCTATATGCTGAGCGACATCTAGTTTA -AGTCCTATATTTTTCACTGGTCGTTGGTATGTTAAAGGAGACTTAACCTGAAACGGAACACCTACATTTA -CCTGGTTATTTTTATATATCTTATTAGACAATTATTTCATCTCCTCCTCCTCTTGAAATAACTATCTCGC -CTGCATCCTCAAGCTTACGAATAATATTAACAATCTTCTGCTGTGCTTCTTCAACATCTTTGAGCCTTAC -AGGACCCATAAATTCCAAATCTTCTCTGATCATTTCGCTCAGACGCTTGGACATATTGGCAAATATAAGC -TTCTGTACATCATCTGTTGCACCTTTAAGAGCAACTGCCAATTGGTTGTTGTCAACTTCTCTGAGGAATC -TCTGAATTGATCTTCCATCAAGAGTAAGAATATCTTCAAATACGAACATACGTCTCTTAATTTCTTCTGC -AAGATCGGTATCCTCAATTTCTAGTGTTTCCATAATGAATTTTTCCGTTCCTCTGTCAACAGAGTTGAGG -ATATCAACAATAGATTGAACGCCACCAGCTGCAGTATAGTCTTCTGTAACCAAAGAAGAAAGTTTTTTTC -AAGGATTCGTTCAACTTCCTTTATTATGTCAGGAGACGTTCTATCCATCGTAGCTACTCTTCTTGCAACA -TCTGCTTGTTTGTCCTGTGGAAGTGCAGATAGGACTACAGATGCCTGATGTGGTTTTAAATATGCCAGAA -TCAATGCTATTGTCTGAGGATGTTCTCCCTGAATAAAGTTAAGCAGCTGTGAAGGATCCGTTTTTCTTAC -AAAATCAAAAGGCCTGACCTGTAATGACACTGTAAGTTTGTTTATTATGTCTACAGCCTTTTGAGAACCT -AAAGCCTTCTCAAGTATATCCTTTGCATATCCGATACCACCCTCGGCAATATACTCCTGTGCAAGACATA -TCTGATAGAAATCCTCAAGAACTCTTTCCTTTTCATCACGCGTTACTGCCCTTATGTTTGCAATTTCCAA -GGTTAACTGCTCTATCTCATCCTCTTTTAAATGCTTGAATATCTCCGCTGACTTTTCAGGGCCAAGGGAA -ATAAGCAACATCGCGGCTTTTTCCCTACCACTGTATTCTGTCTTTGCACTTGCTTTAGCCAAGCGTTTCA -CCCCACATATACATTTTTCTACTCATAGTCATCTGTTAACCAATTCCTTAACAGCTGTGCAACAGCATCC -GGTTTTTGTTTAACAAACTTATCAATCTGCTTTTTAACCTCTGACCTTTCCTCTGTATCAATTTCAGGAA -CAGGCTCAGGCCTAATTTCATTATATACAAATTTAGGAGATGTAATTGCAGCATTATCATCAACTGCCAA -TGCAGGCTCCAGTTTCTGCTTTGATTTTTTGGGCAGAGCAATTATAACAAAAGCTATAGCCATTAGTGCC -AATAATGCAAGTAAACCATAATTGGAAATTAAATTTCTTATTGTATCTGCAGTAGAAGGTGTTTCAACTA -CAGGCGGCTGAATCTTTAGCTTTGTAACTGCTATGTTTTCCGCAGGAATGCCTGTTGCCATACTGGCCAG -ATTCTTTACTTGAGTAATCATCTCATCATTAAGCTTTGAATCGTCAAGAACCCTGTTACCGTACAATAAT -GTAATTGCAGCAGAAGACCTCTCTGGAATAAGCTCTCCCAAAGACTTTTCAATTTGCTTGTTTGTTTCAT -TGTATTGGAAATTTTCAGTCAAATCTGACTTTTTATAAGATTTTGAATCGTCTGAACCCGCCGGATAGGT -TGGCGTTGTACCGGGATTTGAATTTACACCGGGTGTTCCTCCGGTATCCCCGTTTTTTAAGTCTTCCCTT -GTCTCTTGTCTGCTTAGGATAGCACCTGAATCTGCACCGTTAGGGTTTGTATATTCCTTTGAGGATTGTG -TCAATGTATCAAAATCCAGAACAGGGTTTACTACTACCTTGGCTGTGTCAAAACTATCTAATTGGTCAAC -CAATACTTCTCTTAAATTTCTCTCGAGGTCGTTTTTGTATTTCTTTTTCATATCGTATTGAGTGGATGTT -TTGTCCATCCCGCTTTCACTATCGATATTCAGTATATTCCCTTTATTATCCACAACAGTTACATTCTTTG -GGTCTAACCCCTCAACACTGCTTGCGACTAGTTTTACAATACTTTCAGCCTGTTTAGCACTTATTTCATC -TTTAGGGGTAATAACAACGGACGCCTTTGCATCCTTACTATTGCTATCATCAATTAAAAGAGTCTTTTCA -GGTCTGACAATAGTTACGTTAGCATCTTCAATATTCTGAAAAAGCTTTAGCTGTCTGGCAATATCTGATT -CATCAAGCTGCTGCCAAATGTGCTTTTTATCACTTTCAGTTGTGTTTATTTTTAAATTGCTGAGAGCGTC -AGCGAAAGTGAACCCACTTTTTGATCCTGTAGATAATTCAAAATGGGCTTCATCACTATCCTTTTCGTTT -ACAATAATTCCCGATTTGTCATCAGTAAGCTTGTATGAAATTCCTTTTTCCTTTAAGATTTTTTGCATTG -CAGCAACATCTGCAGAACTGGCATTACTAATAACAGTAGTATAAGTCGGCCTTGTTATTAAAAATAGTCC -TATACCAACAGAGACTACCACAACGCCTGTTATAATAAAAATACGCGTTTTTTGAGATTTATCTAATCCC -TTCCAGAAGTCAAGAAGCGGCTTGAGCAATCGGGTTAAAAATTCTGGCAAAGCTACCACCTCATCAATTA -ATTTATTTCATCATTAGTTCTCTTTTTTACTAGAATACTAAAATAAATTTACATAATACTACAAGCTTTA -CATAAAATTCCTAATCAAATCTGCATCCTCATTATTTCAGAATATGCATCTAGAATTTTGTTTCTTATTT -GCATGGTGAACTGCAGTGCAACACTCGCTTTTTCTCCAGCAATTAAAACTTCCGGAATATTATCCGTTTT -GCCTAAAGCAAAATCTTCTTGTAAATTTTTGGCTTGATCTTCCAGATCTGATACCTTTGTAAGTGCTGAT -TTTAAGTAATCTCCAAAACTCACTTCAGGTGTATTTTTATTATCATTAATTCCTTTAAGACTTAAATTAT -CAGGTATTAATCGTTGTACTTCCCCTATCTTGTCCACTGCCATACCTTAACCTCCCTGATTTGCGAACTC -CAACCATAGAAATTTACTTGCCTATCTCCAAGGCTTTCAGAGCCATAGATTTGGTAGCATTTACCGATGT -AACATTTGCTTCATATGATCTCGTTGCGGAAATCATATTTACCATTTCCGTAACTATGTCTACATTTGGC -ATGTTTACATATCCTTCTGCATCTGCATCAGGATGACCCGGATCAAAAACCTTTTTAAACTCGGTAGGAT -CTTCAACAATACTGCTGACTCTGACTCCATTGCCCCCATTGAGTTTACTTGATGCATTTTCCAAAGTGCG -GGAAAATGAGTTTGAATCTGTACGTTCTTCAAATACTACATCTCTTCTTCTATATGGCGTACCATCTGTA -GTTCTTGTGGTATTTGCATTCGCTATATTCTGAGAAATAGTATCCATCCTCACCCTTTGGGCAGTGAGTC -CTGAAGCACTTATATCCAACGCACTAAAAATACCCATAATCAGCGTCTCCCCTCTGAAATTACACTTTTA -ATTCTGCTAAAATTGCTGTTAATCATTTGGATAAGAGTATTATATTGAATAGTGTTCTTAGCCAAATAAG -CCATTTCACTGTCTACATCAACATTGTTTCCATCAATACGCATGCTTGTATCAGAATTGTCCAGAGTAAT -CTCGGGCTTTACTTTTTCTATATTCTTGGACTTTATAGGTATATGCCTTTCATCTGTTGTAATTCCTTCA -AGCTTCCTGCTGTCCAAGGAGTCATTCAGGTACTGCTCAAAAGTAACATCTTTTCTTTTATAATTCGGAG -TGTCTATATTAGCCAAATTCTGGGATATAACTTCATTTCTGGTCCATGAAGCACTTATAGACTTTTCAAG -TAAATTATTCTTTTCATATAATTTTTCTATCATAAAATCCTCTCTCCCAATTTGTAGCATATTACCATAA -AACTTTTAATTAGCTAAATTCTAGCATATTAAATTTAAAAATACAACAAATAAAGCTTATTATTGTTCCA -TATTAGGACTAATTCCCCAAATATACGTACTTAAAGTTCTATTTTTTTGATATTATTAACAGAATTTTTA -GCTATTTCCATATTTCTTCTTTTTTTATCTCTTATAGAAGTAATTGAAGAGTCAATCCCGTTAAAGATAC -CAAAATTAATGTTCATAGGTTGAAAGTTCCTTATACTTTCATCTGAAATATAATTACTTAATGCACCAAG -TGCAGTATTGGGCTGAAATATAATCCTTTCTTTCCCCATACACTGTGCGGCTGCATTTATCCCAGCAATA -AATCCTGAAGAAGTTGATTCTATATATCCTTCAACGCCTGTTATTTGTCCTGCAAAATACAAGTTTTCGT -TACTTTTTAGCCTGTATGTGTTATCTAGCAGCCTTGGAGAGTTAATATAGGTATTTCTATGCATTACACC -ATATCTAACAAACTCTGCGTTTTCCAGTCCAGGTATCAGTCTAAAAACCCTTTTTTGCTCAGGCCATTTT -AAATGTGTTTGAAACCCGACAATATTGTAAAGAGTTGCATTTTTATTATCCTGTCTAAGCTGGACAACGG -CAAAGGGCTTTATGTTTGTCCTGGCATCAACCAGTCCTACAGGTTTCAGAGGCCCAAACCTCATGGTGTC -TTTCCCTCTTAAAGCCATGCTTTCTATAGGCATACAGCCCTCAAAAACCATATTTTTCTCAAAATCCTTT -ATTTCAGCCGCTTCTGCATTAACTAAAGCATCGTAAAAAATTTCATACTCTTCCTTTGTCATCGGGCAAT -TTATATAATCCTCAGAACCCTTTCCGTATCTTGCGGCCTTAAATGCCTTATCCATATTAATTGATTCATA -GGTAACTATAGGTGCTGCTGCATCAAAAAAATGCAGATAATCTTTACCTGTAATATTTTTTATATAATTA -AACATCGGTTCTGACGTAAGGGGTCCAGTTGCAATAATAGTTGTATTTTCATCAGGTACCTTATCCATTT -CGGTATGAATTATTTCAATATTACTGTTTTCCTTAATTTGTCTTGTTATATATTGTGAAAACCCTTCTCT -ATCAACTGCCAAAGCTCCTCCCGCAGGAACTTTGGTCTCGTCAGCAGCCTTCATTATCAACGAATCCATT -ACCCTGAGTTCCTCTTTCAAAAGTCCTGCTGCATTTTCAAGCTGATCAGAACGTAGGGAGTTACTGCATA -CCAGCTCCGCAAAATCAGCAGAATGGTGAGCAGGAGTACTTTTTTGAGGCTTCATTTCATAAAGCGTTAC -ATTAATACCCCTTTTTGCTATCTGGTATGCCGCCTCACATCCTGCAAGACCTGCTCCTATTACATTTACC -TTCCTACTCATTTAAAGTCTCCTTAAATTTATGTCAATAAATAAAATTAACCGAAAGCAGATTTTATTCC -TTCGGTTAATTATCACTATTATAAGTATAAATAATTTATTGTTAATATACAATATGATTGTAATAAACAA -TGTGAAAATTTTCAATTTATTGAGTATTATTTGGTATTATCTTTTGAGGCTTCTATATTACTTGTACACT -TATCGTTGCTGCACTTAAGAACCTTCTTTTTGCCGGAGAATTTTTGAAGCATAAATGATCCGCAAACAGA -ACAGACTTCCTTATTGGGGCTAGGCATATCCCAACTCATAAAGGGACATTCAGGGTTTTTCTCACAACCA -ATATACTTTCTACCCTTTTTAGTCTTTTTAATAAGTACCTTTCCCTTACAAATAGGACATTCAACTCCAG -CCTCTTCTACAATCGGCTTTGCATTTCTACACTCGGGAAATCCCGGGCAGGCAAGGAATTTACCAAATCT -CCCATGTTTAACAACCATGTATCTGCCGCATTTATCACATTGAACATCTGATACCTCTACAGGTAATTCT -ACATCACCTATGGATTCTTCGGCTTTTTTAAGTACTCCGGCAAATGAAGAATAAAAATCCCTCATAACGG -CCTTCCATTCTTTGTCACCATCCTCTACGGAATCCAGTTCGCTTTCCATTTCAGCTGTAAACTTAGTATC -AACAATGTTCTCAAAATGATTCTTCATTATGTCGTTTACTATTTTTCCGAGCTCTGTCGGTACTAAAAGC -TTCTTCTCCTTTAGTACGTAGCCCCTGGATAAAATAGTAGTAATCGTAGGAGCGTAGGTACTAGGTCTTC -CTATACCCTTTTCCTCCAAGGCTCTTACAAGCGTTGCCTCGGTGTATCTGGCAGGAGGTTGCGTAAAATG -CTGCTTAGGTGTATTTTCTTTGAGTTCAAGAATATCACCTTCATTCAGCTGAGGTAGTTTGTTTTCCTTT -TCGTCCTGCTCCGCTTCATCCTTGCCTTCATTATCATTTCCTTCAGTATACAGTACCATAAAACCCGGAA -ATTTTACTTTCGAACCGTTTGCCTTGAACAGGTATTTTCCCGCAGTTATATCAGCTGACACAGTATCGTA -TATAGCGGATGACATCTGACTGGAAATAAATCTGTCCCAAATAAGCCTGTATAGCTTGTATTGTTCCGGA -CTGAGGTATTCCTTTATTTGCTCATGTGGTAAATCTATATATGTTGGGCGTATTGCTTCATGTGCATCCT -GTGAAGCAGATTTGTTTTTATATTCTCTTGGTTTTTCAGGAATATAATCCTGTCCGTATTTTGTTTTAAT -ATACTCTCTGGCCTCATTCTGTGCATCTGTTGATATTCTTGTTGAGTCCGTTCTCATATAGGTTATAAGA -CCAACCGATCCACGGCCCTTTATTTCAATGCCTTCATAAAGCTGCTGTGCAACCATCATGGTTCTTTTTG -TTGTATATCCAAGTTTTCTGGAAGCTTCCTGCTGTAGTGTACTTGTAATAAAAGGTGCCGCTGCAGCCCT -TTTCTTTTCCTGCTCTTTAACCTTTTGTACGATATATTGGCTTTTATTTATTTCTTCTAAAATCGAATTA -ACCTGTTCCTCATTAGTTAATTCTAATTTTTCCTTACCAATACCGTAGAATTTCGCCCCAAAGTTAGGAC -TTGCTTTTGGTTTGACAAGCTTTGCAATTATAGACCAATATTCTTGTGACTCAAATTTTTCAATTTCATC -TTCCCTGTCACAAATCATTTTTGTAGCTACAGATTGTACTCTTCCCGCACTCAAGCCTTTTCTTACTTTC -TTCCAAAGCAGAGGGCTTATCTTATAGCCCACTATTCTGTCCAGTACTCTTCTTGCCTGTTGTGCATCAA -CAAGGCCCATATCTATTGTTCTCGGCTGTTTTATAGCATTCTTTACAGCATTTTGTGTTATTTCATTAAA -AGAAACCCTGCATTTCTGCTTTTCATCAATATTTAATATTTTGGCCAAGTGCCAGGATATCGCCTCACCT -TCACGGTCAGGGTCAGTTGCGAGAAACACTTTTTTAGCTGCCTTGGCTTCTTTTTTCAGCTTTGATATAA -CATCTCCCTTACCTCTTATAGTAATATACTTAGGTTCAAAATCATTATCGATATCAACGCCCATCTGGCT -TTTAGGCAAATCCCTAACATGTCCGACAGAAGCCTCTACTTTATATCCCTTACCTAAAAATTTGCTTATA -GATTTAACTTTTCCAGGAGACTCCACAATAACCAGGTTATCAGCCATTTTTTTCCTCCGTATTTGAATAT -CCAGTTTCTGTATAATATATTATCAAACAACTACTAATTTAAACTGGTTTTTTCAATCTGTCAACCTTAC -ATTAGTAATTCTATATTAATTACTCGAAATTATTCTAATTTTTTTATGTATTATATCTAAATTATTACTT -CAAACAATTTACCCGGATTCTGTTTGATTACACCCTTCATTTCAAGCATAAACAGTATACTGCTTGCATC -TTTCGCAGAAAAATTACTTCTCTCAAGAATTTCATCAATATTATTTGCACCGTTAAAAATTACCTTTAAT -ATTTTTATTTCACCTGCTGAAAGCCCTTTAAATAGATTAAGATATTTTTTACTGATTTTCTCATCTATAT -CCCCCTGAACGGGTGTAAAATTCTGTATTCCGTTGTATTCAAATTCTTCCAGAACATCTGTGGCATTTAA -TACCAGTTTAGCTCCTTCTTTAATTAATTGGTTTGTTCCCATGCTGTACGCACAGTCGATATTTCCCGGA -ACAGCAAAAACCTCTCTCCCCTGCTCTAAAGCACAGCCTGCCGTAATTAAGGAACCGCTCCTCTTAGCTG -CCTCAATCACAACGACACCGCCCGAAATTCCGCTTATTATTCTATTTCGTGCCGGGAAATTATGCTGAAG -CGGCGGCATTCCCGGAGGGTATTCAGATAATGCCAAGCCCCCGGAATCAATTATATCCTTAAACAGTCCT -GCATTTTCCGGGGGATATATATTGTCAAGCCCCGAACCAAGAACGGCTATGGTTTTTCCTCCTGCGTCCA -GACAGCCTTTATGGGCAATACTGTCTATCCCCCTGGCCAGACCACTTACTATTGTTACACCCCTCATTGC -CAGGTCATATGACAATTTTCTGGCGGTATTCGCACCATACCCGGTGGTCCTTCTTGATCCCACAACCGCT -ATTGAAAAGCTGTCTGAGTCAAGGTTTCCCCTATAATACAAAGCAATGGGCGGATCATAAATATTTTTCA -GCTTTTGAGGGTAGTTTTCTTCAAAAATATTTACCATTTTTATGTTATACCGGACTAACATCTGATATAT -GGAGCCAACCCTCTCCCTTTTATTTGAGTTTAATAGCTCCTTTACATTTTTTTCAGTTAAACCCCTTGTG -TTTTGAAGCTCACTTTCAGAAAGACCGTATATAACCTCAGGATTTCTATACGTTTCCAGTAAGTTTAAAG -CTTTTTTTGAACTTAACCCCTCTAAAGACGTTAACCAAATCCAATATTCAATTTCTCTCATAGATTCTCC -CTCTAAATTTTTATTCTGTCCATGCTGCGGTATTGTATTGCTTCGGCAACATGTTCGGATTTTATTTTTT -CACTGTCATCCATATCTGCAATAGTTCTGGCTACCTTCAGAATTTTGTCATAGGCACGGGCACTCAATCC -AAGTCTTTCGAATGCCATTTTGAGCAAGCTCGACGTTTTCCTGTCAAGTTCACAGTACTTTCTTATTAAA -GCTGGTGTCAATTCCGAATTTGAATATATTCCCAAACCCGTATATCTGTCCGTCTGAATATTTCTTGCTT -TATTTACTCTTTCCCGTATAACAGCAGATGTTTCTTCATTGCCATTATTATGTAAATCGTCATATCTTAC -GGGATGTATTTCAGCGTGTATATCAATTCTATCCAGAAGTGGTTGGCTTAGTTTACCAAGATATTGCTGT -ACCATTTTGGGTGTACAGCTGCATTTGTTTGAAGGATCAAGATAATATCCGCATCTGCATGGATTAGCTG -CACAAATAAGGGTTGTTCTGGCGGGATATGTAATGCTTCCTGTTACTCTTGATATGGTTATTTCTCCATC -CTCCAAGGGCTGTCTAAGCACTTCTATAGCATCCTTTTCAAATTCCGGGAATTCATCAAGAAACAGAACA -CCATAGTGGGCTAGGCTGACTTCTCCGGGTTTGCACTGCTTTCCCCCTCCTACAAGGCTTACTGCTGAAA -TTGTATGATGTGGATTTCTGAAAGGTCTGTGAGTTATGAGCGAAGAATTTCCGGGTAGAAGTCCTGAAAT -ACTGTGTATTTTTGTGATTTGAACTGCTTCTTCAAATGTCAAATCGGGAAGTATTGACGGAAGCCTTTTT -GCCAGCATTGTTTTCCCGCTACCGGGTGAACCAATCATCAACATATTATGCGCACCACAGGCTGCTACCT -CCATTGCCCTCTTTACACTTGCCTGTCCCTTTACGTCACAGAAATCTAAGCTGTCTTTGGTATTATGTAA -AAAAATATTCTTAATATCCGTATAATAAGATTTAATAATTTTTTCGCCATTCAGATGCTTTATAATGTCC -GTAAGATTTTTTACCGGCAAAATATTTACATTGCTGAATACTGCTGCTTCATCTGAATTCTCTAAAGGTA -CAAATATATTTTTAATATTATTTAGAGTTGCACAGCATACCATTGAAATAATTCCTTCAACTGTTTTTAT -ACTTCCATCCAGAGAAAGCTCTCCTAAAAACATATATGAAGAAAGGTCTGAATTTTTTATTATTTCGGAA -GCTAGAAGTATGCCTACTGCAATGGAAACGTCATACATTGATCCTCCTTTCCTCAAGTTTGCGGGAGCCA -AATTTATTGTTATTCTCCTTACCGGAAAATCTATTCCGGTGTTTTTAATTGCGGCTCTGACCCTCTCCCT -TGATTCTCTTACAGCCATATCTCCAAGTCCTACTACATCAAAATTGGGAATTCCGTTGCTAATATCCGTT -TCAACATCAACAATACAACCGTCAATACCCAGAAGGGCACAGCTCTTTACCTTTGAGACCATATAAAAGA -TCCTTTCATTTAATTTTTTTTAAATATAATAAAAGTACATTTGAAAGTAATTAAGAAATTTAAATTAGAA -ACCTTACTTTTAGATAAAATAAGAAATGATATCTTTCTAACGGATTAAATTTTAACACAAAAACCTTTTA -AAGTCAAAAAGCCCATTCGCAGACGGATGGGCTGTAAACCTATTATGCTATTCTATTTTTTCTTCTCTAA -GCAATTTTCTTAGCTCGTCCATAAAAGTATTTATGTCCTTAAACTGCCTGTAAACCGATGCAAATCTTAC -GTAAGCTACTTCATCCATGGTTTTAAGCTTTGACATAACGATTTCGCCAATATCTACTGTTGTTACTTCT -CTTTGAAGTGAATTATGGAGCTGTGCTTCAATATTTTCAACCATTTTTTCCAGATCATTTATAGAAATAG -GCCTTTTCTCACATGCTCTTAACAGTCCATTCATCAATTTTTCTCTGTTAAAGGGCTGTCTGGATTTATC -CTTTTTAATTACCATCAGGGGCAGGCTTTCAACCTTTTCATATGTCGTAAATCTTCTGCTACATTTCGTA -CATTCACGTCTTCTCCTGATAGAAGAGCCTTCATCTGTAGGTCTGGAATCAATAACCTTATCTTCTATAA -AACCGCAGAATGGACACTTCATTTATATATTCCTCCTGTTGTAAAAAGCTAAGTGTTTTTTATGCTGATT -TCATTTTACCTTATTTGATAATATTTGTATACCTACAGCCACTGTCATTCTAAAAACTTTTTGACTATAC -TCTCGCTCATTTCAACCAGTATTATTTCGTCACCAACCTTTATGATACTTTCCCAGGGAATTATGTATTC -ATTATCCTTTCCAAACAGACCAAACCATTTACCCTGTATAGGAACTACTATTCCTTCTATTCTTCCGTCA -TTGAGGTTTATTTCAACATCTGATACCATTCCCAGACGTGTACCATCCGAAACATTGATAACTTCCTTAT -CCTTCAGACTGCTTGCTCTTCTCATAGGTTTACCTCCTCAATAAAAAATTAGGACATATATTTATAAATA -TATGTCCTAATTTTGAGGTTATGAAATATTTAATTCTTGGCAATTGCTAAATATACTTCTTCATATGCAT -TAATGCAGTCTTTTCGAGTCTTGATACCTGTGCCTGAGAAATCCCTATTTCATCTGCAACTTCCATCTGG -GTTCTTCCTTCAAAAAATCTAAGATTCAAAATTAATTTTTCCCTGTCATTGAGTTTACGCATAGCCTCTT -TCAGAGAAATGGTTTCAAGCCAATTCTCGTCAATATTCTTGTCATCACTGACTTGATCCATCACATAAAT -GGCATCTCCTCCGTCATGGTAAACGGACTCAAATAAAGATATAGGGTCCTGAATCGCATCCAATGCAAAA -ACAATGTCCTCCTTGGGAAGCTGAAGCTCCTGAGCCAGCTCCACTATAGTAGGCTCTTTAGAATTTTGGG -TTGTAAGCCTCTCCTTAGCCTGTAATGCCTTATATGCAATGTCTCTTAGGGAACGACTTACTCTTATGGA -GTTGTTGTCTCTTAAATATCTTCTGATTTCTCCGATTATCATTGGAACAGCATATGTTGAAAACTTGACA -TTCTGGGTTACATCAAAATTATCTATAGATTTAATTAAACCTATACAGCCTACCTGAAACAAATCATCCA -CATATTCTCCTCTATTATTAAACCTCTGAATAACACTTAATACAAGCCTGAGATTTCCTTTTATAAACTC -ATCTCTAGCAGAATTATCGCCTTTATGCATTCTTTCAAACAGTTCTTTTTTCTGTTCATTGGTAAGAACA -GGAAGTTTAGATGTATTAACACCACAAATTTCAACTTTATTGATAAGCATTTAAAAAACCTCCAGAGCAA -TAATAACTGTGCAATATCATTATTGCCATGAAGGTATATTTTATACTGAATCATCACCAAAATATTTTTC -TTGAAACCCTTGACAAGCTTGCTTTTGAGGGCTCAACGGCTTCTCTCTAGGTCATCCTGCTGATCTCTTT -TTTCAGTCTGCTGATAATTCTTTTTTCAAGTCTTGATATATAAGATTGGGATATTCCCAGCATATCTGCC -ACTTCTTTTTGTGTTTTTTCAACACCGTTAGAAAGACCGAATCGGAGCTCCATTATTTTCTTTTCCCTAA -CTGATAATTTTTTCATTGCAGTAGCAAGTAGTTCCTTGTCAACCTCGTCCTCAATACTTCTATGAATCAT -GTCGTTTTCGGTTCCAAGAATATCTGAAAGCAGCAGTTCATTACCATCCCAATCAATATTCAAAGGTTCA -TCGATAGATATTTCTGCCTTTACCCTGTTGTTTCTTCTCAGATACATAAGTATTTCGTTTTCAATACATC -TTGAAGCATATGTTGCAAGCTTGATATTTTTTGAAGGATTGAAGGTATTTATAGCCTTTATCAAACCTAT -AGTACCTATGGAAATCAAATCTTCTACTCCTACACCTGTATTTTCAAACTTTCTGGCAATATAGACAACC -AGTCTGAGATTTCTTTCGATTAAAATGCTCTTGACTCCATAATCGCTTTGTTCAAGCTTATTAAGGAGGT -ATGTCTCTTCATCGAGTGTAAGCGGCGGCGGCAGAGCTTCACTGCCTCCTATGTAATGTACCGGAAATAC -ACTCCCAATCTTAAATTTTCGCAAAAGCATTTCGTACTTAATAAGTAAGTACATCTTACACCTTGATACA -AAATTCATTTAGTTGTCCCCTTTCAAATATGTATATAGTAATTCAGCCTCATGCAACCAGTTCCGGGCCA -AGCAGTGCCTTGTACTTTTCATTCCTTGACAGGGACCTGTTGTATATACCTACAATCACATTTTTTACAT -CCCTTTTTTCTTCTTCCTCACCTATCTCAATAAAATCAGGTTTAAACCCTATAAGCATTCCGTTTTCCTT -TCCCAATGAGCTGAAGGGTATCAACCTGAATCTTGAAAACCATTTGGAAGTTGAAATCGTTGTAGTTACA -CAGCTTAAATCGTCTTCCTTTGAATTTTTAAAGATATCCTTTATCTCAATTGGAAGTAGTTCTTCTAGTG -CCTTAAATTCTACAACCATAACAGGATTATTTGTTAAAGGGTCCTTTAGCGAATTACCTGTATCTACTAA -GGCAGAAAACCCTATTTTCCTATTGTCAAAGGCAATCTTTACGGGTATAAGAAGATTCTCCCTGGTAAAT -TTACTTTGAATTATTTCCATAAATATTTTTATAATTATACCCACCGTAACAAGTGAGAAAAACATAAGAC -TCCACTTTGATTGTCCAAACACGTATACTATACCGTTTTTTACAAAACCACCCTGCTCGTTGAAAAACAG -GAAAGCAAGTGCGGCACCCGCAAATATGAAAGTAGATATGTAAAAAATTACCAAGGTTTTTATGAACGTC -ATAATTTTTCTTGGAGAGAAGGTCACAGCAATTATAAAAAAGGATAAAAGTATCTTTGCCAACGTAGTGT -AAAATACCTTTATATCAGGTTCAATTATAATAATACCAACATATATGGCACCTATTATCGCCCCTGAGAA -TAATCGCAAAGTACTGGTTCTATATCTGGAAAACTTTGCGGTAACATATAGAATAAGATAATTGATAACC -AAATTTTCAAGAATAAGTACATCCAAATAAATTTCCACTTTTATACCTCGCAATTACTAAAAGACCTGTA -CGGAAATTTTCTTTCTATTAAATTATTATTCAAGCCTTTATGTTTTTATGTTTATTATACATAGTCAATT -AACAAAAGTTTGTCAAAAAGAAATGTAGAAAAAGATTTTTCATATGACAAAATAGTTTTTCAAAAACCCG -GAAAATGCAAAAAACCCGTTGGAACTTCCAACGGGTTGTAAATACGATAAATTAATCAGATTATTTTGAT -TTACTTGAATCTGTTTCTTCTAAGAAATGTTGGGATATCAAGCTCATTATCAACCGACATTGACCCGGAA -GAACTTTTTTCTTGAGAATCGGATCCATAGCTTCCGCTTTCAACAGATGTTGAAGTATTTGCTGATACAG -GATGTTTAAGAACTTTCTCTGCAGGCTTTTCAGTCTTCTTCAGTATAGGGCTTGTCTCAAAACCGGTTGC -AATAACTGTTATCATAAGTTCATCCTTGAGATTGTCATCAATAACAGCTCCAAAAATTATATTTGCTTCG -GGGTCAGCAGATTTCTGAACCAGTTCGGCAGCAGTATTTACTTCAAACAAACCCAAATCAGGTCCGCCTG -TAATATTAACAAGCACTCTCCTAGATCCCTCGATTGATGTTTCAAGAAGAGGACTTTGAATTGCTTGCTT -TGCTGCTTCTTCTGCCCTACTTTCACCGGATGCTTTTCCAACTCCCATGTGAGCCAAACCTGAGCTTAGC -ATAATTGTTTTTACATCGGCAAAGTCAAGATTTACCAATCCGGGAACAGCAATCAAATCTGAAATACCCT -GTACACCCTGACGTAAAACATCATCGGCCATCCTGAAAGCCTCTACCATGGTTGTTCTTTTCTCAACAAC -CTGAAGGAGCCTGTCATTTGGGATTGTTACCAAAGAATCAACTGAATTTTTAAGGCATTCAATACCTCTT -TCAGCATGCTGCATTCGAGTTCTACTTTCAAACATAAAAGGTTTTGTGACAACAGCCACTGTAAGAATAC -CCATTTCCCTTGCAAGTTGTGCAACAACAGGAGCAGCACCCGTTCCTGTTCCACCGCCCATACCCGCAGT -AACAAATACCATATCGGCACCTTTTATAGCCTGTGCAATCTCATCTCTGCTCTCATTGGCTGCCTTTTCG -CCGATTTCAGGATTTGCTCCGGCACCAAGCCCCTTGGTAAGCTTATCTCCAATCTGAATCTTAGTATTGG -CTTTTGATAAAAAAAGTGCTTGCTTATCTGTATTAATCGCTATAAAGTCCACGCCTCTTAACCCGGCCGC -TATCATCCTATTAACGGCATTATTACCGCCGCCGCCGCAACCTATGACTTTTATCTGGGCAAAATGGTCC -ATGTCAATCTCGAAATCTAGCAATTTAAATCCCCCTTTAGCATTTGTAATAAAACTAGATGTGTATATCT -ATTAATCTTAACGGAATAAATTGTCTTTTTTTATATGTATATAACTTAGAAAAACACATAATAATAATAT -ATATTATAAAAACAAATTAGGCAAGATTTGATTTTATTACCTAGTAAAAAAATTCTTTTAAGGCATTTAA -TGCCTTTTTAAAAACAGAATGTTGTTTAGCTTTTTTTACAGGCCTCGGATCTGCTTTCTTACTGACAGAA -CTTGTTGTACTTGCCTCTCTATCCTGTTTTCCTATATAATTGATTATACCGGCGGCTGTACAATGCTGCA -AACCGGATATGTTTCTTATCTTTGGTGATGCTATCCTTACAGGCAAATTGAATAACTCATTTGCAATCTG -GACTGAACCGTCCATAGTGGAAATGCCGTTTCCTGAAAGTACTACTCCTGCACCGTAATTACCGGGACAG -TTTTTCTGAACCAGGTCGCAGCAAATGCTGAATATCTCATAAACTCTCGCTTCAATGACTTCAATAATAT -CTGAAACCTTAATATTCTTTTTAAAACTTTCACTAATATCATTTACGGTTATATCCTGATCATGCTTAAT -AAGTGCTGTGGAGGCAAGTTGAAGTTGTCTTTTTACCTTTTCCGCTTCTGAATATGTAATTTTAAGAGCT -ATGGACAAGTCATTAGTTATATGGTCCCCTCCAACGGGAATACATTTGTTCATGACGAGCATCTCATTTT -TGAAAACACTTATTTCTGTTGAACCACCACCAACATCAATAAGTATTACTCCCATTTCCTTTTCATCAGG -AGCTAAAATACATTCCCCTGCCGAAAAGCCTTCCGGTATTATACCATCGACTTTTAAACCTGCTTTTTCC -ATACTTCTGACGATATTCTGTACAGATATTATCTTTCCTATGACTACGTCAAAATCTCCCTCAAGCGTTG -CTCCCTTCATACCTACAGGATCAGTTATACCGTCATACCCGTCTACAATGTACTGTCTGGGAACAACGTC -AATAATCTCACTGCCTTCGGGTATCTCCATAGTACCTGCCGAATAAAGAAGTTTTTGTACATCATTTCTG -GTTATTTCCTTACCATCACTAATAATATTTACAAAATTCTTATGGTTTATGATATCCACATGTAATCCTG -AAATATTAACATATGCAGTAACAACCTTGATTTCTGCCTGAGTTTCAGCCATTTTTACAGATTTTCTGAT -AGATGATGAAACGGCCTCAATATCTACAATAATTCCTTTTTTTACTCCTGTACAAAGATCAGTTCCTTTA -CCTAAGACCTCGACCTCACCCACGCTGTTAATTCTTCCAATTACCGTACTTACTTTAGAAGTACCTATGT -CAATTCCTACAATATTATCAGACACCGAACTGACCCCCTAAAAAGTGTATCTATAGTACTTTACGTAACA -TCTAACTTTAAGCATCTTCTTTAACTATATTATCTTTTTTAAACATTTTATTCAATAGATATCTTCTAAT -TAAAGCAAAGTTTAAGAAAAGTCTGTTACCAAAGGCAAAAATAGCTGCAAAATATATCTGTATTCCCAGC -TTGTCTCCAATATAAGCAAGGCCTGCTGCAAGCAATGCATTTCCAAAAAATCCTGACAGGAATATTCTCA -TCTCGAATTTTTTGTTTATACCAGCCACTATCCCACCAAAGACAGAGTCTAATGCAGCAAGTATGGCAAC -AGCCACATATGTGAAATATTCTGATGGTATAGTTATTGGAATAAACAAACCTACAATTATTCCGAGAATC -AATCCTAAAATCGGTATCATATTAACCTCCATATGCCGTAGTAGTAAGTTGTAAGTATTTTAATTACTCT -GCGGAGCAAAGTAAGGATGTTTTCCTGTTGTAAAATCAACTGTCCCCTTTTGCTTGGCAGTAATATTATT -AACAAATAACTGTCTGAAGAAATTTATTTTATAATTTAAATTATCCATATCCCCAAATTTTACCGTAATC -CTGTTTTCAAATACAGCGGTTACTGCACCGGGGTCTGACATATTAACTGCTGTAAGTTTATTGTAGAGTT -TCTGGTTAGAATCCTTATCGTTCTTTGTCAGAACATTACAAAAACTTATCAAGTCATTCATTGTATCCTT -ATTTTTATATTTTACCTCTTGTCCCAATTTAAAGCTATCCAACGAATTACCTATTATTTTGAAATATTTC -TTATCATTCTGATTTTTAAGAATCTCCAAAGCATATCCCTGTTTATCAATCAACAGGTTTGTCCCTTTAT -TTTCCAGTATGCAAAATGGTGTTCTCTCCGTCACCTTTATTTTTATAGACTTTGGTAGAGAAGGCCTTAT -ACTGATGGAGCTTATGTACGGCATAGACGTAGAAACTGCTTTTTCCTTATCTTCAAACTTGAGTGTAAAT -AGATTCTTTGGTTTCTCTCCAAGCATTTTGAACACATTCTGACCTGTAACAAGCCCTGAACGTAGAATTA -TTTCATTGGCCTGATATTTTTTATTACCAGTGACGTTTATGTTATCTACTATAAAAAGTGAAGATCTGGC -AAATAAAACAACTGCCGTCACAATTAAAACAAATATAAATAACTTTTTGAGCCTTCTTATTCTAAATCTG -TATTTTTTTTTCTTTTTATCTTTTGTAGTTTTAATATTTCTCTTTCGATTATTATTCATTCGCTTTTATA -CCCTTATAATTTTTGCACCTAAAGCAGACAGTTTTTCTTCTATTTTGTAGTAGCCTCTGTCAATATGCTC -AAGGCCTGTAATTATAGTTTCTCCTTTTGCTGCTAATCCGGCAAGAACCAAAGCCGCACCCCCACGTAAA -TCTCTAGCTACCACCTGTGCACCGTTAAGTCCGTCAACACCTTTAATTACAGCCATACGGCCGTCTATTC -GTATGTTTGCACCCATCTTTAAGAGTTCGTCAACATGTTTATATCTGCTTTCGAATATTGTCTCAATTAT -GATACTGGTACCTTTGCATACTGATAGCAATGCCATAAGTTGTGCCTGCATATCCGTTGGAAATCCGGGA -TAAGGTAATGTCCTTATGACTTCGACTGCGTCTAATCTCGCTCCCGAACTCATCTGAATATCATTTCTTT -TTATGGAAATCTGACATCCTATATCCCTCAAAACCGATGCAATTGATATAATATGTTCCGGTATAATGTT -CTTAATTGTTACATTGCCGCCTGTAATAGCAGAAGCTACCATATATGTACCCGTAATTATCCTGTCTGGG -ATTACAGTATGCTCAACATTGTTCGGTATTTTCTCAAGGCCTTTGATTCTTATTACGCTTGAGCCTGCTC -CAGTTACCCTTGCACCGATTTTTTGAAGGAAGTTCTGCAAATCTATAATTTCCGGCTCCTTAGCTGCGTT -TCTGATTACAGTATCTCCCTGTGCATATACAGCCGCTATCATTGTATTTTCCGTTGCTCCTACACTCGGA -TAATCAAGGTAAATGTCGCATCCTTTCAGTCCGTCGGTCTCGCATAATATGTAACCGCCACTTACATCAT -CTATCTTTGCACCAAGGCTTCTTAATGCTTTCAAGTGTAAATCAATAGGTCTCGGGCCTAATTCACAGCC -ACCTGACTGTGTTATCCTACTGGTATTTTACTTCTTTAATTATACCATAATCTGATATTACCCATCAATC -GATATAAAACATAAGATTTTTGTTAAAAATGAAAATAGTGTATATTAAAGCAAAACTCAAGATGATATAA -TGTTTACTAAAAGTTATTTAGTTTGTCTTAAAAATTATATAGGAGAAAATATGAAATTAAGGAAAACACT -TACAATAGTCATAGCAAAATTAACTATAAAGATACTCAGGTTATTAAAAAAAGGCGGCACAACCTTACCG -GGTAAGGTTGCGTTCAAATTATATCCCGATATTCTCAAATCAATAGCAAATGATTTTGAAATAATCATGG -TTACGGGTACTAACGGTAAGACGACAACTTCTAGAATTATTGAAGAGATCTTAAAAAACAATAATGTCGA -TTACATAACCAATAAATCAGGTGCAAATTTATTAAGCGGTATAACTACAACTTTTATACAGGCTGTTTCC -CTATTTGGAAAACCAAAGTACAAGACAGCACTTATTGAAAGTGATGAGGCAGCGTTTAATCAGGTTACAA -AACATCTTCAACCCAAGTCTGTAGTAGTTACAAACTTTTTCAGGGATCAGTTGGACCGTTTTGGAGAACT -CTATTCTACGTTGAATGCTGTTAAATCAGGTTTAGACAGATTGGATGAGAAAACCACCCTTATACTCAAC -GCTGACGATTCAATGTGTGCATCACTTGGACACGAAACCGATAAGCCTGTATTTTTCTATGGTTTTGGGG -AAGCTGCCAGTGAAAATAGTTCAGAAAATATCAATACGGATGCCATGTTCTGTATTTTCTGCAAAGGCAA -ATATAAATATAAAAGCCATGTATATGGTCATTTAGGCGGGTTCTATTGTCCAGAATGCGGATATTCCAGA -CCTGCCGCAGACCTCGAGTGTATTGCTATCGAAGAAGCCGCAAGCAGCTACACAAATATAAAGTGGAAAT -GTTCAAAGGCATTAAGTAACGATGAAGCTGAGCACACAACCCAGATCAATCTTCCCGGTCTCTATAATGT -ATATAATGCAATGGCAGCTGCGGCCTGTGGCCTTTCACTTGCATATAGTTACGAAACGGTGCAGAAGGCT -ATGGAATCCTTTGAATGCGGCTTCGGCAGAATGGAAACCATCAATGTAGGAGATAAATCAATAAAACTGA -TCCTTGTGAAAAATCCTACAGGGTTTAATCAGGTACTTAACTTCCTGACCCTTGACAGTCAGCCCCTGAA -TATAGCTTTTCTTATCAATGACAAGCTGGCAGACGGAACAGATATTTCATGGCTTTGGGATGTTGATTTT -GAACATCTGAATACAGCTAATGATAGAATCGTCAATCTCATAACCTCTGGTATAAGAGGTGAGGATATGG -CTGTACGTCTAAAATACAGTGGACTTGATACAAGAAAAATCAGAATTATAAAAGACTACCAGAGGGTTAT -TGATGAGGGACTAAAAGCAGTATCATCCGGTGGATGTTTTTATATTCTTCCTACTTACACAGCTATGCTG -GATATTAGAGGTATTCTAAAGAAAAAGTTTAACTTAAAGGAGTTTTGGAAATAGATATGTATCAATTAAA -AATTTGTCATTTGTACCCTGACCTTTTAAATACTTACGGAGATATGGGTAATATACTCGCCCTTCAAAGA -CGTGCTCAGTGGCGTGGAATCGATATATCTGTCAACAATGTTACTATAGGAGACAGCTTTGATTCTGAAG -GGTATGATCTTATTTTTCTCGGAGGTGGTCAGGATTATGAGCAGGAGATTATACAAAACGATTTACTAAC -CCAAAAAGGAGCAGAAATTAGAAATGCAGTGGAAGGCGGTAAGGTTTTTCTATGCATATGCGGAGGCTAT -CAGCTCATGGGAAAATACTACAAAACCTGGGACGGCAAAGAGCTTGAATATCTTGGTGCACTTGATTTAT -GGACAATAGGCGGAAAAGAAAGAATGATAGGAAATATTGTATTTGAAAGCGAACTAATAACTGATAACAA -TTTACCTCTCAAAATTGTAGGATTCGAGAATCATTCAGGGCATACATATCTGGGAGATGCTGTTCTTCCT -CTGGGTAAAGTTCTTTCAGGCAATGGAAACAATGGTTCAGATGGCTTTGAAGGTGCAGTTTACAAAAATG -TTTATTGCTCATACTCCCATGGAAGCCTGCTTCCTAAGAATCCGCTTCTGGCAGATCATCTTATATCATT -AGCTTTAAAGCATAAGTATGACAATTTTGAAAACCTAACACCATTGGAAGATTCCTTTGAAAATGCAGCT -AGAGTTAATATGATCCAAAGAATATTGAAATAGTTATTCAATTTATTTAAAAACATTTGACTTTTGTTTA -TACGGCATGTTATTATATCTTTAATATAATATTTTTTGTAAGTAAATGTGATGAATGGGAAAAGTAGACA -ATATGAGTCTTTAAAGCGAGCAGTGAACTGGTGGAAGCATTGCAGGATAGTATTTTTGAAGTTCTCCCAT -GAACAGTTGGCTGAACCTTTTATGTAGGTCATACCGGGTCTTTCCCGTTACAGGAAGAAGTGTATCGGAT -TTTTATTTAGTTTCCCGTACATGATTAAGTGGGTTTTTACCAATTTGGGTGGTACCGCGTAGGCTATAAG -TCTTCGTCCCTTGTTTATAGGGATGAGGGCTTTTTTATTTATAAACCCTAAAAATGCCAACTTTTCACAT -TGGGACAGTTATATTATTAAAATTATTACAGGAGGGGTTAATTATGATTATTGTTATGAAGCAAAGTGCA -ACGGTAAAGGACATCGAGAGCGTTGAAAGCAGGCTGCTTGACCTGGGTTTTAAAACTCACCCAATTCACG -GAGATATAAAAACTGTAATAGGAGCAATTGGCGATAAAAGACTTCTTAATGTTCACGCAATATCCCAGAT -GCAGGGTGTGGAAACACTCGTCCCTATTATGAAGCCATATAAATTTGCAAGTAGTGAATTACAGCATACA -CCTACAATTATAGATGTGGGGGGCGTACAAATAGGTGGTAAAGAAATTGTTGTAATGGCCGGGCCGTGTG -CAATTGAAAATGAAAAGGACTTTGTTGATACTGCAATCAGTGTTAAGAAAAGCGGAGCTAAAATCCTAAG -AGGTGGTGCTTTCAAGCCAAGAAGTTCTCCTTATGCTTTTCAAGGACTTGAAGAAGACGGTCTTAAGATA -ATGGTTGCAGGCCGTGAGGCAACTGGCCTTAAACTGGTTACCGAGGTTGTGGATACCAGAGATGTTGAGC -TTGTAAACAAGTATACGGATATATTTCAGATAGGGGCACGGAATATGCAGAATTTCAGGTTGTTAAGTGA -GGTTGGAATGACCCGCAAGCCTGTTCTTCTAAAAAGAGGTCTATCTGCTACTATTGAAGAGTGGCTTATG -GCTGCTGAATATATAATTGCAGAGGGAAATCATGAGGTTATTCTTTGCGAAAGAGGCATTCGTACTTTTG -AAACTATGACAAGAAATACTCTTGATTTGAGTGCAATACCTGCAATAAAAGATGTTTCACATCTTCCTGT -TGTTGTTGATCCCAGTCATGCCACAGGCAACTGGAAATATGTCCCTGCACTTGCAAAGGGAGCAGTAGCT -ACTGGTGCAGACGGTCTTATAATTGAAGTTCATCCAAATCCTCCAAGTGCATTATGTGACGGTCCTCAAT -CACTGAGGCCCGAAAGATTTGAAAGTCTTATGGATGAATTGAGACTGGTAGCCCAGGCAATCCAAAGAAC -TATTTAAACTTTACCAAAAAAAGGAAAGCCACTGTTTGATACAGGACTTTCCTTTTTAATATTGTTTTTA -ACTTAGTTTATACTATATCTTCCAAGTCGGCAGGTATATACGTCAAATCATTATCCTCTTTAAAAACAAT -CTGCATACATTCAAAGCCACCGCAATTGTGTTTATCTATTTCATTGAGTTTCAAATAAACCGAAGTGTTT -TCGCTTATTTTTATATTTACTCTATCGAATATTTCCTTCTGCAAGACGTCTAATATTGTTCTTATGTTGT -CAACCGCAGAATGTATTGACTTTGGCTCAATAATAACGGGTATCCTTGAATTTGCAGGACTTAAAAGCTT -TACATGAAGTATTCCGGGATCAATAATATTTTGCGTAGGATATAGCAAATCTCTCTCAAATAGAAGTGAA -TTCATAACTTTTGCACCCTCCTAATCAGATTGCACATTTTTCCTTACAATATTAAAATATCACTATTTAT -TACCATCGTAAAGCTTTTTATACATTTTATAATATTTTTGTATTCTTGCAACATAATTCTCCGTCTCTGG -AAATGGTATGTTACTTAGGCTCTTTCCATCATGACTTTTTTCAGGATCTTTTAGCCATTTTGTAACATTG -CCGCTGCCTGCGTTATAAGCAGCCAGAGCCAAAACAGTGTCATTATCAAACTGCTTTAACAAATTTGCCA -GATACCAACAGCCTATTTTTATATTGGTTTCCGGCTCAAGGAGCATACTTTTATCAAATCCATCAATGCC -TGCTTTTTCAGCAGCCCACTCTCCTGTACTGTCCATTATCTGCATCAGGCCCTTAGCACCCCTCGGAGAA -ACAGCCTGGGAATCAAACCCGCTCTCTGCCTTTATAACCGCATAAACCATATAGTTATCAAGCTTATATT -CTCTGGAATACTTCTCTACATATTCGGCGTATTCCAATGGATATAAGTATTCCAGAAAAAATCGTGAAGC -AAATATCCCAACTGCTGCTACTATAATAAGTGCTATAAACACTCCTAATATTTTAAAACCGCCTTTTTTC -TTCTTTCTCAAAGAAATCACCTTAACAGTCTGAAAAACTGACCTTCCACTTCTTTTCTAAGAGTTGACAT -ATCGTTATTATTGTTGATAACAGTATTCGCAATACTTAAATACTCATCATCTGAAATCTGAGAACGAATT -CTTGAAACAGCTTCCTCATAGGTCATACTGTTTCTCTTCATAACTCTGTCAACCCTTTTTTCCATTAGTG -CAAAAACCGTCCAAACCTCATCACACAAATCAAGAAAACCGTTTTTAATAGGAATAGGTGCATCAATAAC -AATAACTTTTGTCTGTTTTAGCAGCTGTTCTTCCACATTTTCTTTTATTATTTGGGCAACATATTTATGC -ACAATACTGTTCAAAATCCCGAGTTTGTTTTCATCATTAAACACTCGAGCCGCCAGTTTCTTGCGATTAA -GCTGCCCCCAATCATCAAGTATATCCTTACCAAACTCCTGTGTCAACTCCTCTAAGGCCCTTTTCCCGGG -CTCTACAACCTCTCTGCTTATCACATCTGCATCAATTACAACAGCACCAAGTTCTTTAAGAATACTGCTT -ACTGTGCTTTTTCCACTCCCTATTCCGCCTGTTATCCCTAAAACTATTGATTTTCTATTTTGTATCATAC -CAACTATCCCCATGTTTTACATCAACTGTTAAAGGTACTTTTAATTGTACGGCATTTTCCATACAATCCT -TTAACAATTTTGATACCTCTTCCAATTCAGATTTTTCTGTTTCCACAATCAATTCATCATGAACCTGAAG -AATAAGTTTTGACTTCAGCTTTCTCTTTTTCAGTTCAGTATAAACCTTTACCATTGATATTTTTATAATA -TCTGCCGCACTTCCCTGAATAGGTGTATTCATTGCCACACGCTCTCCAAAGGAACGCATATTAAAATTAC -TGGATTTAAGCTCGGGAAGATACCTTCTTCTGTTGTAGAGAGTTGTCACAAACCCAAATTCTTTGCCTTT -TTCAACGGTATCACTCATATACTCCTTAACCTTGGAATATTTGTCAAGATAGTCATCGATATACTTTCGG -GCTTCCTTTTTAGTTACCCCAATGTCTTTTGAAAGACTGAAATCGCCAATACCGTAAACTATTCCGAAAT -TAACGGCTTTCGCCCTTGACCTCATTAATGATGATACCTCTTCAGGCGGTATTCCAAATACCTTTGAAGC -AGTAGTAGTATGAATATCCTCGTTATTTATAAAGGCTTCTATCATATTCGGATCACCTGTTATATGTGCA -AGCACTCTTAGTTCTATCTGTGAATAATCAGCATCCAGCAGAACATAATCGCTATTGGTAGGAATAAATA -CCTTTCTGATTTTTCTTCCCATTTCTAATTTAACAGGAATATTTTGTAGATTCGGCTCCGTACTGCTGAT -TCTACCGGTTGCCGTAACAGTCTGGTTAAAGTTTGAATGAATCTTGCCATCCTGTTCCAATACAGACAAA -AGTCCATCAGCGTATGTTGACTTGAGCTTCATTAACTGCCTGTATTCAAGAATCCTTTCTACTATCTCAT -GCTTGTAGGATAGCTGTTCTAATACCTCGGCACTTGTTGAATATCCTGTTTTCGTTTTCTTTCCCACAGG -CAGTCCCAGTTTTTCAAAAAGAATTACACCCAGCTGTTTTGGGGAATTAATATTAAAGGTCTCTCCTGCC -TGCATATATATTTCATTTTCAAGAATTACAAGTCTTGAATCCAATTCTTTCGAGTATGCTTTCAGATTTT -CTACGTCAACCTTAAAGCCCCTTAATTCCATATTTGCCAGTACCTCAACCAGAGGAAGTTCTATTTTATA -ATAAAGCTCATCCTGGCCATTATCCCTAATAATGGGACGTAACTTCTGAGTCAGTCCGTATATGGCATTC -ACCGCGGCAGCACAAACCTCAGATGAACTTACATCCTGTCCCTGCTCAAGTCTTTTGCCGTGTTTGTCAT -ACAAAATTTCAACAGGCGTAATGCTCTGTTTTAGTTTATCTTCAGACAGCTCCGAAATTGTGTAGGTGCT -TCTGGTGGGTTCAAGTATATATGCTGCTATAAAAGTATCAAATATTACATTTTCAAGCTCTATCCCATGG -GACTTGAGATACTTGTAAAGGTTTTTTAAATCATGTCCGTATTTTTCAATATCCTTGCTCTCAAAAATTT -CACGCAGTTCATTTACTACCGTTTCACAGGTTAATTTTTCAGAAAAAATGATATTTGCAGGAGCGTATTC -CTCATTACAAGCAAAAATACAAAGATCATCCAGATAGCTGCCTGCAGGGTCAACGTGATAATACACCGAT -ACCATACCGCTGAGTTTGATTACACTTATATATGATTGTAGTTCACTTATGGAATCAACATCCACATGTT -CAATTTTTAAAGCTTCCGTCGCCTCTACGAAAGGAGTATTTTCAAGACCGAACTTTTCAATTAATGTTTT -AAACTCAAGACGCTTGAAGATACTGTATAATTTTTCTTTGTCAATTTCTAATCTTGCAAAATCGTTCAGA -TTCTCAACACCGGGTACTTTTCTGTATATAGTAGCCAGCCTTTTACACATGAAAGCGAGCTCTTTGTTAT -TCTCCAGTTTTTCACGGACACCCTTCTTGTCCACTTTATCTATGTTTTCATATAGTTCTTCTAAAGAATT -AAACTTTTTAATCAGAGCAAGTGCAGTTTTTTCACCGATACCGGGAACTCCGGGAATGTTGTCCGAGGTA -TCACCCATAAGCCCCTTTACATCTATTAGCTGTCCTGGTGTCACACCGTATTTTTCGATAACCTTTTCAT -AGTCATATTCATCTGTCTCTGTTTTATTAGCCCTAGTTACAGGAAGCTTGATTCTTGTATAGTTTGATGC -CAGCTGTAATGAATCCCTGTCTCCGGTCAATAGTATCGTTTTCATTCCCTGTTTTTCAGCATACGAAGAA -ACAGTTCCCAGTATATCGTCAGCTTCAAACCCTTCTACTTCAACTCTTGCAATGTTCATAGCATCCAAAA -CCTGTTTTATGATGGGAACCTGAACTGCCAGCTCATTTGGCATTCCCTTTCTTTGAGCCTTGTATTGATC -ATACTCCTTGTGCCTGAAGGTAGGAGCTTTTAAATCAAATGCTACACAAACATACTTTGGGTTTTCATCC -TGAAGGTGCTTTGAAAGTATATTTATGAACCCAAATACCGCATTTGTATATAATCCCTCGGACGTTGTCA -GCATAGCAGCTCTGCTAAGTCCGTAAAAAGCTCTGTTAAGTATGCTGTTACCGTCAACAACTAAAATTTT -ATCTTCCGAATTCATTTGTGCCTCCGCTGATTATTTATCTTCAAAAAATATTCTTATTGTTATCATACCA -TTATTCTTTATAATCTCATCCATCTTTTGAGATAAATTATTTCTTTCTTTTTCCAGAATCAATGTGTCAT -TCCCTTTTATTTCCATATCATTTATTTTTTCGGTTAATTCGTCCATCTGTTTCTCAAGTTCTTTATATTG -TTCAGTAATATTCTCTTTTGTGACCGGCAGCTTTATGCTAAGCTCCAGATTATATTTTTCATAAGCCAGC -TGTTGAATTTTTGTAAATGAGTCCAAAGGAATGACATAATCGATATAATTCTTTTGAGTCATAATTACTA -TAGTTTCGTCGTCAGAAGTTAGCTCGTTGCCTCCTAACTCTAACATTAGGCCTTTTAAGGCTTCATCTTC -ATTTTCTTTATCCAGGGCCGAATTTAAAGTCATTTCAGCTGTATTCGTAAAATACTGAAGGGAAATGGTT -TGTTCAGCAATTTTTGTTTTGTATACTGACTCCGTTTTCTCTTTTGATTCTTCATCAGTTTTTTTCGTAC -TTTTACTTGACTTTAATAAAGCTTTGTTTTCATCTTTTTTCTCAAAAACTCTTTTTTTTGTGTAATGCTG -TGTTGTACTGCTATTGTCAGCCGCCAGTTTGTCTGATGAAGGTTGAGTTACATAAATATCCCCTGTTTGT -GTATTTGACTCCTGTGTTGATTTCTGTGTTGATTCCTGTGTTGATTCCTTTCCGGATACATTGGCATCCT -TTGTGCTATCCTTCACCTCTTTGGGTGCAGTAATATCGGCTGAAATGCTTGTCATCTGCCTGTTATGGGG -AGTTTGGGGAAGCAGGCTGTATGCCAGCAAAGATACTACCAGTACAGCAGCTGTTGATAGCCCCGCAATT -AACTTTTTGTTATATATAAATAACTTGCCTTTATTTTCTTTTTGATTTTCCGCAACTTCTACCAGCCTAT -TATGGAGGGAAGACGAAAATTTCTGCGGCAGCATTATATCGTCGCTTTCTCTTAATAGCTCTACTAAAGC -AAGAGCTTCTTTAACCTTTTCAGCACATCTATCGCACTCATTCATATGCTTTTCAAATTCTCTTTTCGTA -GACTCTTCCAGCATATCGTCGATATATAGTGATACATAGTGGGTTGATTCCTTGCAGAAATCCATTTCTA -TCCCCTCCTTTCAGTTTATTTGACGTAATCCGTAAATAAATGTTCCTTATCCTTGCATAACAATTCCCTT -AATTCGTTTCTGGCTCTGCTGATTCTTGATTTTACTGTGCCAACAGGAATTTTTATTATTTCGGATATTT -CGTCGTAACTAAGACCCATAAAGTCACGTAGTATTATGACCAAACGATTTTTTTCATTCATTTTTGTCAT -GGCTGTCCTTATTGCCTGTTTCCGGGCATTATCCTCTGCTATCTTCTCAGGCCCGGGAATATCTGAAACC -AGACTGTCTTTGAGCTGCAAATCCTCAAAAGTACTCTGTTCTATTGAGACTTCCTTCCTTTTCTTGTTTT -TTCTAATATAGTCCAGACATACATTGGTTGCAATCCTATAAAGCCACGTATATATGGCACAATTTCCCTT -AAAGTCCTTTATGTATTTGAAAGCTTTTATAAATGTCTCCTGAGCCTGTTCATATGCATCTTCGGTGTTA -TTTAGCATCCTGTAGCAAATATTGTATACTTTAGAATAATATACGACCATAAGCTCTTCAAACGCCCCAG -CATCACCATTTCGTGCCTTGTGCAACAAGTTTTCATTTATTTTTTCCATTTTTTAGATCCTTACTTTTTT -TATAGATCTGAAATGCCATTGTATCTAATAGCCTACAATAATGCAAGCCTTCCCATACAACACAATTATA -CCATAACTGTGTATATCAAATATGCAACTATAAGTATATTAATTTTGCTTGAATCAAAAGACTAACACAC -CCACCTGGATAGCTTATAGTCACTTTTCCCTCTCTGGCTAGTAACGGACCCATTAGAATTATTGATGACC -TCATTTCTGCCGCAAGATGTTCCGGAACCACTGTTGAAGATACTGTAGATGAATCTATAGTCACGACGCC -ATCTTCTACTTTTACCTTACAACCTATAGTTCTTAAAATTTCAATTATAACTTCTACATCTTTAAACATT -GGACAGTTCTTAATAACATTTTCTCCACGGTTAAGAATTGTAGCAGCTAATATCGGTAAAACAGCGTTTT -TGGATCCTTCAATTCCAATTTCGCCCTTTAATTTTTTGTCTCCCGTGACTATTATTTTGCTCATAATAAA -ACACACCTCCGTCATGCCGGGACATTGTTGATATTTGTAATGTCATTTTTTCTCACGCCTATTTAAAGTA -AATTATGTATGTAAGTTTTATCTTTAAATATATGAAGCCTTATAATAGCCCTAAAAACGGATATATTATC -CTCTTTCCCTGCAATATCAGTTTATGCGTATATAAATAAAGTGTTACTCATGTTTGAGTTTACATACAAG -AGAGGCGGCACATAAAGGTATAAACCTTTTCTGCACCGCCTGCCTTGTATTGTAGCCTTACTATCCTATC -TGGGATTCTATACCCTTAACCTTTTGCTGTGCCTGTGATATCTCCTGCTGGTTTGCATTTTGTACAGAAT -ACCATCCTTTTTGCGACATTATATCAAATATATGCTTCTGTTCATCAAAAGTCCTGGTCAATATGCTCTT -TACATCGTTTCTAAGGGTCGGATTGGAGCTTTCCAGAATCAAATTTGTTAATGATGATGCAGCAAGTTTT -CTTTCATTTAATATAGATGCCATTATTTCCTTGTCTGTTAACTCTGCCATATTCTACACCTCCTATTGTT -GACCTGCTGTGTTTATGTGCTTAATCAAAAGCTGTAAACCGTTTTTCTCTTCGCTAGCCATTTGGTTGCA -AAGATTTTTTATCTGGCTGTCATTTGCCAGCTGTGCACAACCTTGTAAATACTTTATGTTGCTTTCACAC -ATACTGATATTGTCCTGAATCAGCATCAGCTCTTTACTTGTAAGTGGCATGTCAATCCTCCCTTTTTCCT -TTGGAAATTATTCAACTAGAAATAAGTCGAACTCAAATGTTATTTTATACAAATATAAATATCATATTCT -TAATTAATAATAATCGTATAATTAAAAATCTCTGAATAAACATGATAATTGAAAAAAAGGTTAATATATG -GTAATCTATGTAATTATACATTACATAATTATAAAAATATAATTGAAGCGGGTAATCACTAAATGAAAAA -GTTAAAGATAAAAAACAAAGGACATCATTTGTTAAATATAGCTCCATCAAAGCTTTTGGTTTTGAGCTTC -GCAGTTTTAATACTAACAGGGGCAATACTCTTATCCATGCCATTTTCCTCCAGAACGGGAGAATGGACAC -CTTTTATTAACGCTCTATTTACGTCTACTTCTGCGTCATGTATAACAGGTCTGATAACTTATGATACCTA -TACTTACTGGTCAACAGCAGGTCAAATAATAATACTTGCATTAATTCAAGTAGGTGCTTTGGGGATTATT -ACCTTAGCAACCTTTTTTTCTCTTTTGTTAAAGAAAAAAGTCGGCTTAAAAGGTATGCTCATTGCCCAGG -AATCCATTAACTCTTTCAGGTATGATGAAGTTCTGAAGCTTGTAAGAAGAATTGTAACCACTACCCTGTT -GGTTGAATTCATTGGTGCAATAGTATTGTCGTTGAGTTTTGTACCTAAGTTCGGTGCCTTTGGCCTTTAC -ATGAGTATTTTTCATTCTATTTCAGCATTCTGCAATGCAGGCTTTGACATAACAAGCGGTGCCGTAAATG -GAAAATTTCTCAGTATTACACCTTTTAATAATGACCCTATCGTAATATATACTATTTCAGGGCTAATAAT -ATTTGGCGGTCTTGGATTTACTGTTTGGAGAGATTTGTATGAGTTCAGAAAGAATAAAGCACTACTTTTT -CATACAAAACTGGTTCTTGTAATAACTTCCATCCTATTGATATTCGGTACTTTATTTTTCTTTGCAAACG -AATATAATAATTCTAAAACACTGGGACCTATGAGCTTATTTGAAAAAATTAATGCGGCCTTCTTTCAATC -CACTGCAGCCAGAACTGCCGGCTTTAATTCAATAAACCTTGCCGATATGAAAGAGATTTCAAAGGTCTTT -TCGGTGTTTCTAATGTTTGTTGGAGCTGCTCCGGGATCAACTGGAGGCGGAATAAAGGTTACCACTTTCG -GAGTTATAATGTTTGCTGTATTTTCCCAAATAAAAGGGTCCGGGGATGTAGTTCTTTTTAAGAGAAAACT -ACATCAGTATACAGTAAACAAGGCTCTTTCCATAACCGGATTAAGTGCTACTCTGGTAATACTAATAACA -ACTGTCATAGTTACGCTTCAAAGTGACTTGCACGTATTGGATATATTATACGAGGCAACTTCAGCCTTTG -GAACAGTAGGATTAACTCTTGGTCAAACTCCCTCGCTGAACACAGTAAGTAAAATACTCATTATCATGAC -AATGTTTCTGGGAAGGGTCGGTCCATTATCATTTGCTGTAGCACTGACTCTGAAATCCTCAAAACGAACT -TCTGACATTGTTTATCCTGAGGCCAAGATACTTGTAGGGTAAAATAAAACCGCCTGTATTAGTTAATAAA -ATATTACTGATACAAGCGGTTTTTTTAGTTATACTAAACAACCTTTATTTTTACAAAGTTCTTCTTGCCC -TTCTGAAGCATCATTTCTCCGTTTACAAGGTCATTGGTACCAACTGTATAATCAAAACCGGTTATCTTAT -TATCATTAAGAAGTACACCGCCCTGTTGTATGGCTCTCCTTGCCTCACTCTTGGATGGAGTCAGTCCAGC -AGCCATTAATAAATCTGCTATTTTTATTCCCGCCTCAAGGTCTGCTGAATTTATTTCAATAAACGGTATA -CTGTCAGATTTACCTTTACCTCCGAATATAGCCTCCGCCGCTTCTTTTGCTTTTCCTGCCTCATCCTCAC -CATGTACAATTTTTGTAACCTCATATGCCAACACTGCTTTTGCCTCATTTATTCCCGCATCCTTCAATGA -ACCGAGTCTTCTCACCTCATCCATAGGGAGGAAAGTCATCAGGGCAAGACAATTCTCAACATCATTGTCA -TCAATATTTCTCCAGTATTGGTAAAATTCGTATGGAGTAGTCTTTTCAGGATCAAGCCAAACTGCACCGT -TCTCAGTTTTACCCATCTTTTTACCTTCACTAGTGGTAAGGAGTTTGAAGGTCATTCCGTAAACTTCCTT -GGCTTCAGACTTTCTTACAAGATTGATTCCCCCCAGAATATTAGACCACTGGTCGTCACCGCCCAACTCC -AGCTGACAGTCATATTTCCGGTTTAAAACAAGGAAATCATAGCTTTGCATAAGCATATAGTTGAACTCCA -GGAAGGTCAAACCCTTCTCCATTCTTGTTTTAAAACATTCTGCAGTAAGCATTCTGTTTACAGAAAAGTG -TACACCTACATCTCTAAGGAACTGAACATAGTTAAGCTCCATAAGCCATTCGCTGTTATCCACCATAAAT -GCCTTGTTGTCGGAAAAATCAATGAACTTTGATATCTGAGTTTTAAAACTATCGGCATTGTGCTTTATGA -TTTCCCTAGTCATCATCTTTCTCATATCATTCTTACCCGAAGGATCTCCAACCATTGCAGTTCCGCCGCC -AATAAGAACTATAGGTATATGGCCTGCCTGCTGCATATGAGCCATAACCATTAGCTGTAAAAAATGGCCA -ATGTGTAAACTGTCAGCCGTTGGATCAAAGCCGATATAGAAAGTGACCTTTTTTTCACCTAAAAGCTTTT -TTACTTCGTCCTCATGGGTAATCTGTGCGATAAACCCTCTTTCTTTCAATACATCAAAAACACTGCTCAC -TTTGATTCACTCCTTGTTTTTTTTAATATCAAATTATATAAAAATAAAAGCCCTTTATCCTGTATAAGGA -CGAAGAGCTTCGTGGTACCACCTTAATTCACATTTTTGAGCACCTTAGTCAAAAATGTCTTATTAAAGCT -GTAACGGGCATACCCGGCAAATAGCGGCTCATAATCTGTAATTCACTCATCTGCGTATTCCAGCCTTTTC -ACCGACCAGACTGTTCTCTAAAAATACATTGCAGAAAGTTACTGTAATTAATCATAGCTGTTTGATATTC -TTTTTACAATTCTAACATATGCACTCAATAGAATGCAATAAAAACAATTATCCAAGAAAAAAGTCCTTTA -ATTCCTGCTGGTCCTGTATTGAAGAAGCCGCTAAAATATAGTCCCCTTCCAATAAAGTCGTATTACCGTT -TGGTATAATAACTCTTTCTTCTCTAATAACCGAAATTAAGACACACTTTTTTGGAATGTCTATATCCTTT -AGTTTCTTATTTTTTACGGGGGAAGATGAAGATAGCAATATTTCACTGAGGGCAACTTTGCCGTTTTTTA -ACTTCATTAGCGTTTTCATTCCCGAGTAATCAACTTCCTGTTCTATCAAATCAGCAATTATTGACGTGCT -GCTCACAGCAATATCAACCCCAAGTTTTTCAAACACAGTTATATTCTTTGGGTTATTTACCCTTGCAATG -GTACGCTTTATACCGAAATTTCTTTTTGCAAGCTGGCAGGCTATGAGGTTCTCTTCATCCTTCCCGGTAA -CAGCAATAAATATATCTGCCTTCTCTACATTACATTCTGTTAAATGTTCAATATTTGTTCCATCACCGTT -CACAACACAAACATTCAGCTGGTTTGCAATCTTTTCGCAAAGTTCCTTTTGCTTTTCAATAACTGATATT -TTATGTTTATATGGCAGTAGGGTTTTTATAAGGTAGAATCCAACCTTTCCTCCACCAGCAATCACGATAT -TCATTTTAGTTAATCTCCTTATTAGTCCTATGGGTCGTGTCTGCCACAACCAATATATCACCTTTAGCCA -ATCTTCCTGCAACATTAGCTAATATAAATTCTCCCGAACGTATAATACCGAATATCATACTCTTTTTAAG -CTTAACCTGATCAATCCTTTTTCCAATATACCCCTCCAACACCTTTTTATGTTTAAATAACACGGAAGTA -TTCCCAATTCTATGTGTACTGACATCGGCGTTTGATTCTAGCATAGCTCTCATTACATTTACAGTTATAT -CGGTTGGACAAATAGTTTCCAGACCAAATTGATGAAACACATGTTCCCGTGCAGGGTTATAAATTCTTGC -AATAACCTTAGATACCTTGAATAATTCTTTTGCCATTTGGCAGACCATGATGTTTATATTGTCATCTTCC -GTGACTGCCACCAATACATCGGCATTTTCTATTCCCGCCATTTTCAAAACATCCTGATCAATAGGCACCC -CCGTCAAGGTCACACCATCAAAGTCAGGCGGAAGATTTTTAAAAGATTTTGGATCATTTGAAACAATTAC -AATTTCGTTTCCTTCCTCGGAAAGAACCTGTGCAAACTTTGCTCCAACCTTACCGCATCCTATTATAACT -ACCTGCATGATTTCCTCCTATTTAAAAATCCAGATAAAAATAATGAGCATTATAGGTATGGTATTTCTAT -GCCATACATAATGCCCCATAGTAAAGAATACCAAATAATTATATCACCTTTTAATTATTTTATTAATCCG -CAAAAAATGTTTAAATTTAAAAGTTATAACTTCATTATGCTAAATAGAACCAAAATTTGCAGATTATCAT -TTATTATCTCAATTTTTCTTTACTTTAAAACAAAATACGTTATTAAAATATAATGTATTATTTTTAAGGT -AATAAAAATAATAAGTCTATAATACAAACACTTATGAAAAGAGGTATTTAATTGCTCGTAGTTTTTATAA -GAACTCTGATACTTTATATTGTCGTAATCACTGCCATGAGGATTATGGGAAAAAGACAAATCGGACAGCT -TCAGCCCTTTGAGCTGGCCGTTGCCATTATGATTTCAGAGCTGGCATCAATCCCCATGCAAAACACAGGT -ATACCACTGGTTAACGGAATAATACCCATCCTTACCATGTTGGCTGCACAAATACTGATATCCTTTATTT -CCCTTAAAAGTACCAGGGCCAGAACCATTATTTGCGGACGTCCAAGTGTCCTTATTTCAGGCGGCAGAAT -AATGGAGCAGGTTTTCAGGAAAGAACTGTATACCCTTAACGATCTGTTGGAGCAACTGAGAAGCAAGGAC -ATATACAATATTGCGGATGTGGAATACGCAATATTGGAAACCAGCGGACAGCTTAGTGTCATACCTAAAG -CCGGAAAAGCCAAGGTAATCCGTGAAGACCTGAATCTTTCAGGTAAATATGAAGCACCCGCCGTTGAAAT -TATTATTGACGGAGATCTCATAGAGAAAAATCTTAAGCTTGCCAAATTCAGCAAATCCAAGTTGGAAAGC -GAATTGAAAAAGCTGAATATACAAAGCACTAAAGATGTATTTTTTGCATGTGTAGGTTCAGATGGTCAGT -TGTTTTGCCAGAAAAAGGAGAAAACAAAAAGGAGCTAAAAGATATGTCAAACAATGCAAAAATAGTGACT -GTAGTTGTTAGTTTAGTTTTAGTTATAATCATTTCAGGAGTTCTCACTTTAAGTTATCTGAATCGCTCCT -GTGAAAAACTTGAAAAAACCGTAACCTCAGCTGGCTTATTTATACAATCTAAACAATGGGACTCTGCTGA -AAAACTTCTGAATGATTTTGAATCCGACTGGAATAAGACAAAGTACAGTTGGGCTATCCTTTTAGACCAT -TTTGAGATCGATAATATTGATAATTCGTATACAAAAACCAAAAAATATGTTGAGAGTAAAGACTATCCTT -CTGCTTTGGCAGAACTTGAAGCATTGAAAGAGTATATTAAACATATTCCCAAAAAAGAAAGCTTCTCCCT -GGAGAATATCATGTAATATTATTTAAACCCTCTTAGTATCAAAAAGCCAATAAATACCGCATAAAATACA -CCACCCGATAGAAGCGGTAGCGGTGTTAAATTCTTTTTAACTTTAATCCAGATATATGTTACAAGTGTGG -AAGCCAATGCCAGCATAGAACTTATTAATGTTACTATATCAAGCTTCCAATCAGTTGTGAGAATACCTAT -CGAAAAAGGTATACAGCTTTGAAAAACCATAGCCCCGGAAATATTCCCCAGGGAAAGTGTATCCTTGCTT -TTGCTTATCCATATTACGCTATTAAATTTTTCAGGAAGCTCTGTTGCAATAGGTGTAATTATAATTGAAA -GGACAAGTGTTGAAACGCCCAGAACTCCCGATACAACTTTAATATTCCCCACAAACATCTCAGCCCCAAT -TATTATTGAGAAAAGAGCGAGAGTAATCTGAAGAATGATAACCATGATACTTTCTTTAAATTTGAATGTT -TTTGCAAATATTAAGTCGTCAATATCTTCATTACTTGCCTTGTCGTTGTTTACTGTTTTAAATACATAAA -AAACATAAGCAGCTATCAGCAATATTGCAGATATATTCTTGATAAAATTTACAGGGACAAATGACACGAA -AACAGCACCGGTATACACAATTACAAAAAATTGAATATCCCGTCCAAGAATATTCAGGTCTGTATTCAGT -TTCAATCCTGTTTGGCGTCTGCCCGCAAAGATTATAACACTCAAACCCGTTATAAAAAATGCAAGGGTTG -AGAGCATAAAAGGTGCACCTATAATAGCACCGATTCCTATATCTACTGAATCCTTCTGTTTTCCGGAAAA -AAGCAGTGCAATAACGGGTATTAATGTTTCTGGCAGGCAGGTTCCTACGGCAGAAAAAATGCTCCCTACA -ACTCCGTCTCCAAGCTTGAGATTCTTCCCTAACCACTCAATTCCATTTGTAAACAACTCACATCCTGTAA -GGATTATACCAAGGCTAAGTAATAAAATCAGTATGTTGTCCAGCATAAGTTTTCTCTCTTCTCAATTTTT -TAGGACAATGTCCTTCAATTATTCATATGCCGGAGTTGTTAAATTTAACACAAATGGTTAGCCTGCAATT -TGTAAAAAAAAACTGCCTGTATAAAACAAGCAGTTTTGGTGACGAATACTGGGCTCGAACCAGTGACCCC -TACCATGTCAAGGTAGTACTCTAACCAACTGAGCTAATCCGTCATTCGTACTACTATTATCCATGTATTT -TTATCTGCTGTCAAGTACCTATTATCCTGCAAAATTCTTTTCAGATTTATTTTTTCTTTTCTTATTTTTT -GTCCAGAATTTTAAGGCAAAAAATACTGCACATAAAATTACCAACGTGCCGGATATCCCAAAAATTATCA -ACATATTGTTGAGTACAGTTATCCCAATATCAATTTTTACATTACTTAATACTCCAACAAGGAATGCTCC -AAGCAATGCACTTGCAAATCCCGTCACTCCTGCTATCGCAGCATTAAAACCAACAAAAATTGTGCGTCCT -TCCTGTGGTGCGTGCTTGAACTGAATGTTAAACAGAGACATGTTAACACCTGACCATCCGGCTCCTGCTA -AAATTTGTATAAAGGGAATAATCAAATAGCAAACTTCCTTGGTTACAAATGCCCAAGTCAAGTGACACAG -ACCTAACATTCCTATGGAAATAATAGTTGTAACCTCCCAGCTGAACTTGTCAGCCAGCCTTCCCCACAAT -TTAGCCGTAGAAGCTTGTACTACCGACATTAAAATGTTGGCTGCCATTATAAACGTATATGATAGTTCCA -AACCTGTTACCATATAAACCGAAAAGAAAGGAAGAGCAAGCTGTGCTGCAAAACTCCATGTAGCATTTAA -AAAAATAACCGGACGGAACTGCTTATTCTTTAGTGGCAGAGTAAACAGACTCTTTACATTTACATTCTGC -TTAATAGGTACTATTTTGGGTTCCCTAATCTTATTAAGTACATAAATATCCAATACCACCAATACCAATA -CCAAAGAAAAAACGATAATAAACCCCAAAAACTCCTTTCCGGAAACTTTGAGTATATCAAGTACCCTTCC -CATAGATAGGGAGAGAACAGCCGCTGACGAAATGATGAAGGTATCCCTCAGTCCAAAATACCTGCCTCTG -TATCTCTCAGGAACAAGACTTATTATCCAACTGCCTCCTGCGGGGTTTGAAAAGCTGAAAATAAGATAGG -CCGTAAGATACATCCCTGCCAACAAAAGCAGTCTGGCTGACGTATTCTGTGTTAACAGAGGAATAACTAT -CATGAGTCCAAGCAATGACCTATAACAAAGACTAGTTGTGACAATCAATCTTTTCCTGCTGGTAAGCTTC -TCTAAAAATATTGGACTGAACATTTGAAGAATATTAGCAAGTAAAGGCATCGCAACAATAAGGCCTATTA -TCTGATCTGATGCTCCTAGAAATTTAGCATATCCAGCAAAAAAAGCTCCTGCTGTTAGGGTATAGACACC -ATTTGAAAGGCAACCCTCAAGAATAAAACGCCTACGGCTCAGCTCGTAATTGTCATCTGAAACATTTCCA -TAAATCCTAGGTCTTTTAAATTTAAATACCATGGAAAATAAACCCCCATCAAAGAACATTAGTGTAAATT -ATACTATAAATATTGAGTGTAAATATAAGTGCGACAGTTCTATTACTTATGGGTTACTTCGACTTTATAT -TCCAAATCCATATAAATTTTTGTAATGAAACGTTGTAGAATAAGGTTAGTTACTGTTGTTAAGAAAGCAC -CAATAAACACGCCTGAAGTAGAATTTCCTACTAAGAGCAATACGGGTAACTTAAATATGGCAAAATAAGC -AACTAATATACTCGCAATTTGCACTTTCTTTCCCTTTGTAACCTCGCTGCTGGCGGTCATAGCATCGGCC -ATTGTCAGTTTCAAGTCCAGAACATAGCAGAAACCGAAAACAAACATCACATAAGCTATTATACCCGGAA -TAACAAAGAACATGGATCCGAACACCACTAAAAGCCCAAAAACAATATTGTACAATATAATCCGTCCAGT -ATGTCTGAATACACCTGAAAAGCTTGCCCTAAACCCACAATCTTTGCCTCTTTGTTCCGACAAGTACGAA -TACATATAAACCAATAAGAACAAATTTGAAACAAGCTTAGACAAAAGAGATATACCGAGTGCTACCAGAA -AAGCATATAGAATATGTATAGACGGCTGGTATATATCTGCTGAAGATGTCGAAGGAAATGATGCAAAATT -AGCATAAAGCTTCTCTATTTCCTCTATTGGGAATAATTGGGTATATTTGTATAATGCATATCTGCCTACT -AATTGGCAAAAAAGGACAAGCACAAATATGAACCGTGCCAGTCCTTCATTTTTTAATTTGTGAAATCTAA -TACTCTCCGGAAGATATTCAAAAAAAGTTTTGACTCCTGAAGAATTATTCATTTATTATCCTCCAAGCCG -CCAAGGCAGCATATATTTTTAATAAGTAATAATCGGTGTCAAACCACTAATAAATCAGACACTAGCTAGT -ATATACTTAGCATGGTATAAATTCAAGAGTAAAATATAATAATAAAAGACTAATTGTTTTATCTATATTA -AAAAACCGCCGTTTGGGCTTATAATCTGCCCCGTTATAAACTTGGCACTGTCTGATGCAAGGAAAAAAAC -AGTTTCTGCAATATCATCACCGGTGCCAATTACCCCCAGCGGCGTCTGCTCTTTCAGCTCTTCCATGGTT -TGGTTGTCAATCTCCGAATTCATATCGGTTTCAATTACACCGGGTGCAACACAGTTGACCTGAATATTGG -ATGGACCCAATTCCTTTGCTAATGCCCGTGTCAATCCTATAACCGCTGCCTTTGAAGCCGAGTAATGAAC -CTCACATGATGCACCTGTTAATCCCCATATAGAGGATATATTAACTATTTTTCCGTATTTATTTCTTATC -ATATTTGGAAGTACAGCTTTACAGCAGTGAAACATCCCTTTCACATTAACATCAAACATCCTGTCCCATT -CTTCTGATGTAATATCTGTAAACAGCCTCTGTCCCGCTATTCCTGCATTATTGACCAGTATGTCTATATG -ACCGAAACGTGAGTTAACACTATCTATCATATTAAGTACCTGCTCCTGACTGCTTACGTCAGCTTTTACA -GTCATTACTCTGCATTGTTCCCGGCTTAACTCGCTTTCCAGACTTTCCGCAGAGGTGCTGTTTAGGTTAT -AGTTTATTGCAACATTAAATCCATTTTTGGCAAACTTCTTTGCGACAGCATATCCTATCCCTCTTGAAGC -CCCCGTAACAAGGACAGTTTTTTGGGTATTCATTATATTTTGCCTCAATTCACTTTTAATTTTCCATTAC -CAAGCTATCTGTCTGTATTCACATTAAACAAAGTTTTCTTATCCTCGGAATTTTTAAACATACCGAAATA -GTCAGCTACTTCTATAGCAAAATCAACAAAAGATATACCTTTTGAGGTTATGACATTTTTGTCCCTTACT -ACTCTGGTATCAATATAGTTTTCCCTTGGGAACGGATCATCCTCATTACCGAACGCTTCTCTTCTGGCTT -GTGTCCATTCAACTATGGAAGTGGTATACTTGACATCTTTTAATATACCGGCCTTTGCTAGATATCTGGG -GCCTGCACAGATTGCGGCTATGAGTTTCCCACCTGAATAAAAAGCATTTATCAGATCAAGTATTTCAACC -TTGACAACAGGATTCCAACCTCCGGGAATTAAAAACCCCTCGTATTCATCTGCTTTTGCTTCGGCAACAG -TAATTACAGGTGTATACAACAAACCGCCTTTACTTTTAATAGGCTTCTTTTCATATGCACATGGAACTAT -TTCTTTTGATAATTCATGTCCTAAAAGATGCGTAGCATATGATATTTCAAAATCTGCCATATCGTCATAC -AAAAAAACCAGTATTTTATTCATATTTATACCTCCTTATTTTGTAAGTTGTTCAAGTTTAAGTAAGTATT -CCAATGCAAACTGTCTGGAATTTCCACACATTTCCTCTGATGGTTTCAGGTTTGAACACACCTGTGGCCT -TTCCGGCAAACCGAAAATCCTACAGCTATTATCTGTTTTTAGCTGCATACATCTTACTCCGGCAGGCTTA -CCTTTTGGCATTCCAGGAATAGGCGATGATATTGAAGGAGCTATACAGCACGCTCCGCAGTACTTTCTAC -ATTCCATTCATAATCTCTTTTCTTAAAAACTTCAACCAGTTTACCAGGTTTTATAAGGATTATTGACCAG -ATTAGAGTTATAATATCTGGTATCAGATGTTATCTCAGACCCGAGCCAATCGGGTTTTCCAAAACATTCT -TTCTCATCCTTTAGTTCAATTTCCGCTACCACAAGACCTTCATTGACCCCGAGAAATTCGTCGACAATCC -ATTCATAACCCTTATATACCAAGAAGTACCTTATTTTTTCTATTATAGGCTGAACACACAAATTATAAAG -CATATTATCTGCATCCTCAATTGGGATACAATATTCATATTCTAATCTGCTACAGTTATTTGTCTTCCCT -TTTATTGTAATAAAACCTTTGTCATCGTATCTTCTTACCCTTACAGTTCTTTCAAATGATGTACTCAAAT -ACCCCTGCCTGAATAGAACAGGCTTTGCAAAAGCCTTATACTCATTACTTTTTACAAGAAACTTTTTTTC -TATTTCAATTGACATATAAACTACTTCTCCTTTTGGCTACAAATAATTATAATCAGTAGGTTCAACTTTT -TCAATAGGTGGTGGAGATTTCACTTATTTATAGCCGTACCACAAGAAAGAGTCCGGTATATACCGGACTC -TTTCTTATTCTAATAACTTTTTTACTATTTGGTTAACTAATTTACCGTCAGCCTTACCTCTGGTTTTAGG -CATTACCGCCTGCATTACCTTTCCGATTTCCTTAGCCGAAGTAGCTCCGGTAGAAGAAATAGCTTCTTTT -ACAATTTCCTCTATCTCACCTTCACTCAACTGCTGTGGTAAATATTTTTTCAATACTTCAATTTCTGCTT -TAAGATTATCTATAAGATCCTGTCTGTTACTTTTTTCAAAGTCAGGCAAAGTATCCACCCGTTTTTTAAC -TTCTTTTGCAATAATCTCAACTATACCATCATCGTCAAGGGTAACCCTAGTGTCCTTTTCAACCTGAAGC -ACTGCTGACCTAGCCATCTGAATAGCTGTCTTTGAGACACTATCGCCATCCTTCATGGCTTTTTTCAAGT -CTTGAACAAGCAACTCTTTTAGTGACATAATAAATATCTCCTATAGTCTTACTATTGTCACAAGATAAAT -TATTTAAATTTTCTTTTTCTTGCTGCTTCAGATTTCTTTTTTCTCTTTACACTAGGCTTCTCATAATGTT -CTCTCTTTCTAACCTCAGCCAAAACACCTGATTTGGCACAAGATCTTTTAAACCTTTTGAGAGCACTATC -CAAAGACTCATTCTCTTTAACTCTTACTTCAGACACACACTTCCCTCCCTCCGATGGTAACAATTGTGCC -GGGAAATAAGCCGTAGTACCTTATGACATACTGTAGGGAATTAAGCTAAATACAGCACACACTATATTAT -ATATTATTTTTCAAAAAAGTGTCAATATCTATTTGATAAAAGATTGAAATAATATCCGCTAATTATCCGA -ATTACAGCTGTTTTTATGACTTACATACAATCCTACAGGATTTTAGAACCCATTGCAGTTCCTCCTGCCA -GATGATAATGCAAATGGAACACTGTTTGTCCTGCGTCTGCTCCGCAGTTATTTATCAATCTGTATCCACT -TTCGGAAATTCCCAGTTTCCTTGCAATTTCATTAGCAGCCAGATGAATATCCTTCATTACGTCAACATTT -TCTGAAGAAAGTTCATTATGTGAAGCAATATGTTCTTTAGGAACTATCAGCACATGTACCGGTGCTTCAG -GATTTATATCATGAAAAGCATAGACCTTATCCGTTTCGTAAACCTTCTTTGAAGGAATTTCGCCATTTAT -TATCTTACAAAATATACAATCGTTCATAAGTGTCACTCCTTTGCTATTTTTGATTTTATTTAATTTGTGA -TTCTACAATAGAAGCAGCTGTCTTCAATGCTTCATCTATTTTCGATAAATCCTTACCGCCTGCCTGTGCC -ATATCTGGACGTCCGCCACCGCCTCCTCCGGCAGTTTTTGCAACTTCCTTGATTATATTCCCCGAATGGA -TTCCTTTTGCCACAACATCCTTTGTGGCGGTTACAATAAAGCTGACCTTTTCACCGTAACCTGATCCAAG -AACAACTACACCTGAACCAAGCTTGTTTTTCAGCATATCTCCAGTATTTCTAAGTCCTTCCATATCCATT -GTGTCAAATCGTGCTGTAACTACCTTTACTCCTTTAATTTCAACAGCATTGGCAAGTACGCTTTCTGCTT -CTCCGCTTACCAGTTTGTTGCGAAGCTGTTCAATTTCTTTTTCTGCATTTTTAAGTTCCTGTCCAAGGCT -TTCAACTTTTTTAAGGCTGTCCTGTGGAGCTGCCTTTAAAGCCTGTGCAACTTCATTCAGCAGGTTTTCT -CTATCGGTGTAATACCTTATAGCAGCTTCTCCAGTAAGTGCCTCAAGCCTCCTTACACCTGCTGCTACGC -CGCTTTCTCCGAGAATTTTAACAAGACCGGCCTGAGCAGTGTTATTTAGGTGAGTACCTCCGCACAATTC -AATGCTGTAATCCTCTACCTTTACAACTCTAACGGTATTGCCGTATTTTTCACCGAATAAAGCCAGTGCA -CCGAGTTTCTTAGCTTCATCAATGGACATTTCTTTTATGTTAACATTCATACTGCTGAGAATAACCTCAT -TTGTGATATCCTCAACCTTTTTAAGTTCTTCAGGTGTCATTGCTGAAAAATGGCTAAAGTCAAATCTCAA -TTTATTTGGTTCCACTAGAGATCCTGCCTGATGCACATGGTCTCCCAATACAGTTCTCAGTGCCTTGTGC -AATAAGTGGGTAACCGTATGGTTTCTATTTATTGCAATTCTTCTTTTTTCATCTATTGATGCAGTAATTG -TACTACCTGTTTCCACAATACCAGTTTCAACGAACCCTGTATGGAGGAATTTTCCATCAGCGGTTTTGGT -GCAGTTCTCAATTTTAACTTTACCGTTCTGGGCAGTAAGAATTCCTGTGTCACCTACCTGACCACCCATT -TCAGCATAAAATGGTGTCTTATCAAGAATAACGGTTATTTCGTCCCCTTCCTGAGCGGTATCAACTATCT -CTCCATCTTTTACAATATAAAGGATTACAGAATCGGAGGCTGTATTTTCATATCCCACAAAAGCAGTTTT -CTGACTCTTGTCCAGTTTGTCATATACACTGTCAGACCATGCAGATGTATCCTTGCTGTTGTGAGCATCT -CTTGCTTTCTTCCTCTGGGCATCCATTTCCCTTTTAAAACCTTCCTCGTCAATACCCAGTCCGTTTTCTT -CTGCAATTTCTCTGGTAAGGTCAAGAGGAAACCCGTAGGTATCATGGAGTTTGAAAACCATTTCCCCCGG -AATCACATTCTGTTTTTCGGCTTTAATTTCATCTATAAATTCATTGAGGATAATTATTCCCTGATCAACT -GTTGCCTCAAAACGCTCTTCCTCTATTTTTATAACCTTTTTAATGTAGTCAGCCTTCTCAGCCAGTTCAG -GATAAGCTTCCTTTGATTCGTTTATTACCACCATTGCTACATCGTACAGGAAAGGTTTGTTAATACCCAA -AAGCCTGCCATGTCTTGCAGCTCTCCTCAATAGCCTTCTTAAAACATACCCTCTTCCTTCATTTGATGGA -AGAACCCCATCACAAACCATCATTGTTGTACTTCTGATGTGGTCTGTTACTACACGTATAGAAACATCTG -TTTTCTCGGATTTTTTGTATTCAACTCCTGCTGTTTTGCATATAAATTCCAGTATATTCCATACAGTGTC -AACCTCAAAGAGATTATCAACATCCTGTGAAATACATGCAAGCCTTTCAAGCCCCATTCCCGTATCAATA -TTGGGGTGAGCAAGTCTTGTATAGTTGCCTTGCTCATCCTTGTTGAACTGTGTGAAAACATTGTTCCAGA -ATTCTACGTAGCGATCGCACTCACAGCCAACCTTACAGTCAGGACTTCCACAGCCTTTTTCTGGTCCCCT -GTCAAAATATATTTCGGAACAAGGGCCGCAAGGGCCAATACCATGCTCCCAGAAATTATCCTTTTTACCC -ATACGTACAATTCTTTCGGCAGGCAAACCCACAACCTTATGCCATATGTCAAAAGCTTCATCATCATCTT -CATAAATTGTTACCCATAATTTGTCTACAGGCATTTCAAGGTCTTTAGTGACAAATTCCCAAGCCCATGG -AATAGCTTCGTTTTTAAAGTAATCCCCAAATGAAAAATTACCAAGCATTTCAAAATACGTACCATGGCGG -GCAGTTTTACCAACATTCTCTATATCAGGAGTTCTTATACATTTCTGACAGGTTGTAACTCTTTTTCTCG -GAGGCTCCTCTTGCCCGGTAAAAAATGGCTTCAACGGTGCCATTCCAGAGTTAATAAGTAATAGGCTGGG -ATCATTTTTAGGAACCAGTGGTGCACTTGGAAGCCTTAAATGTCCCTTGCTTTCAAAAAACTTCAGATAA -CGTTCTCTTAATTCATTCAATCCTAGTTTTTGCATTTATATTCGTCCTTTCAACTATAATGGTCTTGAAA -TTTTAAAAGTCCTTTAAATTAAAAAACTCCCATCCCTGTAACAAAGGGACGAGAGATATCTCACGCGGTA -CCACCCTAATTCCCCGAAAGGGGCTCTTAGTAAATTCACAATAACGCTGTGACAGCGTCCGTCCTTTTTA -CCGGACAGAAGCTCTGGAAACTGCTTCATAAAATGCTCTGCAAGAACTCACACCAACCGTCCTCTCTCTT -TAGTCAGAAACATTAAACTACTTCTTTCCTTCATTGCCATTCTTGATAAAATTATATACAATCTTATATT -CCAATGTCAAGGAGTACAAAAGAATTTAACCCCTGTTATCCCCAGTTACAAAGTCCACCAATTCAGATGG -CGAAGCAATCAGTATCTTTCCACCGCAGGATTTTAATTCATCTTGTTCCCTAAATCCCCATAATACACCT -ACTGCCAGCATCCCTGCCCTGTTTGCCGATTCCATATCCCCACCAGAATCCCCCACATATATGGTTTGAC -TCGGTACAACCCCAAGTTTTTCAGCCGCCTCTATCAGTGAAGCCGGGTCCGGTTTGCGGGGTATTCCCTC -CCGTTCACCGAATACTACGTCAAAATACTTATTTCCCAGTAGTTTTTCCACTATCTCATTTGTAGGTTTG -TGAGGTTTGTTTGAGCAAACTCCCATTTTTACCCCCACTTTTTTAAGATTTTCCAACATTTCATGTATTC -CGGCATAAACTCTGGTTTTATTTACGTAGTTTTTGTTATATATTTTCCGGTAATCTTCGAGTATCATATC -AACGACGCTGTCCTCTGTTCCGTCAGGTGTAGCACTTTTAATAAGGTTCCGTACTCCGTTTCCAACAAAT -TTTTTGTATGCCTCCAGAGGATGAGCTTTGAATCCATGCTTTGTTAAAGCCTCATTAGCACTTTCAGCCA -AATCCTCAAGTGAGTTTATAAGTGTTCCGTCCAAATCAAATAGTACGGTAGTGTATTTCATTTTCTCCCT -CCGAACAAATTGCATATTTAAAAACTAGAATTATTATAGCATAATATTTCTAAACAGGACTTTTGAATAT -ACACAAATTTAATTGATTCATTTTGTATAATTATGTATAATCAACTTAAAATAAAGATGTAATTATTTGT -CTTCAAATTTAAATAAAGCCTGAATAGGCACATGGAGGTTCACATGAATATAATTGATGGTGGTGTTACT -GCTCCCAAAGGCTTTAAAGCTGCAGGAGTTGCCTGTGGAATAAAGAAGAATAACAGAAAGGATCTTGCAA -TAGTGTGTTCTGAGGATACAGCCGTAGCTTCGGGCGTATTTACAACCAACGTTGTTAAAGGACACTCCTT -GCAGGTTTCGATGGAACATATTAAAAATGGTTTTGCAAGAGCAATTGTGATCAACAGTGGAAATGCCAAT -GCCTGTGTCGGTGAAACCGGTTATAAGGATGCAAAGGAAATGGCTGAACTGACTGCCGAGCTTTTACAGT -GCGATGCTCAGGACATTCTTGTTAATTCTACAGGGGTAATAGGTACAAAGCTAAATATGCCTTCCGTCAG -GTCAGGCATACGTTCAGCTGTTAATGCCCTAAGCTCAGAGGGAGGGTCAGATGCGGAAGAAGCTATAATG -ACTACTGACCTTATGCCAAAGGAAATTGCCGTTGATATCGAGCTTCAAGGTGAAACCATCCGTATTGGCG -GTATTGCAAAAGGCTCTGGAATGATTCATCCTAACATGGCTACTATGATAAGTATAATAACAACCGATGC -AAATATATCAAGAAGCCTTCTTGACAAGGCTCTTAAACAATGTGTAAAAAAGACTTTTAACAGAGTCTCT -GTAGATGGTGATACAAGTGTTTGTGATTCTGTGTTTGTACTTGCTAACGGTTTTGCAGATAATGATGCCA -TTGTAAAGGAAGACTATGAATACTCAAAATTTGTAGATGCGATGATGTTTGTCTGTACCTACCTTGCAAG -ACTTGTGGCCAAAGATGGTGAAGGGGCTACAAAGCTTATTGAGATTAAGGTTGACGGTGCCAGTGATGAG -AGTGATGCTTATAAGGTTGTAAGTACTGTTGCTAAATCCCCATTGGTAAAAACAACTATTTTCGGAGAAG -ATGCCAACTGGGGAAGAATATTTACGGCTGTAGGATATTCAGGTGCTTCCTTTGACCCTAATCTTACAGA -TATATATATAGGAGATATCCTTGTTTGTAGAAATGGATCTGCCGCTAATTTTGATGAAGCCGCTGTAAAA -GAAATTATGAAGAAAAAAGAGATCGTTATTAAAATAAATCTTAAAAAGGGAAAGGTATCTGATAGAATAT -GGACTTGTGATTTTTCCTATGACTATGTAAAAATAAACGGAAGTTACAGAAGTTAAACAATTGCCGAATT -TTACTATTACTGATATAATGTTTGTACAAGAACTTTTTTTGAGGGGGTAATTGTAAAATGTCTACGCAAT -TGGTTTTGTTTAAGGTAAACAATGAAATATTTGCTATTAGTATAAACAACGTAAATATAATTGAAAGAAT -TACGGATATTTACAAAGTTCCTGATACACCGGAGTATATTGACGGATTGATTAATTTAAGAGGAAAGGTT -CATACAGTTTTTAACCTTAGAAAGAAGTTCGGCTATTCACCAAAAGAGTCTGATGACAATACAAGAATTA -TTATATTGAATCATCAATCAAACGTCGGCCTTCTCGTTGATGAAGTAATGGAAATATTCAGTGCTGAGGA -TTCTGAAGTAAAGCCTGCTCCTGAACTTATATCAGGTATTTCAGGTAAGTTCTTCAGCGGTGTTATTGAA -AGAGACGGTCGTATAGTACTTATTCTTGATCTCGAAAAATTGTTTGAAGTGAAGTAAAACAGTAAAGTTT -ATACCCGGCCTGATAGCTCAAGCCGGGTATTTTTATGTCTTACTTACCACTTCTAAACTTTAAATAATCC -TACAGATGAATTCAGTTTTTGGGATAAGCTCTTAAATATGTTTGATTTTTCATGGACTTTTTTTACAGAA -ATAATATGGTTTTTAGTGTATTCATGAACATGGTCAGAACTGTGTGCTATCTCTACGGCAGCGTTATTTA -TTTGATTTACCAGTAATACAAGATTGTCTTTCTGTTTATCCATTTCCTGTAAATAATCTGTTATATTAAA -AAGACGGCTATTTATATTATCAATGTTCTTTTTGATTTCCAGAAAGCAGTCTTTTGTTTCATTAATACAG -CTATTTTGAGAATCAGTTCCTTTGCTTACCTCTTCAAAGCCCTTAGTCAGGTTGTTTGAATTTTGTACAA -TACTCTCAATCATATTTCTAATTACTCCTGCTTGTGAGTTTGTCTGAATAGATAGTTCCTTAATTTCATC -AGCCACTACAGCAAAGCCTTTTCCCGATTCCCCTGCCCTTGAAGCCTCTATCCTTGCATTAAGTGACAAC -AACTGTGTCTGTTTAGCTACACTCTGAATTGCAGCAGTTATAGTATTTATCTGTTTCATTTGTGTCTGGA -GCCCAATTATCATTTCATTCATTTTACTAATGCTTTGCAGATTTAGTGTAGAATTTGCCTCCAGCTTATC -CATTTGGCTTTTACCTCTTTTTGCTGAATTGTTAAGCCTGTCAAGAAAGTTGTAGACATTGTTTGAATGT -TCCCTTGTTGTAGCAATCTGTTCTGCAAGACTTTTTATTTCCACCGTCGCGTTGCTTGTATTGTCCGCTT -GGTCCTTTATATTAACATTTATGTTTGAGATTGATTTTTGAGTAAATTCTGACTTTTCAAATGACTCACT -GGCCTCACTATACATAAGGGCGGACATTTCGTCTATTTCCTTGGAAGCCGAGCTAATACCGGAAATAAGT -ATATTTAAATTTCTAACCATATTTTCAAATGCAGTTGTTAAACTGTTTATTTCTGATATATTGCTTCTTT -TTTCAAAATGAACTTCCAGAAAGCCATCTTCAACTTTCTTTATTTGTCGTGTGAGTTCAACTACAGGACT -TGATATATATTTTGAATAAAAGATGGAAATAAATGCAGCAAGCAGAAGTGATAAAACCAAAACGATTATT -AGGATGAGAATATATTGCTTTACAGGTAACATTACTTTGCTATAGTCCATTTGAGCACACACTATCCAGT -TTGTAAGATCTGATTTATACAAGTGTGCAATTTTTTTGGTTCCTGAATCCATATATGTAATATTTTCATC -ATCCACAGCTTCTTTAATTGGTATTTTGCTGTTTATTTCATTATTGTCCTTGCCGTAAAAAGCTTTTAGT -CCGCTGTCCAATATAATAATTTCGCTTTCAATTTGGTTCTTACCAAATTTGAAGAATTTCTCATAGTCCA -CCAGTGCAGTTATGGTTCCGCTAAAACCTGCCAGACTTTTAACTGCTCTCGTAACAGGTATAACCTTTTT -GTTTGCACCTTTTAAAATAATAGAATTACCGACTATAACTTCATTGTTTGCATCTTTTTTTATACTTTCA -AAAAGCTGCATATTATAAAAATCATCTACACCTGCTGTTTTTGTTCTTTTTGCAGCTGTGGCTATTACTT -TTCCCCTTTTATTGCATAAATACATTGTTTGAATGAGTCCTTCTGATCCTTCTACTACATTTTTCATCGA -GAGCTGAATTCCGCTATATGTTACTGTATCCATCTTTTCATTAACACTATTGGCCATTTCAAGTCCAACC -AAAAAGTCTGTCTGGGAAGCCACTCCCTTGATTGTACTGTCCAAACTTTTTATTTTTAGTTCTATATTAC -TCATAGTATTATAGGAATCAGATTTAAGATTATTTAATGAGAGTTCAGTTATTTTTCCTATGGTTGTGAT -GTAAGTTGTAGTACTTACTGCGATTATTGGAATAAGTGTTACTGTTATAAGTACTATAAGCAGTTGTATG -CGAAGTCTTATATTTGTATTTTTTATTTTTCTGCATATTTTTGTTACACTCATTTTTCCATACCCCTTTG -GAAATATTTAAGCTTTTATATAAAACGTGGCACTTAATTATAAGTGCCACGTTTTATATATTATTCTTAT -TTGAGCTTAGCTTTTTCTGCATCATAGCTTTCAAGAGGTACATATCCTACTTCTTTAGCCAAATCTCCTG -CATTATCCAGATAGAATTCTATAAATTCTTTAACCGGAGACTGATTAATCTTATTTTTATTTACATATAT -ATACAATGGTCTTGACAAAGGACTGTAGGTATTATTCTTGATTGTTTCTAAATTTGGCTCGATAGGCCCC -TTCCCTGAATCAATCTTCAATACTCTCAATGAATCCTGGTTTTCTTCGTAGTAAGCAAACCCGAAGTACC -CCATTGCATCCTTATCTCCTGCAATACCTTGAACCAGAACATTGTCATCTTCACTTGGAGTATAATCAGT -TCTTGATTCCTTTGCTTTCTTATTAATCACTTCAGTAAAGAATTCAAATGTACCTGAGTCCGTACCCGGT -CCATACAGTTTTAAAGGCTCGTCTGGCCATGCAGGGTTTACTTCTTTCCATGTCTTAACTTTACTATCCT -TACCCCAGATTTTATTCAGTTCATCAACAGTGATTGATTCAGCCCAGGTATTATCTTTGTTAACAACAAC -AGAGATTCCGTCATATGCAACTTCAAGCTCCACAAAATCTATACCCTTTGCTTTTGCAGCCTCTGCTTCC -TCCGGCTTTATTTTTCTGGAAGCATCACATATATCAATTTCACCCGCAGCAAACTTTTTCATTCCACCAC -CAGTTCCTGACATGGCTACCGATACTTCAACATCCGGCTGCTCGTTTTGAAATTCTTCAGCAACAGCTGA -TGATACCGGATAAACCGTACTTGAACCGTCTATAACTATTTTCCCGGTTAATTTCGTGCTTACATCCTGA -TTGCTTTTAGTATTGTCCCCGCAGGCTGTCAAGGATACAGTTAAAGCAACCCCTAATACCAAGGATACTA -TTCTCTTCTTATTCACTAATTTTGCCATTCTTATACCTCCCATGATTGTATATACTGCTTAGTTTTCTCA -ATAAATTGGAAACTTATTATGGTTAAATTATAATACGGTAATTTAAAGAGAATATTGGGATTGGGTTAAC -TATTGTTAATTCATTATTAAGAATAATTAACACTATTCTACAGATTTTTGATATTTATTTCTAAGTACAA -TAGTAATTGCATTTGTTGTTAAAAGGATTGCCAGGAGCACTATAATACCGGCAGCAGCCAAATCCTTAAA -CTGTTCTTTTGGAAGTCCCATCCAATAATATATTTGCAGTGGCAATGCTGTAAATATTGAATTTAATCCT -TCAGGAAGCTTGGAAACATATGTTGCCGCCCCTACCATTATAAGAGGTGCAGTCTCTCCTAATGCTCTTG -ATACGGATAGTATGACTCCTGTAAATATTCCGGGAAGTGCTGTCGGTATTACTATTTTTCTGATAGTTTG -CCACTTGGTAGCACCGAGTGCATATGAACCGTGTCTTAAATACTGTGGTACTGCTTTTATGGCTTCCTGA -GATGAAACTATTACTATAGGGAGTACAACTAGCGACATGGTTAATGCTCCGGCTACAATACTTTTCCCTA -GGCCAAGTGTTTTTACAAAAACAGTAAGTCCAAGTAAACCATACACAATTGACGGAGTTCCTGACAGATT -TGATATGTTTATTTTTATAAATTTGGTAAAACGATTGTTTTTAGCGTATTCCTCTAAATATACTGCTGTC -CCTAAACCTATAGGAACCGCAAAGAGTATAGTCAGCAGTATAATGTATACACTCCCATAGATACCAGGCA -ATATTCCGGCCTTTTTAGGAAAACGAGATGGAAAGCTGGTAAAAAAGTTTTTGGTAAGATACGGTACGCC -TCTCATAATAATATCAGCTAGCAGAATAACAAGTACTACTATTCCTATCAGCGTCACACAAAATATTACA -CCGTGAAAAATTGAGTTTTTCATTTTTCTGTACTTAATCTGATTCATTTAATTACCTCCGATATTATTCC -TTTTAATATTCCTTCCTGTATTTTTCAACAATGCGATGGGAAAAAATATTTAGTCCCAATGTAATAAGGA -AAAGAAGCAGACCTACCGCAAATAGGGAATAATAGCCTACTGTTCCGTGAGGATTATCTCCTTGACTAGC -CTGTACTATAAAGGAAGTCATGGTCTGAACACTTTCCAATGGATTAAATGTCAGGTTTGGCCTTGCTCCC -GCAGCAATTGTTACAATCATTGTTTCACCTATAGCCCTTGAAATTGCAAGAACGAATGATGCAGATATTC -CCGATATCGCTGCTGGAACAACTACTTTCATAGAGGTTTCCATTTTTGTTGAGCCTAAAGCAAGTGCTCC -CTGTCTTAAACTGTCAGGAACAGCCCTTAGTGCATCCTCACTCAGCGAAGAAACCAACGGTATTGTCATA -ATACCAACCGCAATACTCGCACTAAGTGCATTGAATATCTCAGTCTGGGGTATAAATGATTTAAGCACCG -GTGTTATCAGGGTCAACGCAAAGTATCCAAATACTATTGAGGGTATCCCTGCCAAAACCTCAAGAATAGG -CTTTATAATCTTTCTCACTCTTTTATTGGCATACTCACTTAGATAAATTGCAGTAAACAAGCCTACAGGG -ATTGATATAACCGCCGATGTAAGTGTGATTATTAATGTTCCCGTTACCAGAGGAAGTACTCCGAAGCTGG -GACTGCTGAATAGTGGTGTCCATTTTGTTCCAAAGAGAAAATCCGTTATTGATACCTTTGAAAAAAATCC -AATGGAATCCTTGAGCAGTGATACTATAATTCCGACTGTCGTTAATATTGTAATTATTGCAAACAAAAAC -AGGATGTTTCTAGCAATTACATTTGAAATCCTCATTCTTTTAATCCTGCTGTTTACAGCTTTTTTATTCC -GAAAAGTACTTGTTATATCTGTCATAAAAACCCCTCCTAATAATGTTATAATAGCATTTGGAGTTATACA -TCGAAAGCAAAGTCATGTTAAACGTATGTTAATATAATGTTAATTTTGTCTCTAACAGTTTTTACTTTAG -TTTTGTCCTATTGGAACAGTATTTATATATTTTATCCTTTATGTTAATAATAGAATAATAATATTATTAA -CACCGAATTAACACAGAATTAAACCTGCATTAAAAATATATTGATATTATTAATCTGCACAGTAATACAT -TTTTTTATATAAGGAATGATATCATGACTAATGGATATAAAATTGTTACTAAGAATCTGAATCTTTTTTA -TGGAGATATGCAGGCGTTAAAGAATGTTTCATTAGAAATTCCCGGAAACAAGGTTACTGCATTTATAGGG -CCTTCCGGCTGCGGTAAATCAACTTTCTTGAAGACTCTCAACAGAATGAACGATCTGGTGGCATCAGTGA -AAATTACTGGTGATGTCTATTTCGACGGTTTGAATGTTTACAAGGAATATGATATAGTTGAGTTAAGAAA -AAATATTGGAATGGTATTTCAAAAGCCTAATCCGTTTCCAATGTCTATTTATGACAATGTTGCTTATGGG -CCACGTATTCATGGGATAAAGTCCAAATCCAAGCTTGACGAGATAGTTGAAAAAAGTCTCAGAGACAGTG -CCCTTTGGGACGAGATTAAGGATAGATTGAAGCAGAATGCACTTGGTTTATCAGGTGGTCAACAGCAGCG -TCTTTGTATAGCAAGGGTTTTAGCTGTAGAACCTGAGGTTGTATTGATGGATGAACCTACATCAGCCCTT -GACCCGATTTCAACTCTTAAAATTGAGGATTTGATACAAGAATTGAAGCAAAATTATACTATTGTAATAG -TTACACATAATATGCAACAGGCAGCCAGAATATCAGATTTAACCGCATTTTTCCTCCATGGAGAAGTGGT -TGAATTTGGTAATACTAATGAGTTATTCAGTACTCCAAGAGATAAGAGAACAGAAGATTATATAACAGGA -AGATTTGGTTAAGAGGTGATTTATATGGTAAGAAATTCATTTGATAAAGAGCTTGAACACTTACACGGAC -TTATGTTAAAAATGTCGTCAATAGTTGAGGAATCTATAGAGAATTCAGTACTCGCCTTTAAAAAACAGGA -TGTAAGTCTTGCCAAACAGGTATTTGAAAACGATGATGCCATTGATGACATGGAAAGTAGAATAGAAAAA -ATATGCATAAACCTGATAGCAAGACAGCAGCCGCTCGCAAAGGATCTTCGTGCAATAAGCACAGCACTTA -AAATAATAACTGATTTGGAACGTATTGGGGACCAAGCGGCAGATATAGCCGAATTGACAATAAGAATTGG -TGATTCAAAGCAAGTTAAGCCTTTGATTGATATCCCCCATATGGCGGATATGGCCAAAAAAATGGTTACA -AAGTCAATTGATTCCTATGTTAAGCAGGATATTAATCTTGCCAAAGAGGTTTGTGACAGTGATGATGCGA -TAGATAACCTTTTTTCAAAAATTGTTCTAGAATTGATAAATATAATGAAGAATAACCCTTCAACTGTTGA -GCAGGCAACTGACTATATGTTCGTTGTAAAATATCTTGAAAGAATCGGAGATCATGCTACCAACATAGCA -GAGTGGGTTGTTTTCAATGTAACGGGTTCTCATGATCATCTAGCCCGTAAAAATGAGTAAATTTTGATAT -CTTTATATTGTATGAGGTGACAGAATGTCCAAGCAGCTAATTTTTGTTGTAGAAGATGAAATGCATATTC -AGCAGTTGATAAAATATAACCTTGAGGCCAATGGCTTTAAGGTTAATGTTTTTGATAATGGTGAGGATTT -ATTGGAATATAGTTCAGGAAAAGTACCGGATTTGTTTATTCTGGATATAATGCTTCCCGGTATAGACGGT -TTAGAGGTGTGCAGAAACCTGAAACAAAACAATAACACTAAAACTATTCCAATAATTATGTTAACAGCAA -AAAGTGAAGAATTTGACAAGGTATTGGGACTTGAACTTGGGGCTGATGATTATATTACCAAGCCTTTTAG -TGTAAGAGAGCTTATAGCCAGGGTTAAAGCCTTGTTCCGAAGAGTGAACACAACTAATGAACCAAAGATT -GAAGTCCTGTCCCACGGTGAGATCAAAATTGACTGTACCAGAAGAGAAGTATATAAGGGTGATAAGTTAC -TGGAAATGCCACTGAAAGAATTTGAACTTCTCAAAATGCTGGTTTTAAATAAAGGTAAGGTTTTATCCAG -AGAACATCTTCTAGATAAAATATGGGGATTTGACTATTATGGTGAAACTAGAACTGTTGATGTTCATATA -AGGTATCTGAGGCAAAAAATTGAGGATAATGATGATAATCCGACTTATATTGAAACGGTCCGTGGTATAG -GCTATCGTTTTACTGATAAGAACCCTGATCCAGCCAATTAGATGTATTACCTTTATAGCTTATTGGGGGT -GCCCTGAAAGTAAATGAAAAAAAAAATAATTCAATACTCTGTTATGCTTGTAATAATAGGTATTACTATT -GCAGGAATTTTTACTTCTGCAATGGCCAGATATTTCTACAAGCAGGAAGTTCAAAATAATATTGAAAGTA -TCGCTGTTTTATTAAAGAATGATGTACTAGAAGAGATATCTGTCAAAAGTGAACTAGACTTTAATAAGTT -TGTAAAAGATTATGCAAGTCTTCTTAATTCCAGATCGAATAAAGATAAGAATTTCCCTTTAGCTACCAGA -ATAACAATTATAGATTTTGAAGGAAAAGTACTCGGTGACTCGGACTCAAATATAGATACAATGGAAAACC -ATTTAAACAGAAAGGAAATCCATGAAGCTATCCAGGGTCAGTCAGGTACAGATCAACGATTTAGTGCCAC -GATGCAAATGCCTTATTTGTACGTCGCTCTGCCCATAAATGAGCATCGCATAATTGTAAGAATTTCTGTG -CCTTTATATCAGCTAAATGCTATAAATAAAGCATTTATATATTATACTTTACTTGGAATTCTGGCAGGCT -TGCTTCTAACATTACTCATTTCATTTAAATTATCCAGTTTTATTACCAAGCCAATTCAACATTTAATTAA -TACCTCTAAGGAAATAGCAGGAGGTAACTACAAAAAGAGAATTGATGTTAATTATAAGGACGAAATTGGT -CAGCTTGCTATAACCTTCAATGAAATGGCTGATAAGCTTGATGAGACTCTTAGTGGTATAATGGATAAAA -ATGTAAAAATTGATACCGTTATTAATAGTATGATGAACGGTATAATTGCTATTGATAACAACTCGAAAAT -AATTATTATAAACACTACAGCCTGTGATATCTTTGGTGTACAGTATGGACCTGGAATAATAGGTAAAAAT -TTGATAGACATTACAAGAAACTCCAAAGTCAATTCTCTTTTGCGTCAAACAATAAGAAATGATATCTCTT -TAATTGATGAAATTGTAATATTCTCACCTTCATTGGGAATTGACAAAATTTACAGAATTTATACCAATAC -CATTAAATCATCGGATACTAGACAACAAACAGCGGGAGCCGTAATTACTCTAAATGACATAACATCAGTA -AGAAAATTGGAGCAAATACGTACCGAGTTTGTATCGAATGTTACTCATGAGCTGAAGACTCCTCTTACCT -CAATAAGAGGATTTGTGGAAACTTTGAAAAACGGTGCTATTGAGGATACCACAGTAGCTGTTAAATTCCT -TGATATTATTGATATCGAAGCCGAAAGACTATATATGCTCATTAATGATACCCTGCAGTTGTCCGAAATA -GAAGCTATGCGAAAAGATGACAGTGTAATGAAAATAGACCTTATACAGATAATTGATGAGGTTGTTCTTA -TTTTAAAGTCTTCAGCTGATAAAAAAAATATTGCATTGGAGGTTCTTGCCAATTCTGCTGAAGTTCCTGT -AATAGCCAATAGAAACAGGATAAAGCAGATGCTCATCAATCTCATTGATAATGCAATTAAGTATAATGTT -GAAAATGGAAAAATATATATAAAATCGGAGAAAGCTAACGGCAATACAGTAATTTCTGTAAAGGATACAG -GCATAGGTATACCTGAAAAGCACCACTCCAGAATTTTTGAAAGATTTTACAGAGTTGATAAGGGACGCTC -AAGAAATATGGGTGGTACCGGACTCGGATTGTCTATAGTAAAGCATATAGTTAATCTTTATAGTGGTGAT -ATTAATATTATCAGTGAACCAGGAAAGGGAACTGAATTTATTGTTAAGCTGCCATTATAGTCTATTTTTT -AAAGTCAAAACCACCCGTAAAACGGGTGGCTTGTGTTAGCCCTATAAGGGCTTGTTACCGGCCAGCGCCT -CAAGACGCTGGCTTTCACTTTGTTCAAGCTACTATTGCCTTTGCCACCTTTGCCGCCCCTGAAGGGACAA -CTTACTACTTGCTACCCCTTGAAGGGGTCTTCATACTCTTTCACGCTTAGTTTATCTACCATAATATCGT -GCTTTTCCTGCTCTTGGATATACTTTCTAATAGTTGCTTCATTAAGCCCTACAGTACTCACATAGAAGCC -CTCTGCCCAAAAATGTCTATTTCCGAACTTATACTTTAGGTTTGCATGCTTATCGAATATCATCAATGCA -CTTTTTCCCTTAAGATAACCCATAAATGTTGAAACTGATATCTTTGGTGGTATACTTACTAACATGTGTA -TATGATCTGGCATTAGATGCCCTTCAAGTATTTCTACTCCCTTATACTTGCATAATCGTATCAATATTTC -TCGTATGCTTTGTTTGTATTGATTGTATATTACTTTTCGTCTATACTTTGGAGTGAATACTATGTGATAC -TTACACATCCATTTGGTATGTGCTAAACTATTTTCTTTATTTGCCATTAAAATCACCTTTTCCCTCGTTA -ATCTAGCAGCTTGAACAACTCTATTTTAACGAAAAGGTGATTTTTTTGTATAACTACTGTCGCGCACCCG -CATAGCGGGTGGTTTATTATTTCGTATGTCTCCGTTTCTCTGTTGAGAAACTCCAACATACTCAACAGGC -TAAAGCCCATAACAACAAAGCAGCCTTCTATTGTATAGCCTGTACAATAGGAGGCTGCTTTGCGTGCATA -TTGAGGAATCTATTTTTAAATACAGAAATTATCCCATTATTACTTCGACCTGATGTGTCTTTTCATCATT -AAATATAGGAATTATATTACCACCTATTTCCTTCCCATCTACAACTACTTTCTTAACTCCTTTTGAAACG -TGTTCGGGATTGCTAATAACAATTTCAAAAACTGCATTTCTGAATTTTCTGGTTATCTTGTAACCATCCC -AACTTGCTGGTATACACGGATCTATCTTTAGTCCTGAATAATCAGGCTTTATACCAAGTATATTTTGTGA -GATTACTACAAAGTTCCATGCTGCTGTACCAGTAAGCCAAGAATTCTTTGCTTCTCCCGGTCTCTTAGCA -TCCTTACCTGCAATCATCTGAGAATAAACATAAGGTTCTGTTTTGTGAATATCACTTATCTCCTCAGTAT -ATGCAGGAGCAATTTTGGAATAATATTCAAAAGCTCTGTCGCCTCTGCCTAAAACTGTTTCACCTGCAAT -AATCCAAGGATTATTGTGGCAGAATATGCCTGCATTTTCTTTATATCCTGCAGGATATGTAGATATCTCA -CCCATGTTGACATAGTATTTTGTAAATGCCGGATTTTGAAGTACAAGTCCGTACGGAGTATCCAAATACT -TTCTTGCAGAATCCAAGGCTTTCTCGACATAACCGTCTTCCAGACCTATCTCCGCCATAGAACAGAAGCC -CTGTGATTCAATGAAAATCTTACCTTCTTCATTTTCATTACTTCCAATCTTCTCACTGTTATCATCGTAA -GCACGGATAAACCATTCGCCGTCCCAACCATACTCCTTAACAGTTTTTATCATTTTATCAATTTCAACTT -GAGCCTTAGCAGCTTCATCTTCAAGTCCATTAAGCTCACAAAGTTTTACGTACTCCGGACCGTAGTAAAC -AAACATTCCGGCTATCAAAACAGACTCTGCCACTTTCCCATCTTTACTTGTGGTTGTCTGGAATGATTCG -TCTGGAGTCTCGGAGAAACAGTTTAGATTGAGACAGTCATTCCAGTCTGCCCTTCCTATAAGAGGCAGTC -CATGAGGTCCAAGATTGTTCACAACATGATAGAAAGACCTTCTTAAGTGTTCAAAAAGAGAAGCAGCTTT -TGTGTCATCGTTGTCAAAAGGAACATTTTCCTTTAGTATGTCCATATCTCCTGTCTCTTTAATATATGCA -GCTACAGAAGCAATAAGCCACACCGGGTCGTCATTAAAATTTCCCCCAATTTCGTTGTTACCCTTCTTTG -TAAGCGGTTGGTATTGATGATATGCACCACCGTTTTCCAACTGGGTTGCAGCTATGTCTAGGATCCTTTC -TCTAGCTCTGTCAGGAATCTGGTGTACAAATCCCAATATATCCTGATTTGAGTCTCTAAAACCCATACCC -CTTCCGATACCTGTTTCAAAATATGAAGCACTTCTTGACATATTAAATGTAACCATACATTGATACTGAT -TCCATATGTTCACCATTCTGGACAGTTTCTCATCTTTGTGCTCAAGTTTATACTGTGTAAACAACTGGCT -CCAATAATTCTGCAGTTCATCAAAAGCTGTCTGAACTCCGGCAGGATTACCTTTTTCTTCTATCATCTTA -TATGCTTTCTTTTTATTTATAACGCCTTTACTTTCCCATTTTTCATTTACATCGTTTTCAACATAACCCA -GAATGAAATCAAGTTCCTTTTCTTCACCAGCTTTCAAATCAACGGTTATGCAATGTGATGCCATAGGGCT -CCATCCGTGGGCAATGGTGTTTTTTGGTTCACCGCTGACAGGGACCTGTGGAGCGTCAAAACCATTGTAT -AAGCCAATAAACTCATCTCTATCCGTATCAAAGCCTGTTAAGTCAGCATTGACAGAGTAAAAGGAAAAAT -GGTTTCTTCTTTCCTTATATTCTGTTTTATGGTATATTACCGAGTTCTCAACTTCAACCTCACCTGTACT -TAGGTTTCTCTGATAATTTGTCATGTCGTCATAGGCATTCCATAAGCAGAATTCAATACATGAGAATAAC -TTAACACTTTTATTATCAGATGTTGTATTCTTAACTCTTACACGATGAATTTCACCATTAAAGTTCAATG -GTACAAAATATAAAACCTCTGTACTGATACCGTTCTTACTTCCGGTTATTTTTGTATACCCCAAACCATG -CCTGCACTCATATTTATCCAAATCTGCCTTAACTGGAGACCATCCCGGTGACCAGAGAACGCCATTGTCG -TTTATATAAAAATATCTTCCTCCCATGTCTATCGGAACATTATTATATCTGTAACGGGTTATTCTACGTA -AACGTGCGTCCTTATAAAAACAATAACCGCCTGCAGTATTTGATATCAAAGAGAAGAACTCCTGAGTTCC -CAGATAATTAATCCAAGGATAAGGTGTTTTAGGTGTTGTAATGACATATTCTCTATTTGTATCATCAAAG -AAACCGTATTTCAAATTTATAACCCCTTTCGATGTCGAATTATTTTATGAGAAACCTCTTCTATTTACTT -TGCAACTGTTTCTCTAATAATCATTATTTTAAATATTTTTAATTAGAACTTTTTTCTTTACTTTTTTAAA -TATGTAATACATAAAAAAATTGTACTAAGGAACATGCGTAATTGAAAGATAAGTGTCAGAAAAAGGAATC -AGTATTTATATTAAAATCAAAAAGACGGGGGCCCCTTTTTAGAGACATTATATGAACATTAGCTTCTCTT -AACAATTCTTCTCCCCCGCCTATTTCTACTTTTTAACAAATACTGTTACTATACTAATATATTGTTTAGA -CAACATATAAAACAATACTCTATATTCCAGCATTGTATAAATGTCGATGCCATTTTTTCGTACAAAAAGT -TTAATAATGCAACTTTTTGTAGAAAATCATTCTATTTATATTTTATTCAAATTAAGAAAAACTTGAATGG -AACAACTTGCTTTAATGTGCAAAATTTTGTCATTGCTTAGTATAATAGATATAAACCCATATTTACAAAC -TTACATTATCCAGTTAATTTTCTTTGAGCAGTCGAAAATCTGCTCAAAGAGTAATTTAACCAGTTGTTTT -AAAACGCTGAATACCTTTTAAAAAGGTATTCAAGACAAAACCTTTTATAAAAATTACATGTTCGGTATCT -TACATCTTTCTATCAAATCAATAGGAACTCTGTACATAAACCTGCAAGTTAGCCTTTTACAGACCCTGCA -GTAATACCTTGAATAAGTGATTTTGAGAATACCAGGAATATGCAGAACATAGGTATTGTACCAATGACCA -ATGCTGCTATTCTGGCACCATAGTTTGCTCTGTACAACGCATCCAGTGTTGATAATCCAAGAGTAACAGT -ATACTTCTTCGGGTCACTGATTAATACCAGCGGTAACAGATATGAATTCCAAGCTGCCATAAAGCATAAC -AAAGCCTGTGAGCCAAGTGCCGGCTTAATAAATGGTATAACCAACTTGAAGAAAATTCCCCCTTCAGTAC -AACCGTCCATTCTTCCGCTCTCCAGTATTTCAGTTGGAACGCCTTGAACTGTGTATTGTCTTATCCAATA -AACTGCAAATGCATTTGCAGCTGCAGGAATGATAAGTGACAAATGTGAATCAGTCCAACCAATCACGTTC -ATTTCAGTAACAAATGCTATCAGACCCAACTGAGTAGGAAGCATCATAGTAATCAAAATTGCATAATATG -CTGTCTTTTTGAGCTTAAAGTCAAATTTGGCAAGTGCATATCCGCACATGGCACATACAAATACTGTCAA -TGCTGTTGAGAGGACAGCAATGTAAATACTGTTAAAATAGAATCTCCCAAACCCTGCATTTAGGAATACA -TCCTTCAAATTTATCATAAAGTTGTTTCCGGGCAATAAATGAAGGTCAGAAAAAAGAGCATTTGAATCAT -AGGTACTCATTATTATCATGAGATAAAAAGGACCTATAGCAATTACTGAACAAACTGCTAGAAATATATA -CATAATAAAGGAATAAACTCTATTAGATTGCTCCATCTTTATCCCCCCTATTCATGAACTTTAATGAAGC -AAATGAGAATATTGCTATTACTACAAACATTCCATATGCAACAGCACTACCATAACCATATTGAGAGTTC -TGGAACGCACCCTTACCCATAAGCATTACCAAAGTCAAAACTGCACCATCAGGTCCCCCTGAGTATGGTC -CCGTTTGATAATTTCCCTGAGTATAAATAATATTTGGTTCATCAAATGTCTGGAAACCACCTATAAGGGA -TGTGATAACCATATATATTATTATAGGCTTTATCATTGGAAGAGAAATGTTCCAGAAATTGTGCCATGCT -CTGGCTCCATCAACACGTGCAGCCTCATACAATTCCTCCGGTACTGATACAAAACCGGCTATAAAGAACA -GTACACAATATCCGGTGTATCTCCACAACATGATAACTGCAATAACTACTTTAGCTAATTTGGGACTTGC -AAGATAATCAACCGGCTCTTTAAGAATATGCAATTTCATTAAGATTGCGTTGATTGTTCCTGATGAACCT -CCATCGAAGAAAAATGCCCACAACAAACCTGCAGCTATTGGTATAACAAGATATGGAGTAAAAACCGCAG -TCTTAAAAATTTCTTTGTGCCTGACAAGCTTTGAATTAATCATATAGGCAATAATTACTGCAAATATCAA -CTGCAACGGTATCAACAGCAACATGATAATCGCAGTATTTTTCAAAGCTAGAAGAAACTCCCCATTTTCA -AACATTCTTTGATAATTTGCTAATCCTACAAATTTTATTCCCTCGTATCCGTTCCATTCATTAAGGCTCA -TATACAAAGTAAATATTATAGGTATTAGAGAAAATGTTAGAAAAAGAAGGAAGTAAGGTGCCATGAAAAG -ATAAGGTGCTGATTTCTTTGAGAGATTTTTCATTACTAACCACCCCCGTGTGCTTGATTAAGTACAAACA -GTAAAATAATCAAGGAGAGGGAATTTCACCCTCTCCTAAATCATAAATAACATTCAGATAATTCCGAAAT -TACTTCAATTCAGGAACATTTTTCTTCATATCAGCAATCATGAAATCAACTGCTTCTTGAGCTGTCTTTC -CTTTTTTGATTTCCAGTAATCCTTTTACGAAATTATTTTCAAGGAAATTGTCATATTTACCGAGTGATTT -AACTTTAACTGCATCCATGTTATCCATGTAGAATTGTCCTACATCCTGTCCGCCCCAGTATTCTTCTTTT -TGGCTGAAGAAACCTGGTTTATCAATGAATTCTTTAACAGGAGTAATATTCATACCAGTTGTAAATGAGT -TCTTAACACCGTTTTCATTAAGTATCTGGTCAGCAATGTATCCCCACGCTGCATCCTTAACCTTTGAATC -CTTCCAGATTGACAATGCAGTACCACCCCAGTTGAACATTCCGCCCGGAGCTACTGTTACTCCCCAGTCA -CCTTTACCCTTTTCATCGTTTGGTTCTATAACGTACTTGAGGAACCAAGGTGCTGCTGCTGCAAATACAT -CCTCGCTCTTTGCGAATGATGCATTCCATGCAGGAGTCCACATGTCATATTTGTTGATAACGCCAGCCTT -CCACATCTTTTCTATAACTTGGAAAGTAGGAAGATATACTTCGTTAAACTTGATTGTTCCATCTTGAATT -GGGTTTTGAGGATTATATCCATCAACTATGTGGAATATATCTCTTACTGATCTGAATGCGTAAACCTTCT -TGCCATCTATCTTAGCATTCTGGAAGGCAGCGATTACATCCTCCCAAGTCTTAAACTTGTCTGCCAATTC -TTTCGGATCATCAGTATTGAATAATTTCTTTGTCATGCTTCTTCTATATGCAATACCTGATGGGTTGAAC -TGTGTTGGAGCTCCTAATACCTGTCCCTTGTCATTTGTAACAAGAGGTAATGACTTTTCAGCTAACTTTG -TCTTGTCAAAGTTGTATGGAGCTTGTGAAAGATCTTCACAAATATCCATGTCAAAGAGGGTTCCTCTGAA -ACCAACTTCTCCTCTGATTACATCTGGTAAAGCTGTTTTTGCTGCAACTGCAGTCTGTATTTTCTTAACA -TAGTCTGCACTTGCAACTGGTACTGATTCAACCTTAACATTTGGATATCTGGTATTAAAATCAGCTATTG -CTGTCTTAAGCTGATCCTGATTTTCCCAGTTCCACATTACTACCGTTCCAGAAGCCTTTGTAAAGTCTGT -TGATGTAGCAGCTGGTGAAGAAGTAGATGCTACTGAACTACTGCTAGCTGCTGAGCTTGATGCAGAAGCA -GTACTGTCACCTGACTCTGTGTTTCCACAAGCAGCCATTCCCAGTACCATAACGCCTGTTAAAACAGAAG -CTATTACCTTTTTAAACATTTAAAAATCCTCCTTTTTATTTTTGGCATTTTCATATTGAAATGCTTACAT -TAGTGCCATTAAAGCACTTTTCAACATTAATTCTATAAAAATAGATTCTCTTTCTAAATGGATAATGTTG -CTTTATGTTTTAATATTTTGACTATATGGGTATGGCAAGAAATTGCACAAAAAAGACACATATTATTACA -AATATGTGTCTTTTTTGACGAATTGTATTATTTTTTAAATTTACGGGTCTAATTATGTTTATATCCACAG -CATGGTTACCTACAATTATTTCCATTAAAGGTCAATATTGAACACCATGTTATAGCATTATTAATTAGTA -TGAATTAATAACAACTATCTCTGTATTCCGAGGGCGTCATGCCTGAATACTTCTTGAATAACTTTGAAAA -ATAGTGAGGATCAGAAATACCAACCTTCTCTGCAACTTCGTAGGTTTTATACCTTACATCCTTTAGAAGT -TCTTTTGCCTTATCAATTCTCACATCGTTAAGGTAATCTACAAAGCTTTTTCCAAGTTCTTTTTTGAACA -TTCTGCTAATATAAAAGGTACTAACATATATGTTTTCTGCTACTTCGTTAAGTGTTACCTGTTCATTGTA -ATGTTCTTGTATATAATCTATAGCTTTACGTAATATGAGCTTTATGCTCTTATTGTTGAAGCTGTTAACC -TTGGATGCGATTCTCACGGCTACTTCTTCCAATAGTGAATTAAGTTCTTCTGCCTTATCGGTTTTTTCTA -TAAGCTTTATGAGGCTTGCTATATCCTCACCTTCTGAATATTTCTTCTCCGTATCTACCGACGAAACCGA -TATTCTTATGTTATTTATTGAAGACAACGTTGTATAATAAAAATTCCGCATATAATGTATATTTATATTG -TTGTTTGTCAGATAATCAGATATAAGCTTTGTATTTTCCTTTACTCCAAGCTCATTCCCTGATTTTATAT -TTTCAATAAGCTGTTTTTGATACTTGTCCAGTATTGAGTAATCTTCATATCTGAAAAATGAGTTCAGATC -ACTGTATTGAATTATAGAGTTGTCTCCCATATAACTCTTATATTCCAATGAGCCCAGACACTCCTTTAAT -TTTTCTGGAAGCTCCAGAGCTTCTTTTCCGTTTGAACTGACAGCTATTGTAACAGTAAAACCAAATCCGC -TATTAATAACCTCTTGAAGGTAAGCACATTTTTCACTTACCTTCTCAATATCCAAAGGTAAATTATCAGA -TTTCTGTATTATAAAACCTACTCTGTTACTGTTGAGCATAATGCTTAAAACTTCATAATTCTCTGCAAAG -ATTTCTTCAAAGGATTTTACAATACCGAATTGGTAAAGGTGTTTATCGTATAACGAACTGTTTGATTTAT -CGTTGTAGTCGTTTTCCATTACAACCAGAACAAAATTTTTTATTGATATATCAAACAGCTTCATTTTTTC -GTATATTTCATTTTCACTTGTGTTAATTCCGTATATAATATCATAAAGCAGCTTTTCTCTAAGTACGGGA -ATATTTTGTTCAAAAAGCATCCTGAACCGTTCTATCTCATTATACTTGTTCTTCTGTTCATCTAATTCCC -TGACTGCATTAGTCAGCACAGAAGTCAGTTCTTCAATTTTTGAGGGTTTCAGGAGGAAATCATATGCCCC -GCATTTAATAGCCTTCTGCACATAGTCAAAATCCCTGTAACCCGTCAGTATGATGATTTTTGAGTTAGGG -ACAATTTCCTTTACGTTCTTGATCATTTCAAGACCATCCATTCCAGGCATACGAATGTCAGTTATAATTA -CTTCAGGTACATATTTCTTTATTAGCTCAATTCCTTCAATGCCGTCACTGGCATCTGCACAAACCTCACA -ATCAAGCTGTTTCCAATTAATAATATTCTTAATGCCTTTTCGTATAATAGATTCATCATCAATTATTAGA -ACCTTGTACATAATAACTCTCCTTAGTATTGAATGTTTGAAGCGGTAAACAAACCGTTACTTTAGTGAAT -ATGTTAATACTGCTCTCTATTTTGATACCGTATTTTTCACCATAGAAGAGTTTGATTCTTCTATTTACGT -TATCTATTCCTATGCTTTTATTTTTCTTTTCTCTAAGAGATTTAAAATATGTGTCATTATCCATTTCGAG -ACTCTTATTTAACTTTAGAAGGTCTTCTTTTGATATTCCGTTACCGTTATCAATTACTTCTAATAGTATC -GTATCCCCCTGTATTCTGGCATTTAGCATAATAACGCCTTTTTCCCTGCTGCTTTCCACTCCATGGTAGA -CAGCATTTTCGATTAACGGTTGTATCAGAAGTCTTGGAATCTTTATATATAAAACTTGAGGATCTATTTC -TTTTTTCAGCGTTATTTTATCTTCAAATCTTCGTTTTAAGAGAGATATGTATTTATCTATATACATAAAC -TCCTCTTCTATGGGTATAAGCCTGTCGTCCCTTCCAATACTGGCTTCAAGCAGTGCAGACAGGTCAGTTA -CTATATTGCTTATCTCAGGAACATTATTTAATTGTGCCATCCAATTTATGGATTCCAGTGTATTAAACAG -GAAATGAGGGTTTATTTGTGATTGTAATGCCTTTAATTCCGCCTCTTTGCGGGTAATCTGCTCCCTGTAA -ATCCATGTAACAAGGTGGTCAATTTCTTTAGCCATATTATTGAAGGTTTTATGCAGGAAGCCCAGTTCAT -CACCTCTGTCAATCTCTATATAACTATCCGAAACGTTGTTAATGTTCATATTTTTCATAGCTTTTACCAA -TCTGTTTATTGGTTTTATCATATCGAAAGACATGTAAATGCTTACTACAGACAGCAGGACTATAGACCCG -AAACAAAGCAAGATTATCTTGTTTCTCAATTTATTTACATCCGAATATAATTCATCTAAAGGAACAAACG -AAACTATCCTCCAGTTGATATTATCTTTTAAATATGTATACGCAACAAAAATATTATTATCTTGATCTAT -AAAAGAATCTTGATCATACGGCGTATCCTTGATTATGGTTTTATATTTTTCCAATGCCGATTTATTTTTG -GAAACAATTATATCATTGTTTGGTGATAGTATTGTAGTATTTTGCATAACCTCGGATTCCAGTCCCTTTA -AAACATCTCTCAAGGAGTCCATTTTTATTTGGACAACCAACATTCCTATTTCTGTATAATTGTCCCTGTT -GTATACCTTCTTGACCAAATAAGCATTCTTTACTATACCCGAAGAAGTTTCAAAGAACCAGGCTGCCTTT -CTGCTTACTTCGTCAGCCTTTTCACTCATTCTGGAGTATTCCCTATTTACCACTGACCTGAGTTCCGAAT -CAGTACTTGGAAACCTTCTTGGTAAAACTAAGCCGCTATCAGTTATAATACAAATAGAATTGATTTCTGG -TCTGTTACCCTTTACAGTTATAAATAGGTTGGTTAACTGGGAATCTATTTCTCGAATTCCCGTTTCTGTT -AAATTATTATTGTTATTACCTATATCATAGCTGATTAAAGCATCGTATATATTCTTATCCATACTTATAT -CACCGGATATGTTAGTCAAGTTTGTTACCGTATCCTGAAGCCTTAATCCAATAGAGCTAAGTACATCGTT -TGAGTACGAAAGGGATTTACTGTTAATAATTTCTTCAGAACTCTTATATGCGAAAAATCCTACAAATATT -AGGGGTATTAAAATTTGCAGATTTACTACGAGCAATAGCTTCTTCTTTATTGATATGTTTTTGTAAAATT -GTAAACTTCTAAGCATCTTAGAAAACATACTTGAAGTGATTTTGTTTATCATTCTTCCACCATATCCTAA -TAAACATGAGTAATTTTATTAAATGTTGCTATTTTTTTACTGCAATTTGTCTAATGCTTTTTCCCATATT -TGTTCCGCAGATATTTTATCATCAAGATAATCTGGAAACTCCTTGACAATAATTTTTTCCCAAGTACTTC -TATCTATAACATGATCAGGGATTGCACACCGGTCTTGTTCAGGAGTATTCTCATATATATCTATACTTTG -TTTTGCCAATGCATTAAAAGGGGTTTCCCTTGATATATTTAGTGTGCTGAATAGGCCGGATTCCTTGTAT -AAATAATCTGATGTCTCTTTTGACGTAAGGAATTTCAAAAGTTTTACGGTATTTTCTTTGCTATTGGGTG -TACCCCAGGCACTTTTACTTATATAAAAGGTTCCCCCGCCTAAACCTGCTGGTATTTTTCTGTTTCCATT -TCCCATGGACGGAAAAGGTATCATCTCAACAGTCTTATCAAACTTTCCGAAGTATGCTGCAAACCATGAA -CCCTGAACTATCATGGCTGCCTGTTTTTTTATAAAAAGGTTGTTTCTTTCTTCGCTGGTAATAGAGATTA -AATCAGTCGGAAATGCATGCATCTTGTGAAGTTCCTTCATATACTTCATAGCATCAATATAACATTTGTT -TATCTGGTTATTAACCATATAATTTTCTACTCCATCATTGCCGCCTAGACTGGCAATCATATTCTGATAT -ATATATGAACCTTCGGCGGTAGCATTATAGGCTATAGGCGTTATATTATGTTTATTAAAGATATTTATAG -CGTTTTTAAGCTCCTCATAGTTTTGAGGTATTTTTACATTAAATTGCTGAAATAAGTCCTTATTAATAAA -CATCCCTTCAAATACAAGCTCAAAAGGTATCCCATATATCCTGTTGTTATAGGTAGTCAAGTCAAAGTAA -TTTCCCTTAAAGCTATCCATCCACTCACTGTCTTTCGTAAGCATGTCCGTCAGGTCAGCAAGCTTATTTG -CCATGATCATATACTTTATATCCGAACATGGCCATAATCCGAAAACATCGGGTTCATTTCCTGATGCAAA -CCTGGTTTTAAGAGTAGGTAGATATTCGTCTCCAAAAATAGATTGATTAGAAACTTTTATAGATGGATTT -CCATTTTCAAATCTATCAAGCAAATCCATCAAGCAGCCGGCTTTACTATCAACACCTCCCCAACTTGTCA -TTAAACTTATTGTACTGGTTTCAGCCTGAGTAGTTTTGCTGTTACGAGCATTTGAAACATACGAATTGTC -ACTGCTGCAAGAAACTGATATTATACTTACTAGTGTAAATAGTACTAAACATAAAAGTTTTTTTAAGCTT -TGCATTTGTTTCACTCCAATTCTTATTTAATATAGCCATGTTTTGTCTACTATTAAGAACGAGCATAACA -TATCATATACAATTATAAATACTAATAGGTATATATTGCAAGGATTTACAATTAATTATCGACGTGATGT -TTTGTAATATGTAACAAGTAAAATAGCAGCAAGAGCTGAATCCTGCTGCTATTTATATAAAATTATTAAA -CAATTTTTAAAACAACTTCATTATTTTCATCAATATCAATCCCTACCAGTGAACCTTCCTTCATCGTACC -TTTTAAATACTCTTCTGACAGGCGGTCCTCAATGTAGTTCTGTACTGTTCTTCTCAAAGGTCTGGCACCA -AACTTTGGATCATATCCTTTTTCCAGTATGAATTCCTTAACTTTATCTGAAACATTCACTCTGATATCCT -TTTCACTGGCTTCCTGATATACCTCTTCTAACATCAGATCGATTATTTTCTTTAGTTCATCAGTTCCAAG -TTCAGTGAATACAATTATCTCATCTATTCTGTTCAGGAACTCCGGCCTGAAAGTTTCTTTTATTACATCT -CTTACCCTGCTTTCAAGTGCAATATAGGTATTATTTGCAAAACCTATGCCACCGGATTTAAAATTAGTTC -CTGCATTTGATGTCATAATAATAATAGTATTCTCAAAGTTTACAGTCTTTCCGTGACTGTCTGTAAGCCT -TCCGTCTTCAAGAATTTGAAGAAGCATATTAAAAACGTCCGGGTGGGCCTTCTCAATTTCATCCAACAGT -ATTACTGAATACGGTCTTCTTCTTACTTTCTCCGTTAATTGACCTGCATCATCATAACCCACATATCCCG -GAGGTGAACCTATTAATTTTGATACTGTATGCTTTTCCATGTATTCTGACATATCAAGCCTTATTAGGGC -TTCTTCGCTTCCAAAAAGTTCTGTTGAAAGAGCTCTTACCAGCTCGGTCTTACCTACACCAGTGGGACCG -ACAAAAATAAAGGAGGATGGCTTCTTCTTCTTTTTGAAACCTGACCTACTTCGTCTTATTGCCTTTGCAA -CGCCCTCTACAGCTTTTTCCTGTCCTATTACCCTCTGATGAATACGTGATTCAAGACTCATAAGCTTTTC -GGATTCACCCTCACTAAGTCTTTGAATAGGTATCTTTGTCCATGCTTCTATTACTGCTGCTATGTCCTCC -ACAGTAAGTTCTACATCTTTACTTGTATCCTCTATATCTTTAATAAGCTCCTGGAGCTTACATTCATAAA -CCTTTAAATCAGCTGCCTTCTGGTAATCTTCTATGGAATCAGCTGAAACCGCAAATTCCTTCTCCTCTTG -TACTTTCTTCAGTTCATCCTTGTATGATTGAAGCTCAGCAAGCTTTGTATTTCTCAGGTTGGCTCTGGAG -CCTGCTTCATCTATTACATCAATGGCTTTATCAGGTAAAAGTCTGTCGGTAATATACCTTTCAGAGTAAT -TTACTGCGGCCTTTACTATCTCATCATTTATTTTAACTCTATGGTATTGTTCATAGTAGTGCTTGATGCC -TCTAAGAATTTCTATACTTTCCTCAATGGATGGTTCGTCAACAATAATAGGCTGGAATCTGCGCTCTAAA -GCGGTGTCCTTTTCTATATGCTTTCTGTATTCGTTTAGCGTTGTCGCACCAATCACCTGAATTTCACCTC -TGGATAAAGCGGGCTTTAAAATGTTAGCAGCATTCATAGCTCCTTCAGCCTCGCCGGCACCCATTATATT -ATGGAGTTCATCAATGACAAGAATTATATTTCCAAACGATTTTGCTTCATCGATTATTCCCTTCATCCTG -CTTTCAAACTGTCCTCTGAATTGTGTTCCGGCAACCACACTGGTCATATCCAGAAGGTAAACCTCAGAAT -TCTGTATTTTTGCAGGAACGGATCTCTCAGCTATTCTCAAAGCCAGACCTTCAGCAATAGCTGTTTTACC -TACACCCGGTTCTCCTATCAATACAGGATTATTTTTTGTTCTTCGATTCAAAATTTGAATTACTCTTTCT -ATCTCACGAGTTCTGCCTATGATATTATCTATGCTACCTTCTTTGGCCTTATCTATAAGGTTTGTCCCAT -ACATTTCGAGATATTTTTTCTTTTTAACATTCTTTTTGTCCTGAGCTTTGGTTTTTGTATAATTCCTATC -CTTATCTTCCCCATTTTTATCCTGACCGACTGGTTGAATGTTTTTATTTGAATTGTTTAACTCTGAATCA -CCTGTCTTTGGAAATGCCTTATTCAATATACTGAAAAAGGGATTTGCCTGATTAATATTTTCAGGGTCTA -CCTGCATTGCCTCCATTATTTCAGACCCATCCATCTCTTCAAGCATATCTCCTACTTGTTTGCTTATATT -TTCAAGCTCATATTCTGTCATTCCGGTTTGTGACAGTAATTGATCTATTGGCTGTAAATTTTGTTTTTTT -GCACAGCTTACGCATAAGCCCTCCTGAATCTGTTTTCCGTCTATGATTTTTGTTACAAAGACAACTGCGA -TGTTTTTATTGCAAATGGAGCATTTTATCATTTAATCACCTCTTCTTTTAATTCACAGTATATTCCTTCC -AACATATATACTATATTATTTCCATAAATGTCCACATATTTATTATTTAAAAATTTCTTTTACTACATTA -TTAGTTTTTAATAGTATAACACAAGTATATTACGAGGTCTAACCGATTTGTTTTTATTTTTTTGATTTTT -ATCTGATATGAGTAATTCATATTTCATAAGACAAGGAAACCTGAATTATAGTCGAAATAGCTAATCTATG -CGACTCTAATTCAGGTTTTTAAATTTTTATTATAAATATTCTATTATGTACTAATAATCAGGCAAAGAAT -TTGAAAATAGTTGTTATAAACGCTCCAATTATTGCAGATATAGGGATTGTAACTATCCAAGCATATACTA -TATTTCTCGCCAGTGCCCACTTAACTGCCGAAAACCTTTTGGATGCCCCAACACCCATTATTGATGTTGA -TATAACATGAGTTGTACTTACAGGTGCACCAAAATGTGTCATTGTTTCAATTACAATGGCCGCACCTGTT -TCAGCTGCAAAACCACCAATGGGCTGAAGCCTTATCATGTTAACGCCTATTGTCTTGATAATTTTCCATC -CGCCTATTGATGTACCAAGCGCCATTGATATAGCACACGCCAGCATAACCCAAGTCTGAACCTCAGTATG -ACCATTGTTCATATTAGCACCTATTAACGCAAGTGTAATTATTCCCATAGACTTCTGAGCATCGTTATTT -CCGTGAGAATATGCCATTAAAGCTGCTGAAAGTATTTGAAACTTTGAAAACCATTTATTTACAAATCTTT -GAGAAAATGGGCGAAGTACTTTATATAGAAATTTCATAAAGAAAAAACCGATTACAAAACCTATTACCGG -AGATGTAACTAAAGGAATAACAACCTTTTCCAATACACCCTTCCATTTTACTATACTTAACCCGCCCGAA -TATGCTATTGATGAACCTACGAGAGCACCTATCAATGCATGTGATGAACTGCTTGGTATACCAAAATACC -ACGTAATCAAATCCCATATAATTGAGGCGATTAAGGTTGCTATAATTACGTATTGTACTTTAATCATGGT -ATTATCAACCAGGCCGTTGGTAATAGTATGGGCTACTTTACTGCTCATTAAAGCACCTACAAAATTAAGA -ATTGCTGACATTAAAATAGCCTGACGTGGGGACAGGACTCTTGTCGAAACTGAGGTAGCGATAGAATTTG -CGGTATCATGAAATCCGTTTATAAAATCAAATCCTAGTGCCAGTACAACAACTATTACTAATGAAACACT -AAGCATTTTTCATAACAACCCCTTCAACTATATTCGCAACATCCTCACAAGCATCAATTGTATTTTCAAG -AAGTTCATATATTTCCTTCCACTTTATAACTTCTACTGCGTCATTCTCAGTTATGAACAAATTTGCCATT -GCATCTCTGAAAATGGTATCTGCTTCATCTTCAACATTATTTACTTCTATGATTTTTTCCTTGAGTTTCT -TGCTCTTCTTCATATTCTTCATTTCAATCATTACATTTTTCAACTCACCTGTAGCTCTTACAATCAACTT -TGTCAAAGTAACAGCGTCAGGTTTAACAGCCTTGACATTATACATACTAAACCGATGTGCGGCAGTTTCA -ATATCATCTGTAATATTGTCAAGTTCCTTTGCTATTGTGAATATATCTTCGCGATCAATGGGGGTAATAA -AAGATTGGTTAAGCTCATTTAGAATTTTATGGACATTACTATCACATGCATGCTCTGTTTCTTCAATATT -GGAGATCTTTTCGTTAACATTAACATAGTTTGTAGTTAGATCCTCTAGAAGTGATGCTGCCTTGCAAATA -ATCTCACATGTCTCAATAAAATAGTCAAAAAACTTCTCTTCCTTAGGTGTAATTCTAAACATTTACAATA -TACCTTCTTTCGACAAAAAATAACATTTTTACTATATAATTATATAGCAATGTTAATTTTATTACAATAA -AGTTAACACAGAATTAACAAACCTTCTGAATATTTACTACAGTTCTACTGATAATGTAACTTTTTTATTT -TACATTATTTATTATATTATTTTATATAAAAAAGCTTGTACTTTTGGGCAATAATAAAACAATATTTCCA -GAGATATGTTTTAAAACTAATCTCCGAAAATATTGTTCTTAAAGTCCTGTTTGCTTATTTTTCTAAAATT -TTACTTAGATATTGACCTGTATAGGATTCTTTCACTTTTGCAACTTCTTCGGGCGTTCCCTGTGCAATAA -TCGTTCCTCCCTTGTTACCACCTTCGGGTCCAAGATCAATTATATAATCAGAAGTTTTTATGACGTCAAG -ATTGTGTTCAATAACTACTATGGAATTACCCGCATCCACAAGCCTTTGAAGAATATCTATCAATCTGTGA -ACATCAGCTACATGAAGTCCGGTTGTAGGCTCGTCCAAAATGTACAGTGTCTTTCCTGTACTTCGCTTGG -ATAACTCGGTAGCAAGCTTTACTCTCTGGGCCTCGCCTCCCGACAGGGTTGTAGATGGCTGACCAACCTT -GACATACCCCAAGCCGACATCATACAATGTTTGGAATTTTCTTTGTATCTTGGGGATGTTCTTGAAAAAC -TCCAGGGCATCGTCAATTGTCATATTTAGAACATCCGATATGCTTTTCCCCTTGTACTTAACTTCCAGAG -TCTCCCTGTTGTACCTTTTTCCCTTACAAACTTCACAAGGAACATATACGTCAGGAAGGAAATGCATTTC -AATTTTTATAATTCCATCCCCGGAGCAGGCTTCACACCTTCCACCCTTTATATTAAAGCTGAACCGTCCG -TTTTTGTATCCTTTCATTTTTGCTTCGGTAGTTGAAGCAAAAACTTCTCTGATAAGATCAAAAACACCTG -TGTAGGTTGCCGGGTTTGATCTCGGGGTTTTTCCGATTGGTGATTGGTCAATACTTATAACCTTGTCAAT -ATTTTTAATACCTTTTATTGTATCATGATTACCCGGTCTTGCCTTGGCTCTATATAACTGGCTGGCAAGA -CTGGTATACAAAATCTCATTTATCAATGTACTTTTTCCCGAGCCGGAAACACCCGTAACTGATGTTAACA -CCCCGAGAGGAATCTTTGCGTTGATGTTTTTAAGATTATTCTGCCTTGCTCCCACAATTTCCAGCCATTT -TCCGTTTGGTTTTCTTCTTATCTCTGGAACCTCTATTTTTTTTCGTCCGCTAAGGTATTGTCCTGTAAGT -GATTTTTCACTTTTTAATATTTTATCGAGGGTTCCCTCTGCAACAACGTGTCCGCCATGGATTCCAGCAC -CCGGACCCATATCTATGATATGATCTGCTGCATTCATGGTATCTTCGTCATGCTCTACAACAATTAGCGT -ATTTCCAAGGTTCCTAAGTCGGTTTAAGGTTTTAAGAAGCTTTTCGTTATCTCTTTGATGCAGTCCGATA -CTGGGTTCATCCAGAATATAAAGTACCCCCATCAAGCCCGAGCCAATCTGGGTAGCTAGCCTTATTCTCT -GTGCCTCTCCTCCGGATAAAGTCCCAGCCGGTCTGGAAAGTGTAAGGTAGTCCAGACCAACGTCAACGAG -AAAGCCTATTCTGGCTGCAATCTCTTTTAAAATCTGGTTTGCTATCATCTTGTCTCTTTCACTAAGCTCA -ATGTTGTCAAAGAAATCTTTTGTATCTGCTACAGACATGGAAGATACTTTGTGTATATTTTTACCCCCTA -CTGTAACAGCAAGACTTTCAGGTTTTAATCTGGCACCTTTACAGTCCGGGCATGGGTTGTTGCTCATGAA -CTGTTCGTAATACTGTTTCGAACTTTCGGACTGGGTCTCATTGTGGCGGCGTTCAATTGCATTAATTACA -CCCTCAAATCCCGCCATATAAGACCCGCTGCCGTACTCTCTTTCGTAATCTACTTTTATTTTTTCGCCCC -TTGTCCCATAAAGTATAATATCTATTATTTCTCCGGACAGCTTATTAAACGGTGTATCTAAATCAAATTT -GTAATGTTTGGCAAGAGCATTGAATATCATCCTGATATACGCATCCTCACTCCCAATATTCCAACCTGTA -ACACTAATTGCACCATTTGTAAGTGACAGAGACCTGTCAGGTATAACAAGCTCGGGATCTACCTTCATGA -GATTTCCCAATCCTGTACATGTTTGGCAGGCACCAAACGGATTGTTAAATGAAAACATTCTTGGTACAAG -CTCTTCTATACTAATTCCGCAATCACTGCATGCAAAGTTCTGACTAAATAGTATTTCTTCTTTACCTACT -AAATCAACAATAACTATACCACCGCTTAAGCGAAGTACTGTCTCCAATGAATCAACCAGTCTTTTCTGAA -TATCTCCACGGACTACAAGCCTATCAACGACTATCTCAATATTATGCTTTTTATTTTTGTCCAGCTTAAT -CTCTTCATTTACATCTACTATTTGCCCGTCTACACGCAATCTCACAAAGCCGTCTTTTTTTGCATTCTCT -ATGAGCTTATGATACTCACCTTTTCTCCCTCTAACTACAGGAGCAAGTAACTGTATCCTGGTGCCTTCTT -CAAAAGATACTATCTGATCCACCATCTGGTCAATAGTTTGCTGTGCAATCTCCTTGCCGCACTTAGGGCA -ATGAGGAATTCCTATCCTTGAGTATAGGAGTCTGAGATAATCATGAATTTCAGTTACAGTTCCTACTGTA -GATCTTGGGTTTCTGGTGGTTGTCTTCTGATCTATAGATATTGCCGGTGACAAACCTTCGATATAGTCTA -CATCCGGCTTGTCCATCTGTCCAAGAAACTGTCTTGCATAGGATGAGAGAGATTCAACATACCTCCTCTG -ACCTTCTGCATAAATTGTATCGAAGGCAAGAGAAGACTTACCTGAACCACTCAATCCTGTTATAACAACA -AATTTATCTCTCGGTATCTCTACATCAACATTTTTCAGGTTATGTTCACGTGCACCTTTTATAAAAATAT -TATCCCTTATCATATAAAACACCTTTTTCCATAAATGTCATATTCTAGCCTTATCGATTTACTACTTTTA -TTATTATATCAAAACATCCAGTAAATGCAAACGTTTGTTCGATGTTTACCAATATTTTATAAAAATAATA -AACAACCGGTTGATAGTTTTTAAACTATCTGTTATAATCACCTTGGTTAAAAAATTGAATATTGAAAGGG -GAGCTGGAAAATAATCCGGCTGAGATAAGTATGTTTTACTTAAAACCCATATACCTGATCTGGGTAATGC -CAGCGTAGGAATTTTATTTTGTCATACTCTGCGTTTTTGATTAGGTATGGCTTTTTTTATTTTTAACCTT -TTTATGCATTCGCAGTTCTGCAAACATATCTGACTAAGAGAAAGGAATGGATATAATCATGGAAAAAATG -TCTACCAGAATGTTGGTGGAAGCGGGGGTTTTTATTGCTCTTGCACAGATTCTCAGCTTTATCAAATATG -AAATGCCCTACGGAGGCTCCGTAACACTGGGAAGTATGGTACCGATAATTATTTTTGCAATTCGGTGGGG -TACAAAACGTGGTATACTTATAGGCCTTGTTCACGGTTTTCTTCAGTTTGCACTTGGAACAAAATTTACG -TATCATCCCCTTGGTATATTTCTTGACTATATTTTTGCTTTCGGATGTCTTGGCCTTGGGGGATTATTCA -AAAAAAATATATATTCTATAATTGGCAGTACAGCTATAGCTTTGGCCGGAAGGTTTTCATTCCACTTTCT -TTCGGGAGTCATTCTCTGGTACATATACGCTCCAAAGGGAATGAATATTTACCTTTATTCTCTTATTTAT -AACAGTCAATATATGCTTCCTGAGTTTATAATAACATCTGTTATAATATTTACCCTGTATAAACCACTAA -GGAAATACATTCATGGCTCTATTAGACGGTAACCCTAATTTCCAGACACTAAAAAAGATGATTCTTTATT -TATTTGAATCATCTTTTTATGTAATACGTGCATAATACCAGCTACAGAATAATGCAGATCAAACCGCCGC -TGCCCTCATTTATTATTTTCTGCAAGGTTTCCTGGAGTTTTAACTGTGCATCCTCCGGCATCCTGAAAAG -TTTGTTCTGCAATCCTTCATTAACGAGTTCATGGAGGGATTTTCCGAATATGTTTGACTCCCACAGCTTT -CCTGTATCGTTTTCGAATTCTTTAAGCAAATATGAAACCAATTCTTCAGATTGCTTTTCTGTTCCAACCA -GGGGAGCTATTTCGGTTTCAATATCGGCTCTTATCATATGTATTGTCCGCAACAAACAGAAGTACTCTTC -CGATCTCTTAATATCTTGTAATCAAAGGGTTTTGCCAATACTTTAAAGTATACTTTCAAATCTATTTCAT -TTTTCCTGTCTGTTTTATAGACTTCAATTTTATCTAATAAGGATTCCAGTAATTTGTTATCTGGTCCGCC -ATCATAATTAATTTCCTTGGCGATAACCTTTCGTAAAGTTTCAACTGAACAACTGATTTCCTTGTTTTTC -ATTTCATCCTCATCCAGTTCCTTTAACCTTATATTCAGTTTATCAATATCATCATTAAACCTATTGTTTC -TTCTTTCAAACTCATCATCAGATAATCTGCTGTTTATACTTAGCTCTAAAAGCTTGTCTTTCATTTTGAG -TATTTGATTAATCTCCATCTTAACCTTGGCTATATCTTCTTTTATCTTAGACTGAGAACCAAGACTCGAA -TACATTGCAACCATTTCATGTATAATTTCAGAACGGTTAACTATTATTTCATCGTATGCTTTTTTTATTA -TCATTTCCAGCTCCGATGTGTATATGGATGGAGCAGTGCATCCCTCTTTACCCTTCTCAACGTACTTTTT -ACATTGCCATACTTCTTTGTTCCCCGAACTGTACCGATAAAGTGATCTATAATAAGGTACATTGTGCTCG -GTACATATTATTTTCCCGCTATAGGCATATTTATTTTGATAGCTTGTTTTATCTTCTGCCGATTGCTTTT -CACTTCTACCCTTTAAAATATAATTTGCCTTGTGCCATATTTCCTCAGATACAATAGGAGGAACCGTTTC -TTCATCTTTATACATAACCCATTCGGTCTGATCCAGATACTTTCTTTCGTGGAGCTTATAATCAAATTTG -TGTGTTTTATTTCCGCAATAATATCCCATATATTTGGGATTTGTAAGTATACTCTTAATGGTAGAAAAGG -AAAACGGATTTCCATTATTGTTTCTTATACCCATATTGTCAAGTTTAGTACTAATACCCCTTATACCCAT -ATTACGGGTAGCGTACATATCAAATATAAGTCTTACTATCTCAGCTTCCTTTTCATCGATTACAAGTTTG -CCGTTATCTTTTCTGTAGCCCCATATTTTATTATTTCCGAGTACTACTCCTTTTTCTATAGCTCTTTTAA -AGCCGAATTTCACTCTCTCAGATATTTTTCTGACCTCATCCTGAGCTATACTGGACATAATTGTCAATCT -CAACTCAGCATCAGGCATTAATGTATTGATATTGTCAGACTGAAAAAGAACCCCCACTCCGTAAGACAGC -AGCTCCTGAGTATACTTTATACTGTCCAAGGTATTTCTTGAAAATCTGGAAATCTCCTTTGTAATGATAA -AGTCAAACTTTCCCAGTTTAGCGTCTGAAATCATTTTAAGAAACGATTCTCTTTTATTTACACTTGTACC -ACTTATACCTTCATCTATATACCCTTCAACATAAGTCCACTTTTGATTTCTTTTAATATAATCTGAATAG -TATTCTATCTGGTTTTTCAGTGAATGAACCTGTTCATCCTTTTCAGTAGATACTCTTGCATAATAAGTAA -CTCTAAGGTTTAAATCATATATTGTTCTACCCGCATTAAGTTCATTTCTTATTGTATACAAATCCATTTT -ATATTCCTCATTTTCAGCTGTACTAATTTAAAAATCCATCCAATGCGATTGTAGGCTTTCCATCAGAATT -CCAACAGCCTTTATTGTAACCGTTCATTCCTGGATATGACTCCGGTTCCCAATAGAATACGCCCAGACCT -TTATTGTTTGGTAACGATTTAGTCTTATTTACCATATCTATAATAAAAGCTTTACTCTCTGAAGCATAGT -TATATTGCATTCCTATTTCACAAATCATTATTTCTTTGTTATACCTTGATACCATATCATTCATATTATT -CAGGCATTGGTTTAAAAGAGCAGGATAATTGTCTTTGTCAGGATATAATGACATTCCTATAACATCGTAT -TTTGCCCCATTGGAGTTAAGTCCGTCAAACATCCACCTAAACAATGTATTGTTAAATCCATTTGATATGT -GTACAATTACCTTGGTTTTGGGGTTTACAGCTTTTACAGCATCATAACCGCAATTCACAAGCCATGCGAA -ATTTTTCATATTGTTTGACGCTTTTCCATCCTCCCATAGCATGCCATTGTTGGTTTCATTCCCAACCTGC -ACCCACTCTGGTAATATTCCATTATTCCTTAGTTTAGTCATTACATCATATGTATAGTCATATGTCATTT -TCATTAACCCATTGAAATCTAGATTTAACCAGGCTGCGGGTTTTGTCTGCTTTCCGGGATCTGCCCAAGA -ATCACTGTAATGAAAGTCAATCATAATCCTGAACCCCAGGTTCTTAGCCCTCTTTGCTAAAGCTATTGTT -TCATTGGTACTGCAGTGGCCATTCCATTTATCAGTTGACGGATTTACCCACGTTCTTATTCTGACTGAGT -TAACTCCATAATCCTTTAAGATCTGTAAGCAGTCCTGCTGAAGGCCTTTATTGTTATAAAATTTATATCC -GCTTGCCTCCATCTGCGGCAACCAGCTTATATCCGCACCTTTTGCAAACGTATTTGCAGGAGTTTCTATT -GGAAACCTTTCTATAATCCCCAAAATAAAACTTTTTATCAATGAAATGTCCAAAGAGTCTATGCTGCCGT -CACCGTTTACATCAGCAGCCTTTTTACCGTTGACATCCGGGAAATCAGTTATATTTCCCAGCAAATAGCT -TTTTATTAGTGCATAATCCAAAGAATTCACTTCTCCGCTCACGTCAACGTCACCATATAAAAGCTGTGGA -GCGGCAGCAGAAACAGTGTAATTATTTATGTGCAGAATCAGGTTTTCAAACACTAGTATCAATATCAAAA -GAGAAATAACAATTAATTTTTTATTTTTCGAACCTTTCATTAAAATTCCCCCAATTAATTTCTTCTCCTC -ATGTAATATTAAGTCTATTATACCAATTAATGTAACACACTTGCAATCACCCGCTATTTAATAAAAAAGC -ACTGTAAACCAGTGCATTGTAGAAGATTTTTAGTTAACTCTTCAATATTATTTCCTTTGCTTTTGTATAC -ATTTCTTCGGTTATATATCCTTGTTCAAACAGACGCTGGTTAATATGCAGCTTAACTTCTACTATTACAA -GCTTTAGTGCATCTTCATTTAAAACCATTGTAACCCCCAATGTATTTTCTATCTGTTATAAATTTATTAG -GTAAAAGCATTTTTATGATTTAAAAAAGAAAACTATTAAATTATTTCCAGTACAAAGTTATATAAATACC -TTCAAATATCATTTTTTTACATTAAATGATATCGTTATGAAAAAAAACATAGTATAATGTAAATTAAGGT -AGGTATAACATGGGTTAGTATATTTGATAACCTTGGTTAACTAACATTATACTTACAGATGTAATGTAAT -ATAGTTTATAATAAGAGCCTAGAAAATATTATCCGGTATTCCAAAGTTGGAGGGAATTATGTTTATAATC -GGTCAACTGCTGATTAATACAGTTTTTGCAATGATCACTGCCTATTTGATTTACATATTTCTTAAAAATA -ATTTTGACATAAAAATACAACTAAATTTCTTAGTTGCATTTATTGTTTGCAATGGTTTTTTAAATGGGGT -TTTGTCGACTATGTGGATGAGTGTACTTCCCATCCCCGGCAATCTACAATTTCTTAAAACTATTATATTA -ACAATTCTTAATATAATATTAATAAAGTACCTATTGCGTGTTGAATGGTTAAAAGCTGTATTATCTTTCT -GTTTGATCATACTTTTTGTTGGTGTAGGGAATTTTACAGTACCCTTAATTTTTTACTCCGTTGGGATAAA -TGCAACCCCTGAGATAATAAATAATGATCTGGTATTATTCTTTATTATGAACCTTATTATTTATTGTATA -GCCCTTGTTCTTATAAAATTAACCCCCTATGTCAAATCAATTGGAAATATAAAAAACCTCACCCCCGTGG -GTTTTTTACTGGTTATTACTATATTGATAATGGCCTCTTTTCTTGGAATGCATTTCGTTGTTCATTTTGA -TCCTGTTTCATTTATAATTGTACTTATTGCATCTCTTGCATATTTCTTTTTCTCGGTCTGGTATATAAAT -ATATATCACAAATATGAAATGAAGAAGGAAGAACAAAAGCAGCAAGAATTTTATAACGAATCCCTTGCTA -ATACACTTCATGATTTAAGACGTATAAAACATGATCAAATGAACCACCTCACAGTCCTATATGCCATGCA -CCAAATGAATAAGTATGATGCGGCTGCTTCTTATCTAAAGGAAATAATAGGAACAAATCAGAGTTTGGGG -AATACAGCAATATATAATATTAAGAATGCCGGTCTATTCGGACTAATCTCATCTAAAATCAACTATGCCA -ATTCACATGGAATAAGATTTGATTTGGAAACTATTGGAGAAGTTGATTCTGTACCATATATTAAAATTTC -AGATTTGTGTGAGGTAATAGCTATTTATATTGACAATGCACTGGAAGAGGTTTTAAATAACGGTAAACTT -AAACTTGATATGAAAATTATAAGTACAGAAGAAAGTCTTACAATCAGGATAGAAAACGAATGTATTAAAG -TACCGGATATTAAAAACTCATCAAAGGGTGCAGATCGAGGAAACGGATTAATAATTGCAAATAAAATAAT -CGCTTCATATAAGAATATTTTAAGTTCAACTACCTTCGATGAAAACAGAATGGTATTTTTACAGGTTCTA -AGAATAATAGCAAAAGAGGCTTAATAGCCTCTTTTTGCTTACTTGAGTAATGATTTTGGACATTCCCTTT -GATAATAAGACCAAAACCAGCATGCACCTGCAGAAGCAGTAGCAGCAAATACCCCAACTAGAGATAGAAC -AGTTAGAACCAGCAATTTAATTTTACCTTTCATGTAATTATCCCACCCCTCTTATTTTTTGTTAATCTAT -ACACTATTGGTGTAATGTTAACCGAAGATATTATTGTAATCACTGAAATGATATTTGAGTAAATATTAGG -AACTATTAATGTAACTGTAAAGCATATAACTAATAATATACTACCCTTTATCCTTAACTCCCGTTTTCTT -TTTTCAGTAACAATAGGTTTTGACACCAGATCTGCAGGTGCGTATAGAAATACAAAAATTCCGGATATAG -CAAATAAAACTATATTTAAGAATTTTATATTAAGAATCTGTGCCAGATACACCGTACCAAATATAAATAA -AAAGTGAGTGATTACACATCCAATTTGTGTTTTAGCATGAACTCCTCCTAAGTAGGATTTATTTAATGAA -AACACTATAACAGCAACTACGGCATACTTTAACTGCCCTAGGAGTAAAGCTGCAATTAATACTGCAAGTA -ATTTCAAGCCGTCAGCTAAAGCCATATACAATCCGTAATCAATTTGTTCCGCTTTTTCTTCAGTAATTCC -CGGAACATTTAAAACAATCTCATTAGTGATTTTCTTTGTAATAACCTCTAACATCTAATCACCGCCGCTT -ACATTTTACTCCATTATATCCTATTTTTCTTCCTTTGTCGATATTTTTTTCCTTATTTTAAGCCTGTTAG -CAATTAACGGTAATGTATTTTTACTCGTTCGATGTAAAAGCATACAATGCATAATATTAAAATCGCGAGC -TAAATGTTACATTTATTATGAATATATAATAGCATAAAATTAACAAAACTGTAGCCTGCAAAGATTTTTC -TTTGCAGACTTTATGTTTACAAAACCCCTATTAATATTTGAACATTGAATTTAAAGTCATGCGGTTTTGT -TGTTCCTGTACCTCCTCTTGTTACAACAACACTTCTGTTTGTACCTGACAATATGTATTGAAGGAGCACT -TGCTCTGAGTTTTACCCCAAATTTGTTACCCTGCTTTATAATCTCCGGTTCTTCCAGAGTGAGCTCTTCC -ATCTGAGGAGAGACCATTCCATAACCCTTAACCTTTACTTCATGCAAAGCATATTCTACCCTGTCGTATT -CCTTCTTTACCCTTGCAAGGTCTTTTATAAGGCTTATAAGCTTATGCTCACCCTCGATTTCCATTCCCGA -TTCTTCGCTCAATATCTGATACAAGAGACCGTCAGCAGCAGTCAAATCAATCAAAACAGTACCTTCTCCA -AGGCTTACCTTATCAACAGCCGCCCGCTTAATAAAGTCGTATTGTTCAAAAGAAGGCAGAGCATCCTTTA -TTGCACGAATTTTTGTTGCTGATTTAAAGCTATCCCTTATGGAATTTATAATGTCTGCTTTTAACCAATG -AGAATCATCTAAAGCCTCCACCCATCTTGGTATGTTTATACCGATTTCGCAAATTGGAAACTCGTGGAGA -ACCTTTTCCATTACGGTATCAACATCATCTATTCTCATTTGCAGACAATCCATTGCAATTACGGTTACAC -CGTACTTTTGTTCCATTTCGTCACGTAACTTCAATGTTTCTGAATCTCTGGGATTAGTTGAATTGATAAT -CACTACAAAGGGTTTATTAATAGCCTTCAGTTCGGTTATTACTCTTCTTTCAGCTTCAATATAATCCTCT -CGCGGGATATCCGAAATTGAACCGTCTGTTGTGATTACAATACCTATGGTTGAATGTTCATTGATTACTT -TCCTTGTACCAAGCTCAGCAGCCTCCTCAAAAGGTATCTGATGATCATACCATGGCGTTGAAACCATTCT -CGGTGCATTGTTTTCCAAATGTCCCATTGCACCTTTGACCATGTAACCTACACAGTCAATCATTCTTACT -TTAAGCTGCACGTTTTCGTCAATAACTACTTCTACTGCTTCATTGGGGATAAATTTAGGTTCAGTGGTCA -TTATAGTTCTTCCGGATGCACTTTGCGGAAGTTCATCTATTGCCCTCTCTTTTTGATATGTGTTCTCTAT -ATTAGGGATAACCAACAGATCCATGAACCTTTTAATAAAAGTTGATTTTCCCGTCCTGACAGGTCCCACA -ATTCCTATGTAAATATCCCCTTGAGTTCTTTCAGCTATTTGCTGGTATATGTTGAATTTATCCACCCTTA -GAACCCTCCCCTATATTGTTACACGCCCATTTACGGACTATGTATATTGTCTTTTTCAATATTAAATATA -TGTCCGAAAACAGTTATTATTACAAAAAAATAAATTAATTGAAAGATGTGTTTGTATAATGTAAACATTG -AAAGAACTGATATAAACTCCGGCAGCCTATTTTGATAAGACGGTAATTGACATTAACAAACAATCCACGA -TATAATTTCTTATAAAAGGCTGAATCCTCATTAAATGAGGTACGGAGGAACCAATTTTGGGGTTAATCAA -AAAGACAACTAATAAATGTACATATAATAAACTTCTTTGTCTTTTTCGTAGGGCGTCCTATTACCCGAAC -CCGACAGCTAACTTCGGAAGCCATAAATAGGAGGCTAAAATGTTACAACTAAAGAAAATGATTTCGGGTG -CAGCAACCATTGTGTTGTGCCTGGGGTTGTTTGCATTTTCATCTTTTGCCGATGAAATTCATACAGGAAC -AGTTTCCGCATCTGTTCTAAATCTCCGAAATAATCCCGGAACATCTTCAAAGGTCATAGGAAGTATGACT -CGTGGAGACAAACTAAGTATTCTTGAAAGCTCAGGAGATTGGCTAAAAGTAAAAACATCGGAGGGCGATA -CAGGTTGGGCATTCAGTCGATACATTGCCCTTTCCAAAGATTCTGATGAAAATACCTCTGACAGGCAATC -TGATATTTCTACCGCCTTGTCAGAGCAGATAGTTAAATTTTCTAAGACTCTATTGGGTACAGAATATCTC -TACGGAGGCACAACTCCTAAAGGCTTTGACTGCTCGGGATTTGTACAGTATGTCTTTAAGCAATTTGATA -TTTCTTTAGAGAGGGTAGCTTCTAGTCAGGCAGCACAAGGTGTCAATGTTTCAAGCCGGAACTTGAGTGC -CGGTGATTTGGTTTTCTTTGATACTGACGGAGGTCACAACAGTATAACCCATGTAGGAATATATATTGGC -GGCGGACAGTTTATTCATGCGGCATCAGGAAGTTCCACCCGCAAGGTTGTAATATCCGATATTACTTCCG -GGTACTATGCAAACAATTTTATGAAAGCAAGACGAGTTATAATATAATTTTTGGGCTGCTCCTTTGAGCA -GCCTTTTTTTACAAAAAAAGAACTGCCTTCTAATGGAAATAATCCGCTGTGAAGCAGCCCCTTTATAAAC -ATTTACATCTCGTTTTTTTTATCTCTGGTCATTAATGCACCAACAGCACTTTTTGGGTCTTTACCTTCAA -AAAGTATCTTGTATGCTTCTTCAGTTATAGGCATTGAAACACCAAGCTTTTTGGCAAGGTCATATGCAGG -CTTTGTGGTTGCAACTCCTTCTACAACCATATTTACTTCTTCCAATGCCTGTTGTACGCTCTTTCCCTGA -CCAATGAGTATACCTGCTCTTCTGTTTCTGCTGTGCATACTTGTACAGGTTACTATCAAATCCCCTACTC -CTGTAAGTCCTGAAAAAGTGTCTGCACTTCCTCCCATTGCAACACCCAGTCTGGATATCTCTGTAATTCC -CCTGGTCATAAGAGCAGCCTTTGTGTTGTCGCCATACCCCAGGCCATCGGAGATTCCGGCACATAGGGCA -ATAATATTTTTAAGAGCTCCTCCCAGTTCAACACCAACAACATCTGTATTTGTATAAACTCTAAAATTCG -GTGTCATAAACAAATCCTGAAGAAACTCAGCAATTTCTATGTTTTCACAAGCAGCTACCACAGTAGTAGG -TATATCCCTGCCTATTTCTTCTGCATGGCTTGGTCCTGATAATACTGCTATATTATTGTCAGGCAGCTCT -TCTTTCATTATCTCGGAAAGCAGTTTGCAGGTTTCATTCTCAATTCCCTTTGAACAGGTAACCACAATAG -TATTCTTCGAGATAGTTCCAGCAAGTGTTTTGCAGTTCTGTCTTGTAGTTTGCGACGGAACAGCCAATAC -AACTACCTCCGCTCCTCTGCATGCCTCTGAAATATCATTTGTAAATTCGACACCTTCTGGTATTCTAACA -TCAGGCAATCTCGTAATATGCTCCCTGTTTTTCTTTAACATTTCTATTTCTTCTACTATAGGTGACCACA -ATTTAACCTTGTTACCGTTTCTTGATAACAATACCGCCATTGCCGTACCCATGCTTCCCGCACCAACAAT -TGCTATATTACTATTCATGTTTGCCTCCCTATTCCAAATATGTTATATATATCAAGCTCTTTTCTTTTCA -CCGATTTTAGATTCTGTTCCGTTCAAAAGCCTTTTAATATTGCCGTTATGGCGTGCAATTGCCAATATTG -ATAAAATAGCCGAGAATAAAATAAAAACCGTACCGTTTCCCTTTATGGCAGCCCCTATGGGAAAGGCTGC -ACATGCTAATATTGACCCTAGCGATACAAATCTGGTAATTGCTACTATCACAACAAATACAGCCAGAAGA -ATGAGGCCAAGTTTCCAATCCATCATCATTACAACAGAAAATGAAGTAAGAATACCCTTGCCGCCTTTAA -ATCCGAAATACACCGGCCAGTTATGTCCCGCTATGGCAGCGATACCCCCAACCATACCACCTATTCCTGA -AATATACAATGTACTAGAATCAGGTATGGCAGTAATAATTATATTACCAATAATATATGATAAAACTCCT -TTAAGAATATCTCCAAATATTACAAGTATTGCCGCTGTTTTGCCAAGTGTCCTTAATGTATTTGTCATTC -CAGCATTGCCGCTGCCATGCTTACGTATATCAGTTCCGTAAATACTCCCGACAATGATGGAAGTATTTAA -ACTTCCGAGGAAATAACCAATTATCAAAACCAGTAAAATCTTTATTGAAAAAAGACCCATCTTACCCTCC -ATAAGCCTAAACGGCTATAAATCATTTAAAAGACATAAGTCCATAATTTATGTTTATACTAATTTTCCTT -TTCACGCTGCCTATGGATAAATCTTATGGGAGTTCCTTCAAAGCCAAAATTCTTTCGTAGCTGATTTTCC -AAATACCGTTCATAGGAATAATGAAACAATTCAACATCATTAACAAATACTACAAATGACGGCGGCTTGA -CACCGATCTGAGTCATATAGTAGATTTTCAACCTCTTACCTTTGTCTGAAGGAGGCTGAACCATGGCAAC -TGCTTCGCTTACAAGATCATTCAACATTCCGGTAGAAATACGGAAGGCTGCCTGATCGGCAACAAACTTG -ATAAGCTCATAAATTTTGATAACCCTTTGCCCGGTCTTTGCTGATATGAAAAGAACCGGTGCATAGGTCA -TGAATCCCAGCTTCTCATGTACTACTTTTCTATATTCTTCAAGTGTACCCGTCTGTTTTTCAATTAAATC -CCATTTATTTATAACTATAATTGAGGCTTTTCCCTGCTGATGTGCATAACCAGCAATCTTTGTATCCTGC -TCTGTTACACCATCCTCGGCATCAATCATTATAAGGCATACATCTGCACGCTCAACGGCTGTCCAGGATC -TGATTGTACTGTATTTTTCAATATTTTCACTAATTTTACTTCTTCTTCTTATGCCCGCAGTATCAATAAA -AGTGTACTTCTGTCCATCTTTTTCAACATGTGTGTCAATAGCATCTCTGGTTGTTCCCGGGATATTACTG -ACAATGACCCTGTTCTCACCAAGAATTGAATTTATCAAGGAAGATTTTCCTGCGTTAGGCTTTCCTACTA -CAGCCACCTTTATAACATCCTCTTCCTCTTCGGAAGCAATATCTTCAGGGAAATGCTCAAAAACCTCATC -AAGCAAATCACCAATACCAAGGCCATGTACAGAAGAAATAATCTGCATTTCACCCATACCGAGGTTATAA -AATTCATATACATCAGGAGGCGGATCACCAACCCTGTCAACCTTGTTTACGCACAGCACAACAGGCTTCT -GCGATTTTCTAAGCATGGTCGCAACTTCCTTGTCAGTAGCTGTCATACCATCCTTTGCATCAACCATAAA -AATAATAACGTCTGCTGTTTCAATAGCAATTTCAGCCTGTCGCTTCATTTGCTGCATAATGATATCCTCG -GAATAAGGCTCAATTCCTCCCGTATCTATTAATGTAAACTTAGTGTTTCTCCACTCTATCTCAGTATATA -TCCTATCTCTTGTTACACCAGGAGTATCTTCAACAATAGAAATTCTGCTGCCTGCCAGGTAATTAAAAAA -AGTAGATTTACCAACATTAGGTCTGCCAACGACTGCTACAACAGGTTTACCCAAATACCACACCTCCACG -TTAAATTAAACAATAAGCTTTATTATATATTTATATAAAATCTCTAATTTCCAATCACTGCGTTTACAAA -ATCAGCACCTGTGCTATCCACAATCCTGATACGGATTGCAAGCTCCACTTCCAAACGTTCAACAGTATAA -TCGTCAAGCAGCACATGTTCTCCGGCCCGTAGCATATTACTACTAATTAACAATTCCTGTCCTAAGTCAC -GGCCTTTCAGCTGTTTAATAATATCCAGCCCGGTTAATAGTCCCGTAACAGTAACATAAGGGCCAAAGAA -ATCATTTTCTATATCATAAACATTAGCTTCTAAACCATTATATACATTTTTTATTTCATCTACCAATTGT -AATATATTTTTATATACAAGTCTACCGGTTACTATACTTACCTTCCGTCCGGCTGTATTAACATTCTTTT -TCTTGTGTTTAAGTGCTTCCTTAACTTCATGCCTGAGCAAAGCTACCATTCCAACACCGTTTTCAATCTG -CGGAAAGCCCTCATAATCCTTGTATTTTGGAACATCCACACCCGCATTGATATAAAACTCGTCTGATAGG -TATATAACCCTTGAGCTTTTCTCCTGCAATAGTTTATTTTGCCATTTATGTACCTGATTTATAACATTAG -CACTGCTTTCCATATCAAAGGGCTTAATCTGAAACAGGTTTTCCCTGTGTCTACTGATACCCACCGGGAC -AATTGAAACACTATTTATGGAAGGGTACAACTCAGACAAAACATCAATAGTTTTGTCCAACTCATTACCA -TCATTAATATCCCTGCACAAAACAATCTGACAGTTAACTTCAATGCCGTTATCCGTTAACATTCTTATTT -TGTTCATAACATCACCGGCGAACCTATTTCCAAGCATAAATTTACGCAGGTCAGGGTTGGTTGTATGAAC -AGAAACATTTATTGGTGACATTCTATAATGTATAATTCTCTCAAGCTCTTCTTTTTTTATATTAGTCAGT -GTAACATAGTTTCCTGTAAGAAATGAAAGTCTTGAATCATCATCCTTAAAGTATACTGTTTCCCTCATTC -CCTTGGGGAGTTGGTCAATAAAACAGAAAATACACTTGTTGGTGCAGCTCTTTGCTCCATCAATAAGTGA -ATCCTCAAATTCTAAACCCAGTTCTTCATTTTCATCCTTTTCGACTTCTATTTCCCATATCTCGCCGTCA -GGTTTTTCGATCTCCAGCAGCAATTCCTCCGAAGCTTGGTAATACCTATAATCAAAAATATCCTTTATAT -TCTGCTTGTTTATGGACAACAGGAAATCTCCTGCCTCAACCCCGGCTTCTTCTGCTATGCTCCCAGACTG -AACCATACAAATTTCTATTTTATTTTGCAATGCTATAACACCATCCTACCAGTTATTCATAAACAAGCGA -ATTTTTTTCGCTCTGTATTATCATTTACATCTGCTAAAAAAATAGTCAAAGAATTTTTTTGTAAAAGTCA -AAACCACCCGTAAAACGGGTGGCTTGTGTTAGCCCTATAAGGGCTTGTTACCGGCCAGCGCCTCAAGACG -CTGGCTTTCACTTTGTTCAAGCTACTATTGCCTTTGCCACCTTTGCCGCCCCTGAAGGGACAACTTACTA -CTTGCTACCCCTTGAAGGGGTCTTCATACTCTTTCACGCTTAGTTTATCTACCATAATATCGTGCTTTTC -CTGCTCTTGGATATACTTTCTAATAGTTGCTTCATTAAGCCCTACAGTACTCACATAGAAGCCCTCTGCC -CAAAAATGTCTATTTCCGAACTTATACTTTAGGTTTGCATGCTTATCGAATATCATCAATGCACTTTTTC -CCTTAAGATAACCCATAAATGTTGAAACTGATATCTTTGGTGGTATACTTACTAACATGTGTATATGATC -TGGCATTAGATGCCCTTCAAGTATTTCTACTCCCTTATACTTGCATAATCGTATCAATATTTCTCGTATG -CTTTGTTTGTATTGATTGTATATTACTTTTCGTCTATACTTTGGAGTGAATACTATGTGATACTTACACA -TCCATTTGGTATGTGCTAAACTATTTTCTTTATTTGCCATTAAAATCACCTTTTCCCTCGTTAATCTAGC -AGCTTGAACAACTCTATTTTAACGAAAAGGTGATTTTTTTGTATAACTACTGTCGCGCACCCGCATAGCG -GGTGGTTTATTATTTCGTATGTCTCCGTTTCTCTGTTGAGAAACTCCAACATACTCAACAGGCTAAAGCC -CATAATCAAAAAGCAGCAAGATATCATCCTGCTGCTTTAATGACATATTATTATTTAGCTTCTACTTTAA -CTACCTGTTTGCCATCATAATATCCACATTCACCACATACCCTGTGAGGCAGCTTAAAAACATGACACTG -TGGGCAGCTTACTAGAGTTGGTGAAGCCAGCTTCCACTGGGATCTTCTTTTACCTGTTCTTGCCTTGGAC -CATCTACGCTTTGGATTTGCCATCAATAACACCTCCCTACTATAATGCAACCATCTAAGTAGAAACCTAC -TTGAAATAATCTTTAAGTATTTCCATCCTTGGGTCTACTATCTCGCGCTCATCACATTTACAACTTTTAA -TATTTAAATTGGTTCCACAAGTCCTGCATAACCCTTTGCAGTCTTCACTGCACACAATTTTCATGGGCAT -TGCAAGAATAATGTTGTCTATAAGTGGCTTATCAATGTCAACAACATTACCTTCAAATGTATATGCATCA -ACATCATCGGATTTTGAAACCTCGACAAAGCTTTCTATAACCTCAATATCTTCCGTCATATCTAAACTTT -TGAGACACCTGAGGCATTTTGCAATAAACTCATAATGAAGCTCACCACTTAACTTTAACAGGCCACCTAA -ATTAACTATGCGCCCTGTAAACTTAAAAGAAGGTTTAAACTCTACTGAAGTATTATACTCCCGTATTTCA -GGCAGGTCATCAACCAAATTGATATCTATCCCTGCTCCTTCAGTTTTAATAATCTCAGACACATTTACTC -TCATAAGTAACCTCTTGAAAACCGACAACTGATATTATACTAACTAATACAGCTTTTGTCAATAATTCAA -TTTCGGTAAAATTATATTATTATTGTTGCCTTGTTTTTGCATATTATTAATTAAAAATTACTTAACCAAT -CTCACTGTTTCTCTTGCAATTGCAAGCTCTTCATTTGTTGGAATTACAAGGGTTCTGACAGCAGCATCCG -CAGTAGAAATATCTACTTCCTGCCCCCTGAGCTTATTCTTTTCTTCATCTATTTTGATGCCGAGGAAGTC -CATATCGCTGATAATCATATTTCTTACTACTGAATTATTCTCACCAACACCGGCTGTAAATACTATAGCA -TCAACACCATTCATAACTGCAATATATTCTCCGATAAACTTCTTAACACCATAGCAGAAAATTTCTATTG -CCAGCTCAGCTCTGCTGTTTCCTGCATCAGCGGCAGCATGTAAATCTCTGAAATCGCTGCTTACACCTGA -TATACCTAAAACACCTGACTTTTTATTTAAGAGTTTGCTTACACCCTTAACATCCAGATTTTCCTTTTCC -ATAAGGAATGTAACAACTTCAGGGTCTATTGTACCGCTTCTTGTACCCATTGCAAGTCCCTGCAAAGGTG -TAAAGCCCATGGAAGTATCAATTGATTTACCCTTGTTAACAGCACAAATACTTGAACCGTTCCCAAGATG -GCATGTAATTATCTTTAATTCGTTCAAAGACTTATCAAGCATTGCAGAAGCTCTTTCTGCAACATATTTG -TGTGATGTTCCGTGGAAACCATATTTTCTTATACCGTACTTTTCATAAAGTTCATATGGCAATGCGTAAA -GGTATGCATAATCAGGCATGGAGCTGTGGAAAGTGGTATCAAATACAGCTACCATAGGTATATTGGGCAT -AATCTGCTGGCAAGCCTCTATACCTATAATATTCGGCGGATTATGAAGCGGTGCAACGTCTATACACTCT -CTTACTGCATTCATAACGTTTTCATCTATAACTACAGAACTGTTGAATTTTTCACCGCCGTGTACTATTC -TGTGTCCCACTGCTGATATTTCGGACATGTTTTTTATAACGCCCATATTATCGTCAGTCAGTGCAGAAAT -AACAGCCTCTATTGCATCTTTGTGATTCTTTAGCTCTTTATTCAAAATAACAGCCTCTTCTGAACCCCTT -GATTGCTTTATAAAGGAATTGTCAATCCCTATTCTGTCGCATAAACCCTTTGCAAGAACTGTTTCATTTT -TCATATCTATTAATTGATATTTTAATGAAGAACTCCCCGCATTTATAACTAAAACCTTCATTATATGTTC -ATCTCCCTTATAATAGTTAACATCATTTATAATAAATTTATATATTTTGTGCTTGTACACAAGTTATTGC -AACAACACCTACTATATCCTCGGCACTACAGCCTCTTGAAAGGTCATTAACAGGTTTTGCAATTCCCTGA -ATAATAGGGCCGTAGGCTTCTGCCTTTGCAAGTCTCTGTGTTAGCTTGTAGGATATATTACCACAGTTCA -AGTCAGGGAATATTAATACATTGGCCTTTCCTGCAACACTGCTTCCGGGTGCTTTTGATGCTCCTACAGA -AGGAACAATAGCTGCATCTGCCTGCAATTCTCCATCTAACTGAAGATCTGGAGCTTTTTCCTTTGCAAGC -TTTGTGGCCTCTATAACCTTTTCTGTCAATACACTTTTTGCACTGCCGTATGTTGAATATGAGAGCATTG -CAACAACAGGTTCAGCCTGTACAAGGTTTTTGAAGGATTTTGAAGATGCTATCGCTATTTCTGAAAGCTC -TTCTGCATTTGGATTTTCGACTAGTCCGCTGTCTCCATAAATGAACACTCCATTTTCTCCGTATTCACAG -TCAGGTACAACCATTACGAAGAATGCAGATACAAGTTTTGCTCCGGGAGCTGTCTTTAATATTTGAAGAG -CCGGCCTAAGTGTATTTGCAGTTGAATTAATTGCTCCTGCAACCATTCCGTCAGCCTCACCCATTTTTAC -CATCATAATTCCGAAATACAAAGGATTTTCAGACAATATTTTTTTTGCCTCTTCCTGTGTCATTCCCTTT -GCCTTTCTAAGTTCGTACAGGGTATTTACATACTCGTCAAATCTTTCAAAGTTTGTAGGATCAACAATTT -TTGCCTTTGATATATCCAGGTCACCGCCCAGTTTTTTAATATCATCATTGTTGCCCACAAGTACGACATT -GGCAATGCCTTGCTCCTGAATCATTGCAGCAGCCTTCAAAGTTCTGATATCGTTACTTTCAGGAAGTACT -ATTGTTTTGATATCTTTTTTTGCTCTGCTTACAATCTGCTCTAAAAAGTTCATTTTTCAAAAGTCCCCTT -TCCTTGTTACGCAATACTAACAAGGCCATTTTAGACCGGCCCGATTAACATTATCAAACTGAAAGTCTTG -TAGATAAGGCAATTCAATTTAACAAAAGTTCATATTGCACTTTAATATAATTATATTATTTAATATTTAG -TAAAAATTTATTATTATTACCTGGTTATAATACCTGAAAACAAGTATTGGCACCACTTTTATTATATACA -ACTTGTTCATTGTATACAAGAAAAAATTTGGTATTATAAATTTGTATTTCACAAACCGTTGAAACTGTTA -TAAACTATTACTAAATGAAAGCACATGTTTCTTCTACAAATTTAAAAAGAAGGTACCATTACGAAAGGTA -AGGTTAACAACAAATGAAAAAAAAGCTACTCTTATATTCCACATCGTTCTTTTGCGGAATGTCTATAATG -GCAGTAGAATTAAGTGTTTCCAAGCTTCTTGCACCGTATTTCGGCACTTCCCAGATTATATGGACCGTTA -TTATAGGATTGATAATGATATCACTGAGTATAGGAAATGTTTTGGGCGGAAGGTCTGCCGACAAGCATAA -CAGTATGAGCAGGCTTTACCTTATTATATGGGCAGCCGCTATATGGATAGCCATTATTCCTTTTGTGGGC -AAATATATTGTTGTTGGCATAATAGGCCTGCTTTTTATGTTTCTACCTCAGAATCTGCTTATTACAGGCT -CGGCAATATCCTGTCTGGTTCTGTTCTCGGTTCCTTTGATTGGTTTGGGAATGGTTTCTCCGTATCTGGT -CAAGCTGGGTGTTACCGACATTGAAAACACCGGTAAAACCACAGGTAAGATATATGCCATGAATACCATA -GGAAGTATTATAGGTACATTTTTACCGACCTTTGTCACAATACCCACCGTCGGGACAAGTAAAACCTTTC -TGATTTTTGCACTGGTTCTGAATGTTATCTGCCTTGCTTACTTTATAATGAATAGAATTAAACCTGTTAA -GACTTCTTTGACATTTTTAATAATTTTTGCATTGCTCTTTGCACCTCTCTCTAATTCATATGCTTTCTGG -AGGGACTGTGTTGTTGAAGACGAATCTGTGTACAACTATTTACAGGTAACGGAAGACAAGGATTCTGTGT -ACCTTTCAACCAATGTAGCATTTGGTGTTCAGTCTGTATACAGAAAGGACAATAAGCTCTCAGGAATGTA -TTATGATTATGCACTGGCGGCTCCTCAGTTTATAAAGGATTTTAGAAGTGGTAAAAAAATAGACCTTTTG -GTACTTGGAAACGGTACCGGTACTTACGCAAAACAGTCCAAAATATATTATCCCGGTATAAAGACTGATG -CTGTTGAGATTGACCCCAAAATTGTTGATTTATCCAAAAAGTATTTTGACTTGAAGGAGGATGAAGCAAC -TATTTATGAAACCGACGGCAGAACTTTTCTTTCGGATAAAAATTGCGGTGTGTACGATGTTATCATGATT -GACGCCTATCATGATATAACAATTCCTTTCCATATGGCTACACAAGAGTTTTTTTCAAAAGTATCTGAGC -ATCTGAAGCCCGGTGGCGTAATTGTTCTTAATATTAATATGAAGGCAAAAGGTGATAATCCTATAAACCG -GTATTTAAGCCAGACTGTCAAGAGTGTGTTTGAAAAGGTTTATACATGTGGTTTGAAAACAAGTACCAAT -GAATTACTTTTTGCATCCAATGATTCAGATATGCACAATAATTTTAATGAAAATATCAGCAGCATGAATA -CTTCTGACCCTTTAAAAAACGTTTTTCAATTCGTAAATGAAAACCTGGAGGAAGTAACTGATTCTAGTCT -GATATTCACAGATGAAGTGGCACCCGTAGATATTTTAGGGCAGAAACTTCTGAATACTATGGTACAGGAT -GAAACTTCTGATTTAAAGGAAATGATTAATTTTAAAGAAAAGGGATTTAAAGGTTTGCTTGACATGCTTA -GATAGATAATTCACCTTGACACACATTTAACTAAAATAATATAATATTATAGCGGAAGTTACCTTTCGTC -CTGCGTTGGACGAAAGGTTTTTTAATACATTTCTCAAAATTAATATAAATTCTAATTGGAAGGAGATTTT -TATGCAAAATGTAAGAACCAGATTTGCACCAAGCCCCACAGGCTATATGCATATAGGAAACCTGAGGACT -GCGTTATATGAATACCTTATTGCAAGAAAATACAATGGTAAATTCATTTTAAGAATAGAAGATACCGATC -AGGAGCGTTTTGTAGAAGGAGCTATAGATGTTATATACAAAACCCTCAAGCTTGCCGGAATAAACCACGA -TGAAGGCCCTGATGTAGGCGGCAGTTATGGCCCTTATGTTCAAAGTGAAAGAAAGGGCATGTACCTTGAA -TATGCTAAAAAGCTTGTTGAGCTTGGAGGTGCATACTATTGCTTCTGTACAAAGGAAAGGCTTGCAGAAT -TAAAGGAAAAACAGGATGCAGAAGGTCATGGTCACAGATACGATCGTTGCTGCTTGAAGCTTTCCAAGGA -AGAGATTGAAGAAAATCTTAGAAAAAACGTACCTTATGTTATCAGACAAAAAATGCCAGATACAGGTACT -ACAAGCTTTAATGATGCCGTTTATGGCACAATTACCGTTGATAACAGCGAACTGGATGATCAGATTCTCA -TTAAAACCGACGGACTTCCTACTTATAACTTTGCAAATGTAATTGATGATCATCAGATGGAAATTTCCCA -TGTCGTCAGGGGTAACGAATATCTTTCCTCTACACCTAAGTATAACCTTCTTTATGAAGCTTTCGGATGG -GAAGTACCAACTTATGTACATGTTCCTCTTATACTGAAGGCTTCCGGACAGAAACTCAGTAAGAGAGCTG -GTGACCCTTCCTTTGAAGATTTGGTTTCAATGGGATATCTGGTTGAAGCTATTGTTAACTACGTTGTATT -ATTGGGCTGGAGTCCAAGCACGAATCAGGAAATTTATTCATTGAAGGAGCTTGAAGAAGTTTTTGAAATT -TCAGGTATCAGCAAGGCTCCTGCAATTTTCGATATTAACAAGCTTACATGGATGAATGGTGAATATATCA -GAAGGATGCCTATTGAGGAATTTCACAAACTGGCTCTTCCCTTTTATGAAAATGCAATAACTAATAAAAA -TATTGATACTCTTAAGCTTAGTAAGCTTCTTCAGATAAGAACAGAAGTTTTGACAACTATTCCGGAAACT -ATTGATTTTATCGATCAATTACCTGACTATGATGTTCAAATGTATGTTCACAAAAAGAGTAAAACAACTC -TTGAAAACTCCCTTGAGAATCTTATTGCTGCATATCCCATTCTGGAAGGTATAAGCGATTGGAATGCGGA -TAGTATTCATGAAAAGATTTTTGCACATATAGAAGCTCTTGGAGTTAAAAACAGCTTGATACTTTGGCCT -ATAAGAACTGCTGTGTCTGGTAAAGCAGTTACTCCTGGGGGAGCTATTGAAATTGCAGATATAGTCGGAA -AAGAAGAAACTCTCAAAAGAATCAGTATTGGTATTGATAAACTAAAAGCAGCTTTGGGGAATAATGCATA -AATAATATTAAATGTAAATGTAAAGGATTTGATAATATGAAATATGTTGTGATTCTTGGTGATGGTATGG -CTGATTATACCATACCTGAACTTGATAACAAGACCCCTCTGCAATACGCAAAAAAGCCGTCAATTGATAT -GCTGGCTTCAAAGGGTACTGTAGGGCTTGTTCGTACTGTTCCCGAAGGTATTGCCCCCGGTAGTGATGCT -TGTAACCTTTCGGTGATGGGCTATAACCCCGAAGTATATTACACAGGTCGTTCACCTCTTGAGGCTGTAA -GTATGGGAATAGAACTGTCACCTACGGATGTTGCACTCAGATGTAATCTTGTACACCTTTCCGAAGAAGA -ATCTGAGTATTCCCAAAAAATAATGATAGATTACAGTTCAGATGAAATTTCAACGGCTGAATCTAAAGTT -CTTATTGATGCAGTAAATAATGCTCTTAAGACTGAGAACATAGTTTTTCACCCCGGAATAAGCTACAGGC -ATTGTGTGGTGTGGAGTAACGGCAGGACAGGTCTTGGTTGTACTCCTCCCCACGATATTTCCGAGAAAAG -GATTTCAGATTTTCTTCCAAAGGAAGAGTCAGGATTGCTGCTTGATTTGATGAAGAAAAGTTATGACATT -TTAAAAGATCATCCCATAAACCAGGCAAGAAGGGCAAAGGGACTAAGAACCGCAAACTCCATCTGGCTTT -GGGGCGAAGGTAAGAAACCTGCTTTGTCTTCTTTCCAGGAAAAATACCATATAACAGGAGCAATGGTTTC -CGCAGTGGATTTACTTAAAGGTATCGGTATTTGTGCGGGACTTGATTCCATTGATGTTGAAGGTGCTACA -GGTAATATTGATACAAATTTTATCGGTAAGGCTAATGCAGCTATTCAGGCCCTTGAAAGCGGAAAAGATT -TTGTTTACGTACATGTTGAAGCCCCTGATGAGTGCGGTCACAGACATGAAATCGAAAACAAGGTCAAGGC -CATAGAGTTGTTGGATTCACAGGTTGTAAAACCTATACTGGAAGGTATAAGTAAGTATGATTACCGTGTA -TTGGTACTCCCTGACCATCCTACGCCTCTTCGCTTACGCACTCATACATCCGAACCGGTTCCATTTATTA -TTTATGACAGCACTAATGAAATTCAATCACAGGCTAAGAGCTATGATGAATTTGAAGCTAAAAAATCAGG -TGTATTCATAGAAGACGGTTACAAATTGATGGATTTGTTAATTAAAGGAAGTTTTTAATTAAATATATAA -AAATAAGGGTTGTCGCAGAATTAGTTTTTATCTTTTTAACCTTTACTCAGAGTATAAATTGTATCAATGG -AAGCTTGGTTAAAGATATTTGCAGATGTTTGTCGGCGAACACGGATATTTTACCGGAAAACCTATCCCGA -GGTAGGTTTTAGCGACACACTGAATCATGGATGATGAATGTGAGCGACGGTAAAATATCCTAAGATGAGC -CGATATAAACTCTTGCAAATATCTTGGAAGCAATCATTGATATAATTTTATACGGGAGTATCGATGTTAA -AACAGTGAAACTCTCTGTTTTGCGACAACCCCTATTTTTTTTGATACTACTTTCTGTCTGTCTGGTGTTT -CCAGTTGTTGTAATTATATTCAATTACTATGCAGCCGTTTTCTGTATTTTCTAAGGTTGCATCTGTTTCA -GGGAGCACGTCTTTGCTGTCAAATACTGTTATTTTGTTAACCATTAATTCAATTATGTTTTTAGTAATAC -CCTGTGTTTTTATTCTGTTTATTAAATTCTTAATCAGCTGATCTTTATCGGGCTGCTTTACTTCCTCTTC -CTTTAGCTTTTCTATTTCCTGTCTTATTGTTGAAATACGGTTTTCAATGTTTTGATTCATTCTATAAAAC -AGCTGTTCTGAAATTCTTCCCTCAAGCCTGTCATTGTATAGAATATCCTGTTGCTTTTGCTTTTGAATTA -TCTGCTGTTCGTATCTTTTTATACTCTGCAAAAGGTGTTCCTTCTCAACAAATTCACTATTATATTTAAT -ATTCAAGTTGTCAATAAGGTCATTACTTGACAGGAGTTCCAGCAGCTCCTTCGTTATTATGTCGACTATG -CTTTGTTCTGTAACATAATGACTTGAGCATCCCTCGCAGCCTTTTTTTGAATAAGAGCTGCATATATAAC -CCACAGGCCTATCTTTTCTTACTCTCACATACATTGCTTTACCGCATTTACCGCAATAAACAAGGTTGCT -TAATAGATGTGTTATATTGCGGTTATATCCCTGGTTTGATCTTTTTTTAGCTCTTAGTTTCTGAACATCA -TCAAATTCTTCATTGGATATAATGGGTTCGTGTGTATTAGTTGTAATTATCCATTTGTCAAAGGGCAGCC -TTCTGGTTTTTTTGTTTTTAAAGCTTATTTTTTCGCTGACGCCCTGAACTGTGTCTCCAATATATACCCG -GTTACATAATATCCTCTGAACTGCAACCTGATTCCATGGTGTTATGGGTATATCAGAGTTTTTAGACGAT -GGCGACGGATATCCTTTTTTATTGAGCGTATTTGCTATAGCAGCATAGCCGTAGCCTTTTTTATACAAAT -TGAATATTTCCTTTACAACAGGTGCATTTCTGCTGTCTATTACCAGCTTATTTTTTTCATTTACCGATTT -GACATACCCGAATGGTGCGTTGCCTATGTATTCGCCCTGCTCAATTTTGAACCTTAGATTGGCACGGATT -TTTTTAGATATGTCTCTAATGTATCGCTCGTTGTACCATATATCATGGATATATCCTTTAAAGCCCGGAT -ATAGTACATAGCATCAATTATCAACTTCTACATCCTGAATATTATTGGTTATTATTTACATGTTTTCTAG -ATGTCTTGTTTTTACGGTTTAATTCTTTTACGAAAGGCACATTGCTACATTGATATCCTGTTATTTGAGA -TATTACAGCTTCTACTTTATTAAGTCTCTTTAATCTTTCTTCAGGAGTGATATCAGGTTTTATTATTACT -TTATCCGGCATAAGTACTCCTCCATATTACAAGTCTATTTTTAAAGGTCTGTCCCGTATTCTTTTTTAAC -AAGCTAATAATTATAAAGACTTTACAAGCATAAAATTTAGTACATATGATTTAATTGGAGTATTCAAAAT -GATAAAAACCTGCATTTATCTAAGAAAATCAAGAGAAGACGAGAAAATGGAAAAGGAGCTTGGGAAAGGT -GAAACCCTATCAAAACACAGGGAAGATTTGTTGAGTTATGCTAAAATGAAAGATCTGTGTATTGTAAATA -TTTACCAAGAACTTGTTACAGGTGAAAGTTTGCTTTACAGGCCGGCTATGCTTGAGCTTCTAAAGGACGT -TGAAACGGGACTGTACGAAGCCGTTTTGGTAATGGATTTACAAAGGCTCGGTCGTGGAGATATGGAAGAA -CAAGGGATTATTCTTAAAGCATTTAAAAATACAAATACAAAAATTATAACCCCGGACAAGGAGTATGATC -TTTCTAATGAGTTTGATGAAGAGTATAGCGAATTTGAAGCGTTCATGAGCCGTAAGGAATATAAAATGAT -TAATAAGCGTCTTCAGCGGGGAATTATTCATTCCGTAAATAATGGAAATTACAACTCTCCCTACCCGCCT -TTCGGTTATACTATAAAGCAGGAAAAATTGGGACGTACTTTGGAACCACACCCTCAACAGTCGGAAATAC -TAAAGAGTATATTCGATTGGTACGTTAATGAATCAATAGGCAGTCAGATTATTGCACAAAGACTGAACAG -TCTGGGGTTAAAGACCAATAAAAACAACAGCTGGACTTGTCAGGCAGTAACAGGCATCCTGAAAAATCCT -GTTTATACAGGAAAAATAGCATGGCGTAAAACAACAAGCAACCGCATATCCAAAAAAAAGAATAGAAGGA -TGCAAGACAGACAAGACTGGATTCTTGCAGAAGGAAAACATCCTGCATTGATATCGGAGAGTATATATGA -AAAGGCACAAAACATTATGAAAAATAATAGTAAAACCCATACAAAACAATCTGTCAGCCTTCACAACACT -TTAGCCGGAATAATTGTTTGCGGCGTTTGCGGAGCTAAAATGCGATACAGACCTTATCTTAACTCTGAGC -CTCATCTTATATGTATTAATAAATGCGGAAATAAAAGCAGTAAGTTTGGTTATATTGAGGACTGTGTTAT -TTCAAGCCTTAAAGAATATCTGAGCGAATACAATTTTAAGCTGTATGGAGAACCGCAAGGAAAAAACAGC -AGTCAGGCTGCTTTTAAAAGCAGTGTTGCTCTACTTGAAAAGCAACTGAAGGAAGCAAGTATTCAGAAAG -ACAATATTTACAATCTTTTAGAAAAGGGTATTTATTCTATAGAGGACTTTAATCAAAGACTACTTTCCAT -TAATACTAGAATATCCGAACTGCAGCACTCTATTTCGAATACGGGAATATTGTATAAAAAATCACTTGTA -CAAAAGCCCGGTAAAACTGAGTTTTGCAGTGGCCCCACAAAGATTATGCACATATATAAAAATTTAAAAA -ATCCAGAAGATAAAAATATTTTACTAAAAAGTGTTCTTGATAAAGTTGAATATATCAAAGGTAAGGACTG -CAGGAACGATAATTTTACGCTAAGAATATACCCAATGTTTTAATTGCTGGTATGTTTCTATACTTAGACA -ATAAGCATAACAACCGAAACTATTCTGTGTAATTGGAAATAGAAGACGGTTGCTATGCTTACCGTTTTTT -TATATATTATCTAAAGACAACTATAACCTCAAAAATTTCATCAGGACCAATTGTATCACTTGCTGCACAT -AACTTTTTATTCACATCTTTCTGAAAGCTTACAAATTTCCCATTATGTGCTCTAATTGCAACCTTGTTCA -TTCCCAGACAAATAAAATCAAATGATTCGGTATTAGCTATAAGCTCCTTATTGGATTTAATTTTTACCGT -TCCATCATCTGCAACACTGAGTAAGTCTCTTGTGTGTGTTTGTATGTAAGCACCGCTTAATGCTGCTGGA -ACGGTAAATATTATATCCTTCCTCATTTCATCATACATCCCTGCCCTTAAGCTGTTACTTTCCTCAATAC -ATAAGTATTCGCCGTTACTTACTTTAACAGCTACTCTCGCCCCCATAAAAGACATAAATTTTTCCTCCTT -GTAATAACTATAAATTTTGTATAATTATAGCAAAATATCACTGTTTTATCAATCAATCATTTTTATGGGG -ATTGTAATTAAAACGGTAGTTCCCTTGCCTTCTTCTGACTCGATGGATATAGAACCCCTGAATTGACTCT -TTATGGCAATGTTTGCAAAATACAGCCCTAAACCTGAGCCATCCTTACCTTTTGTTGTAACCATTTCATT -GAAAATCTTGTTTTTTATGTCAAGCGGCATACCTTTTCCGAAATCCTGAATTGTAAATAGTACCCCTTCC -GGCTTACGGTCAGCCTGTAAATTAATAACGCCACCCTCACTATATGCCTGTGTCGCATTTATTACTGCAT -TACCTAAAATTTGTGTCAATGAAGAAATGTCTCCTTCTATATAAGTATCCTCTTTAATATTTAAAATACT -GTTCAAGCTGCAATTGGACTTTTTCAGCTCAAAATCCAGTAGAATAGAAATCTTTGAAAACAGCTCTCCA -ACTTTAAACCTTTTAATTTGGTTGCCAATCATACTAGCAGCCTGTTCCTTGACTGCCGTAATGATATCGG -ACATATAAACAAGGTAATTTTTGATTGAGTCCTCCCATTTTTTCATGTCTGCTATAATATCCAGATATTC -AGAATATTCACCTTTATTATTCATTTCGGAAATCAAGCTTTCTATTCTGCGGGTATGGTTTTTCAGTGCC -AGAATACCTCCGGAAGATGACATCAGAGGGGATTTCATATTATGAGATATACCTCCTATGAGGTTATGCA -ACGAAATCAATCTTGCCTTTTCAATCATTTGTTTTGCATTTTCTTCCATTAGTTTAATAACCTGCATATG -CTCTGTCATATCACGGAATAAAATAAGTATGGCAATATACTGCTCATGAGCGTATACATGTATAATTTCA -ATTTCAAAATACCGTTGAACATTATTTATAATAAATTCCTGCTCTGTTCTGATATTTGGGTGTGTTCTTT -CATTCTTAATTTTGGAAATATGCTTTTTTAGGTTCTGAAAATTGTCATCTTTCATGACCTTATAAAAGTC -ATTTTCATTATGCTTTATTATCGGACCAAACTCGGTTTTAAAGTTTTTGTTCATTTCCAATATGTTATTT -CTATAATCTATAACTACAAATGAATCACTTATGTAATCCACAATACTCCTTATTGCAATTGGAAGTGTAT -CAAGAAACTTATATTTCCTTATTGCTATCGTTAAGCATACAGTAGTAAAGCAGTAACTCAATGTATGTAT -ACTATCCGGTAATGAAATAGGAAGATTTGAAAAATAATTGAGATATACCACATAGTCCACCGCTATCGGC -ATAATAATACCTAGAGCTACAAGCAGAATCTGTCTTGTAAGACAATTTGTATATTTCAGACTGTAATATA -TAAGATATAAAACAGCAAAGGTTGCATAAATCAGCTGCCAGGTACAGTGAATATAGTAATAGTTTCCGAA -TACCAATGTCTTAATATCTGCTGAAATATATTTTATAAAAAGCTTATGGTAACTATTCGTCACAAGCATA -AGAGTACTTGTAACAGGTGGTATGCAAATTAGGACATAGGTTGCAATGTGACTTATTTTGTTTTTCACCA -AGAGTATACAAAGCATTATAAGAGTTGCAGGAAGAAAGAATACACAAACAGAACCGAAAAAGTAAATATA -ATATATTCTATAGCCTGTAATACTATCTATGATAATATTTGACAGTCCCTGTACCGTCCACAGAAAAAGT -ATTAAAATATTCAAGGCACAGATACGATGCAGCTGCCTTGAATGTTTTATACTTTTTATTTTGAATAGGA -GAAATAAATGAACTCCTGCAGAAAATATATATATTACAACTTTTATTAAAGTTTCCAGCATAAAAGCATA -CCTCTATTTTTTTGCCAGATTAGGGGTATCGCCAAAATTAGCTTTGTAGCAAAGTAAATAGTCTGTTGTG -ACTCTGAATAGTTCTGCGAGTTTTTTAATGTTTTCCCCAGTAGGCTCAGTTTGGTTGGTTTCCCAGTTAG -CTATGGCTGTACGCCCCACTCCTAATACTTTACCCAAATCTTCCTGGCTGATATTATGAATTCTTCTCAA -CCTTTTTAGCCTTATACCAAAGCTACCCTCTTTTCTTGAATGTTCTACGGATTTTCTTGCTGATTCAATC -ATAATTAATATTTCTTCAAAATTTGCTGACTTCTCGCAATACATTTGAATATCAAGATTTTTAAGAGTCT -CTAACCCCGGAGCTTCTTCAGCTTTTCCGGTAAGGAGCATGATATAAAGCTCATCATCTGTTTTCCTTAT -CTTTTCAGTTATTTGTTTTCCATTCATAGAATCAATGAAATAGTCAAGAATCAAGAGGTCGTAATTGTTT -TCCTTGATTGCGTCGATACCTTCCTTAGAAGTTACAAACCCGTCAACTGAATATTCGGACGAAAGATTTG -CTTTTATTGCATCAATAACTCCCTGTTCATCATCAATGATAATTATTTTAAATTTTTCTTCCATATCGGC -CTCCTCATCACTAAATACTTTATCTATTTATTATACCTTATTCTTACATTTTACCAACAAAATATATAAA -AATTTCTTTTCTATTCAACTTAAATAATAATACAAATTACATATTTAATCAATTATTTTTTCATTATTTA -TGACGTTTTATATATATGTTTTATAATTAATTGTATTATTTTAATGTCGGTATAACTGTTTAGTTGTGCT -GTTTTTTTCACTTATTTTGAACTAAAAAAACCTCTTGACACGTCATATTTAATGACATATAATTGCTTTG -ACAAATGATATCATTTATGACAAATTAGCTAAAAACCGAAAGGAGAGTTTAAAATGACACAAGCTTTAAC -ACCATCCCCATCGGATTGTAATGTAAAAATTGTTATTTACGTGGATACCGCCAAAGCGAGGACTGGTTCA -ACCCAAGGTATCTATATGGTAGATAACAGGGCCCCTAAAAGCTATAACGAGGGAACCCCAAGCCTAAATA -CATACTGTAACACAAACGACTATATGTGCTGGAGAATTTTGCCTATTGATCCCGATACTCACGATACCGT -TGCAATTACAAGCTTTGACCAGTCACTTGCATGGGGATACGGAGGAAAACCAAAGGCCTCAGATAACACA -AACACCGTATGGGTAGGGAGAGCAGAAAATCAAGGAATCAATCAGACACCAATTAATATAATTATTGCTG -AAAACGGCAAAAACCCGGTAACATTAAAAATCAACCCTGTTCTGAGCGTTAACGGATAATATATTATTTT -TCGATAAAGGAGGTCACTAATAATGACTGATACTATTGTTTTAAAGGCTCAAATAAGAGCACAAACCAAA -ATAGTAATAACAGTGGATACTTCGAGAGTACTCAGCGGAGATACAAGAGGAATATTCATGATAGACAATC -GTGCAGAAGTCGGAAGCAGCAATGAAGGTACTCTGGAACTTAGTACAAAATGCTTTGCCGGAGATTATGT -TTCATGGCTGGTTAACCCTATTGATCCCGATACCCAGGACACAGTTTCTATTGCAGGGTTTCAGGTTTCA -AGCGGAAACGTTTTCGGCGGTGAAGGAAGTCCCGAACCCGCATCAGATGACAATACATATTGGATGGGCC -GTGCGTTCAATCAAGGAAGTACAACATACCAGATCAAGCTTCTGATAAACGGTACACATGTTATACAATG -GGACCCTTTTATAACTGCTATTTAACAGCTTTGTAACCCACCTGATAAAAGAAAAGGTACTGTGGAACTA -ACGATGTTTCTTCCAACGAATTACGACCGAAAAAGGAAAATGGACTTTATCAGTTTGAATTTACAAGGCC -CCCCGGCTAAGCCGGGGGGCCTTGTAAATTTAGAGTATTCTATTTACTTACCACCAACTCCTAAGGGGGT -TGAAGTTCTATCCATGTGGTAGAACCGTTACTACTACCTGTTAAAATGGAATCGTAATTTTAAATAATGT -ATACGGGTGGTTGGGCAAACTATGGTTTCAATAATATAATATGCTAGAGAATTGACTTCACTTGACAGTA -TCTGAATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTATGACA -GCACAAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTAAGTG -AAGCATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAAATGG -TCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAG -GAAGCCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAA -AACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCTTTGA -CAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCTCGCT -GCTCTGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCGGGATATT -TGCTGGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTGCCAT -AGATACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGATATA -TTAAATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACAGACAGAG -GAACGGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTGAGCA -CACAATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCTGAAT -GAATTTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGAATTTGGATT -TTTATATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCA -GACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGG -TCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGCACCT -CCATATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAG -GACATATAATATTTACACCTTAGTTAGTTGCATAAAGTGAGACTTTAAATGTTACTCACTTAGTAATATC -ACCTACTTTAAATCTGGCCCAATATAAATTGATTCTTTTGTTCCGTATCATATTTTTTTATCCCCATAAA -ACATTCCCTGAAATATACCAACTCTTTAATTGTAGTCTCATAGCCATCTTCACCTAAATGTTTAATTGCA -AAATAACAATCTGTAATTAAAAGTTCATTTTCTAAATTATATATTTCTAACGGATTAATGCTAGTAATTA -ACTTGTCAACAACTTCTCCTTTTCCAATCTTCTCATCTATAAAATCATTTACTAAGCCTTCAAGTATTTG -GCTAATTTCTTGTTTAGTCATTAAGCACCCACCTTACTTTTAATTTACTTATTTTTTATTTATTAACTGT -CCAGATTCAATTCTAACTGCATCAAAATCTCGGTGAAGTAGCTTACCACTTGCGTCGGTTACTTCGTGAA -TTACAAAAGATGTACCATTACTATCGGAATATCTTATTACGCTTGAACTTCCTCCTTCAGTTGAAGTTCT -GGATGATATTACTTTTTTTTGAAATTTAGAGAAATCAACACCTTTTGCCTCTATCTGTCCTATCCTGTCG -ATAGTAGTCTTTGGAGAATAGTATGTTCCGTTTAAAATTGTAACATCTTTCATATAATCTAGTGATGTTT -CACCTACAAAAACAATACCATAATCATATTGAGGGGCATCAGTAAAAACAAGTTGGTAGCTATATAAATC -ATCTGGATCTATACTAACTCCAAAAAAGCTAACAGGATGGCATTGTCCCAGCATATAAGAATACGTGTAA -TCTCCATCTCTATATGTTATTACTACCGGTATTGAGTTAATTTCTACAGAATTATAAACCTTACTAAACC -AGTCAAATCCTATAAAATTATTCACATCAACATTACCTATTATATCTATTGCAGCTTCTTTAGTCATAGT -AGGCTTAGGTACGATTGAATATATAGGAATAATATTATCATTCCCCATCACCTTACTCGATGCAGATTCT -CCGGAACCTTTTGAATTCACTGTTGTCCCCATATTGGTGCTTGGTTTTGGTGCAACTGGTTTATTCGGTA -AATTGGAACTCTTCACATTTGATAGCTGTTGATTAAACGTATACTTTGCATTATTTGTTGCATATGCTCT -TGAATTACTTTCAGTTAAATTGTTTGCATAATGCATATTATATGAATAATTAAGATACGCTAAAGTTGTA -TCTCCAGCTAAACCTCTATTACTTCCTCTATTTCCCGCTGGAAGGACTTTATCCTTATATTTATTCAGTG -CCGCTAAAGTGTCCGTACCAAAATAACCAGTTGCTTTAAAAGCGTTCCCGTTTTCACCTTTATAACCAAG -TTTAATTAATTTTAACTGCAAATCCATTACATCGTCTCCACTCATCCCCTGCTCCAGTGTCCTATGTCCA -CTCAGATCAACATACATCACCGTTTCATTCGCACAATACGTATACAAATTCAAGCTCAGAGGATCATTCG -GGTAACCTGTATAAGTATCCTCACTTAGGAATCTGGCTGTTTTGCTGTCATAGTAGCGGGCATTCAGGTA -GTAGAGGTCTGTTTCCTTGTCATACTGGTAGCCTGCGTAGGTTACACTGTTATTAACATCTCCTGTCTGC -TCTGTTATGTTTCCGAAGGCTCGTAATAGTAGGTTGCTTGGATTGCTCCGTTCTCCCCTATTAGTGCGGT -TACGTCTCCGTGGCCGTTGTACATATAGTTCATTGTATCATTCTGTGCCGTTCTTGTCAGGAGATTTGTT -CCATATATGTTTCTGGCTGTCTCGTTGCCTTCTACGTCTGTTTCCAGTACTACTTTGTCAACTTCGTAAA -GGTAGTTTGTGGTACGCTCGTTTTCTGTTTTGGATACCCTGTAGCCTTCTCCGTTATAGGAATAGGTTGC -TGTTTTCTTCCCCGCAGTGGTTTTTATCAGTTGATTCCAGACATCAAACTTATAATAGGTTACATTGCTT -GCAGTACTCTGGCCTGACTTTTCCAGACTAAAGTCCCCTGATGTTGACGTGGCAACTGGTTTTACCGTTT -CTGTGGTTTTGGATACGGTGTTGCCATTGTTGTCATACCTGTATGTGTCGGTTATTGTTTCGGTGCCGCT -TCTATTTACGGTTGATACCAGTCTGTTCTGCTCGTTGTAGGTATATGTGGTGGTTACAGAGGCCGCACCT -GCCAGTATGGTTTCTGTAAGCCTGTTTCCTGCCTTGTCAAAGGTGTAGTTGGTTGCCCTGCCGTTTGGCT -CCGTTACTTTTTCAAGTCTGTTAAGACTATCGTAGTTATAGCTGGTAGTGCCTTTCCTGTCTGTCTTTGT -AGTCTGGTTGTGGGCTTCGTCATAGGTATAGCTGTAGGTGTCTATTACTGTTCCGTCAGCTTTTTTGTTT -GTGAGGGTTTTATTTAGTCCGTCCTTGTAGTAGGTGTACTCCTCTTTTGCTCCATCACTGTAGGTTACGG -TTTTTCTGCTTCCGTTGCCGTAATATTCATATGTTGTGGTCTTTCCCTCTGATATCACCTCGTAAAGTCT -GCCTACTTTGTCGTATACTTTTTTTGTAAGATTATGCTTGAAATCCTCAGTAGTTTCAAAGTACAAACCT -CCGACCTCAGGATTATCATAGGTATAGGTTGTTGTGCCGAAACCCGGAGCTTTTTTGGTTGTTACTCTGT -TTTCTTCGTCATAGGTTCTTGTGGTTGTTCCTGTTTTATCTGTCATAGTGAGCTGGTTGTCGTTGTTGTC -GTAGGTATAACTGATTGCAGCTTCTCCTATTGCTTTTCTGATAAGCCTACCGTGTATGTCATAGGAATAT -ACGGTCTGTTTTGCGTTTCTATCGGTTTTTGTCTCCATGTTGCCATCTGCAAAATAGGTGTACTTTTCTG -TTTTGGCATCCAGATATGTATATTTCCCCGGTGTACCGATTCTTCCACCCTGATCTATTTTCCTGATAAC -CTTATTTGCAGCGTTGTACTCATAGGAGGTTGTGTTTCCGTTTCCGTCAGTCTGGGTCAGTTTGTTTCCG -TTTAAGTCGTAGGTATAGGTTGTTTTCTCCGACTTTGGGTTTATTACTTCTATCAATCGGTTGAATTCAT -CAAATCTATATGTCGTGGTAATATTTCTGCCGTTTGTTTTGGCTATGATATTGCCAACATCATCATAGGA -CTGACTTGTTGTATGGCCCTCCGGGTCTATGGTTGCAATGAGTCTGTTGTTTTTGTCATATATGTAGCGG -GTTTCGTTGCCCAATGCATCTGCTGATTTTATCTGTTTGCTGTTTTTGTTGTACTCTAACTTTTGTATTG -TGGTGTATGGATCTCTTTTTTCTATGAGCATGTTTAAGGGATCATACACATTTGTGCTTGTATTGCCAAG -CCAGTCGGTTTCAGTGGTTTTGTTTCCGTTGGCATCGTATGTGTAAGTAGTTGTTTTTTCCCTGCCACCT -ACTGTTGTTTCAGCAGCTACAAGTCTGTTTAAACTGTCATATTTATATTTTTTTACATTGCCGTTTCCAT -CAGTTTCAGAAAATTTGTTTCCATTTACATCATAGATCGAATACGTAGTTATGGCCTGGGTATTATCGGA -CTTTTTCTCTGTATGGGAAAGCTGTCTCCCCTGATTATCGTAAGTATAGAGGTCTAACTTGCTCATTGAG -TTTAGCTGTTGCTTCAGTTGGCCTATTTCGTCGTACTGGCTTGTTACCTCTGTTGACGGGATGGTACTGT -CTCCCGGTGCAACCGTCTTCCTGACTTTCCCCATAGTGTTGTATTCAAATGTAGTGGTATTGCCGTTTCC -ATCGGTCTGCGATAGCATTCTGCCTGCAAGGTCATAGGTAGAATGCTTTATTACCTTTGGTGCAGACGAA -GGATTTTTTTTCAAACTTACTGACAGTATGTCTCCTACATCATTGTATGTGTATAGGGTTTCCACTCTGT -TTGCATTGGTTTCAGATATCTTTCTTCCCAATCCGTCATATTCATATCTGGAAGTAAATGCGAGAGCATG -TTCCTTTGCTACCGGGTCTTTTGACGTTATCATCAGGTTTGCCAGATTGTATATATACTCAGTACCATAA -CCTGAATTAATTTTTTCTTCAAGTGTTGTTCCGGTACCTGAGTCATATCCCGCTGCATCAAGTTCTTTTA -TAAGATTGCCTGAATTATCATATTTGCAGGTTTTAGAGTAAATTGTGACCCCTTGGTTTGTGACAGGATC -AAGGTATACATCCTTTTTTGCTACGAGTCTATTCATTGTATCATAGACAAATTCAATCCTGTTCATGTCG -TAAATGCTTTTTGTGGTATTGTAGTTTTTCGGTGTTACTTCCGCTATCTTTCTTCCTGCTAGGTCGTAAT -CATACGCTGTTACACCGTTTTGGGCATCTGTTACTTTAAGCAGTAACCCCCTTTGATTATACTCATACTT -TGTGATACCGCCCTTTGCATCTGTTTTTGTAAGTGGATTGCCATCCCAACTATAAGTTGTGGAATTGGTA -ATTGTGACGGCTTCACCTTTTTCGTCCACTCCGGGTTCATTTTGGGACAGTAGTCTGTCCAGTACATCAT -ATTCAAAGGTGGTGGTCACTTTATTGGGGGCTGTCACAGTTTTTGTATTACCATTCTTGTCATAAGTGTA -GGAGGTTGTAAGTAAAGTGTCCGTTTGTCGTTGAAGTCTTTTCCGTACAGGTCTCCGGTTTTTACATGTT -GCTCCTTTTTGTCCAGCTTTCCAAGGTAATTGTATGTATAATCCGTTACTAGCTTGTTGGTTGCATTGGT -ATATACACTTTCTTTTATAACATTTCCGTCATCATCGTACAGGTATTCTGTCTTTCTTCCTTCAGAATCC -CTTGTCTGGCTGACGTTACCGTTTTTGTAATACTGGTAGTTTGTTATTGCAAGGCTTTCAGGTATTGACC -ACAGGGTTACCTTGTCTTTGCCTGATTTCACCGCAGATTTTCTTCCAGCCTTGTCATATTCGGTTTTGTT -GTAAGTGTACAGGGTATTTCCGTTTGATACTTCAAAAGGGGCCCATTGTTCTGTCAATCTGTTTAAGCCA -TCATATTTGAAGTATGTACTGCTTCCGTTAGCTGCAATCTGTCTGTTAATTGTTCCGTTTGCGTTGTATA -TTGTCCTCTGCTTTGTAGCGTCAGGATTCTGCTGTTCTACAAGCCTGTCGGCATAGTCATATATGTAAAC -CGTTACAGCCTTGTCTTTGGAATTCAGATATTTTGTTTCAGTTGTTTGTGTTTTTCCGTCCTCCAAAGTT -GCATAACTGTATTGGGTAAGTAGTTCTTCAGCTACTGATGAATTATCTCTGAAGTAAATTTTAAGTAGTC -TGTCCAGAACATCATATTCATACCTGTAAATTGCACCGTTGGGTTTTGCTTCTGTCAGCGTGTTCCCGTA -TACGTCGTAGGTGTAGCTTGTCGTTTCTCCTAATGCATTGGTTACTTCCTTGATTTTACCACTATCAAAG -TATTCGTATTTTGTTCCCACCGTATTGTCAGTATATGTATCGGCTTCTACATTATCCTTTGTATCGTCAT -ATTGGTTTGGAGTAATTTCTTGTATTTTTCTTCCCAACAGGTCAAATATCGTTCTTTGTGTTTCATTTTT -TGAGCTTACTGTTGTAGTTTTAATTAACTGGCCGTTTTTGTCGTAGGTAAATTCTGTTCTGTTGCCCTTT -TGGGTTATTTGTGCGGTTTTCCAGCCTATGCGGTTATACTCATAAGTTGTAACTTTGCCTGTCTCTGGGT -CAGATACTGCTTTTACATCACCATAAGTGTTGTAGGTGTACGTGGTGGTATTGCCCTCCGGGTCTGTTTC -ACTTTTTAATAATCCCTTTGCAGATGAACCCGATTCTTCTCCTGTATAATATTGGTAGAAAGTTATTGCA -AAACCTGTATTGTTTGTGCCGTCGTATACATCTGTTTCGTTAAGGGGTTGTACCTTCTTTATCAGGTTTA -TTTTGTTTTCATCGTAAACATTGTAGGTTGTTTTCCCGCACTCATCCACTTCTTTTGTTACATTGTTTTT -TTCATCGTATTCTTTTAGCTGGGTACTTCCGTCAGGATTTGTGATTTTGGTTACATTGCCTCTAGCATCA -ATCTCATACTGAGTTTTATTTCCATTACGGTCGGTTTGTGATTTTATATCGCCATATTTGTTTTTACCTC -CATATTGAAAATATTCAGTATAATTGGATTTTCCGTCAGGCTCCTGTATATACAATCGCTTCCGAGGTAT -CTTCATGGATTGACTCGGGTACATACACCTCCCAGAATAATTTGACACCAAATACTCAATATTCTACAAA -GTTTGAGGCAAAGGATGCAAAGGGACACATTTCAACCAGTGTACAGAATGTGTATACTAAAGCGTCATAT -ACAATTTATTTCAATTATGTTCTGTTTTTGTTTTATAGTTTTTTATTTACATATTACAAATCTCTAAAAT -CTCACCACCCTTACTACCTCCCCGCTTTCAACAATACATCCATGATGTAATGTACTGCTCGTTGTACCAT -GTATCTATTCCCACTGTTTCATTATCCTTGAGGCTGTCATACCTGCCGTCTGAAGTAATTACTCGCACTC -CGTATTCCTCCAGAAAATCAAGGAAAAGCAGAGTTTTGGCGTTGTTTCTTCCCAGCCTTGATAAGTCCTT -TAAAACCACAAGGTTTATGTTACACGCCAATACATCTTTTTTAAGCTCTTCAAGGGCGTATCTTTCAAAG -CCCGCACCAGAAACATTGTCATCTACATAAGTTTTATAGATAGTTCCGAAATTATTCTTTTTCACAAAGT -CCGCCAGAAGCTTTTTCTGTGTTTCAATAGTCTCAATATTTTCCTCATTTTCGTCCCTGCTTTGCCTTAC -ATATATACCTATATGATAATTGATATCGGGTTTGTTAAATCCAAGCATGGCATCCTCCCCATTTTTACGA -ATTCATTTGCATAAATACTATTCTATTTATATTCAGTTGTTTCGGATTATAAAAATTGTCCATGAAAAAG -GCATACTAACCGATTAACAGTTGATGTGACCCCAAAAAGTTAGACTTTATTGCGTAACAGATTTTGATAT -TTGTTACGCATTTTTTATGCAGCCAAGAGCCTAAGTCTGTATTGAGCAGGACTCAGCCATCCTAGTTTCT -CTTTAATTCTTTGCTCGTTATAATACTTTATGTATCGTTCTATTGCATTTTTTAAGTCCTCGTAGCTGTA -GTACACAACTCCATAGTATATCTCTTGTTTTAGCAGACCAAAGAAGTTTTCCATTACTGAATTATCATGG -CAGTTACCTTTTCTAGACATACTTTGAAAAATCCGTTCTTCTTTGAGACGATGTGAGTATACTTTCATCT -GATAAGCCCAACCTTGATCTGAATGGAATGTTCTTCTATAAGGACAATCAGATGTGATTTCAATAGCTTT -ATTAAGTGCACTCATAATATTTACTGCAGATGGATGTTTATCAATACCGAAACTTACTATTTCACTATTG -TACATATCCATAAAAGGATCCAGGTAAAGCTTATGCATTGTCATATGTCCCTTGGAATCAACTTCGTAGT -ATTTAAACTCTGTTGTATCAGTTGTAATCTTCTGGTGTGGAATATGAGTATTGAAACGTCTACGGATTCT -GTTAGGTGCAACTGTTCCAACTTTTCCCTTATAAGAACTGTACTTGCGACTTTTTCTGGTAAAAGAAGTA -ACTTGAAGACTAAGCTTTTGCATAATTCGCTGTACTTTCTTCTTGTTTACTATAAATTCTTGATTCCTGA -GTTCACCATACATACGACGATATCCATAATTCTTATTATTCTCATGAATCTCCAATATCTTATCTTCCAG -TTCTTTGTCTGGATTCTCTCTATCAAATCTTTTCTGCCAATACATATATGTTGCTTTAGGAAAGCCTACT -ACTGCGAGAATGTCTTTTAGTTTGAAATCTCCTCGGAGGCTGTAGACGATTCTCGCTGCTTTTTCAGAAG -AGTTTCCTCCTCTAAACGCAGCCTCCTCAGTTCTTTTAAATAGGCATTCTCTATACGTAACTTTAAAAGT -TCATCTTCAAGCTGTTTAACATATTCAGCACTAGTATCAACAATAATTGATTCAGTTGCATTGGTATCTG -TTACTTTTCTTTTTAGGCTCAATGGTTTCTTCCGACCTTTCTTCTTAGGTCTCAAAGCATCCGGACCAGC -AATCCGAAAATCGTTCACCCACTTAACAATCAGTGCAGGATTACGAATTCCTTCTTGAATAGCTAACTCT -TGATATGAAACCTCACTTGTTAAATATAATTCTACAACATGAAGTTTATATTCGAAAGAGTATTTTTTTT -GTTTGCGAGAACGCACCAAACCTTCGTCGCCAAAAGCATTATAATTAAGGACCCATTTCTTAATGTTGTT -AAACGAGGGGATATCATACTGCTTTGCAAGATACTCGTATCCTCCTTCTCCATTTAGATAGGCTTTTACA -ATTTGTTTCTTAAATTCAAAAGAATATTTAGCCATAAAAATACCGACCTCCAATCGTTAGATTATGGTCT -AACTTTTGGGGGTCGGTACAAGTTAGTATGCCTTTTTATGTCAGATATTCCTTTAATCCTGTAATTTTCT -ACCCTCACAAGTGGGAAGCATTTCATCAAGATACTTATTTATTAATTCTGCTGGTTTATGTCCCGGTCTT -TCAAACCCAAGTATCATATTACAGTGGGCATAACCTTTCACAATATATAACCTTGAATCTTTTGCTCCTT -TCTCAATAAGCTTTTCATGTAATTCTATGGAATTTGTTTTAGGAACCAGCCAGTCATTTCCTCCATGCAC -TATCAGGCAAGGGGGTTCTTTTCCTGTTATATGTGAAACAGGTGAACATTCAGCTTTATTGTTATCTCCC -CCTAACATTGCGATTATTGCCGCATTGAGCATTGGGGGCATGTAGTTCTCCGGCATATTAAAATCATGAA -TACCGCTCATAGGTATCCAGCATTTAACCTTTTTAATATCTATATCATATTTTTTGTGCCATTTAACTCC -TGTAACTAGAAGTGCTGCCAAATGCCCCCCTGCCGAATGTCCTACTACACAAATTCTATTGGGGTCTCCA -CCATACTCGTGTATATTTTCCTGTACCCACTTAAGAGCTTTTGCACAGTCTTCTATTATTGCGGGATGTG -TCACATTGGGTGATAATCTATAGTTTATAGAAACAACCGTATATCCTTTTTTTATCCAGTCATGTGCTAC -AAATCTTGTATTGCTTTTATCTTCGTTTGTCCAGCCGCCTCCATGTATATAGAAAATAACTGGTCGTTTC -TTTTTATCTGGAGTTTTTAAGTGGTGAATGTCAAGTCTTTGCAACGGGTCCTCACTGTAGGGCCTTGCAA -AGTAATCCTGACGGTCAGGATCTGGTGTGGCATAAAGAAAGGGATACTCTAATCCACACTGTCCATAAAA -TGCCCAATCCTTTTCCTGAATTGAGTTCAACGTTTCCTCTGAATCTACAAACTGCCTAAAATCAGCTTCA -TAATTCATAATTTTCTGCCTCCGTATTTAGGTTATGACATTGATTTTAATTTCACTTGTAAATTCTACAA -ATTATTTACAAATTCCTCCTATTTGTACAATATTTTTATAAAATTAACATCTACTTCTAAACTTTCAAAT -CCCTGTTTTTGTAAAATAGATAAGTTAAACTCACAAAAACTCCAACAAGTACAATACACAAAACTACTAT -TGCAACGTTAAGGCTTCTTCCGTCAACTATATTCTGGTAACTAAAATATTTAAAAGGAGAAAGTACATTA -ATTACATTAACCTTATCTGTTAAGTCAGTTACTTTCGCTATGACAAATGCTCCCATTAATATACCTGCCG -CAGCGGCACCTGACGCCTTGGGTTTATTCATTACAGACGCAAGAGCCGCTCCTAAAGACATAAATATGAG -CTGAACAATAAACATACTCACAAAAAATACTACAATCTTCTCTGTAATGTCTTCTCCTTTGTTATAAATG -TCAATCATAATTAAAGAAGAAGCAAAGCTTATCAAGTTGATAATCACCACATTTACAAAAGCTGCAAGAA -GCTTGGAAGTAATTACCTTTGTACGAGATACGGGTTTCACCATCAAAAATTCTGTAGTTTTATCCCTTTC -CTCTTTTGCGATTATCCCACTTCCCAGCAGTATGGCATGTATAGCCACCGCAAGTTCGATATATACAAAC -AACATTGCGAAATAGCCGATGATTGTTGTTACATCAAAAGAGCCCATTCCCATAAGTGCCTTTAAAGAAT -ACGGCATTTTTTCAAAAACATCACCGCCTCCCTCTCCCGAGGAATAAGCAGTATATTCTCCCATACTGCT -CAGTATCAATAAAAAAATACAAACACTCCATATAATTAAGGCTTTTGCGTTTGCCTTCAGTTCTCTTAAA -AAAATATTCATGATGAAGCCCCCCTTTAGCTAAACTGCGTGGATATCCTTCTTTATATAAACTATGTAGC -TGGTAATAATGGCTGTAACTACAATTACAGCAGATGCAACGAGGTATGAAACCTCGTAGCTGGCATTTTT -AATGATATAGGCTGAATCAAAGTATTTAAAAGGAGATATATACCGTACAGCATCGACATTTTTCCCTATA -GAAATAATAACACCTGTCAAGTAAAACCCAAAAACAACACCAAGGGATATTGGAAGAATAGATTTCAGCT -TATTAAAAAATACCGACACAACCATGCCTATTGACATAAAAATAATCTGCATAAAAAATAATGTCAGGTT -TATCATTAAAAACAGCTTATTACTATAGTCTTCTGTCTTAACAGCATTGACTATTAAAATTGTTGCCACA -TAAAAGCCAACATTGGTGGCAACTATAGTTGTGAAAGCAGCCAACAGTTTTGCACTGACAATTGACTTTC -TGGAAACGGGCTTAACAAGTAGGAAATCCGCCGTACGTTCCCTAGACTCCCTTGAAAGTATGGAAATACC -AAGATTCATACCCTGAATAGATCCGCAAAGTGTAATAAAGGAGAATACCATAGAATAAAAACCCAATATT -GATGTAATATAATCAATATCTATTCCAAACATAGCCCTTAGTGCAGGAGGATAATTGGCAAGGAGTTTTT -TAAATTCTTCAGCATCAGAGGCTATACTGGGATATATGCAAAGATAGAGTGCTGACAGAGCTATCAGGCT -GATTGTCCATATAGCTGCTGTCCTTCTCATGGATTTAAGCTCATGCAGATATATATTCATATAAATTAAT -CCTCCTTTACGTAGTAGTGCATGAAGATTTCCTCAAGGTCAGGTTCTTCGATTGAAATGTTTCTAAGATA -AATATCAGCCATTTTCCTTATAATAAGGTTAATATTTCCTTTAAAAATAAAAGTAACGTTGTTTCCTTTA -ATTTCAAGTTTACTAACTCCCTTTATATCAAATACTTCCTTTGGAATAATTTCTTTAGTTTCAATGCTAA -TCTTCTTATAACTGTTTTCCTGAAGTGTACTCATCTTTTCTAGCTTTATAATCTTACCGTCCTTTATGAA -GGCTACTCTGCTGCACATTTTCTGAACCTCACTGAGGATATGCGAGGAAAAGAACACTGTTGCCCCCTTA -CGGTTTTCCTCTGCAATAAGTTCAAAAAATTTCTGCTGCATCAGAGGATCAAGCCCACTGGTAGGTTCAT -CAAGGATAATCAGTTTTGGTTCGTGGAGAAGTCCCTGTACTATACCCACCTTTTTCTTATTTCCAAAGGA -TAGGTCTTCTATCTTCTTTTTAAGGTCAAGATCCATTACTCTAGCAAGCTCTTGAATTCTCCCGGTACAA -TCCTTTTTGTAAAAGCTGGCTGAATATTTCAAAAGATCCATTACTCTCATATTATCATAGTAAAAAACCT -CTGAAGGGAGATATCCTACTTCTTTTCTGACCTCCGGGTGTTCTACACAGCTTTTCCCAAATATGGTTGC -ACTGCCCTCAGAGGGGTATATAAGACCAAGGAGCGTTCTTATGGTGGTTGACTTGCCCGCTCCGTTTGGA -CCTATAAAGCCGAAAATTTCGCCCTGCTCTACACTGAAATTTATATTGTTTATACCTCTTGCCTTACCAT -AACTTTTTGTAAGATTCTTAATTTCAATGACACTCATAAATACTCCTCCTTATAATATCTTTCATTTACT -CGTATTATCTCGCTTAATCTTAGAATTTCATATCAACCCGAGAGCGTTATTTGGACAAATATTCTGTATT -AGTATAATACTGGATTATACTGGTTAGCCTTCGGCTAGACTGCGCTTGTTTTTTGCTATCACGCCAATGG -CTTCCACATGTCTCTGGCGACAAACCTCCTATGTCTCACTGGGTCATGCCCTAAATTCCTTCGTCCTGTC -TTGTCCAGAGGTGGAATGTCAGTCATGCTCCTAAACTGGGTCGTGCCCTAATGGAAAATATTCAACCTGA -CTATCCCGGCTCTCAATTGTCAATGCTCTTCTAAAACTAATCGATACACTTTAAACATCACTTTTTCTTA -CCATATATCCGTTACTCGCAGTCATTGGTTTCAGATTCTTTATGGCATAGTCCTCAAATCAGTAGGCTAT -GCTGCCTTCATCATTGGTCTTTTAATATCGTTCATCATCTTTTCAGCATCATAGTGGCTACCTGTTTTTA -GTATTGCATAAAATACTCTTATCAACTTGCCGCATAAGGCTACTATTGACTGCATTTTCTTAAGTGGCTT -GTTATCTCTATTAATGTAGTATAGGTGCAACTGCCTAAATTCAGGGTTTCTAGCTACTAATGGCAATACT -GCTTGAAATATGGCATATCTGCCGTCAGAGCGTCCCCTTCTGGTTATTGTTGTTTTGCCTTGATGCTTGC -CAGAGCTGTTTTCTCTTAGGTTTAACCCAAATAGTTTTACTATTTGCTCTGGAGCATCAAATCTACTAAT -ATCTCCTACAGCACCTAAGAACCCTGCCACAGCTACAATTCCTATTCCTTTTATACCTAAAAGCATACTT -GCACTCGGAATTTCTTTTACTTGTGCTTCTACTTTTTGCATTATCAGCTCAAGCCTGTGACCATGAATCA -TATATTCGTCTAGAAGAGTTTCAATCTCCAGAACTGCTGATTCCAGACCATGCTTTAGTCCAATGGATTC -TTCTGCTGCTTTTATGAGCTTCTGGGCATGTTTATGTCCAACCGCTCTTTTGACTTCCTCTTTCCATGTT -GCTACTATTTTTTCCTCACCTGTTTTAATTACTGCCTGTGGAGTAGGAAAATGCTTCAGTGTAAGCAACG -CCGCCTTTCCAGTCCATTTCTTGAAAACAGTACTAAACTCAGGAAAGTATATTGCTAACCATCGTTTTAC -TCTATTTTGTATGCTAATCAACTGCACAACATTTTGCCTGCGTAATTCCATCAGATTTCTTATTTCTCGA -TATACACCTTCAGGCATGTACGGTATTAGATATCTTCCGTCCTTGACTAGCATTGCAATCGTTTTTGGAT -CTTTACGGTCATGCTTGCTTGGGGTGTTATCATCTAGTTCCTTTGAGCGTTTTACATGGTAAGGATTAAC -CATACCAAACTCTACACCCATGTTCTGCAAGTGACTTCCAAACCCATACCAGTAATGCCCGGTGGGCTCC -ATTCCTACGAATGTTTTTGTCTTTTGATTTCTCTTCATCAGGTCTGTAACCCAAATATCAAAGGCATTGA -AACCCTCTCTTGTATTCTCAAACCTAAATGCTCTTTTAGAAAATTCAAATCCTCTGAAATCAAAAGCCCT -GGCGAAGTGGACCTCGCTACCGATATCTACTCCAACCACCATTGTTTCAGGTGTGATTTGCATTAACTTA -TTGTTTTGTGTACAATTCATATTAGTTACCCTCCGTTTATTTGATTTGTGCCTTCATTTGTGGTGTTCAG -CACATTTCATATTTTACGTGAGGGTATTAATTTTTTCAAAGACCATTTTTCTTACTTACAGGAATGCTCC -TTATAAAAATTGTTCCTGAGCAAATCCATACATTCATAAAATTCTTTTAACATAATATCTAAATCCAGTG -TAGAAACAGACAATTGACTAGAGTATCCCTCAGCCATCCATATAAGCATTTTCATTACCAGCTTAGGGTC -AATACCATCTTTAAATTTTGAAGTATCCATTCCATCAAAAGCGATTTTGTTTCTATAATTATTTCCGATG -GAAAGAAAGGATGTAATATCTGACTTCACTTCCGGGTCAGACTCAAAATATACACTGATAAGAAAAAAAG -GAATATCAGTATGCCTCTTCATTACTGAAACTTTAATGTCAGATGACTGCTTGATTCTTTCAAAAAAATC -AGTTGCGGTGGAATCAAAGCCTTTATTTATTTCATTAATAATTATGTCAGTGCACATTCTTATCAAATAT -AGGTACAAATCCTTCTTTGTCCCAAAGTAGTGAAATACCATGGCTTTTGAAATACCAGCTGCTCTAGCTA -TATCACTGACGGACGTTTTCTTATATCCATTTGCACCAAATGATTTAAGAGCCGCATCAACAATTCTTTT -TCGTTTATCTTCCGGCAAATTTAAAAACTTTTTCAAAATAATTCACCTCATAAATATATAAACCGAATCG -GTTTGTATTAGAATATCACCATAAACCGATTCGGTCAATAGATTTATTGAAAAAATTGGGTATATAATAA -AAAAGCATAATAGCCGTATTATACAAAGCCCTATGGGCTACTACTTTACGGTTATTATGCTTTTTAACTT -ATTTTGTGTAAATTACCACCCTAAATCAGTTTTTATAGTTGCAGCAAGCTGGTTTGCCATAAGCTCATGA -GTTTTAACGCTTGGATGCCAATCCTCTCCGTAGCCGTTTGCTTCAACCTGTACAGGAAATTCAATAAAAT -GAATCTTGGAATCCCCTGAAGTGTTCTTCTGATCAACAACACTGGTAATGGCATCCTTACACTTTGCCAG -TTGATCCCAGGACAGCATTGGTCCCACCGCACAATAGATATGGGCATCAGGATATTGTCCTCTTATTTTT -GTAACAAAGTTAGTATATGCTTTTGCGAAGGTTGTTTTATCAATGGAACCGGTACTAAAATCATTGGTTC -CCAGATTGATTACAACCACCTGAGGAATCCATTTGCTAGTATCCCAAGTGAGTGTTGAATTATAAGGTAG -TATACGAGAATAAACAGCAGGCATTAAATCATTAAGGTCCCCGCCGTAGTTTTGCACTAACCCTTTTCCT -GACCAGCAGACAGTAATCGGGTCAGCGTTCAAAAGTCTGGCCGTTGTGGCACCATAAGCTAGATAAGCAT -TTTCATTTTTATTGGTAAATGACTGGTACTGGCTTGTCCCTTCATTACCATAGCCGCAGGTAATAGAATC -TCCAATAAACTCAATACGTCTGTTAGATGGTGCAGGAGGAGCCAGCAGGCTTCCGTCAGTTACATTGAAT -CCCAAAAACTGTACCTCTCCGATCCATGCTTCAGTCCTTCTGACCAGCTCAATAGTATGGTTTCCGTTAG -TCAGATCGGTTGCAAGAGTTACAGGTCCTGATGAGCCTGAGGGTACATTAACAGGGGATTTTACAACACC -ATCGATAACTACGTTAAACCAATTGTCACCCATTGAATTCAGGTTTGCACTGATTCCGGTACCTTTAAAG -TTAGCTTTGATAGTGGAAGTACTCCATCCAAATTTGGGGCCTGCGGGATCACCGGTATCAAACCTTCCTA -CCAGAAGCACTCCGGGCTGGGTTGGAGCTGAATTAATTGGAAGAGATTTTACAATTCCGAGTAGAAATTG -CTTTAAAATAGCAAAGTCTACTGCATCTACTGTATTATCGGAATTAAGGTCCTTATATAAATCGTATGCG -TGATTCTGTTCCATAATATACTGCTTGAATGCCACAAAATCCAGAGCATCCACATTATTATCACCGTTAC -AGTCACCGTATAGTCTTGGTGGTTCAAGTGCAGAAACATTGATACTACCTACAGAAGAAAGAAATAATAC -AAAAAGCAGTGAAAATATAATTAGAAACGCCCCTGATTTTCTTTTTATTGTTATTTTTCTCATACTAAAA -ACTCCTATATTCTTTATTTTTAAAATTATTTAAAACTCAATTTCAAATTGTTTCTCAGCATCCCCCCTTT -ATAATGCAGTCAGGAAATACCGGTAGAATACAGGAATAATTCAAGGGCTATTGCAGAATTGAATAAGAAA -GATATAATAGCTTTAGTTTTATAGAATAAAAACCGGTACTGAATTTATTAATTAAATAAACTTCCCACCT -CCCCTACTCAAATAAAATTAGCACTCCTTAGAATACTCTAATATTTATCTGTATTAATTTCAATATTAAA -ATTTGTACACATTTATCTGTAATAAATATATGCAACGGAAAAAATATTACAAATTACAAGTAAATATCTT -TAAAATAAGTTCTTTTATATCAATTTTACCCTTATAAATAATAACAACCTTTTTTGGTTTTGCTTTTGCC -ATAATAAATACACCTCTAACCCCCGTTAGAAATACTAGTATATTTATATTCAGTTAATGTTAATTTAAAA -TTTGTCCTTTAAAAAACAAAAAGCCACAACAACCGGAAGTAACCTGAAATAGGTAGAAATTAGGTGTTGT -GCCTTAAATTTTAGATAACTGATAATTTAGATAATTCTTTCTTCTGTAATTAAAATGTCCATTGGAATAT -CAAGTTCATTGCAGGGTATTTTCCCCATTATCTGAAAGTCAAAAGCAATCCCAACCTTTAAGCAGTTGTG -TGATATTAGTTTAAGGAATCTGTCGTAGTAACCGGCACCATATCCCATACGATTTCTATTTAAATCAAAT -GCACATCCAGGTACAATGACAACATCAATTGAAGCAGGAGTGATAATATTCTTTTGTTCCAAAGGTGGCT -CCAATACCCCGAAGGTTCCCTGTTCAAGTTCTTCGAGGCTGCTAATTTTTACTGCCTCCATGGCTCTTCC -CTTACCTTTAAGAACACGAGGGACGCATACCTCTTTATCTTGAGAAAACCAAGCGTTAATAATACCATGA -GTATAAACCTCACTCCCAAAGCTTACATAACACATCAATGTATCCGCACGCTTTACAAAATCCAGCTCGT -TTAGCTTATCAGCAATAATTTGCGACTTAAGTTGTAAATTATCTGAACTTATACTATTTCTAAGAGAAAT -ATATTTCTTCCGCATTTCACTCTTTATTATATAAATTCCAACTTCCCCTCCTTACCTCCATTTCAACCAT -AAAAACAGCAATATAGAAAACATAACAACAGAAACAGCTATTAATACCATTCCAAAAAATCTTTTTTCTT -TAACTTTATCAGAAACAAATAACATGCCCACAACCAAGCCGAATATTTGCCCTATTCCGGGAATCAATAC -GGCGAGGACGGTTAGTAACCCTTTTATCCAATTACTAACAGGCTTACTGTTTATATAATTAAGATTTTCC -AGTAACATCTCCCTTTCAATACTGGTTACCTCACTGCTGTTCCAAGTAATGTGGCTGTTATCAAAACCTG -AATTATTGCTGTATTCCTGCTTCATTTGAATAAACCTCCAAACATATTATGTTAATACTATAACATAATT -TTACAGTTACGTAATGAGACCTTATTATCATTTTATACAGGAACATAATATATTTCAAATAGTCCCTTTA -TAACATCTTCATAGTTAGAATCCGTTATTTTGTGTAAGTACCCATTTTCCATATGTATATACATAGATAC -ATCGTATTTTTCGCTGTTGTCCATTAAAGCACAAATCATATCTACTGAATCCAAAGGCATATAAAAATCC -TGTGCCCATCTTCGAAGTGAGTAATCTACCTCCATATCTTTCCCATAAAAGCTATATAAAAAACGATTTA -ATTCTCCCTGCTTTGTTGACCACAAGCTAATTGTAATTGACATGACTATCCCCCATAAAGAATCTGAATT -GCCCAACTATATATATTTGACATTCCTTCGAAATAACCTTTATGTAAATAGTGTTAAAACAAGCTATGGT -TGTCTGCCCAGGAGCCTCTTGGATAAAGTATCTACCTCAAACTTAATTCTCTCTTCATCAATATGTATAA -ATTCACGCTTCTTTACCAGAACATTACCATCAACTATAACAGTGTCCACATCGGCTGCTTGTGCCGAATA -TACAATCATTGACATTGGGTTATTTTTGGGATAAAAGTGAGGTTTATCTGTATCAACCAGTATAATGTCT -GCTTTCATTCCCTTTGATAGTATACCTGTATCATCAAAACCTATAGCCCTTGCCCCGTTAACTGTTCCCA -TTTTAAGAACATCCTGGGCTTTCATCAGCTGCGGGTTCATAGCGACGCCCTTGTGGAGTATTGCAGCAAG -ATTCATTTCCTCAAACATATTAAGATTATTGTTGCTGGCAGCACCGTCAGTACCAAGACATACATTAATA -CCCATGTCCATCATTTCGGGTACTCTGGCAATGCCACTTCCCAGCTTGAGATTACTGGTCGGATTATGAA -CCACACTTGCCCTCTTCTCTTTCATGATTCTAAGGTCACCGTCAGTGAGATGGACACAATGTGCCGCCAT -AACAGGAACATCAAGTACCCCAGTTTCTCTGCATATCTCTATAGAAGTCATATCATAGTCCTTTTTACTG -GATTCAACCTCAGAGAGAGTTTCAAGTAAATGTATATGTATACCTGTATTCAGCTGCTTAGCCAGTTGAG -CCGCATTTCTAAGGGTATTTTCATTAAACATATAAACTGAGTGTATTTCTACGAAGACCTTTATTCTTCC -GTTAGCCGAATTATGATAGCTGTTGTAATAATCAATGGTTCCCTGACTTTTGTCAAGTCTTTTAAGCTGC -CCGTCCTCAAAAAACTGTACCGGACTTTTACAAAGGTTTGCCTTTATACCAGTTTCAGTTACTGCACGTG -CAACCTCATCCATAAACATATACATATCAGCAAATGCAGTAATTCCTGATTTAAGCATTTCGGAGATACC -AAGCATAGTACCCCAGTAAACATCTTTATCAGTGAGTTTTGCTTCAACCGGAAAAATATTATCAAACAAC -CATTTTTCGAGTGCTATATCATCAGCATAATTTCTCATAAGTGTCATGGCACTGTGGCTATGGGCATTTA -CCAGGCCGGGCATGGCTATCTTGTTTTTTCCGTCAATCACCTCTCTGGCTTTTACATTTTCAGGAAGACT -ATCCGAAATGAAATCAATACACCCATCCTTGATTCCGATATATCCGTCTTTAATCAACGGCTTACTTTCA -TCATTAGTTATTAACTCGGTATTCTTTATAAGTATATCAAGCACACTATTCATCCCCTCACATTTATAGC -ATCAAGAACTAAACAAATTTAACTAAAAATTAAGCATATTAACGACATTATAAATAAAAGCCGATTAATA -TGCTTATTCTATATTTTCATAATGCACTTTATTAAATTACTCTGCCCAACTGTTAAGATAATTCTTTTGC -TCTTTTGAAAGCTTATCTATTTTAACTCCCCATGATTTTAGCTTCATGGTTGCAACCTTTTGGTCAATAT -CAACCGGGACATCTATTACCTTGTTTCCCAGCTTATTATAATTTTTAAGCATGTACTCAGCTGAAAGAGC -CTGAAGTGCAAAACTCATATCCATAATCTCCGCAGGATGTCCGTCACCTGCTGCAAGATTTACCAGTCTG -CCTTCTGCAAGAAGATTTATCCATCTTCCATTCTCCATCTTGTATCCTGTTATATTATTTCTCTGAATCT -GCTTCTCAACAGCTATCTTTTCCAATTCTTCAACCGACACCTCAACATCAAAATGGCCCGCATTACAGAG -AATAACTCCATCTTTCATAAGATTGAAATGTTCAGCAGTAATAACATCTCGGCAGCCTGTTACGGTTATA -AAGTAATCACCGATTTTTGCAGCATCAGACATTTTCATTACCTTGAATCCATCCATTACTGCTTCTGCTG -CCTTAATAGGATCAACTTCAGTAACAATTACACTGGCACCAAAGCCTTTAGCCCTCATAGCAATACCCTT -GCCGCACCATCCGTATCCTGCCACAACCACATTCTTTCCTGCTACAATAAGGTTGGTTGTCCTGTTTATG -CCGTCCCAAACCGATTGTCCCGTTCCATACCTGTTATCAAACAAAAACTTGCAGTTTGCATTATTTACCG -CAACCATCGGAAATCTCAATATTTCTTCTTTTTCCATTGCCTTTAAACGAAGAACTCCTGTGGTTGTTTC -TTCGCATCCGCCCATTATATGCGGAAGAAGCTCTTTTCTCTTGGTATGCAGAAGATTAACCAAATCGCCC -CCGTCATCAATGATAATATTTGGCTTGTATCCTAAGGCAAGATTCAAATGCTCCTCATATTCCTCTTTGG -TTGAGTTGTACCATGCGTATACATCAAGTCCGTCAGCAACAAGGCCTGCGGCTACGTCATCCTGAGTGGA -TAACGGATTACTGCCTGTAACTGAAACCTCTCCTCCACCGATTGCAAATAATTTTGCAAGATAAGCTGTT -TTAGCCTCCAGATGAACTGAAACAACAACTCTTACTCCGTTAAAAGGCTTTGTCTCCCTGAACTCATCCT -CAAGGCTTCTGAGAAGAGGCATATTCTTTCTTACCCATTCAATTTTCTGTTTTCCTTTATCAGCTAAAGA -AATGTCACGGATAACGCTTTTCATAAACCTAACCCCCATCTTTAAATTATCTTCAGTATGTACCTCTACG -GCAAACGCTTAATCAATCAGCATACTTTGCTTGATTGCATACATGAATAAATAATCTCCTAAAATATTTT -TTCAAAGCCGGATAAAATTATACATTCTATAATAAATATATCTTATTTTAAATTATAATTCTATGTTATT -GTAAATAATTCTATGTTATTGTAAAAAATCCTGCAAAAGCAGTCAAATTATAATAGCCCCATCAATGCTT -TATCTTAATGACATTTGATGTTTTTTTCGTCTGTTTCTTTCTTGCAGGCTTCTTAGATATGGTAAAAATA -TAGTTTTCCCCGGAATTATTATCCCAGTTATCTGCCGAATCCTTAAAACAAATACCGCAGATTTTACCCT -CTTGTATATCAATTTCGGCTTCAAATATGCCGTTTAGATTTTTCATAGGAACAAAGGATCTATTATCCCA -GTTTTCCCCATAACCTATATGAACATATATACCCTCTGCTCCAGCCTGGCTAAGTAATCCATTATATTTA -AGAATTACCTTGTCGCCACTGTATAATGTCTTTTTTGATAAGAATACTCCATTACTATCATAACTTTTTT -GTGCCATGCTGTACCCCCTCAATTCACATGTATAGCATAATTAACATACTTTTACAGTGTATTATACTAT -AGGTTTACGCTTATGTCAAAAAATACCATATACCTTTTAAAAATATGGACTTATAAGCTTTTCGATAGTA -GGATGTATCCCCAGTGTCTCTTTAAGCTTTTTGTATTCATTTATGAGACTGTAGTTTATACTCCCTGCTT -TTTCCGCTCTTATCATAAGATTTTTAGGTGTTTCAAGAGGGGAAACATATTCTACAATAGATACCTTATA -CCCAAGTGCCTCAAGAATCAATAAACGTATACCGTCCGTAAGTATGTCCGCGAGTCGTGCTTTCAGAACT -CCATGCTTTGTAATACTATGAAGCATATCAAAAGAATACTGGCTTAATATTTCCTTTTGGCAGCAGGGAA -CCACCACCATAGCCTTGGCGTTATTCCTCACAGCCAGACTTATTGCCTCATCGGTAGCTGTATCACAGGC -ATGGAGACTTATTACAAGATGAATATCCTTTTCCGCAGTATAATCCCTTATGTCAGTTATCCTGAAGTTC -ATATTTTTATAGCCAAGATTTTCTGCAATTCTATAGGATGCGTCAATTACGATTTTAGAAATATCCAGAC -CTGTAAAATAACAGTTCTTTTTCAGGACATCCTTAATATAATAGTTCAGAACAAAGGAAAGGTACGATTT -TCCGCAGCCGCAGTCGATTATGTTCAGACTTCCGTATTTTGAACATAGAGTTTTAAGCATATCATCAACC -AATTCAATATAGTGATCAATCTGGTTGTATTTCCTGATCATATCATTTCTGATTTTACCGTTCTCTCCGA -GAATACCAATTGCCTTTAACACATCATCCGCGGGTCCGACTTTTATAAAGTAGTCCCTGTTGGCAATCTG -TGCAGTTTCGTTATGACCCTTGCAAGCTTCTGTTGCTTTTGTATCCTTGGACCTCATTTTCACATTTTTG -TCGTCGGCTTCAATTATTATTGAAGTCCCTCGTTCTTCATATACAAGAGTTAAGGCCTCATAGCTTTCGG -CGATCTTTGAAACTCTTGCAGAAAGCCAGGAAATCTCCAGTCTGTCTGTCCTGCCATTATAGTTTAAAAA -AAGCTTGCCGTCCTTCAGTGTTATATTGGCTTCATACTGCTTTGTGCCTGATTTAAGCTTTATAACTATC -CCCTTAAAAAAGCTTGAATTGTCAACAACTCTCTGCTCCAACCCTGTCAAAAAAAGCACCAGTTTCTGTA -CACTCTTTTTATTCATATCTCTAACCTCAACTAGTTTTAATTATCAATAATTATTGCCTGCTTTAGCAGT -TCAATGTCACTTTCTCCAAGTTCCTTGCATTCCCCAAGCTGTAAGCTCTCGTCCAACCTAAGGTTTCCCA -TACTAAGACGTTTAAGGTAAATTACCTTTTTACCTACTGCCTCAAACATTCTCTTTACCTGATGGAATTT -CCCCTCTACAATTGTAAGCTTTATTTCTGATAAATCATCTGATTTTAATATTTCCAGAACCGCCGGGAGT -GTCTGATACCCATCGTCAAGAGTTACGCCACGGCTGAAAGCTTCTGCATCCTCTTGATTAACCCTTCCCA -TCACTTTTGCATAATACTGCTTTGGAACGTGCTTTTTAGGGGAGAGTATTTCATGGGAAAGCTGACCGTC -ATTTGTCATTAATACCAGACCTTCTGTATCTATATCCAATCTTCCTGCCGGAAATAGATCAAAGCATTTA -TATTCTTCCGGCAGAATATCAAAAACTGTTTTTTGCTTCCTGTCGCTTGTAGCTGAAATAACACCCTGAG -GCTTATTCAGCATAATGTATATATACTTACGGTAATTCAGCCTTTCTCCGTCTATTTCAATGATACTTAC -TTCAGGATCAACATGAATTCCGCTGTCTTTAATAATCCGCCCGTCTACTGTAACAAGACCTTTTTTAACA -GCACCCTTTATATAATTTCTTGAACCGAACCCAAAATTTGAAAGAACCTTGTCCAACCGTTGTTTCTGTT -TCAATATATATATTCTCCTTCTTTTTGGTAAATTAGCAGGCTAGGACATTTTTCTCCACCCTTTCGGATA -TAGATTTTTTAGCATATCTCCAGTTTGCTTTGCCCAGCCAAGGGGAAAATTGTCCACACAAACACCAGTA -TAACCTTTTTCTCCTGAAACAATCAGCGTTTCACCCTTCAAATAGCTGTTAACGTCACGTGAATTACTCT -CAAAGCTTATTGTATTCTTCATTTCGCTTTTGCTCATAGATACTGCAAGAGAATGTGAAGGTACGAATCC -TTTGTTGCCGGTTTCGCCCAGATACCAGCCAAACTTTGCAACCTTTAGCCCTGATAAATCAGGAATTTCA -ACGGGTAAATGATATAGATTGACACCCTTTTGAAATAAATATCCGTTTAGGTCAAGGTTAGTGTTATTCT -CCATAAAACCGCCCAAAAGGGGGTTAAATTCTTTCACCTCCTTGATACCACTTACTTTTATGCCTTGTGA -CCTATCTCCCGGCTTCACATATACTGGATTTTCCTGATATAAGAAGTTTTCTGATGAGTCTTTTTTTTGA -AGCAGTGCAGCAAAATGCCCTTCGCCATTAAGTTTATGGGGCCATAGACGGGCAGCCTTATCAAAGTTGT -ATCCGCCCTTTGACCATTGGGTACGGCCTCCCTCAACACTGCCTGCTTTTGGTATTTCAAGCAGTTCGTA -CATGCCTTTGTGTTCATCCATAAACCTTTCTATCATTAACTCATCCTCTTCAGGTGAGAATGTACAGGTT -GAATACAAAATTACGCCTCCGGGCTTCAACATCATGTCAACCTTCTCTAGAATATTCCACTGCATTCCAC -AGCATTTTTCACATTTAAACTTCTCCCAGCTTTTGATGGCATCTTCATCCTTACGGAACATTCCTTCTCC -AGAGCAGGGTGCGTCAACCATTATTCTGTCAAAGTAATTCTGAAATCTTGCGGCCAGTTTATCTGGGGGT -TCATTTAATACTAAGGCATTTCTTACTCCTGCAAGTTCAACATTCTTTACCAATGCCTTTACTCTGTCTG -AATTTATGTCATTAGCCACCAGTAAGCCCTGTCCCTTCATTTGTGCAGCCATCTGGACAGTCTTTCCTCC -CGGCGCCGCACAAAGATCCAAAACCCGTTCTCCGGGCTTTACTCCTATTACAGCCCCGGGAAGCATAGCA -CTCGGCTCCTGAATATAGTATAACCCCGCATAATAATAAGGGTGTCTCCCCGGATTATCTCCCTCCTGGT -AATAAAAACCATCTCTGGCCCAAGGAACAGGTTCAAGATGAAAGGGAGCTATTTTTAGGAACTCTTCCAC -TGATATCTTCAAAGTGTTTACTCTCAAGCCGTAAAATCTTGGCTTTATATAAGATTCAAGGTAGCTGGCA -AACTCATCACCCATCAGCCCTTGCATTTTTTCTACAAATTCAATCGGTAGCTTCATATACCAATATAACT -CCTATACTAAAATTTTTACAGGAGATATTATAACATATACTTACAAAAAATTTTATTAATTTTTTAAACC -ATACTTGAAAAATTAAAATTCCCATGCTATAATAGCTTTTGTCATTAAAAATGGCCCATTGGTCAAGTGG -CCTAAGACACCGCCCTCTCACGGCGGTAACAGGGGTTCGAATCCCCTATGGGTCACCAAAAAGAAGCTTT -ACAGATTTGTAAAGCTTCTTTTTATGTACTCAAATAAAATGTCTGTCATTTTCCTTGAAATATGCTATCA -GTTCTTCAAGCTAAAAGAATATAAAATAAGAAAAACATTATATATGAAAACCAAAGGCAGTTCTTAGCCG -TCTAATAGCTGACCGGTCAAAAATAAAAGAAATAAAGAAGGGGGATATAAGAGTGACATGTGACGAATTT -TCAACACGGATCGTCGCAATGATGCAAACACTGTATCGCATTAGTTATACACAGCTATCACAAAGCTGTG -ACCGAGACGAGGCAGTTCAGGAGTGTTTGTACAAGGCGTGGAAGAAGCGCCATCAACTCAAAGATGAGCA -CTATATGCAGACTTGGGTTATCCGTATTCTAATCAATGAATGCCATAATATTCAGAGAAAAAAAGGCCGA -GAATTACCGCTCAATGAAGTTCCTGAACGAGTCGTGCCTAAGGATGCCAATTTAGAGCTGCATGATGCAC -TGTTTAGTATAGATGAAACGCTCCGTATGCCCATTATTCTGCATTATATTGAAGGCTTTTCAATAGGTGA -AATTTCGAAAATTTTACGATGTCCTCAAGGCACAGTTAAGTCGCGTATGCTGCGGGGACGACAGAAACTG -AAAATAATTTTATCCGAGGAGGTTAAATTGCCATGCGAGATATAAAAGAATTAAAGAACGCTTTCGGTCA -GGCTGATGAAGACTTTATCAATAATGTATATCATACCCTGACCGACATCCGATCAAAAAAGGACGGAAAA -CATGCGAAAAAAATATACTTTCGACTGGTAGCTGTTATTACTATTGTCTGCATACTGTCTGCCGGAACTG -CTTTAGCTTTTACTAACACCTGGGGGATTCTTGATTTCCTGAGCGGAAGAAGTACTAATGTAAAGGTTTT -GCCTGAAGCCTCCTCTATCGTGCAGAAGGTAGTGCCTCAAGAAGGCAACAAGACCGATATTGCGGCTTTT -ACAGTACGCGAAGCCGTATATGACGGGCAAAGCGTTTATATCGTCCTTGATGTCAAGCCCACTTCATCCA -ATTACCTCCTGCTGGGTCCCGATGCCTATCCGTCCGACCAAATCGAAAATATGGGGCCTACATTCAGTGG -GCAATCTGGTACGATTGCCGATTACGCCCGTAAAAACAATAAAGTGATGTTTCAAACATCCGTCGGAATC -AGTGAGGCTAACTGCTCCATCTCTTATCTGCTTGAAAAAGACGGAACCCTTGTATATATGCTCGAAGGGC -GTTACGAAGGTGATTCCACTGTACCGGATGTGGAATTTAAATGCGTCGCCATTCCTTTTGTGATGGAGAA -TGGTAAGTACACGGTAGATACGGACAGCAGAAATGATACTACTCTTTCCGTCACACTCAAAAATACCGGG -ACTAAAGAACTCGTAACCAGCAAAGAACCAGCCGTTTACGGGAAATGTGGCGTCCGGGTAGACAAAATCA -CCCTCAAGAGTTCAGCTATGTCCACCTACGCGGAAGTCGAGTTCACTGTCTTAGACGAGAAAAAATACGC -TGAAACCGACGGTATGTTATTTGAATTTCTTGACAGATACGGCGAAGGCATCCCGAGCGGTGCCGCTTCA -GGCGGAGGCATTGAGGCAATCGATGGCACTCACTATATTGAAAAAATTTCACTGCAGGCAATGGAAAAAT -TGCCAAGGGAGGTCATCCTTCGAGGATATAGCTTTTTGGATAAGAACCAGTACGAGACGCATACGTTTGA -AATGAAATAACGACGTACGCCTAGATACATATATACTGGACAAAATGGAGGGTGACACAGCCAACAGTAA -AATCAGAAACAACTTCTAAAAAAAATCAGACATCTGCCCATTTAATAGTGTGGATGTCTGATTCATTTTT -TTGCTTATTTTTGATGCTTTTGATGGAATATCCTGCTGGCGTTTCTGATATGTTCAACCGTCAGTTTTTC -AGCAGTTTCTCCATCTTTTCTGCTTATTGCCTCAAATATTGCACGGTGTTCGTCAAGTGCTTTTGCCGGT -CTGCCCGGCGTCTCAAATGAATTGTTTCTGGCATTTTGTATATAATGATGAAAAGTACTCAGCATATGCA -TCAAGGGCCTGCTCTTGCATGCTCTGAAAATAATATCGTGAAACCTGGAGTCATACTTCATAAGATGCTC -TGCATCATTTTTTATCGTAAAGAACTCCTCAAATTCAAGGGCTTCCTTAAGTTCAACAATCTCTTCCTCA -GTAATTTTTTCAGCTGCCCATCTTGCAGCAAGGCCTTCAATCATTGTCCTGATAGTGAATATATCTTCTA -CATCCTGATCGGTTACTCCCTTTACAACCGCACCCTTGTTTGGTATGGATGTTACAAGACCTTCAAGTTC -AAGCTGTCTGATAGCTTCACGTATAGGGGTTCTGCTTACTCCAAGCTCCTCCGAAAGACGTAATTCTATC -AGACTGTCTCCGGGTTTATACGCTCCTGTCAGAATCTGCTTTCGAAGCTTATTGAAAACCCTGCCCCTTA -ATGAATTTACTAAATTATCACTTTCATCGTAGCCCAGCTTAGCCATTTTAATTTACTCCCCTTAGGGCAT -ATTTTTTTAACACACTTTAATGTTAGTCTTATTTAGCCATTGTTTACTTTTGTATAGTTAAGCAATCCGC -CTGCGAGAATCATCTGAACCTGTCTATCAGACAAGGTAACCTTTACATTGAACTGTGTATTCTTTGTAAG -ATTCTTAACTACTATAGTATCGGCATTTTTAACCTGTTCTATCGCATTACCTATTACAAGCTCGTCATTC -ATATCTATTGTATCGTAATCTGCTTCGTTTTCAAAAGTCATTGGTATGATTCCCGAGTTTATTAGGTTAG -CCATATGAATTCTAGCAAAGGATTTTGCAATAACACCCTTAATTCCAAGCTGTAATGGTGCAAGAGCCGC -ATGTTCTCTACTTGAGCCCTGTCCGTAGTTTGAACCTCCGATTATAAATCCTCCGCCATTTGCCTTTGCT -CTTTCGGGGAATTCAGGATCACAAGGAGTCAGACAGAATTCAGCAAGGTAAGGAACATTTGACCTGAAAG -GTAACAGTTTTGCATTTGAAGGCATTATGTGGTCGGTAGTTATATTGTCTCCAACCTTTATCAGAGCTTT -ACCCTCAACTTTATCCGAGAGTGCTTTGTTAAGAGGGAAAGGCTTGATATTCGGACCTCTCACAACCTCA -ACATTGCTTCCTTCCGGAGCAGGTTCTATAACCAGATTATCATTTATAACAAACTCTTTAGGCATTTCTA -TCTTAGGAGCCTCTCCCAGCTCTCTGGGGTCGGTTAATACACCTGTAAGTGCACTTGCAGCAGCAACTTC -AGGACTTACCAGATAAACCTTTGCAGAAGTAGTTCCACTTCTTCCTTCAAAGTTTCTGTTAAAGGTTCTC -AGTGAAACTGCATCGGAGCAAGGCGCCTGTCCCATACCGATACATGGACCACATGCAGACTCCAGAATTC -TGGCTCCGGCTGCAACCATATCCGCCAATGCACCGTTTTGAGCGAGCATGGTTAATACCTGTTTTGAACC -GGGTGCAATTACCAGACTGACATTAGGATTTATAGTCTTGCCCTTTAATATTGCAGCGACCTTCATCATG -TCCATGTATGAAGAGTTCGTACAGCTTCCGATTGCTACCTGATCAACTTTTATTTTTCCGATAGATGATA -TCTTTTCTACATTGTCAGGGCTGTGTGGTTTTGCTGCCATTGGCTCTATAGTTGACAGATCAATAACGAT -ATGTTCTTCATATACAGCATCAGCGTCAGGCAGAAGCTCAACCCAATCCTGTTCTCTTCCCTGAGCCTTA -AGGAATTTCAGAGTTACATCGTCGCTTGGGAAAATTGAAGTTGTTGCTCCAAGCTCGGCACCCATATTTG -TAATAGTTGCTCTTTCAGGTACAGTAAGAGTCTTTATACCCTCTCCTGCATACTCAACAACCTTTCCTAC -TCCGCCCTTAACAGACATTACTCTTAAAACTTCCAATATTATGTCTTTTGCAGTAGACCATGGATTGAGC -TGTCCTTTTAGCTCAACCTTACAGACCTTGGGCATGGTCAGATAGTATGGTCCGCCGCCCATTGCAACGG -CAACATCAAGACCGCCGGCTCCTATCGCAAGCATTCCTATTCCGCCTCCGGTTGGCGTATGGCTGTCAGA -TCCCAGTAGTGTCATACCCGGTACACCGAAACGTTCTAGCTGCACCTGATGACATATGCCGTTTCCGGGC -TTTGAAAAGTATACACCATGCTTTGAAGTAACAGTCTGTATATACTTGTGGTCATCAGCATTTTCAAAAC -CTGCCTGTAAAGTGTTGTGATCGATATATGCAACTGATTTTTTAGTCTTAACCCTTGGAATCCCAATAGC -TTCAAACTGCAAATAAGCCATTGTTCCGGTAGAATCCTGTGTCAGCGTCTGGTCAATTTTTATAGAGATT -TCACTGCCTGCTACCATTTCTCCGCTAACCAGATGATTCTTGATTATTTTTTGTGCCAAATTCAAACCCA -TTACGAAAATTACCCCCTAATTCAATATATTAATCTATCATATTGACAATTAATTTTTTATCCGTTTAAT -ATAATAACATTTTTTCATAAAAATCTATACGCTATATATGAATTTTTATGAAGGAATAATATCAGGTGCA -ATTTCCCTTATACCTTTAAGCATTTCATTATTACTGATAGATGTAATTCTGCCTGCCTGGTACTGGGCAT -CTATCCACTCCTTTATTTTCCCAACTCGTTCATCTTTTTTATCAATCAAATCATTTCCTCTGAATCTGAA -ATAATTATTAATCCACAGTGCAATACCTGCAAGACCTGATGTCTGAGTTATTGCAACGCCTATTGGTCTG -TTAAGCAGCTTGTCAGTATTGAAAATATTATATATCTCCTCATCCTTCAAAAGTCCATCCGCATGAATAC -CTGCCTGAGTAACATTGAAGTTCTTTCCTATAAACGGTGTTCTTGGAGGAATTTCATAATCAAGCTCTTT -TTCATAGTATTCTGCAATTTCAGTAATAATTCTTGTATCCATACCGTCAGTTGTTCCCCTCAGGGATGCA -TATTCAAATACCATTGCTTCAAGAGGAGTATTACCTGTTCTCTCTCCAATACCCAGTAGCGAGCAGTTAA -CTGCCGAGCAACCATACAACCACGCTGTAGAGGAGTTGCTTACAGCTTTGTAAAAATCATTGTGACCATG -CCATTCAAGTAATTCACTAGGGAAGCCTGCGTGGTGTTTGAGACCATAAATTATACCGGGAACACTTCTT -GGCAGTGCAACACCCGGATATGAAACACCATATCCCATTGTATCGCAAGCCCTAATCTTTATAGGTACTC -CGCTTTCATCCATCAATTTTCTAAGTTCCAGTGCAAACGGAATTACAAATCCGTAAAAATCAGCTCTTGT -TATATCTTCCAGATGGCATCTCGGTCTGATACCGACATTTATAGCTTCCTTAATAACACTGAGATAATTC -TCCATAGCCTGTTTTCTGGTCATTTTTAGCTTTCTGAATATATGATAGTCGGAACAGCTTACCAAAAAAC -CGGTTTCTTTCATTCCCATTTCCTTTGCCAGTTTGAAATCACTTTTTGAAGCTCTGATCCAGCTGGTTAT -TTCCGGGAAATCATATCCTAATTCCATACACTTGTATACAGCTTCCTTATCCTTGTCACTGTACAGAAAA -AACTCGGTCTGGCGGATTAAACCCTTAGGGCCACCCAACTGATGAAGATATTTATAAAGCTTAACAATCT -GTTCTACCGTATATGGTGCACGTGACTGTTGACCGTCTCTGAAAGTAGTATCAGTTATCCATATCTCATC -AGCAGGATACATAGGTACTTTACGGTGATTGAATGCACACTTGGGAACATCGTCATAATTGTATATATCT -CTATATAAGTTTGGCTCTGAAATGTCCTGAAGTGCATACTTGTACTGAGTTTGTTCCAATGTATTGGATT -TTTTATTAAATTCTATCATTTATCAAACCTCCTATAAAAATATTAATAAAAGTATCAAAAATCAAAAAGA -TATTATTTTATGTATAAATGAATATTTGTATTACTGTACAATTGTATACAATAGTACAGTGCATGTCAAT -GTAATAATTATAATGCCCCCCAATGTCAAGACAAACATTTTTAAATTTTAGTTAGGTCTCCTTTCGATGG -GTGTATAGTGTTTGTTAGAGCTTGTCAAGGTCTTAAAAATGTTGTTTAATTGACAAGTTTGGATACCAAC -GTCTATTCTTGGTAGCTTTATAAAGGCTCCTGCCTTACAGCGAGAATAGATATCTGCCTAAGCTTAGGCA -GTTTTTTCTGCTAGGGTTCTATAATAAACTTCTCCTGGTGTCCTATACTCTAAGGTCTGATGTGGACGGT -AAATGTTGTAATAAGCTATATACTCCTGAATAATGTTACGTAATTGCTTAGGTGTGGAATATTCCTCAAG -ATATAACTTCTCCCATTTCAGACTGCGCCAGAAGCGTTCAATACAGATATTATCAAGGGCTTGACCTTTT -CCATCCATTGATACTTTTATGTTGTTCTCTTTCAAAAGATTTATATAATCTTCACAGGTAAACTGGGATC -CTTGATCACTGTTAATAATTTCGGGTTTCCCATGTGCTGTGATAGTCCTTTTCACCAGATTGAGGACAAG -ACTTTTATCCATGGTATTGGATAATTCATAACCGACGATATATTTGGAATGCCAATCGATGATAGCTGCT -AAATACATATGACCTTTGGGCATCCGACAATAGGTAATATCCACTGACCATACCTGATTAGGCCTATCAA -TTGTAAGCCCTCTGAGAAGATATGGATGGACATACTTCAATCGGCCCCGTTTACTTAGGTTGGGTCCTGG -GCAGATTCCATAAATGTTCATTTCCCTCATATAACGGCGGGTACGCTTCTTGTTGATGTTTATGCCATGA -TCCCTATGAAGGATATGCGTCATACGCCGATACCCAAGTGAAGAGTCTCTCGTATAGATTTCATCAATAA -GCCATTTAATACGGTATTCTTCGCTGCGATCAGGTTCGTGCGGCTGATAGTAAAGCGTACTCCGATTAAG -CCCTAGCAACTGGCACTGTCGAGTAATGGTCAGCTTTTTATGTTTTTTATCCACCATGCTTTGGCGGCTC -TGTCGGGAGGCCGAATTGTTCAGATTTTTTTTTGAGCCAGTTACGCTCTACGGTTAACTGACCTATTTGC -CTGTGAAGCTCGTCAATCTGAGCTTCATGTACCTGCTTCAATTGTTCGGTTTCATCAGCATCATCACTGA -AAGCACGGTTGGCATTCTTTATGAACTCAGATTTCCAACGCGTAAGCTGATTTGGTTGGATTTCGTACTT -AGCAGCGATCTCTGTCAATGTTTGTGCCTCTTTTAAGACTTCGAGGACTATTTTGGTTTTCTGTTCAGGG -GTAAAAGTTCTTCTCTTTTTCATAGCTTTATTCTAACTAATTTTTTGGATTTTGTCGTCTAGTTTCTTGG -ATTCATTATAAATAGTGTTTTTTGAATGAATATTTTTGAAGGAATTTAATGTTCAATCTAGAATTATTGT -TGTATAATGAAATGTATAAATAAACTAATACATTTTTTGCTAAATCGGGGGGAAGCATGTTATGAAAAAA -ACTGAGGAAAGAAAAAGTACCAATTTATATGGTATTGGTGCTTTAGTTAGTATTGTTTTATGTGTTATAG -GGGGGATCATCAGCGGGAAGGCTGTATTTGCAGTTTATACCTTCTTTGCCTGTCTTGCATCCTGTATAAC -CTTTATTATTCTTTCGGGGTTACAGTACAAAAAGACTATCAAAAGATTTTCTACAGATATTGACGGATTC -AAATCCGGGGACTTTTCACGAATGATTGAGCCAAAGCAATATGGAATTCTTGGCTTCGTCGCTTCTGTAG -TTAATCTGGTAATAAGTGATATTCGTTCTCTTGTGGAAAGTTTCTTTAATCTCTCCTTATCTATAACACA -AGCATCCAGAAAAGTAACTTCTACTGCTGAAAATGCATCTACCGCTATTGAAGAAATCTCAAAAACTATT -GACGAAATAGCAAAAGGTGCATCCTCACAGGCCGCTGAAGCCCAAATGGGTGTTCAAGTAGTTGATAAAC -TTTCTGATCAGATTAATTTTGTTTATGAAAGCTATACCGGAATTACAAATGAAACCAACAAAATTATTGA -TTTGAATACTGTAGGTCTAAAAGCAGTTACTACCCTTAGAGACAAGTCAAAAGAGACATATGAGACTTCT -GAAAAAATATTTGCAGTTGTTGAAAAGCTTACTAACACAACAAAGGATATTGGTCTCTTTGTTGAATCTA -TAGAAAACATAGCTGAGCAAACCAACCTCCTTGCTCTCAATGCTGCTATCGAAGCTGCCAGAGCCGGAGA -AGCAGGAAAAGGTTTTGCAGTAGTTGCAGATGAAGTCCGTAAGCTTGCCGATCAAAGCAGAAAGTCAACC -GAAGAGATAAATAACATGATGGAGAGTATTCAGGAAGAATCCGCATTAGCCATATCTTCAATGGAAATAA -TGAAAAAGGTTTCACAGGAACAAAATTTTGCTGTTGATAAGACAAACAGCTCTTTCAGTGATATTGCAAA -TGCTATTGATTTTATAGTTTCAAAAATCAATGATGTAAACGAGGCAGTTATTAAAATGCAAACAGATAAG -AGCGAAGTAATCAGTTCAATAGAAAATATATCATCTGTGTCCCAGCAGACAGCAGCTTCAAGCGAGGAAG -TTGCCGCTACTACCGAAAATCAGCTTAAGGTTATTGATGAAATGAAGATTGCTTCAGAAAGCTTGAATCA -GTTGGTTAAGCAATTGGATAACAAGCTCAAGAAATACAAACTAAGATAGTCCTTTAAAGTAGTTTAAAAG -GGAGATTAAAAAGTATCACTTTTCTAATCTCCCTTTTTTTTGTGCCATATGAAGGTGTATTCTTGTTAAT -TACTTTCTTCCGATGTCTTTTCTATAATGCATACCCTCAAACTGTATTTTTTCAATTCCGGCATATGCCT -TTTCGATAGCCTTATCCATTGTTGATTCAACCGCCGTAACTCCCAGCACACGTCCTCCGGCAGTATAATA -CTTACCGTCTTTACAGGACGTACCCGAGTGGAACACTATTGTTTCACCGTTTGCTTCAGCATTGTCGATA -CCACTGATTTCAAGTCCTGTAGAATATTTTCTCGGGTAACCTCCGGAAGCAGCGATTACGCAGACAGCCG -AATTGTCGTCCCACTTTATATGTATATCGCAGAGTCTTTCATCAATGATTGCTTCGAAAATGACTAAAAG -GTCAGTTTTTAACCTAGGAAGTACAACCTGTGTTTCGGGATCACCAAAACGGGCATTATACTCCAGTACT -TTTGGGCCGTCCTTTGTTATCATCAGCCCAAAATAAAGTACTCCTTTGAATTTACGTCCTTCCTTGTTCA -TAGCTTCAACTGTGGGTGTAAATATTTCCTTCATGCAGTAGTCATTTAGCTTCTTATCATAAAGGGGACT -TGGAGAAAAAGTCCCCATACCACCTGTATTTGGTCCCTGGTCATTGTCAAAAACACGCTTGTGATCCTGT -GAGGAAACCATTGGGACAATTGTTTTTCCGTCTGTAAATGCCAGAATGGAAACCTCAGGCCCCTGAATGA -ATTCTTCAATTACAACTCTGCTGCCTGCTTCTCCAAAAATCTTATCGTTCATCATACCCTTAACGGCTTC -CCTTGCTTCCTGTATGGTCTTAGCTATTATGACGCCCTTTCCAAGTGCCAGACCATCAGCCTTTACGACA -ATAGGAGCCGAACAGGTATCAAGATATTGCAGGGCTTCTGTGCAGTTGTCAAATACCATATAGCCTGCCG -TAGGTATGTTATATTTCTTCATTAAATCCTTCGAAAACGCCTTGCTTCCTTCGATTATAGCAGCTGCCTT -TACAGGTCCAAAAGCCCTTACACCTGCTTCAGTCAGCTTGTCAACCAGCCCGGCTGCAAGAGGGTCATCC -GGTGCAACTACAACCATATCTACCTTATTTTCTTTGGAAAACTTTACTATTTCGTCCATGTCCATTGCTT -TTATGGGAACACATTCTGCAAGTCCGGAAATTCCGCCGTTGCCCGGTGCACAATATAATTTACTTATTTT -AGGGCTTTGTGAAAGCTTCCATACAATAGTATGCTCTCTTCCTCCCCCTCCGACTACAAGAACCTTCATA -TTTACCTCACGTCTCATTTCTCTTGTATTACAAGTTAATTTTTTAGAAACCCGCCGTTTGTAGGAGGCTT -TTTAGTGCTTAAAGTGTCTCATTCCTGTAAACACCATTGCGATTCCGTATTTATTGCATGCATCTATTGA -TTCCTGATCTCTTATTGAACCGCCGGGTTGTATAATAGCCTTAATACCCGCAGCAGCAGCAGCTTCAACG -CAATCTGAGAACGGAAAGTAAGCATCTGATGCCATTACAGCTCCCTGTGATCTCTCTCCTGCATACTCAA -TGGATACCTTCGTGGGAACTATTCTGTTTGTCTGACCCGGGCCCACACCAATAGTCATCTTGCCCTTTGC -AAGAGTAATTGCATTTGATTTGGTGTGCTTAACAACCTTCATTGCAAAAACAAGGTCTTCCATCTGTTCC -TTTGTAGGCTGTACATCTGTTACACATTTCAGGTCTTCCTGATTAAACAGCTGGCTGTTGTACTTCTGTA -CCAGCAGACCTCCTGCAACCTTTTTCATGTCATATGCATCAGGTGAAATCTCGTCAGTGATATTCTCCAG -TTTAAGAAGTCTGACATTCTTCTTTTGCGTCAAAACGGCAAGTGCATCTTCCGTAAAAGAAGGTGCAACA -ACTATTTCTACAAATATCTTGTTGATTTCTTCAGCTGTCTTAGCGTCAATTTCTCTGTTTGCAGCAATAA -TTCCGCCGAATATTGATACAGGATCAGATTCATATGCTCTCATATAAGCGTCATATATATTGTCTGCACT -GCCGACGCCGCAAGGATTAGTATGTTTTACAGCAACAACTGTCGGCTCGTCAAATTCCTTGACAAGCTCT -ATAGCACCGTTAGTATCATTTATATTATTGAAGGAAAGTTCTTTACCGTGAAGTTGTACTGCACTTGGCA -GAAGTCCTGTGTTTGCTCCGACTTCCTTATAGAATACTGCTTTTTGATGTGGGTTTTCGCCGTAACGCAT -ATCCTGAGCCTTTTCATATGTTAGTGAAAGTGTTTCAGGGAAATCTATATCTCCAAGAGTGTCTCTCAGA -TATTTTGCAATCAATGTATCATAATGACTTGTATGTTCAAAAACCTTGTAGGCCAGTCTGAATTTGGTCT -TAACGCTGACATCTCCAGATTCGTTCATTTCATTCAGTACATTTTTATAATCCGCAGGATCAACAATAAC -TGCAACATCCTGATAGTTCTTAGCAGCTGCCCTAAGCATCGTAGGACCGCCTATGTCAATGTTCTCTATA -GCTTCTTCCAGTTCTACATTGCCTTTTAAAATTGTCTGTTTGAAGGGATAAAGGTTTATTATTACCATGT -CAATTGTTTCAACACCCAGTTCCTTTATCTGCTTCATGTGTTCCTCGTTGCTTCTTATTGCAAGAAGTCC -TGCATGTACTTTTGGGTGAAGAGTTTTTACCCTTCCATCAAGACATTCCGGGAAACCTGTTATGTCAGAT -ATGTTTATAACCTTTAGCCCGGCAGCTGAAAGAGCTTTTGCAGTTCCTCCTGTGGAAATTATCTCTATAC -CCTTGGAAGCCAGAGCAGATGCAAACTCAACAATACCTGTTTTGTCTGAAACACTTATTAATGCACGCTT -AATCATTTAAATATCCTCCAATCACTTTATATGAATTTAAATTATCTTTACTTTTCTCCCTTCAACTACC -AGTTTGTTTTCTGCAAAAAGCCGTATAGCCTCAGGGAGTATCTCCCATTCAGCCTGTTCCATTACTCTCC -TTTGCAGTGTCTCGGGTGTATCATCATCCTCAACGCAAACTGCTTTTTGAAGTATTATAGGCCCTGCATC -GGCCTCCAGCTCTACAAAATGTACTGTAGCACCGGTTACCTTAATACCAGCTTCAAGAACCTTTTGATGG -GGTATGATTCCATAAAAACCCTTTCCGCAAAAAGAAGGAATCAAAGCAGGATGAATGTTTATCACTCTGC -CTTTATAAGCCCTTGTAAAGCGTTCTCCCAGTATTGAAAGGAAACCAGCCATCACAACTAAATCAACCTC -AAAACCTTTGAAATGACTTATCAGGGCTTCATCATATTCCTCGATATTGCTAAAATTCTTTCTGGATATA -CATATACCTTTGATACCGTGCTTCTTTGCCCTTTCAAGAGCATACGCATCAGGCCTGCTGGAAACCACGG -TGACTATCCTGACATTTTTAATGTATCCGCATTCTACCTTGTCTATAATAGCCTGAAGGTTGGAACCGCC -TCCTGATACCAGTATACCTATATTTAACATATATCTACCCCATCTTCGCCTTCGGAAATTGAACCGATAA -CGTAAGCCTTTTCACCTTTTGAATCAAGGTAACTGATTATTTCGTCCGCTTTTTGTGCATCAACTGCCAT -AATCATTCCGATTCCCATATTAAAGGTATTAAAAATATCCTTATCAGCCATATTGCCAAGGTCTCTGAGC -AAATCAAATATAGGTAGAACAGGCCATGACCCCTTCTGAATTTGTGCACGAAGGCCATCCGGAATCATTC -TTGGAATATTCTCAATAAATCCTCCGCCTGTGATATGAGATATTCCCTTTATTTCGTATTTCCCAATAAT -ATCCATAATTGTTTTAACATATATTTTTGTTGGTTTTAAAAGTTCCTCGCCCAAAGTACAGCCAAGCTTT -TCAACATATTCCTTGAGGTTGTTTTCCGTGGGGTTTATAAGCTTTCTTACAAGTGAATAGCCGTTACTGT -GAATTCCCGATGAAGGAAGACCTATTAATTTATCCCCCGCTTTGATTGTTTTTCCGTTGATTATCTTTTT -TTTATCAACAATTCCTACAGTAAAACCTGCCAGGTCATATTCATCAACGGGATAGAAACCGGGCATTTCT -GCGGTCTCTCCTCCTATAAGAGAACAGCCCGACATTACACAACCTTCAGCTACCCCCTTAACAATTGCTG -CTACTTTTTCAGGATAATTTTTCCCAACTGCGATATAATCCAGAAAAAATAGTGGTTCTGCCCCACTGCA -TATGATATCGTTTACACACATTGCAACACAATCAATACCAACAGTATCATGTTTGTCTGTCAAAAACGCT -ATTTTTAACTTCGTTCCTACTCCATCAGTTCCTGATACCAATATCGGCTGTTCGTACTTTTCTTTATCCA -AACTGAAAAGCCCTCCAAAGCCGCCCAGTTCTGTCATAACCTCAGGCCTGAATGTACGCTTTACATGATT -CTTCATTAGTTTGACAGCCTCGTAACCTGCCTCTACATCTACACCTGCTTCTCTATAAGTGGTCATGCAA -TTTACCTCCAAAGAAATTTGTTAATATTTATTTAACAGCCGCAGCTGAATTTATCTCCTTCTTCAGGAAC -CTCAATAGGATAATTTCCGTCAAGACATGCTGAACAGAAACCCAGTTTTGATCCGATAGGAGTTTTCAAA -AGGCCTTCTAAGCTCAGATAACCCAAAGTGTCAGCACATATCATTTGTCTGATTTCTTCAACTGAGAGTT -TATCTGCGACGAGTTCCTTCCTGGAGGATATGTCTATTCCAAAGTAGCATGGGAATTTAATAGGAGGAGA -ACTGACTCTCATGTGGACTTCCTTGGCACCGGCTTTTTTAAGAATCTGCACGATTCTTCTGGTGGTTGTT -CCTCTTACAATAGAGTCATCAATGATAACAACCCTTTTTCCTTCAACCGACTTTTTTATGGCATTATGCT -TTATTCTGACAGCTACTTCTCTCATACCCTGACTTGGCTGAATAAAGGTTCTGCCCACATACCTGTTTTT -CACAAGCCCCTCACTGTATGGTATCCCGGTTTGGTTTGAAAAACCGATTGCCGCGGAAATACCTGAATCG -GGAACCCCAATTACCACATCAGCTTCTACAGGATGCTCAATTGCCAGACGTTTTCCTGCTTCATATCTGG -ATTGCTGAACACTTGCACCGTCTATAACACTGTCAGGTCTTGCAAAATATACAAATTCGAATATACAGAG -TTTTGTGTCCTTTTTGTTAAAAGGCCTTATAGCCCTGATTTCATTATTTTCAATTATTACGATTTCACCC -GGTTCAACATCCCTTATAAATTCGGCATTAACCGCGTCCAATGCACATGATTCTGATGCAAGAACATATG -CTCCGGCAGTTTTTCCAATACATAAAGGTCTGATTCCATTGGGGTCTCTTGCTCCCACCATCTTTTGAGC -CGTCATAAGTATAAGCCCGTACGAACCCTTCACATCAACCATCATTTTTTCAACAGCTTCTTCCAGTGTT -TCTGAAGTAATGCTGTGTTTAGTTATAAGATTTATGAGTACTTCGGTGTCATTGGTGGTTTGAAATATAG -TACCGCTATTCTCCATTTGCTCTCTTAGTATGGAAGCATTTATTATATTTCCGTTGTGAGCAAGTGCCAG -CTGTCCGTTCCTTGATCTAACTACTATCGGCTGTGCATTTTCTCTACGGCTTGCTCCTGTAGTTGAATAG -CGAACATGTCCGACTGCCATTGTACCTTTCAAATGGTTCAGTAATATCTTGTCAAATATTTCAGGAACCA -GTCCCATATCCTTGTGAAATACTATGGTTTCCCTGTCGCTTACTGCTATTCCCGCACTCTCCTGCCCTCT -GTGCTGGAGTGAATAAAGACCGTAGTATGTTAACCCGGCCACATCTATCTCATTCCCGTCCAATGAATAG -ACCCCAAATACACCACATTCCTCATGCATCTTGTCCATTCTTTCATCAAAACAGTCAGGATTACTACACT -TCATACAATCGCCAAAATTACACATGGGTAAGCTCCTTTTATCCAGATATGTTAACGGTTTTGTCTATTA -CAAAACCCCTGTTACTATTTTTATTTACTTGAAAATTTATTGAACTATTTCCAGAAGCTTTTTTTGAAGC -TCTGCATTTTTCTTTTCGACTTTTTCTTGAAGTGATTTTTTGTAATCGATCATTTTATGTCTTAATTCAT -GATATGCAACGGAAAGAATCTGTATCGCCAATAATGCAGCATTCTCTGCACCGTCAACCGCAACTGTGGC -AACGGGAATTCCGGCAGGCATCTGAACGATTGACAACAGTGAATCCAATCCATCCAAAGTGGAAGATTTG -ACAGGTACTCCGATAACGGGAAGTGGCGTGTAAGCTGCCAGTACACCCGGAAGATGTGCTGCCTTCCCTG -CAGCAGCAATGATAACATCAAAACCGTCAGCCTCTGCATTTTTCGCAAATTGTGCTGCCTTATCAGGTGT -TCTGTGTGCTGAACAAACCATTACCTGACAGTCTATTTCAAAATCCTTTAAAACTTTAATACAGCTTTTC -ATAACTGAAAGGTCTGAATCACTTCCCATGATAACAGCTACCTTTGCATCTTTGGAAATACACATAACAT -CTGCCCCCTGTGTTTAATTATGAACATTTTTTTTATTTTTACAAAAATAATTCGTCTTTTATATGTTTTT -ATATTACCAATCTAATATTGTATTGTCAATTAATCTAACAAAAAAAGCGAACGTTTTTTTAACGTTCACT -TTTAATATTCGGAATGTTCTTATCCTAGAAGATAAACTATAAATGGTAGTGTAAAAATTGAAAGGATAGT -TGAAACAAATATTCCTTCGGTAGCTGCGTTATAATCTGAATCATACTGTAGTGCCAGTGCGGATACAATT -GTTGAAGCAGGCATAGCTAATTGCAATACAACTATTCTAACAACAAAGGGATTGAAAACTCCCTTTGTAA -CTTTAAAAAACAGTATTGCGGCAAATGGAACTATAAGAAGCTTGAACAAGGACAATACAAAATATTTGAG -CTTTGTTATCATTTCATTAACGCTTGTTACTTTTATACTAGAAAGTATCAACCCGATAAAAATCATTGAC -AAGTAAATAGTAGTGTGTCCTAAACCATTGAAGGCATCATAAAATATGCTCCAGACTTTTGTAAACACAT -AAGTTTTTTCGATTCTAAACTGGAATTTTAAGAATATCATTGCTATTCCACCCAAAAAAGCGAGGGTGTT -AGGATTTATCAAGTGAAGCAGATTATCCTTCCAATTTCTAGTATTATGCCTGTTAAACAGGTATATTCCC -AAAGTCCAAAGAATAGCATCGTTTGCAATATTAAAGAATATGGCATATACAATTCCTATATCCCCGTACA -TTGCTTTTAGTAAAGGGTATGCCATGAATATAACATTCCCAAACATTGACTGTGCAACATATATGTTTTT -TGTCTTTTCTTTAATTCTCAATACCTTACATTGGCCTAGAGCAATAAGCCCGGCAATAAGAATAAAAGCT -ATACCTAAAATAAAAATATATAATCCGTTTGTCAATGTTTCACGAGTAAAACTGTAATTACCCATGGTTG -TAAATATGAGAAACGGCATGGTTATTTTAAGAATCAGGGCAGATATATATTTGTGTGAATTTTCAGGTAA -AAACCCCGTTTTACCTGCTGCAAAACCTGTCAGTCCCAGAAGTGTAAGAATTATTATCTGATTGGTTATA -ATCTGTATCTGATCCATAGTAATATGCCTCCAAAGTTAGAAAAAGTTTTTCTGTTTTAACACTGTACTTC -CATATAAAACTATATACATGATTGCTTCCAAGCTTCCATTGATACAATTTTATGCTCCTAAATATAAATT -AAAAAATATAAAAATTATTTTTGCAACAAACCCTATGATATCATATAATTTTACATTAATATTGTCTACT -CGTTTTTACCATTCAGATTCAATCCGCAGGACGGACAAGTATTATTTTCAGGCTTAACGTTTGCTCCGCA -CGCCGGACAGGTATAATACGGAATATCCATAACCTCATAATCATTATCCGTTTGCTTAATCTGTTTTAGT -GCTTTTCCATACTGCTTTTGCAATATCATTCTTATCTGTCTGATTTCTTTGGCTGTTTCAGAGCCGTCAA -TTGCCGATTTGATTACCAGATAAAGTATAAATAACGCCACAACACACAATGATAGCGGTATTAAAAATTC -CATAGAAAGCCCCCAAGTATTAAATTTAGGTTTATTATAAGATTATACCATATATTGGAATATGCTGATA -CATTTGCTTTTTACGAATTTTCGCCATATGCCTTTTACTCTGCATTGCTTTTACAGAATTATGTATAAAA -AGCTACGATAAAGTAACTGTTTTGTAATTGTAAAGTAACTTTAATATGATTTTTTTCAATTCTGTGATAA -AATACTGTTATTCATAAAAAAGTTGTATATTTTAGGAGCAAAAATAAACTATATATTTTAGTACATATAT -TTGGCTATACTCTAGTATTTTGAATTCACTTTGTTATTCTTGTTTATCTTTATGTTCCTGTCTGTACAAT -TCTTTTATAGAAAATTCGTAAACAAATAAGGAATTAGAGAGATTATGAGTTTAAAGAAGATAAAAAGCCT -AATAAAGGATATCCCAAAGAAAATTAAAAATTATAAAAGTAAATACCCGTCAAAATATAAATATATAATT -ATTTCATTTTCAGGAACAGCAGCCCTTGCTCTTACAGTAGCAATTGCTTCATCCCTACCTCCCTCAAACT -CGGATTTTGTTGCTTCCGGTAAACAGGAAAGTACAGCTTCCGTATCCAACCAGACAAATATTCAAAAGTA -TTCCAAAAGTTCTTCTGAATCAACAGCGTTTAATAAAACATCCCGTGGAAAAGTTCCTTTGAATCCTTTA -AAAGGTGATATTATAACGCTAGGGGTTAAAGACATTACAGTCACTGTTATTCAAAAAAGACTTATGGAGC -TGGATTACCTTGAAATAGACGAACCTACCGATGAATTCGGAGAACCGCTTCAATTCGCAATAGAATTATT -TCAGCGTAAAAATAAGTTACCCATAACAGGTGAGGTTGATGCCAAAACATATGAGCTTTTGCTTTCAGAG -GATGCAAAAGCATACACCGTTTCTCTCGAAGCTGAAGGAACAGATGTACAACAGCTTCAGGAACGTTTGT -ATGAATTAGGGTACATAAACAAGGTAACAGGATATTTTGGTTCCGACACCGACACTGCTGTAAAAGAGTT -CCAGAAAAGAAACGGACTTTATGATGATGGTAATGTAGGTAAACAGACAAGAGAAATTATGTATTCGGCT -AATGCAGTTCCAATGTCCTTTTATTTAGGTGACGAAAACGGAGAAATACTTCAATACAAGCAGAGATTAT -ATGAACTTGGATATCTGACTGCAAAACCCAGCGGAAAGTATAACAATGATACGGTTCTTGCAGTCAAGCG -TTTTCAGGAAAACAATGGTTTGATTTCCGACGGTTACATAGGTCCCGTTACAAAGGATTTGCTTATGTCG -GCAGACGCTACAGAAAATGCCCTTGATATAGGTGATAACGGAGAAGACGTTACAAAGGTTCAGACATACT -TGATGAAACTGGGATATCTGAAAGGTGTAACAGGGTATTTCGGATCTGACACACACAATGCTGTTCTTAA -ATTTCAATCAAGAAATGGTTTAGGACAGGACGGAAAAGTAGGTTCACAAACTATAGCAAAACTTTTATCA -TCTGATGCAAGAAAGTGGACCGGCGGTTCGAATGGCGGGTCAAACAGTAATAGTTCAGGAGGATCAAGCA -ATTCCGGCGGAGGTAGTAATTCTAGCGGAGGTAGTAATTCCGGCGGAGGAAACGGAGGAAGTTTCGTAAG -TCCAAGTGTTGAGCGACTTATTTCCGTAGCCAGATCAAAGTTGGGAAGCAGATATATATATGGTGCAAAA -GGGCCTAATACCTTCGATTGCTCTGGATTTGTTTACTGGGTATTAAAAAATTCAGGGGTCAGACAAGGTT -ATATGACCTCAGGAGGATGGGCCGGAAATAGCAGATATAGAAGGATATCCAGTATGAGTAGTATAAAACG -CGGAGATATTATAACATACAACGGGCATGTAGGTATCGCATTAGGAGGCAACCAGATGATTGATGCATCA -TCAAGTCAAGGCAGAGTTCGTATAACCAACATAACTTCTTCCTACTGGAAAAGAAATTTTATTTGTGCAT -ACAGAATATTCTAATAATAAAAACAGTTTAAAGACGCTATGGATTCCCTTAGCGTCTTTTTAACGTTCAA -TTATTAACATAAAAAACCCGCCGATTTTAGCCGGCGGATAAGTTAGGAGTAATTATTTATGGGAGATAAA -AATCAGTCTATTTTGATAACAGCCTTAACAACATCCTGCTTGTTGTTTATTACGTAGTCAAATGCATTTG -CAACATCATCAAAATTAAATTCGTGTGTCACTATACCTGTTATGTCTATGATACCTTTTGATATAGCCTT -TATAGCTATAGGATATATGTTTTTGTAACGGAAAACGGATTTAATAGTAGCTTCCTTTGCCATAATCTTT -GCAAAATTGAATTCAATTATGTCCTGTGGTGCCAAACCTACAAGAACAATATTACCCCCGTTTTTAACCA -TGTACGGAGTCTGAGAAATAGTTCTGGCAGTACCTGCAGTTTCTATAACAACGTCCACGCCTTTTTTGTC -GGTGAGTTTGTCTATCTCTGCGAACACATCGGCTTCTGCTGCATTTATTGTTTTGGTTGCTCCCAGATTC -TTTGCATACTCAAGTCTCTTTGGAATTACGTCAACTACAGTAATGTCAGTAGCTCCATTTGCTTTACATG -CAAGCAAAGTAACAAGTCCTATTGTGCCTGCCCCAAGTATAACAACGGAACTTCCCAGCTTCACTTCTCC -CTGGTTTGCTGCGTGCATACCAACAGCCAAAGGTTCAACCAATGCTCCTTCTTTTGTTGTTATGTTATCA -GGCAATTTAAAACACATATTTTCAGGGAAAGCGATATAGTTCATTAGTGAACCGTGGTACGGCGGTGTTG -CCAGAAATTCAACGTCCGGGCAAAGGTTATATCTTCCTGTTTTACAGAATTCGCATTGTCCGCAAGTTAT -TCCCGGTTCCAAAGCAACCTTGTCTCCAACTTTTAAGTCTTGCACCCCACTGCCAACTTCAACAACAGTT -CCGGCACATTCATGTCCAAGTATAAAATCTCCGTTTACTATAAAATCACCGATTTTTCCATGCTCAAGAT -AATGTACATCCGAACCGCAAATTCCTACATATTCAAGTTTTACGAGTACATCCTTTTCCCGGAGCTTTGG -AACCTCTATGTCCCTTATCTCCATTTTGTTTATCTCGGTCATATAAGCCGCTCTGTTTTTCATAGTAAAA -CCTCCACACTATTAATTTTTATTTATGCTTAAGATAACTTTATTATTGTCTTTTATAAATCATTTTTAAT -AACCTCTTTTTATTATAATACACCAGATAATTTAAATATACAATATAAAGATACGTGAATAAAATATTTT -TCTTTTTAATAAGTGTTGGTCAACTTACGTCAGATTATGTATAAATTGAAAGGCAGTAATATGCTTTAGC -ATATTACTGCCCTATACGAATTGCTGTTTAAACATTTTTTATGAATTGGTCAACATGAGCAAGTGCAGCA -CCTACAGCTGTTGCCTCGAGCTTGTACTTGCATGCATGAAGGTAATTTCCATCTACTTCAAAGGTATTAC -ATTTTGCCACCTTTTGCCTTAGCTCATCAATATATTCATCCATATAAGCTCCGGCATATCCGCCTAATAT -AACTTTACAATCAAATAACATACGTAAATTATTTATTGCTACAATCAAATGTGATGTATATTCATTCCAT -AAACTTCTCTGAGGTTCCTTATTCGTCTTCAAAAGCCTGAAAAACTCTGCGATATTTCCATTGGTACTAT -CTGATAAAATCTTTGCAGAACAATATGCATCAACACACCCTTTTTGACCGCAATAGCACTCTTTTCCGTT -TGGTACTATGGTCATGTGCCCAAACTCTCCGGCTCGTTGATTCTGTCCATCATAAATATTTTTTGCTATT -ATTATGGAGCCTCCGACAGAATTGTTTAAAGAAAGATATGCCACATTTTCATTTGCATCTTCATGCCACA -TCTCCGCAAATCCGCCCGCATTGGCATCGTTGCTCAAAATAATGTCATATGGAATAAATTCCTGGAAAGA -ATTTATACTACCACCCCGAAAGTCAATAACTGTAGCGTAGCTCACCGTCTGACGGTCATCGGATAGTATG -GCTGGCAATGCTATACCTACTCCAAGCATATTGGATTCATCAATCCCAACTTCGCTTACCAGTTTTGTGA -CAAGATCACCTACTCCCTTAAAATACTCCTTGTGATTATTAAAAGGGTACTGGATTCTCAAATTCTTTAG -AAGTTTTCCGCTAAGGTCTATTACTACAATACTTACATGGTTGCGTGTTATGTCCAGACCTACTGAATAT -TTTGCCGAGCTATTATATGAAATAGCCTTAGCCTTTCTGCCCCCTGTGGATTCGAAAAGGCCTGTTTCTA -TTACCAGCCCACGTTCCTGAAGCTCCTTTATATTTTGCGTTACTGTAGGCAAGCTCATATTTAAGGTGTA -GGCAATCTCCTGGATAGAAATAGGCTCATGTTTGTAAAGAAAGTTATATATGGCATTTCTGTTTATTTTT -TTAACCTCAATACTATTTACTTTAGTTGCCATAATTCAACCACCCAACTTTTATGTGTTTTATCGATGCT -TATACTATTACATATCTTGCATTTTTTCAATAGTAATTACCATAATTATAACATAAATAATACCATTATG -TTTGGTAATTTTCTGTAAAAAGTATAAAAATTTAAGAATTTAGTATTATTATGAGATATATTGTATAGAT -TTTAGTACATTTTGTGGTATAATTATTTTAGAAAACTAAATATGTACCGCTGTCACAAGAATAAAAATTA -TCGAAATGCAGAGGTGGGTATTATGTATATTCATAATCGATTGCTCGCATTAATTTTCAGGCTTTTGTTT -TTATTTGGTTGTGGAATAGGTTTATACTTGAACTCTGGTATTCCCGGTGGAAAATTTGCACCGTATATGC -TTGTTTTTTATACAATACAGAGTAATGCCTTGTGCTTTGTGTTCTTTTCTATTCTGGCGGTAAAAACCCT -TATTGATATTAAAACGAAAGGTATCCGGGGTTCCACCCATATATTTCCCCATCTAAAGGGGGCTGTCACA -ATGACTATTTCTATGACATTTATTGTTTACCATTTTATTCTGGTTCCTCTATATATTTCCAATGATGTAA -GTTACAAAATTTTAAATTGGCAAAATATTCTGGTACATTATTTCGTACCGATTATGACTGTTTTAGACTG -GCTGTTATTTGATAAGAAACAAAATTTCAGATGGTTCGACCCTATGCTTTGGATTTTTGTTCCAATCTCA -TATTTCATATTCATAATTATTAGGGCTAAAATTGGGGGAATAATTGATATAGTACAAAGTAAATATCCAT -ATTTCTTTGTAGATGTTGATATTCTTGGATGGATAAATGTATTAAAATATGCAGGTGTTTTTATTCTAGG -TTTTCTTGTACTGGGGTATGTTATTTATTTGGTTGACAAAATTAAATTCAAATTCACTCTTGAAAACATT -GGCTGCAATTCTGTAGTAAAGGAGGCTAACTAGATCTAGCTACCTAAATATTTATATAGCTTTATCATGT -TTGCAGCATCATTAATACTTCTATGCTTTATACCCCTGTAGTCTTCGCCGATTATTTGAAGTGCCTTTGT -AAGACTGCACGAGGAGCAAGGTAGTTTAGTAAATTCCAAAAACTTCTCCTGTAAATTTGCTACTCCACCT -TTTTGAATTATTTTTAAAAAATCCTTATTTTTATTTCTGTGCCTTCTAAGATTTCTTTTGAGGAGAAAAC -CGTCATAATTTCCCCAGGTATACAGAATAGGGGTATCGGTGTCTTGGTACTGAATTATCCATTGGTAAAA -GAGGTCGATTGCTCGGTTGAATTCTATGCCGTTTTCCACATCAGTTTGACTTAGCCCTGTAAGCTCTTTG -CAGTAATCAGATAAAAGCGGCTCTATTGTGGGCTTTACTACTGCTGAAAATTTGCCGATTTCTTTTAAAT -CTTTTCCGGTTGCCACAGCCCCTATTTCAATTATTTCAGCATGGGGTTGTTTGTATTTCTCATTTTTGTC -CCAACAAGTAGCTTCAAAATCAACGAATATTAACATATATTTTTTTCTCTTTTGTATACTCTGTGCAGCT -TAAAGTAAAAATATCCGTAAAAGAGTATTATTATAGGAAATACTAGCCAGGAAAAGCCTCGGCACATTGC -AAAAGGAGTTTCAAACATAAACGCTTTCCAGAATCTCATACCTGTCATATCCCAAAGTCCCGGCGTATAA -TACAACTCTTGCGGATACAAGAAAGCCCGAAGGTTTATATACCCGTTATTGATAAACACTATTGTTATCG -AGATGTATGCCAGTACCAAAGTCAGCCACACATCAGCCATTCTCTTATATTTTTCTGCTTTGGAGGGGGT -ATCAGAAAATATATCATCAGCCTCAGAACAGTTTGTTTTTTTGAAATACTGTACACCTGAATACTTAGTC -CCTTTGATATGCATCCAACCGCTGTCTTCAAACATTAGCAGATAATCCTGGAAATCATTTCGTGACTTAA -AATGCCTGTAGTCGGATTTTATAATTACGTTAGGATTGCTTTGCTCTATAAAATAATATGTACTGCCGGT -AGAATGTACAAGTTCTTTTCCTTCCTTGAGCATTTGATTTATCCATTTTTCTTCTTTTACAGGATCCATA -AAAAACTTTCTAATTTTCATTATTAAAAATCACTTCCTTAAGTTATCTTATAACCATATTTTCCTGCTAC -GCTTATAATGTGTGCCAGCCTGTTTGTTTCCTGCTGCAATACCATTTTCCCAAGCCAAGTAATCTCATAA -ACCTTTCGCCTCTTATCACCGACATCCAAAATGCTGATTAATTTCTGTTTTGTCAGGTTTTCCAATGCTC -CATACATGGTACCTGCAGCAATTCGGACTTTTCCATTACTTAACTCTTCAACCTTTTGCATAACAATATA -TCCATGTCCCGGTTCATTCAGAGAAATAAGAATATACAAGGTTGTTTCTGTTAATGGCAAATATTTATCT -AAATTCAATTTATCACCACCTATAAACTATACAGTTTAACTGTATAGTTTGATTATATACAGCCATACTT -TATATGTCAATTAGTAAATAAAAATCGCCGTAGACAGTTATTACAAAAATTCACTAATCCCGAACCAAAT -TACGTTCATATAATGGAACGCTTGTATTCCCTATAATCAATACAGGTTCACGGGAGTAATCTATTGTGGA -ATCAAACATAGCACAGTAATTAGAGCTTTCATCGTTTTGTGTTGGTGATGATATGGTTGCACCGATTTCT -TTTAGTATTGTTCCGTCTTTATATTTTATTGAAATTGGTTGAGTAATCGGTTTACTCATTTTTACCATTA -GACTCATTTGGTAAACATTAATTGACTTTATTAAAGCAGATTCAACATATGTTTTTTGATGAAGTAGTAT -TTCATTGGGTCTGTTATCTAAATTCAAATCAAAACTTACGTTCAACGGCTCTTTAAACGTAAAGATTCGC -GGAGTATTAATTACCAATTCGTAATCATTTACATTATTACTTTCAAGGGGCCCAAATGTGAAAGCATATA -TTCCCTCGTCTTTATTATCTGTTTCATCAATTCTTTGTCCGATGGCATAATGTTCTTGTTTAATTTCTTT -ATTTCTAATTTTAGGGTTTAGTAAGGTGTATGCATGTGGTTTTTTTATATTTAAAGAAACACAGGAATTA -CTAAATTCCAAGTTGGTAATTCGCATATTTAAATTTTCATCTAAAACATAATTTTTTATATTAATTGGCA -GTATTTTCTGATTTTCTTTATCTGTTAAGCCTATAACAAATACTTCCTGTGACACGTCTTCGGCAAGATA -TCTATCTTTCAAAATTATATAAGACAGAGTATAAACAGCCTGATTAAGTTCATCATATAAAAATTTTAGG -CAATTGTTATCACCGTTTGCAATTTTTAAAATACTCTGCTCTAATTTTTTCAATAATGATTTCACCTCCT -AGAATTTAAACGTGTAAGTAACACTATTTTATGGAATATTTAGAAATATTTTAAATTATATTACAGTGAT -GATAATACAGGCAACATTTCAAACCAAAAAACAGGCCATGCCTCATGGTCTGTTTTTTGGTCTATCTGTG -TATAAAGCAATGCTTTTCGCTAAATGATGTCTGATACTATCAACCCTTGTTAATATCAATTACTAATATC -ATTTTTTTAATGGGGGGAGTCGGTGCTGGACGTGGAGTAGGACCAGGTTTAACTGGTTCATATTCAAAAT -ATATTATTCCTAATGGAAAAATTAGTGAAAGAAACTGTTCCTTTATATCTTTATCATATAAAGAATTTAA -ACTTATTGTTGCCATTCCCCCCCATGTCGATACTTCAAGTTCAACCTCTCCCGTTCTTGTATCCTCAATA -ATTCCAGTAACAACTACCCAGTGTTGCTCATATATCGTATTAAAAAATTTTAGTGTTTTTGGATCTCTCC -ATTTCATATCAACTGGCTGAAACACATTTAATAGAGCGACAGGACAATCTTTCTCTAACGCTTCTCTTAT -ATAACTAACAGCACTTTTCAAAGTTAATCTTTTATCACTCCAGTGTGCTTTTAAGTTTACCCCTTTTCTT -TTTGCAAACTTCTCTACCCCTTTTGCAAAATCTGTTACATTAGAAATACCTACTGATGGCGGGATATCTA -AATATTTATCTTTTGCATGTTTACTTATAGAATATTTATCAAATATATCTTCATTGTCACCAATAAAATC -ACTAACTAACCTAATACCTGGAACTTCATCAGGAGTTACATATTTATATACTTCCTTCATAAAATCTGAA -AAGTCTTTTTTGTTAATAGTATTAGTATTATATTTATAAAGTTTTTTAAGTTCAGGATTAGTCATTGCCA -TATAAGCCAGTATATTGGCAGCAGCAGTAGGACCACAACCCCCAAATTTCTGGGTATATCTATCATACCA -ATCTTGGTCACCACCGTAATATGTTGTATTTGTACCTTTATCAAATATTTTCAGAAAATCTCTATTAGAT -AACTTTGTCACTATTTTACCATTACTCGGCCCCACTTTTGCCTTGTTTTTTGTAGAACTACGCTGTATAA -CACTTTCCTTATGCTGTCTTGTCTGTCCACTCTGATTTAATGCCTTTCCGCCAATATTATCAGCTTCCAT -TGAACCTTGCACTACAGCTTTGCTACCCACACTATCAGCTTCCTTTTCAAGCTCTGCATCATCATTTACA -AGTGTACCTGTTTTCATCTGCAATGTAGGTGATACTCTCCCCTGCTTTTGCTGTACAGCATGCCAGCCTT -CATGGGCAAGATGCTGTTCCTGTCCCGGTGCAATATAAATATCTTTACCCTGGGTATATGCCAATGCACC -TACTTGCTCTGGTTTATCTGAATTTGTATGTACACTTATATCCGAAAGGTTAAAACCAGATAATTTTTCA -AGCCCATCTTTCAAGTTAGCAGGAAGGCCTTTATTGAAAGAAATGCCCTTACTATCTTTTTGACTTTCTT -GGGATACTGAATCTTTTTTTTGAACAACAGCTGGCTTAGTATTAACAGTAGAATCCTGTTCCTTTTTTAT -TAATGAACCTTTTACTCCAGTATTAATTAATCCAGCTTTTTCCATTTTCTTACTTTGCTTTCCTTCCTCT -AAAAGTTTAACTGCTTGTCGATATCCTATTGTACTTTGAAGAAACGAAAATTCTTCATGGGTCACGGAAT -ACGGATCTGTTAGAAATATTCTAATCAGATTTTTAGGATCAACAGTTCTTACATTAGGTTTTGGGGGTTT -ACTTTTCTTAAGATCTAATCTGCTGTGCTTATTTTTAGATCCAACATCCGATGTTTGTTCTTGTTTTCTT -TGCAAGAGCATTCTTGTTCGCATATTTGTATCACTCCTAAAATCTTATATATATAACTAGTAAATTTTAA -GGATGATTTAACAGCTAGTTCTTAACATTTTCACATCCAGCACCTGTTTTTCATTTGCATCTTTCTCAAA -ATATAAAGTAGTAGGGCCCACGAACTGGATTTCGGACTCAGGATTTACGCCAAGTAGCACTTTCTAATTT -TATTTTCAACTCCATATCCTCTATAGATATTTGTGGATGATGATATCGTCCTCTTTTGTTCAACATTTTA -CCACCCTTCACAGCTTTTTTAGGGCACCAATGAAAACAAGCTAAACAGGTTGAACATTCATTTCCCCAAT -GTGGTCTTTTATTTATCATTTCTATATTATTTAAATGGCATACTTTTTTACATATTCCACAACCAACACA -CTGTGATGTATATGAAACATTTTTAGGAGTTAAATATAATCGTTTCCCTAGAGATTTACAAATAGCACTT -AATATATAAGTCTTAAGGCTATCTTTCTCATCAATTTTGTTTGTACTTCTATTATTAATAGTTGTTGAAA -TTTCAGTTACTTTAGGCTTATAGTTTTTCAGCCTTTCAATTTCGATGTCGTCTGGAGTTACAAGTGCATT -GCCGGGCATATAAATAACAAAACCTGAAGATAATACTTTTCCTTTTCTATCTAAACATTTATTTAGTTCA -ATCAAGCTTGCACCAGAAGTTCCGTTGCATGTTGCAATAGCAAAAATATATGGATTACTTTTAAATGTTA -ATTTTTTTATAAAGCACTTAACAATATCTGGAATATTCATAAAATGAACTGGAAATACAAGCCCTAATAC -ATCTGTATCTATCTGTGCAGTTTCTTCATTTCTATATATTGATAATGGAATTATACTTCCCTTATCACTC -AAATTTTTACTAAGTTCTCTTGCAACTGCTAAAGAATTTCCTGTTCCAGAAAAATAAAAAATTTTTGAAC -TCATACTAACACCTCTTATTAGAATTATAATTTTAATTAATTATAATTCTTGTACTTAGGTACAGAGTCA -AGCAGTTTTTATTTTTTTCCTGAATTATTATTAAATGCATTACATAATGGACATTCATGAGGTTGATATA -AATTTTCCTTGATATACTTTAGATCTTCCTCTACACTTTTAAGTTCTATAATCTTATCACTAATTTCTAC -AAGTTTTTCATCAATTAATTCTTCAACATAGTTTAAATCTATATGTAGACCATTAACAGCTGAAAATAAA -TTTCTTATCTGTTCTAAAGTAAAACCTGCACTCTTAGCACTCTTAATAAAACTAAGAATAATTAATATAT -CTTCTGAATAAAGTCTGTATCCTTTTGAAGTTCTATTAGGAATAGGAATTAACTTATTTTTTTCATAATA -TCTTAGTGTTTCCACATTAATGCCGGCTATTTTGGCGATTTCGCCTCTTAAATAATATTTCATATTGCTT -CCCTCATTTTTACTTTTCTCTTCAAATATGTTTTCTTGGCAATACAACTTGTCTGATATACCCTTATAAT -GTAAATATTCTGACCTTTCCCTGATAAATTAGACACAAAGAATGGCGAGATTTCTCCGTTTTTCTTTGTA -TCTTGTTAAATTTTATTTAAGCCGCTTTGTTTTGCTTTTCGAATTCCACAGGTGACTTATAGCCAAGCTT -TGAATGTAATCGTATCCGATTATAAAAGACTTCAATATATTCAAAGATAGCCAGACGGGCCTCAGCCCTT -GTTTTGAACCTTGTTAAGTAAATAAGCTCCGTTTTAAGAGTACCAAAGAATGATTCCATACAAGCATTGT -CGTAACAGTTACCCTTACGGCTCATACTTGCTGTGAAACCATTGCTGTTCAGCACTTTCTGGTATTCCTT -GCTGGCATACTGAACCCCTCTGTCGGAATGATGAATAACCCCTTTGGGATGTCTTTGGCGACCTATGGCT -TGCTTTAAAGCATCTATACAAAGCTGTTTTGTCATAGTACTATCCATTGCCCATCCAACAACTTTTCTGT -TATAGAGATCAATAATGGCAGCCAAGTAGAGCCAACCTTCATCTGTTGGTATATAAGTAATATCTGCAAC -CCAGATTTGATTAGGCTTATAAGCTGTAAAGTCCTGATTTAGGATATTATCTGCAACTGGGTAATTGTGA -TTTGAATTAGTTGTAGCCTTAAATTTCTTCCTGGTTTTAGCAGCAATATTATTTTCCTTCATCAGTTTGG -CTATACGATTTTTGCCACATTTTATGCCTTCATTCTTTAAGGCATTGGTTACTCGGGGGCTTCCGTAAGT -TTCGCGGGATACCTTGTGAATTCTTCTGATTTTCTCAAGGAGTTCTGTATTCCTTTTCTTACGTAAGCTT -TCAGGTCTTTTAACCCAAGCATAATAACCGCTTCGAGATATATTTAATAGTCGGCACATCTTCTCAACAG -GGAATTTGAAGCGGTATTCGTGAATGATAGGATATATTATTTCCGGTCTTTCGCGAAGATTGCCGTTACT -TTTTTTAGTAATTCATTCTCCATCTCAAGGTCTGCAACACGCTTCTTAAGTTTCCTGAGTTCTTCATCTT -CAGGTCTTAGATTGCCGCTACCTGGGAAAGCATTCTCTTTATGAGTTTTGTACTGGTCAATCCATTTGTA -TAGGGTGTTTTCGTGGATTCCAATGTCATTAGCCACACTTGATACACTTTTACCTTGCTCTGTAACAAGA -CGGACAGCTTGTTCTTTAAAATTACTATCATAACGTTTCATGATGGGTACCTCCAACTGGTTTTATTATA -CCAGCCATTCGGTGTGTCCATCAAATCGGGGTAAGGTCATTCATAGAAATACTTTAACATGTTCTTGTAT -CCGTTGGTGGTAAGATGTGATGTCTCATTTGCTTCACACCTTTTAAAATACATTTTTCACAAGTCCTTGA -ATAACATCCCTTGTGTTAACCATTCCAATTTTATAACCTTTTGTTTTAGCCATTTTGTAACCTTCCATTT -TTATTATATAGGGATTCTTAGTGTCCATCAAATTGGAGCAAGAGCAAGGTCAAATATTTTATAGTCCTTG -TCTATTTTATATTTATCTAACAGATGTTGTAATTGTTTAATTATTGCATAAATGTATATAATTGACATTA -CCGAATGTAATATTTATAATAAAAACAAATATAGGCTTTTAAAATACTTAGTTATAAGCGTGAAGGAAAG -GAAATTTTAAATGAAAAGTACAAAAAAAACTATTGGTTTTATAGCAGTTTTATTAATTTCTTTATCAATG -AGTATCAATGTTTTTGCTTATGAAACAAGGGTTCCTTATTATGCGGAAGTAACATCCGTTTATAATGTTC -TGTTAGGAGCATGGTCAGAGCCGGTATCAACGACATCATATAGGACTATAAATGTTCCAGATGGATTTAC -TTTAAGGTTAGTAGATCAAAATACAAGTACTACATATGAACCTGTCGGTGTGGTAGCTATAATTAAAAAA -GTAACAACTGTTTGGAATTGGCAATTATTTGGTAATAACTAAAATAAGATCTTGCAGCTAGTATTTTGAG -AGCCTATATTATTGCATAAACTTCTCAGTAATACGTCTTTCTAGTAACTCTTTTCACTTTTCCCATGAAA -GTGAATTTGGGATTTCGCTTAATTACTCAAGCTACCTTAATGCTCAATTCTGGGTTTTTGGTGGGGAACT -ATTTATTTCTAACCATTTTATTACCTTACAAAAATGGGGAAAACCTTCAAAATAGGCTTTCCCCAATCAA -TTTAACTTACACTTTTATTCCCACTCAATCGTAGCTGGTGGCTTCGAGGTGATATCATACACAATTCTGT -TGATTTGCTTGACTTCGTTGACAATACGAGTGGAGACCTTCTCCAGAATATCGTATGGGATTCTTGCCCA -GTCGGCTGTCATAAAGTCGGTGGTCGTTACCGCACGCAGTGCCAAGGCGTAGTCATAAGTTCTTTCGTCA -CCCATCACGCCTACACTTCGCATATTTGTCAAAACTGTGAAATACTGGTTAATCTCTTTGTCCAATCCGG -CAGCCTTGATTTCTTCACGGAAAATGTAGTCGGTATCTCTTAGAGTGTCCAGCTTTTCTTTTGTCAAATC -ACCGATAACCCTTATAGCAAGTCCGGGGCCCGGGAATGGCTGTCTCCAAACCAAGTCTTCAGGAATACCC -AATTCCTCTCCCGCCCTTCTTACTTCGTCCTTGAAAAGGCTTCTGAGAGGTTCGATAATCTCCTTAAAAT -CAACATGTTCTGGCAGACCTCCAACATTATGATGGCTCTTTATAACGGCTGCATCACCGATTCCGCTTTC -AATGACATCAGGATAAATTGTTCCCTGAACAAGGAAATCAACCTTTCCAATTTTCTTTGCCTCATCTTCA -AATACTCTTATAAATTCTTCACCAATAATTTTTCTTTTGGTTTCGGGATCAGAAACGCCTTTAAGTCTCT -GCAAAAATCTGTCTTCACAATTTACACGAATCAGGTTGATATCATACTGCTTTCTGAAAATCTGCTCAAC -CTGGTCTCCCTCATATTTTCTCAAAAGTCCATGGTCAACAAATATACAAGTCAGCTGCTTTCCAATAGCC -TTATGAATCAGTACTGCCGCCACAGATGAATCAACCCCGCCGGACAGTGCACACAATACCTTTTTGTCTC -CAACCTTCTCACGTATTGCATTAATCGAGTTTTCAACAAATGATGACATCTTCCAGTCGCCTTTACAGCC -GCAAATATTGTATAGGAAGTTTTTAAGCATTTCTTTTCCTTTAGGCGTATGCATTACCTCCGGGTGGAAC -TGGACCGCATAGAGGTTCTTTTCAACATGCTGCATTGCACCTGTTGGACAATTTGCTGACTTTGCTATTA -CTTCAAAACCCTTAGGAGGTGTATCAACATAGTAGGTATGACTCATCCAGCATATTGTATTTTCGTCCAC -ATCCCTGAACAAAGGCTGTGATTTATCTACACAAATTTCAACCTTTCCATATTCACGCTGATTAGCAGCA -GTTACACTTCCGCCCAGCATAACACTCATGAGCTGCATACCATAGCATATGCCCAGAACAGGTATTCCCA -GCTCAAAAACACCCGGGTCACACTTTGGTGCTCCCTCATCCAAAACTGAATTGGGCCCACCAGTAAAAAT -TATTCCTTTTGCGTTGTATGATTTTATACGTTCTAAAGATGCGTTATAAGGAATTACCTCGCAATAAACA -TTTGCTTCTCTCACTCGGCGTGCTATCAGCTGATTGTACTGTCCGCCGAAATCAAGAACTAATATCATTT -CATTGTTCAAAACTAACCGCTCCTCTTTATTAAATTAATTTTTTATATATACAATAAAAATCTTTCTCCC -ACAGTATTTTTATATTATATCGAAATTTATCTTTTATGCATAGTACAAAGTGATAAATTTAGTCCTTAAA -CCTCTTTAATGCACTTCCGTTCAAATAGTCAAACAGCCTGCCCTGATGGCTGCCGTTTTCCGTCATTTTC -CCTTCAATTACATCCTGGATTTTCCACCAGCTTGTTGACCAGTTACAAAAAACCGTGCGTTCTGCGGGAG -CCCGACCAATAAGCCTCTGAACTACAATTTGAGGATTCAAGTACTCCAGAAAGGCTATAGTTCTGTCAAT -GAACTCATCCATTGTAACAGGAACTATTTTGCCTTGGGAATACATCTTTTCAAGAACAGTGTCTTTCAAA -ATATAAAGGGAATGACATTTAACCTGTTGAACACCTAGAGCGGATAATATTTTAGCACCTTCAATAACAT -CCTCAATATTATCTGTGGGCAAATCAGTAATATAATGAGCACAGGCTTCAAGGTCATAGTTTTTTATTCT -TACCACCGCATCTATGAATTCAGCTAAAGTATGTCCCCTCTGAAGAATTTTTAAAGAATTGTAATTAACA -GTTTGAAGGCCTAGTTCAATTACAATGTCAACGCCCTTTTCCTTTTTTATATCCGCAAGAAGCTCCATAT -ATCTGTCACTAATACAGTCCGGCCTAGTAGAAATGTAGACTGCTACTATACCTTCTCGGCAAGCTTCGTA -GATGTTCTTCTTAAATTCTTCAAAAGGAAGGTAAGTATTGGAATAATTCTGAAAATAAGCAATAAAGATA -TCACTTCCGTAGTTTTTGCCTATGTATCTGGCATTTTTTGCAAGCTGCTGTGAAACAGACATTGTACACG -AAAGATTTTCGAAGCCTGCACCCTCTTCACCGCAGAAAATACAGCCAGATAGGCTTAGGCTCCCGTCTCT -GTTGGGACAAGTAACCGGAAGGTTCAACGGTAGCTTGTACACCTTGGAGCCATATCTTTTTTTAAGGTAA -TCAGAGAATTTATTGTACAGCAATATCGTAACCTTCCTGCCTATATTTTTCATTTACTAGTTCATATACT -TTCTTTATAGGCATACCTGTTTTCAATGCAATACTTCTGCAATCTTCATATTCAGGTGCAAACTTCATTA -TGTCACCAAGATTAGCAACCTTTACACGAACGTCTCCATACTGTGTGTTAACCTTAACAAACTCCCTGTC -CATGCAGAATCTTTGTGAATGGCTTATCCTTATGCCGAGGGTAGAGGTTTCGCTAAAAATAATATCTGAA -ATCTTTTTTTCTTCTCCGCATTTAACTAGTACCGTTAGCATTGCAGAAGGTCTGCTTTTCTTCATATAAA -TAGGTGTGTAATAAACGTCAAGAGCACCGCTGTCCAGTAACTTTTCCATTGTGTATCCCATAATCTCGGG -AGACATATTGTCTATATTGGTTTCAAGTATGCTTATTTCATCATTCGGTAGTATATCCTGCTGATACAGA -CTTCCCATAACCACTCTCAGAGCATTAAATCGTCCTGTTTCCCTTTTACCCATACCATAGCCTGTTTTTT -CAATAGACATGGGAGGCATTTTTCCAAACCCCGAGGATATCATTTTAATAATACCTAAACCTGTTGGGGT -AACTAGTTCAAACGGAATGTCTTCTGTGATAAGAGGAATTTCACTGCTGCACAGCATTTCCAATACAGTC -GGAACCGGGACAGGCAGAATTCCGTGGGCACACTTTACAAAACCCTTTCCTTCATGAAGCTCGGATGCGA -ATATCCTTTCAATACCTAACATATCGAGGCATATACATGAGCCTACAATGTCGACTATTGAATCAACGGC -TCCAACTTCATGAAAATGAACTTCATTAATCTCCTTACCGTGAACCTTTGCTTCCGCTCGTGCTATTTCT -CTGAAAATCTTATTACTCATTGACTTTACTCTTGGTCTCAGATCACTCTGATTTATAATACGCTCAATGT -CCTCTAGATTTCTCTCGGAATTGTGGCTATGGTTATGTTCATCGTTGTGCTCATGCTCTCCATGGTGATG -GTGGTCATATTGGTGCGGCTCACCGTACTGATGATCCTCACTGTTTTCATGATGTTCGGTTCCTTCTAAA -ATAACACGTACGTCAGTCCCGCGTATCCCATTTTTTACCATTTTATTTATCTCAATTGAATAACCGCTTA -CCTTTAGTTTTCCCAGCTCGCTTAAAAATGCGGTTTTGTCAATTCCAAGATCAAGCAATGCACCTAAAGT -CATATCACCGCTTATACCTGAAAAGCAGTCGAAATATAAAACCCTCATTGACTCCTCCTGATTAATTCAA -CATAAATAGTTTCATATACTAAACGGGACACTAAAATATGTCCCGTTAAAAGTTAAAGTTTGTTAATATT -ACTTGCAAGATATCCTGCCCCGAATCCATTATCGATATTCACTACTCCAATACCGCTGGCACAGCTGTTA -AGCATAGTGAGCAGTGCCGACAGTCCGCCGAAATTGGCACCGTAACCAACGCTGGTTGGAACGGCAATAA -CCGGTTTGTCAACCAGTCCTCCCACAACACTTGCCAATGCACCTTCCATTCCCGCCACTACAATAATTAC -ATTTGCCCGGGAAATCGCATCCATTTTAGACAAGAGTCTGTGAATACCCGCAACACCAACATCATAAATC -CTATTAACCTTGTTCCCCAGTACTTCCGCGGTGATTGCAGCTTCCTCTGCTACAGGAATATCAGAAGTAC -CCGCAGTAATTACTGCGATTTCCTTTTCGGAAACTAAAATTTTTCTCCTTTTAATAACGACAATCCTTGC -ATCCTCGTGGTATTCAGCCTCGCAGGTAATTTCGCTGATAGCGTCAAAAACCTCACGTGAAGCACGAGTG -GCAAGAATATTGTTGTTTTTCTCCATAAGCCTTTCAACAATTTCAACAATCTGTTTAACGGTTTTTCCTT -CACAGTATATAACCTCAGGATACCCGTTTCTTATAGCCCTATGGTGATCAACTTTTGCAAAGCCCAAGTC -CTCATAAGGAAGAGCCTTAATTTCCTTGTACGCATGTTCTACATCAACAAAGCCGTTTTTAACATCTTCA -AGCAATTTTTTAAGATCATTTGAATTCATATTTTGGCGTCTCCTATCAAGGCTTCGTTATATTGTCAGTT -TTCCCCACTGAAAGGTATGCATTGATAAATCCATCTAATTCGCCATCCATGACCGCATCAACATTTCCTT -CTTCATAATTAGTACGATGGTCTTTTACAAGAGTATACGGACAGAATACATATGAACGTATCTGGCTTCC -CCACGCTATGTCCATTTGGACACCTTTTAAGTCTTCTATCTTTTCCTTCTGTTCACGTTCTTTCAATTCA -AACAGCTTGGCTTTGAGCATTTTCATGGCAGTATCCTTGTTCTGGAACTGTGAACGTTCTGTTTGGCATG -AAACAACTACCCCTGTAGGTATATGCGTTATTCTTATTGCAGAATCGGTCTTGTTTATGTGCTGTCCACC -GGCACCGCTGGCCCTGTACGTATCAATTCTCAAATCATCCGGATTTATATTTATTTCTATGGTATCATCC -AATTCAGGCATTACATCTAAAGATGCGAATGACGTATGTCTTCTACCCGACGAATCAAAAGGAGATATCC -TTACCAAACGGTGAACCCCTTTTTCGGATTTAAGATATCCGTATGCATTTTCACCTATTACGTGTATGGT -TACGCTCTTTATACCCGCTTCGTCGCCATCCAGATAATCCAGTATTTTTACTTCATATCCCTTTGCTTCT -CCCCATCTTGTAAACATTCTCAAAAGCATTTGCACCCAGTCCTGGGCTTCAGTTCCCCCAGCACCTGCAT -GTAATGTCAGAATGGCATTATTCTTGTCGTAAGGCCCTGTGAGAAGTGTTTCAAGTCTCAGTGATTCCAG -ATTATTTTTCAGTTGCACAAGACCTTCTCCTACTTCGGGTATTACACTCTCATCCTGTTCTTCCAGCCCT -AGTTCAGCCAGTGTGAATAAGTCCTCCCACTGTGAGGTTATATTATTAAATCTTTCTATCTTTGTTTTCA -GAATTTTAGTCTTCTGCAGTATCTTTTGGGAATTCTCCATATCGTTCCAGAATTCCGGTTCGGAAGCTTT -ATGCTCCAACTCCGCTATCTCATCACTTATTCTAGCGATGTCAAAGTGAAGCCCTCATTTCTTCTAAATT -GCTTTTCAAGCCTTGAAGCTCGAGCTTGTATTCTTCCAGTTCAAGCATTTAATCATCCCTTTCAAATTAA -GTAGTACTTTTATTATATCCGACATATTAAATTTCTGCTATCATTTTTAACCAAGGATGAATTTTTCTAT -TGCTTTTGCTACCCCATCCTCGGTATTTGTTGCAGTAATATAGTCAGCTGCTTCTTTTGCACAGTCTTCA -CCATTGCCCATTGCAACTCCAAGTCCAGCAAAATCAAACATAGGTATATCATTTTCATTATCACCAATAG -CTATTATTTCCCGATATGGAATTTTTAACATATTTGACAAACGTTCTAAAGCCTTCCCTTTGTTGACACC -CTTGTTAACAACTTCAAAATTATTATAGTTAGAACTTGTTACGTCAACCGTTTCAACAATGGACAATTTT -TTTCTTACTGTGGCCAACAATTCGGAATCATCAGAAACTGCAACAAGTTTAAGTACTTTACCATCTAGTT -CCTTTAGCCTTTTCTCCATATCTGTAACTATGTCAATTTCCACCCTATCCTTTGCATGAAGTGCCTTATT -TCTTTCATAATACTTGAGGGAATTATAATCCAACCTTTCAGTCAACATTGTTTCCCCTGCATAAACATGG -AAATAGATGCTATTCTCATGAAAAATATCAAGTATTTTAAGGCAGTCGTCTGTATGCATATAGTTGGAGT -AAATTACTTTACCATCGGCATTTTCTCTTATTATTGCACCGTTGCAAGCTATTATGGGGTCCATAATACC -CAGCTGCTTTGCGTAAATTCTTGCACCCGAATATACTCTGCCAGAGCATATTACAATCTTTACCCCTTTT -TCCTTTGCCATATGTATAGCAATCTTATTTCTTTCTGAAATTTCCTTGTTTTTATCCAGCAAAGTTCCGT -CCAAATCAATTGCCACCAGCCTGTACATTTAATCCTCCGACTCTTTTGTACTCTGTACAAATCAATATTT -ATCAGCAAACTGCTTAATTCTTTTCATAGCTTCATTTATATTTTCCATTGACGAAGCATAACATGCACGA -ACATAACCTTCTCCACATTCTCCAAAGGCTGTTCCCGGCACTACAAGTACTTTTTGCTCAATGAGAAGTT -TTTCACAAAAATCCTCCGAACTAAGCCCTGTTTTCTTAATACATGGGAAAACATAGAATGCACCTTTAGG -TTCATAGCATGAAAAACCAGCTTTTCTGAAGCCGTCAATTGCGACTCTTCTTCTCCTATTGTATTCCTTT -GCCATCATTTTTACGTCGTTTTCACTGTTTCGCAAAGCCTCAATAGCCGCATCCTGGGCAGTCGTAGGTG -CACACATGATAGCGTACTGGTGTATTTTCTTCATTTCATTTATTAAATCCTTATGTCCGCAGGCATATCC -CAGACGCCATCCAGTCATTGCATAGGACTTTGAAAACCCATTTATTACCAAAGTCCTGTCCTTCATTTCA -GGAAAACTTGCAATAGAGGTATGCTTTCCCTCATAAGTAAGCTCACAGTAGATTTCATCCGACAAAACTA -CAATATCCTTGTCTTTCAGAACCTGCACAAGTTCATAGAGGTCTTCTCTGCCCATTATTGCCCCGGTAGG -GTTGTTGGGAAACGGTATTATAACGACTTTTGTTTTGTCTGTTATCGCAGCTTCTAGCTGCTTTGCAGTT -AATTTGAAATCATCTTCCTGCTTCAATTCTATCGTAACGGGGGTAGCTCCGGTAAAGCCAGTACACCCCT -TGTATGCTACAAAACTCGGTTCAGGAATTATTACCTCGTCTCCCGGGCCCACAAGTGCTCTTAATGCAGC -ATCAATCCCCTCACTTCCTCCTACCGTAACCAGGATTTCGTTTTCTGGGTTATAGTGGAGGTCAAACTTA -TTGTTAAGGTACTTGCTGATCTCTTCTCTTAGTTCAATAAAACCTGCATTAGACGAATACTGTGTGTGTC -CAGTTTCCAGAGAATATATACCTGCCTCCCTGATATTCCAGGGAGTAATGAAATCCGGTTCCCCTACACC -AAGAGATATGACATCTGTCATTTCGTTAATCAGGTCAAAGTATTTTCTGATACCTGAAGGCGGCACCTTT -TTTATTTTATCCAATATCATGTCCTTCATTATCATAGGAATATCTGCTCCCTTCTGTCTACAGACTTTTC -CTCAAAAATTGTACCTTTGTCCTTAAACTTTTTCAGAACAAAGTGAGTTGATGTACTAAGGACAGATTCA -ATAGGTGCCAGTTTTTCCGAAACAAACAGTGCAACCTCTTTCATAGTACGTCCCTCGATTATAACAGTCA -GGTCGAATCCTCCTGACATTAGGTAGCAGGCTGTAACTTCCGGATATTTATAAATTCTGTCGGCGATTTT -ATCAAAGCCAAGCCCCCTCTGAGGCGTTACCTTTACTTCTATAAGAGCCGTAACCTTTTCCTTTTGAGTT -TTATCCCAATTAATCAGAGTACTGTAGCCAACTATCACATTGTCTGCTTCGTATTGTTTAATGGCCGCCT -CTACCTCTTCAGAAGGCAAACCCAGCATAACTGCTATCTCATCTGCAGTAGTCTTGCTATTTCGTTCCAA -AATCTCCAGAATTTCTTCCATGAAAATCTCCCCCTTTTAAAAATAAAAAAAACCCGTGTCCTTGTATAAA -CAGGGACGAAGGTTTCCGCGGTACCACCCTAATTAATGCCATAAGCATTCTCCTTAAAAAGTGCGGCAAC -AAAAATATCTATTGCTTACACCATCAGCCTGTAACGTGGCCTAACGTCTTTTTCTACTAACAGAATATTT -TCGTAAATATTTGCTTTCGAAAAGCTACTCCAGGGCTGCCTTCGATATACACCAGTACCGGGCTCCCACC -TGACATATAAAATGTACCTCCGGCTCTCTTAAATCTGATGAAATACTTACTCTTCCCCTTCACAGCATTT -TTATTATTCAGCTATATATATATTATATTTAGCAGCTTAAAAATAGTTTACAATTTAAAATGCTATTATA -TAAATTATAGTTTACTTTATTTCAATATTCAAGGGTTTTCTTCCTTTATAAAATTCGAGAGCTGACCTTC -GTATTTTTTTAGTGTGTCAACAACCTCAACTTTAAGAATTTTTAGTTCCTGTTTGATATCTACAAGCTTC -TCTTTTTCCTTCTCAACCTGTTGCTCCAGCGTTTTTTTCTCATCAATAGCTTTTTTCTTTGCTTCTTCAA -TTATATTTTTTGCCTGCTCTTGAGCTGTAATTAGTGCATTTGCCACTCTTTCCCGATTTTCTTTAATCTC -AGCCAAATTTGTACTGATCTCGTCATATTTATTTTTTAAATCTCTGTATTGGGCTTTTATCTCAATAATT -TCCCTTTCTTTATTTTTAAGCTTATCACCATATTCTTTGTTGATTTTTTCAAGATATGAATTTACATCAC -TTTTGTTATAACCAAAAAGCGATGTTGAAAATATTTTTTCTCCTGACATAAATTTATCCCCCTGTATATT -ATGGAAAATACTGTATACGTTGGTACTTATTCCATAATAACATGAAATATCCTTTATTATCCACTAAATT -TTTCAAAACAAAAAACACGTGCTTAAAATCAACATCGTGTTTTGGTTAATTACTTATATAATTTTTATAA -ATGCTTTTGGATTAATTCCGAAAACTCAGCTTTTGATCTGGCACCAACTATCTTTTCAACTGCTTCTCCG -CCCTTGAATACCATAACAGTAGGTATGCTCATAATCCTGAACTGTGCCGCAAGTTCACCTTCTTCATCAA -CATTTACCTTTGCAATGCTGGCTTTTCCGTTAAATTCATCTGCCAGCTCTTCCATAATAGGAGCAACCAT -TCTGCAAGGGCCGCACCATGAAGCCCAAAAATCAACAACAACCGGCTTATCGGATTTTAAAACATTAGAC -TCAAATGAATCCTTGGAAATATTATTTATTTTATCTGACATAAACTATTCCTCCATTGATATTATTAATT -ACCTTAACTTAATTTAATAATACCCTATTATTCAAGAATTAAACATAATAATTTTAATACTCCTTTAAAG -AAGTAATGTTTACTTTATTTTCATCCTTTGAAACAAGAACACCCTCCAAAATTTCAATAAACTCTCCCCT -ATAGGAGGCCTTGAGACCATTTTTCAGGTTTATAACCCTGTTTTCGTCCTTTTTATTGATATATAAATTC -CCATTTCCTGTAACTATAACATTTTCAGGAAGTGCCGTTTCTTTAAGATTCATTTTAGCCCAGTTATCTG -TTAAATCGCTGTTGTCTTCTATCTTCTGAGAATATATCTGGGTTACCATACCGTTATCGTCCAATGCACC -TATATACAAAGTATCGTTAAGATCAATTCCCAGAACTGTCACATTATTTACATTAATCGGAACCCGGCTG -TTTGCTTTCTTTATTCCGTCATAAATATTTATCTGTTGTCCCTTTTCCTGATAAATCAGTTTGTTTGTGT -AGGTGCACTCTTTTATAATAATACTTGAATCCACTGTCATTATACGGGCGTATTGTCCCATTACATTAAA -TCTGATTACCCTTGCCCTTGTGTCCGAAGTCTGGATTTTTGCATAAACCATATTTGTATAAGGTGAAAGC -TCAATATCTTTCACCTGGCTTTTTGCAGGCAGTCCCGACAGCTCAGGATAATCTCTTGACGTTTCTGAAT -CCGCTTCATAAGTGGAAACCTGAACTGTACCATTACGGCCGTTTTTCGTATCTGATGAATAAATTACCAT -ATCCCTGTCAGGAAGCCAGCGAAAATAAGTAATCTTATCTTTTCCTGTTCCTGCTACAGTTTTACTTTTT -CCTTTGTCTATATCAACTATATGGAGCTCCCCATCGTGCAAATATGCTCCAAACTTGGCATTAAAGGACG -TACTTATCATTTGTGCTTCTGCCGGTACTTTAAAATCACCTGTGGAAGGTTTTCGTCTGACAGCAGAATT -TTCAGACACACTTACGTCAATATCTGTAGATAAAAAAACATTATTCATGTACAATAATATGCCAAACTGG -AATATTACTGCAAGGAGTATCCATTTATACCATTTAGCTATATTTTTCACCGTACTTCTCCTTTTCAAGG -CATTACAACAAATGCCGTAGCTACTGTTCTTTCTCCTAACGCATCAGACGGAGTATTTACAACTTTTCCG -TCATAGTACATGGTAGCCGATGAACCTCCATCAAGGTTTGCAGCATTGACTGCTCCGTGCTCCAGCATAA -TATCCTGAACCTCTTTTAAAGTTGCTCCAAAGGACTTTAGGCTTCTTCCATCAATAACAAGAAGCATTAC -TGAGCCATCTTCTTTTTGACCTATTGCAGTTCTTGGGGATATGCCCCAGCCTCCGTCACCCTTGTTGATA -GTAGGCTTGCCGTTAACAATTAAAGGCGGGCCGAAGCTTATTCCCTCTTTAATATTATATTTAGCTAGTT -CTGCTTGGGAATGTTTACCTACAATTAACATACCATCTTTTGTAAATGCAATAGTATCCCTTTTTGTATA -GTTGTTAGTCAGCTTTCCGCTAATGTATTTGCCGTTGCTTATTACAAAACCAATTGCTACTCCTCCAGTT -CCTGCCCACCCTTTGTCAATGAAGCCTCCTCCGTTAATGGCAGCAACTGCCCCGTTTCGCCTTGCAATAC -TGCTGGTAGTTTCCCCAGACCGCGGCATTTTGCTGGAATACCCTACTTTAATACGCGTAGGATCATCCAC -TATAATCATTTTGCCTTTGAAATTTCTGCTCTCAACATCAAAATATTCCAGATTGTTATTATGCTTTACC -CTGAAATCCAACATTTTTATATCTTCAGTATTTATATTGGAGATTGCATACCCGTCTCCCAGAATTTTAG -CAATAGCCTTATCAGACAAGAAGGTCTTGGCTATAACCTGCTTGGTCATTGAGTTCCAGACCATGCCTGT -AGCGGTTCTTTTTACGTTCTCAAAGGGCCCGTAGAATATAAGCAGCGGTGTTGTTATTGACATAAAGAAA -AACTCAAATATTAAAAAACCCAAAAGACTCCTGAGTCTGCCTTTTTTCTTTTTCTTCTTTTTGGCAGACT -TTTTTTGTATGGTCTTGACTTGCTTTTCGTTTAAAGATATAGTATCGTAATTCATTAGTCCCCCTAGAAT -AAACTCATGCTAAAAATTATGTTCTCAGCCTGAGACCCCCAATTTCCCATTAATTTCCTGAAACGAAAAA -AGTATACACATATTCTGTGTATACTATAGTTATACTAATTTTATATTATAATCCGCAAGTGTAATATTTT -CAAACATTTAATATAAATGTAATATAAAAATTACATTTTTCTTCTAAGCACTACTCTGTCAAGGGTTTTA -TGAATCCTTTCAAAAAGTAAACCCGCTATAAACCAGGCAGGGGCATAGTCAATCCTTACCAGACCTTCTA -CCGCAAACCTTCCGTAATACCTCCAAGGGTAAACATGAAGTATATTTAACAATATCTTGCCTGTTGTATA -TTCTATTCCCCATATTATGACAACCCAAATGATACCTCTCAAAAAAATATTCCAGTTCCGGATAATATCA -TGCAAGGGTTCCAGGAAAACAGCACTTCCATATATAAAAAACATCCAGAGGCTTGTATAAGCCTCAAGAC -TGGCATTACCGTGTGTCAGGGAGTATAGTCCCGTCCAAACGATTTCCATGCTCCAGCCAACTAATCCATA -AATAAAAAATCTCTTAATCATGCTATTATTATTTTCACAAACAGGTATTTTTTATTTATGAAAATTGTAC -TTTAGTTATATGTATTATTTTCCAATACTATGGATGTTATTTTTTTGCAAATACTACCAATAAGTTTTTC -AATATGTTATCATAACAAATAAACATTTCTGGAAAAACAGTACTTAGGTTAGGAGGATGAGTATGTATCT -AGTCGGTAAAATTAACGTAATATCTACCTTACCAGAAAAATTTAAGAGGTTGAATGATATCGCTTATAAT -TTGTGGTGGACGTGGAATCCGGAGGCTATTGACCTTTATAGAGAAATTGATTTAGAGCTGTGGGAGAAGG -TTGACAAAAACCCTGTACGTTTTTTGCAGGAGGTAAGCCAGAAAAAACTTCAAGGCAAACTTTTGGATGT -AGAATATTTAACCCGTCTTGATAAAGTAATTGCTTCCTTTGACAGCTATATGTCTGAAAAGAATACATGG -TTTTCTCAAAATCATTCGGAACTTACTGATAAAAATGTAGCATATTTTTCAGCAGAATATGGGTTAAGCG -AAGTCCTGCCCATCTACTCAGGAGGTTTGGGTGTTTTGTCAGGGGACCATTGCAAGTCAGCAAGCGATTT -GGGTATTCCATTTACAGCAATAGGACTGTTTTATAAGCAGGGTTACTTCAGCCAGAGAATAAATAAAGAA -GGTTGGCAGGAAACCTGCTTTAACGATCTTAATATCTCTCAGCTTCCCATGTTGCCCGCCCTGAATTCAA -ACGGCGAACAGGTTCGGATAAATATAACCTTTGCAGGCCGCACTGTGTATGCAATCGTTTGGAAAGTACA -GATTGGCAGGATAAACCTTTACCTTATGGATACAGATGTTGCTGAAAATAGTCCTGCAGACAGGTCACTG -ACCTCAAGACTCTATGGCGGAGACCAGGAAACAAGAATCCAGCAGGAAATTTTTCTCGGTATAGGCGGTA -TACGTGTACTTGATGCTCTGGGCATACAGGCAAATGTATATCATATGAATGAAGGACATTCATCCTTCAT -GGGACTTGAACTTATAAGAAAACTCATAAATGAAAAGCATCTGAATTTCAGTGAGGCCATGGAGGTAGTC -GCAAATTCCTCAATATTTACAACCCATACCCCTGTTCCGGCAGGAAATGATGTTTTTCCTTTGTTTATGA -TGGATAAATACTTCGGAGATTTCTGGGGGCAGCTGGGCCTTAGCAGACATGATTTTTTTGAACTGGGTCT -TAAAAAGCCGGAAGACCAGAATTTCAATATGACTGTTCTGGCACTTACCCTTGCAGGAAGGAAAAATGGT -GTAAGCAGACTTCACGGTGCAGTATCCAGAAAGATATTTGGTGATGTTTGGCCTGAAGTACCTGAGGATG -ACGTTCCTATAACCTATGTAACGAATGGTATCCATACCCTCACATGGCTTTCTCCGAAAATCAAAGATTT -GTATGACAAATATCTCGAAACAGATTGGAAGAAAAAGATATATTCAAAGGAAACCTTTACAGGAATTGAT -AGTATTCCCGACGAGGAATTATGGGCAACTCATGTAGAATTGAAGAATAAACTTATAACCTTTGTAAGAG -ACAGACTGAAAAAACAAAAGCTTGCAAACGGAGAATCAATGGAATCAGTAAGACAGGTTGACAGCTTTCT -GGACCCAAACGCCCTAACTATAGGATTTGCCAGAAGATTTGCTACCTACAAACGTGCCAACCTGATTTTT -AGAAATCTGGCAAGGATACAAAAGATACTTAATAACCCGGAAAGGCCAATGCAGATTATTTTTGCTGGAA -AGGCTCACCCAGCAGACGGTCCTGCCCACGATGTTATTAAGAACATAAATGATATTGCTAAAATGGAAGG -CTTTTACGGCAAGGTAATTCTTCTTGAAAACTACAATATGACTGTAGCCAGAAATTTGGTTCAAGGTGTT -GACGTTTGGATGAACAATCCCAGAAGGCCCCTTGAAGCCAGCGGTACAAGCGGTCAGAAGGTTTGTATAA -ACGGAGTCATAAACTTCAGTATTCTGGACGGATGGTGGTGTGAGGGCTATAACGGTGAAAACGGTTGGGT -TATAGGCGATGAATCCGAATTTGACAACGAGCATATTCAGGACAATACAGACAGTGAATCAATTTATGAT -ACACTAGAGCAGAATATTATACCTCTTTTCTACAATGTAAATGAAAAAGGTGTTCCTACCGAGTGGGTAC -GCATTATGAAAAACTCCATAAGCTCCCTTGCGTGGAATTACAGCACTGACAGAATGGTAAAGGAATATAC -CGGTAGAATGTACGTCCCTGCAATAACAGGAAGCTCAAGAATTTGTGCCGACAATTATAGTCTTGCCAGG -TCCATGAGCGGGTTTAGAGACCATTTAAATTTAAACTGGCCGAACGTACAGCTCTTTGCAGAAAAATCCT -CCGGGGACCTCAAAAATTACAAAACCGATTCATGTCAGGAAATATACCTCTCATCGACTGTTTGCCTGGG -CAACATAGATCCTGCAAATGTAATTGCGGAGGTATACTATGGTACTCTTTCAAATGGTAAGATAGAAAAT -GCTCAAGTAGCAGAAATGCATTGCGATGAAAAGACAGGTGAAGGTACCTATAGGTATTCCATTAATCTCA -AAATAGATGATGGAGGAGAATATGGCTATACCTTCCGTATAACGCCAAAACATGAATATTTAATAAACAG -ATTTGATACAGGGCTGATAAAATGGATTAAATAAACTGATTAGGGTTGTCGCAAAACAGACAAATTTTCT -GTTTTGCGACAACCCGGTTTATGTTATTTTTCTATATCTTTTTTAAAAGTAATTTCGCCAGTTTTAACAA -AAGTCCCTTTAAAATCATGGTATTTGCCTACAGAATCTTTTTTACCTTGTACAGTCAAAACCACCTTTTC -GATACCCGGAATATTCTGAAGAGTAACAACAAATTCGTGAGTCAAAGTATCTGCTAATCTTTTATTAGTT -TCAAGCAAAGTTGCCACTTTTGGTGGAAGGTCAGCAGTTATACACTTATTATCCCAATCTATTGTAGCGT -TAAGCAAGGATAATTCGTCCGAAGAAAAAACTTCATTCAAAACATTTAAAGTGTCACTTTCTAATTTGTC -TTTTCCGAAAACAAACAACTCTGTTTGAGCCGGTTTATCTGTAACACCTACCTCATATTTATATAATCTT -ACATTAACCTGGCCTGAGCCTGCTACTTCTTTGGCACTCTTTCCAGCATCCCCCAATACATTGCTTTCCT -TTGATTCTGAACATGCGGATAACAGAGTCAAACAGAGGATAATCAATGTAAAAACCAGAGCTAATGTCTT -TTTTATATTTGATTTCATATGGTCCTCCTTTCATTTATAGTTAATAATTCTATTTTATAACAAAAAAGGG -CGACTTTAAAGTGTATTTGACATTAAATGAAACGGATTTTTGCCTTTTACCCCCGTTAATTGCTTTTTAT -CAGCAAATTTATGCATTTCGATATACTATCCGTCATACTTTATTTTTAGGTGGACAGTTTATTAATGTAC -TTATCCGGATAATGACAACAATATCGAAAATATATAAGGAGGAATTGATAATGCCTTGGAATAATGAATT -TACAATTGAAAATGAGTATGGAGTTCTGACGACTTACAGCGGAGAAGGTATATCATGGTACCCTAATGGA -GACAATTCTTCTCCCGATGCTCATATCACAATGCTGGAGGATGGCTCTTTTCACGTATCAGTACCCAGAC -AAAACGGAAGGTTTAATTCACATATTTACTTTTATATCAGAGGTAAGGCAGGTCCACAAGAGATTCAACA -TGTAGATGAAGAAAATGTTCCTGAGGACTACAAAATAGACGGGAGAATAGATTTAACTCCCTACCTGGAA -TTAGCCCAGCGATTCTGGGCTTCTGCTTGGTATGAAGAATAAATAGGAAAAATTAATACTATTATAGCCG -GGAAACCTTTATCTCCCGGCTATAATTTGTTAATATTTTCACTAATGTAATCTAGACGGCTGCCCCGCTC -CATTTGCCGCATCTGTCGCCCCAACATGCAACCGGGCTGTTGTCCATTATTATCTGTACAATTTCACAAC -CGTTTGAGCAGCCATCACACTCACTGCTTTTTGCGGTATAATCTCCCATTAACCTGTCGAAGCCCACAAA -CCCAGTTTTTCCATAACTGCTTCCCAATCCTTCATGTGCAAGTATGGCAACACCATATGCTCCCATAACA -TCGTGATTTTCAGGAATAACTATTTTTGTTCCCAACGCTCTTTCAAAAGCCTGAATTATTCCAATATTCG -CAGCAACGCCGCCTTGAAATACCACAGGGGCTTCGAGCTTTTTCCCTTTTCCCAGATTTGCAAGATAATT -TCTTGCAAGTGCATCACACAAGCCTCTTACAATGTCTTCACGCGAATAACCCATTTGCTGCTTATGTATC -ATGTCACTTTCAGCAAATACGGCACATCTTCCGGCAATTCTTACTGGACTTTCAGACCTTACAGCGTATG -ACCCAAAATCCTCAATGGTTATTCCCAATCGAGCCGCCTGCCTGTCTAGAAATGAACCGGTTCCGGCGGC -GCATACTGTATTCATTGCAAAATCATGTACTACATTGTTTTTGAGTAATATTATTTTTGAGTCCTGACCG -CCTATCTCAATAATTGTCCTGACATCAGGAATATCTTTTTGTGCTGCTACCGCATGGGCGGTTATTTCAT -TTTTAACCACATCGGCACCGACTATCGCCGCTGCCAACTGCCTTCCGCTGCCTGTAGCACCGACTCCGGC -TATCTCTATACTTTTGCCTAATCTCTCATATATATCCTTTAGCCCTGTCCTGATGGATTCTATAGGCTGA -CCGTCTGTTCTCATATATAGTTTTTCCAGTAAATTATTATTTTCGTCAATTAAGGTTATATTTGTGCTTA -CGGAACCTACATCAATTCCCATAAAGCATTTTACTCTGCCCATTTAAATGTTCGTCCCTTCTCTTTTTAA -GTAAATCAATAAACGCCTCAATTCTTGTTGCAAATCCTGCTTCCCCAGTCATTTCATCTCTTATTACCGT -CATTATTGGTATCCCGTAATCTTCCTCAATTTTGGGCAGGATTGCCTGTGATACTATCTCAGGCATACAT -CCAAGGGGATAAAGATGAATTACCCCATCATAGCCGTGCAGTGCGTTTAAAACACTGTTTCCAACAGTGT -GCTGAGCATGTCCTCCAATCATATGTGGCATATATGTTTTGGCAGCCTCCTCATGCTTACTGTCCTTTAG -AAATGGCAACTTTTTTTTAATCATTTCATTAATAATCCACCCGCTTACTGTGACAGGCCTTGTAACCATT -ACTCCCATTTCCCCCAGCATCTTTTCAACCCTGAAATTTGCATAAGGCTCAATTGTAGTAAATATCTCAC -CTACAATTCCAACCCTGAGAGGTTTTAAGTCCATATTGACATCTACCCGGTTTAATTTATCCTCTGTTTC -CTTTATAAAATTAATTATTTGTTCTGAACCTTTTACATCCAGTACATCTCTTTGAAACGCCTGATAAATC -TTGTCAACGCTCCCTCTCACCCTCTGAACTGAACGCTTTTCCCTTGCAAGCTGCTCCAGGCTGTCAAGCT -TGACAGCTACATTTTTAGCTGCATTAATAACCCTTGCTATATTTAATACATTAGATGTCCTGCTGACCTT -CCTAATACGAGATGCCAGTTCTTTCAATCCCTGATCCGGCACCTCCAGTGTAATCAAATCCATTTTTATA -CCTATATCTTGTACCTGTTTTTTTAACATTTCCCCGAAATAACCCAATCTGCAGGGTCCGCAGCCTCCTG -TAATAAGCATGGTGTCTGCTCCCATTTCGTATGCCTGAACCATATTACCAACAAAAAGTTTGAAGGGAAG -GCAATGTGCCTCTGCACAGTATTTCAGCCCTATTTCCAGAGTTTTGTCATTATTTATAGGAGGAACCACA -TATTCAGCACCGAAATCGTCCAGAAATGCTTTAGCTATTATATAGGTGTTTCCCAGATGTGGAAATGTAA -AAATCATTATCCCGCCTCCTCACAATCATATCAATAAATGCTTCAAGTCTGGTTAAAAACCCCGCTTCAG -CTGAATGCTCGTCCAGTACCAGTTTCATAAACGGTATATCGCTATCCTTCCTTATCTTATCTTCAACAAG -TTCGTCAACAAAACTGTCTACCCCGCAGCCAAAAGATGTGAGTGCAAGAATACCGTCTATTCTACCGTTC -TTAATTAACTGGATAGCCCCTCCGTAAGCCCTTGTACCATAATCCCAGAAGAATTGCTTATCCAATTCCT -TGCAGCTATCCTTTGATACAAGGTAATCCAACATATCAAGTGTCACCACAGATGCACCGTATTTATTCAG -TTTTTTCATCAGCTCCATATTTAGGAATGTATCATAAACAGTGTAGCTATGACCTATTATGGCAATTTTC -AAATTGTCCTTTGCAGGAGATGCACCAAACTCCGTATCAGCAAATTTCAAGGCCCTTCTTTTACTTTTAT -ACTCATTTACCGCATCCTTGTAAGCCCTGCTGATTTTCTTCCTGTCCCCTGTCAAAAATTCTCCCGTATA -AAGAGCTGCGTTCCATGAATTTTTGCGGGATTCTCTGAGATTAATTTCAGTATCTATAATTTTCGGAAGT -TCTTTAACCGAATTTCGTACCATATCGGTTACACCGCAAACTTCCGGGCATATATATTGTCTCCTTGCAA -CACTGGTAAATCTTGGCATAAATAAATAATCAACTTTTCCTATCAACTCTATTACGTGGCCGAAATATGC -CTTGATAGGTATACATGCTTCTGAAACACACGCGTTTGAACCGTTTGTAAGTATTTTCTTGTTGGTAATA -TCAGAAACTATTACATCTGCTCCAAGATTTTTGAAGAATGATTCCCACAGCGCCGAGTACTTGTGATAAT -ATAAACCTCTTGGTATACCCACTCTTTTCATAAAAAAACCACCTCAATACAATTATTGACGTGGTTTAAT -TCTGTTATACAGGGATTTATCATTAATATATTATCTTGCATTGGCATATGCCCAGTTTTCAATGGCTTTA -CCAACGGAATTACCTATCTTAACCTGATTGTCATAATCTGCAAGCCACTCATACTCGGCAGGATTTGACA -TAAATCCTCCCTCAATAAGTATTGCAGGTGATTGAGTGACAGTACATACTGAAAGACTCTGCCATCTGTA -GCCATCATCCCTTCTCTTCAGGTCTGCAACCAACTGATCTTTGATATATCCGGCTACAACCTTAGAGCTG -TCTTTTGAGTACAGTACCAGTAACCCTGTATGCTTTGTATAGTCAGCCGTTACATCCATTGAATTGTTAT -GAATTGATACTGCAATATCCGGCTTTTCCTTGCGTATGAGGTTTGCCCTGTCATTCAGGCTGACAGTCTT -ATCCGAAGTCCTTGTCATAACAACCGTTGCACCAAGTGATTGCAGATATTTCCGGGCATTTAACGTTATT -CCCAGGTTTACCTGTTTTTCATAGAGTCCGTATCTGCCCATAGGCCCAATAGCTCCCGATTCTGAACCTC -CATGACCTGCATCAAGTACTACCTTCAAGCCTTTAAGCGGCTTTGAACCGCTCTTGGAAATCTTGGGTGC -ATTTTTCATGGAGAATACAAGTGAACCGTTTTTATATTCTGCATAGTAACCAAAATAGTTGCCCTCAGAT -TTTAATTGAAATGTATATTGAGCTCCGCCGGAAACAGCCTTGTACCCTATTGAAGAAAATGGTGCATCAG -ATGGTATCGATTTATTAACGCTCATACCCGATGTATTGTACAGGGTCAATTTAAGCGTATTTGAAGCTGA -CTTAACACCAAATACCGTATTAACAGGCATCTTAAAGCTTATATCCGTATAGCTGCCGTTTGACTTTAAT -GTAACTGACGAAACCTTGTTAGTTGCAATTGCTTTGTCGTTTATAACTTTTACATTGCTTGTGGCTGTCC -ATACTCCGCTCTTCAGAAGATAAAAACCATTTTGCTGACCTACAATATAATCTGCCGCACCGTTAATCAA -AGGTGTTATTCTTGAATAATCCGTTGATGGCCCGGAACGTGCTACCGCCTCAGCATCACTGGTATTTACA -ACAGCATATTTATAGTATTTGGATGATTGTACACTTATTATATTACTTTGTTCTGAAGTAATTCTTTTAC -CATTATATTCCATTACAAATACAGGCTTTCCGAGGCTTTTAGTACGTTCTTTTCCTGAAACAGAGGGCAT -TGTAAAGGTTCCTGAATACTTTGCAGGTGTTAGTGTTCCTTTGTTTGCATCAACAGTGGCTGTCTGTTTC -AACTCTGCCTTATAGCCTCCGATTTCGACCCAAACCTTTGCTCCTGCAGGAGCTTGACATGAAAATGTAA -TCTTTTTACCCGTCTGCATAGTCATACTCTGGGTAGGTGAAAAATAACCATTTCTGAACTCAGCCTTTGT -CATCTTGTAAGGACTCGAGGTTGTTTTTGTATTGCGTGTTATCTTTAACACTGTCTCCTTACCTTTATGT -TTGAATACAAATTTGTTCTCTCCAACTTTCAAGTCCATATATACGGTGAAGTAACCATTGGAGGAAGTCT -CAATTTTCTTACCGTTTAGGTATATTGGCTGGTCAGGATCACCGCCCCCCATAATACTTATCCTGGATGA -TGAAGTTTTATAACCGTTAGAAGGGGAAGCTATATAAAGCTGCCTGTCCTCTGGAACGGTACTTCCGGGA -TCTCTGCCTGATACAAATATTCCTTTGAGCTTGTCCTTTATACCAAGTGTATTGTTCTTCAGCTTGGAGT -ATCCGTAAAATATGCTTCCGTCTACAGAATTGCTTTTTCTGTTATATGCAATCTGCTTTGGAATTTGAAG -CGGGTCAAGCCAGTCATTTGACTGTGTTGTATCATTTATTTTGTATGCGGCATGTCCTACATAAAGCTTT -ACTTTTGTTCCTCTACACACGTTCTTCCACCAGTTTACCAGTACAGAATAATCTGCTACCTTGAACCCTA -TATTCCAATAAATCTGTGGTGCTATGTAATCTATGTATGCTTCTTTTACCCACTTTTTAGAATCTGCATA -GTGGTCATAATATGTGGATATTCCGCCTTGTGTATCTGAACCTTCCTTATTTCTATCCTTGTTTGACCAT -ATTGCAAAAGGACTTATTCCAAACTGAACTGAAGGCTTAATATTTTTAACAGTGTTGTAGGTGCTTTTTA -CAAGTGTATTGATGTTATTGCGTCTCCAGTCATCCTTGTTTTTAAAACTTCCCTTGTACTTTGCATAAGA -GGCCGAGTCGTTAAAATCAACACCTTTTCCTTCCGATTTTGAAGGATAGAAATAATCATCAAAATGTATT -CCATCAACATCATAATTTTTGACAATTTCGGCTACACCATCAGTTATCAGCTTAATTGCGGCGGGATTTC -CCGGATCAAGATACAGCTGACCTGTAGGGGCTGCTACAACTGCTTCAGGAATCTTTCTAGCGGGATGGTT -GTCCGAAAGTACATTAATATTTCCGGTAGGATTACTGGTTGTACCCATTGATAATCTAAGAGGATTTATC -CACGCATGTATCTGTATTCCTTTTTTATGAGCCTGTTCAATTATGTACGCTAAAGGGTCAAAACCATTAT -CATTCTCTTTTCCCTGCTTTCCTGTCAGGTATGCAGACCATGGAAAAATTGTAGATTTATAAAGAGCATC -TCCCGTCGGTCTTATCTGGAAAAATATAGCATTAAGACCCATGTATTGAGCATTGCTGATGATATCATCC -AGCTCTTTCTTCTGCTTTTCCGCACTGATACCCGGCTTTGAGGGAAAATCTATATTTGACACAGATGCAA -TCCATACTCCCCTCAAATCTTCAATTTTTGATACTGTCTGTGCATTTGAGACATTTCCGTCATAGTTCCT -GTCTGAAAACAGCTTGTAACCAGCAATTGGCAAAATCATCAGAAAAACCAGCAATATACATACTACCCCG -ATTTTTTTATTCATTTTAACCCCCAAAGTTTAGATATAACCAAAATAATACAATATTCTATATATTTCTT -ATATAATAAATATAAAGCATTTATAGTAAGGATAACAATATCTATACCAAAATTTAATATATTTTTAATA -CGACATAAAATTAAAGCCGACATAATCTAAGGTTTTTACCATAAATCATGCCGGCTTTATGTGCTTTTTA -TAGTTTAATTTTAACTTTAACTATTACGCCTTACCATCGCAACCAAGAACGTTAACTATCTTGTCCTTTA -CAAGACCCTTTATAGCCTCTCTAGCTGGCTTTAAATACTGTCTTGGGTCGAAGTGGTCAGGATGCTCATT -GAAGTACTTTCTGATTGAACCAGTCATAGCAAGTCTCAAGTCAGAGTCAATATTGATCTTACAAACTGCC -ATCTTAGCAGCCTGACGGAGCATATCTTCCGGAATACCTATTGCATCAGGCATTTTTCCGCCGTTGTTGT -TTATCATATCAACAAACTCAGGGATAACGGATGATGCACCGTGGAGAACTATTGGGAAATTAGGAAGTCT -CTTTGAAACTTCTTCCAATATATCAAATCTGAGCTGTGGCTTTGTTCCCGGCTTGAATTTGTAAGCCCCA -TGGCTTGTACCGATTGCTATTGCCAATGAATCAACACCAGTTTTTGTAACAAATTCTTCAACCTCAGCAG -GATTTGTAAATGCTGCATCAGCCTCTGATACGTTAACTGCATCTTCGATACCTGCAAGTCTACCAAGTTC -AGCTTCAACAACAACTCCTCTTGCATGAGCGTAATCAACAACCTGCTTTGTAAGTGCTATGTTATCTTCA -AATGAATGGTGTGAACCATCTATCATAACGGAAGTGAATCCGCCGTCAATACATGATTTACAAAGCTCGA -AAGTATCACCATGGTCAAGATGCAGACAGATTGGCAAACCTGTTTCAGCTATAGCAGCCTCAACTAATTT -CATAAGATAAGTATGGTTCGCATACTTTCTTGCTCCAGCAGATACTTGAAGAATAAGAGGAGCATTTACT -TCTTTTGCAGCTTCAGTTATTCCTTGAACAATTTCCATGTTATTGACATTGAAAGCTCCTATAGCATAGC -CGCCTTCATACGCTTTTTTAAACATTTCGGCAGAAGTTACTAATGGCATATTTATGCACTCCTTTATAAG -AATAATTTTACCTTTATATTTATATATTGTTTATCTAACTATTATCAGAAAACAATAAGGTAATTCTATA -ATTAACCAACCTAAAAACTCATCGTTATTATTTTATGCAATATTATCTTTAAAATCAAGGGATATTTTGA -TATTTTTTTGACAAAGCTAGAATTGCATTTTCCAACTTGTTATGCTATATTTTAATTTGATTGCGTATTG -TAATATCAGTCCTTTTGAAGAAAGGTCTGGTAAGAACAACGTATACTTTAATTCTTAATATAAATTAGGA -GGTATATAAAATGACTGTATTAAAAGGTGCCGCTATTTTCGGACAATCAGGTGGACCAACATCAGTAATC -AATGCCAGTGCTTGCGGAGTATTTCAGGAAGCATTAAAGCAGGATGCAATAACTGCTGTATATGGAGCCG -CTCATGGTATAAAAGGTATTCTCGATGAAAAATTCTATGACATGAGCAAGGAAGATGCTTATGAACTTGA -CTTATTAAAAACTACTCCTTCTTCAGCTCTAGGTTCTGTTCGCTATAAGCTAAAATCAGCAGACGAAGAC -GAAACAGATTACAAGAGACTTGTAGAAGTTTTCAAGAAGTATAATATCAGATATTTCTTCTATAACGGCG -GAAATGATTCAATGGATACTTGCAACAAGGTCAGCAAGTACATGCAGAAGGTTGGCTATGAGTGTAGAGT -AATGGGTGTTCCAAAGACTATTGATAATGACCTTTTCGGAACAGACCACTGCCCAGGATACTCAAGTGCA -GCTAAATACATCGCTACTTCAACTATGGAAGTTTACCATGATGCAAGAGTTTACAATACAGGTATGATTA -CCATACTCGAAGTTATGGGAAGAAACGCAGGATGGCTGACAGCTGCAACCGCTTTGGCTGCATATAAAGG -TGCAGGCCCTGACTTGATATATCTCCCCGAAATAGATTTTGATATGGATCAGTTCCTTACTGACTGCATC -AGAATTTATAAAGAAACCGGTAACTGCATAGTTGCTGTTTCAGAAGGGATAAAGGATAAAAACGGCAAGT -ATATTTCAGAATACGGCTCAGACCTCGCTCAGCAAAAAGATTCATTCGGTCACTCACAATTGGGCGGTCT -TGCTGCTACTCTGGCTGCAATCGTTAAGGAAAAGACTGGAGCAAAAGTTCGTGGAATCGAATTCAGCCTT -CTCCAAAGATGTGCTGCTCACTGCGGTTCTGCAAGAGACGTAGAGGAATCCTACATGTCAGGTCAAATGG -CAGTGAAATACGCTGTTGAAGGAATGACTGACAAGATGGTTGGCTTCAAGAGAGCTGAAGGCAGCGAATA -CAAGTGTGAAATTCAGCTTCTTGATTTGAGCGACGTTGCCAATACGGAAAAGAAGATTCCTAGAGAATGG -ATTAACGAAGCTGGAAATGGCTTAAAGCAAGAATTTGTAGACTATGCTTTACCATTAATTCAAGGTGAAT -CAGCTCCTCCTAAGGAAGACGGTCTTCCTAGATTTGCAAAGCTTAAAAAAGTTCTTGCAACTAAATAATC -AAAAAACTGCAATAGTAGTAAAGAGCCGGATGCAAAGGATCTTCCATGTATCCGGTTTTATTTTATATAA -AATATCCTCTTGACATATCCAAAAAATATTTTATACTAAAAATATAAACAAAATAAAACAATATTAAACA -ATATTAAACAGTATTAAACAGAACAAACTGTCATACAACTGGCGGAAGTGGAGATTACCACATGGGAGTA -TGACTTTAATAAGCCGGCCGCCTGGGCATCATAACTGCCCGGGCGGCATTTATTTTCTTGTTTCCAAAAA -ACATAGAAGATTAAGTGTTTCCTGGGGAGAAATTTTTCCAAGGAGGTACTAATATGAGGCTAAACATTTC -TGATTTTAAGCCGGGTAAATGGCAAAATTCTATTGACGTACAGGATTTCATCCAGACAAACTACACTCCA -TATGATGGTGATGGAAGTTTTCTATGCGGAGCAAGTTCAAAAACCAGACAGCTCTGGGAGACCTGCAGAA -GTCTTTTGGTTGAGGAACATTTAAACGGTGGAATTCTTGATATTGACACAGAAACCGTAGCAAGTATAAA -CAGTCACAAACCCGGCTTTATAGACGAGAAGTACGAAGTAATAAAGGGGCTTCAGACAGACACACCCTTA -AAAAGAGCCTTTCTTGCAAAAACCGGTTACAGAATGGCTAAACAGGCCTGTCAGCAGTTTGACGCTGCAC -CTTCACCCGAGTTTGACAAAATTTTCAGTAAAAGCATTAAAACACATAATGATGGTGTTTTCAGTGCATA -TACGAATGAAATGCGTAAGGCTAGAAGATGTGGAGTTATAACCGGGCTCCCCGATACATATGGCAGAGGC -CGTATAATCGGCGATTATAGAAGAGTTGCCCTTTATGGTACGGATGTTTTGATAAGTCAAAAGCAAAAAG -ACCTGGACAGTCTTATAGGTACCATGACTGATGGCGTTATAAGGCTCAGGGAAGAAATTCAAGATCAGAT -CGCCGCACTCAATGATCTTGCTGTTCTTGGCGGTTCCTATGGTTTTGATATGAAGCGGCCTGCCCTAAAT -GCCTTTGAAGCTGTCCAATGGACGTATTTGGCATTTTTAGGTGCTTTAAAGGAAACTAATGGTGCCGCAA -ATTCTTTGGGCAGACTAAATGTTTTTTTTGATATATTTATCCAACGGGATATAAATAACGGTATTCTGAC -AGAGGAAGATGCTCAGGAGCTGATTGACCAGTTTGTAATAAAACTGAGGTTTATAAGACACTTACGTACC -AAAGAGTATAACGAACTCTTTGCAGGTGACCCTGTTTGGCTGACCGAATCCCTCGGCGGAATGAGCAGTG -ACGGAAGACATATGGTTTCCAAGACCTCCTTCAGATTCCTTCAAACTTTAAAGAATCTGGGAGCTGCACC -TGAACCCAACCTTACAATCCTTTGGTCTGTTAAACTACCCGAAAATTTTAAAAAGTTTTGTGCTGAAATA -TCTATTGTAACAAGTGCAATACAGTACGAAAATGATGATCTTATGCAGCCCCAGTACGGTGATGATTACG -GGATTTCATGTTGTGTATCTGCTATGCGTCTTGGTAAGGATATGCAGTTTTTTGGTGCGAGATGTAACCT -TGCAAAGTTACTTTTATTATCTCTTAACGGAGGGCGTGATGAAATTAGCGGAGATCAGGTTGCACCTGAA -ATCAAGCCTTACGAAGGTGAATACCTTGAATATGAGAAGGTTATGAAAAACTTCCTTGAGCTCCAGGATT -GGCTGACAGGTTTATATGTAGACACAATGAATATTATACACTATATGCACGACAAATATGCGTATGAGCG -TCTCATGATGGCTCTGCATGATACGGATGTAAACAGGCTTATGGCCTTTGGTATATCAGGACTGTCAGTA -CTTGTGGATTCCCTGAGTGCCATAAAGCATACACGCGTCAGGGTTGTAAGGGACCAACGGGGTATTATTA -CAGACTTTGAGCTTGAAGGAAGTTATCCGCAATACGGAAATAATGACGACAGAGCCGATTGTATTGCAAA -AGAAGTTGTTACAAGCTTTTATAACAGCCTCAAGGCTCATCCTACCTACCGTAATGCAACGCACACTTTA -TCAATTCTAACCATAACATCAAACGTCGTGTACGGTAAAAAAACAGGCTCGACTCCTGACGGCCGCAAAA -AAGGAGAACCTTTTGCCCCCGGTGCGAACCCCATGCATAATAGAGATAAGTCAGGAATACTTGCCATGAT -GAATTCAGTGGCAAGTATTCCCTACAATGTGTGCAGTGACGGTATATCCCTTACCCTATCGGTTATTCCT -AATGCTCTGGGCAAGGCGAGGGAGACCAAAATCTCAAACCTTTCTGCTCTGATTGACGGATATGTAATGA -GCAGCGGTCATCATATAAATGTAAATGTACTTGATAAGGAAACTCTGGAAAATGCCATAAAGGAACCAAT -GAAATACAACCAGCTTACGGTTCGTGTGTCGGGCTATGCAGTACATTTTGTAAAGCTGACCAAGGCACAG -CAATTGGAGGTATTATCCAGGACATTTCATGAAGCTATGTAAATAATAAAATGGAAAAAGCCTTATTAAG -GAAAGCCATAAGTCTGGTTTTTCTTGATAAGGCTTAGTTTTGCTAACCTAGCATATTTATTTTTGATTTC -TCTTGAGATTCTTCCTTTTTGTAACAGAGTACCCAAAATATCCTAAAGGTTTTCCAAGGGGATAATACTC -ACCATGTGAATAGCAAATCAATTCAGCTTTGCTTAAATCAAGTTTTCCCTTTTCATCCAATAATGTTTCC -TCAACATTTGTAGCAACGACTTCGGCCAGAAACAATACATGTGAACCCAGCTCTATAGACTGTTTAACTA -TACATTCCAAATTCAAGGGACATTCCTTTATGAGAGGAACTCCTACTTTTGAAGCTGCTTCTGCGGTCAA -ACCCATTTCTTTAAATTTATCAATATCTCTTCCTGACTTAACACCACAGTAATCCGTGGCAAATGCCAGC -TTTTTTGTAGGAAGGTTAATTACAAATTCGCCTTTTTCTTTTATAAGCTCGAAAGAATATCGTTCCTTTC -TTACAGATATTGAGACCATAGGAGGGTCAGAGTTAATCGTACCTGTCCAGGCAAGAGTAATTATATTGGG -CTTCCCTTCTTTATCTGTACATGATACCATTACAACTGGTACAGGATTTAACATTGTAGACGGTTTCCAA -ACTTGTTTTGCCAAAATCACAGCCTCCTTAATTTACATATATACTTTTATTTCTAATACCAGTATACTAT -GAAAATATTTTTATTTTGATACCGGATTATAATAATCTATTTGAGTTTAAATAACCTAGAATAAAAATTA -CCGGCGAATTCCAGTAGGTAGCAACTTCATTTGTTGAAAAGGAATTTATATCATCAATATAGCACTCAGC -AGGAAACTTCCCTGAGAGTTTGCTTTTTGCTACATCATCCTCCAGTGCCGAGTCCGGCCCCCCTACCATT -AATCCTGGAACAGGATTTAATGCCAGATCAGCCGCTGACGGTCTATGATGTGGTTTCTTTACCTGCTTTG -ACCCAAACCCTGTTATATAGCTCTGGTTAAGTGTATTTCTCCCCAACAGATAATGGGTGCAATCTTCTGC -TGTGTGTATATATTTATCATCAGTTTTAAGACGGTCAGATATGAGCAGATGCATGGCATGTGTTGCGACA -TTCATGTTGCTCCCCCAATTATACTCCATTTTATGCATTGCTACCAGATACCCATCCTTTTGTCCAGTAG -AGGCAAACATATCCGCTTTATCAAGCCATGCCTTTTTGATTTCATCTACTTTTTTCTGATCGGTTCCTGA -TACGTCTGAAAACATATATGCAATTGCCGCAAATCCGCTTACATTTTGCCATCCAAGTCCAAAGCCTTCA -ATTTGATAATTGTCTGTAAAATATTCGTTGTACTTCTCGTTTCCTGTGGCTCTGAAGAGTTCTGCAGCGG -CCCAAGCCTTCTCATCCTTTCCTGAACTGTCGCCATACTCTCCTGATGCCACATCGGAAGGATTCTTGAA -ACTGACGAAATCCTTGTTTTTTTCAAGCCATTCCCAAGCTTTTTGGGAGGCCTGCAAACAGTTTTGAGAA -AATACTGGATCTATAGTAACATATATTCTTGAAGCCATTGCCGTAACTGCTGCAAAATCAGCAGTAGCAT -TAGTTGATATGGACATTACAAGCTGATTGTCAACATCCTTGTCAGGCATTGTTGTCATTTCCGGGAATAC -CCTTGAAGTAACTTTGTGATATACTCCGCCCGATTCACTATCCTGCATTTTAAGAAGCCACTCAATTCCG -TATTTTGCTTCATCAAGAACATCCGGTATTTTATTGCCGCTTTCAGGAATCCTTACTGCATCCGTAAATA -CCTGAGGATAAAACTCGTATGCCAGAAGTAAACCTGCAACTGTTACTGTTGCAGGTACAACGTATCTTCC -ATAATCTCCTGCATCATGCCAGCCTCCGCTTACGTCAATCTCCCTTGTCTCATCGTTATAGAATTTAGCT -AATGTCTTGTGACATTCCGCATGGCTGTATTCACCTGCAAAATCAGGTGTAAGTGCTGTTCCGCACCGCT -GGTAACAAAGTGCTTTAAGCATAGCGTCACCAAGCTTTGAATATACATTATCATCTATTAAAAAATCATA -TGATTTACCTAATCCTGATATCGAGATAAAGTACTTACCGGGTACTGTAATTTTGCTAAAGTCCGCATAG -CATACGGTATCTCCGCTGGATTCGTCCTTTGGATTCCCAGTAAGATCTCCTGTTAAAACTGCCACACCTG -TTTTACTGTCAACCACCTGAAACTTCTTATATTGCCCCTTAATAACAGCTATCTTTTTAGACAGTGTCTT -ATAACCTAACTGGTTTACATGTACATCATCACTTATTTCGTTTTCAGCTTTTAAATCTTGAGACATACTT -GTAACCGCCTGATTTGTTACTTCTGGAACATTACTGCTTACAGGCTTGGAAGTACATGAACTCATGGTAA -AAATAAAACTGCCTGCCAGAGTAAGGCTTATAATTGTATTTTTCCAATTCATTAGTAAACACTCTTTCCA -TTTTGTATATATTATCAATTATTTAGCTCTCAACAAATAATTCCAAAACAATATCTATTATATATTATTC -AGGAAGAGAATGTATTAATTTTTTATTAATTAGGCTTAAATATGCACAACTCTAGTTATGTTTAGTCTGG -GTGAACTCAATATTTTTATATTTCTTTGCGGTATCTTCCAGTGAAGCGGATGAATCTCCTAATAAATATT -TATTAAAAAATGTTAAAGTAAAATCATTGATAATTTTGAATACAGTACGTGGATTCTCGCGTCCTATTTT -TGCCAATGGAGATAATAGATACATATCCGAAAAGCTTGTATGATCTGTATTCTTAATTAGCATGGAATAG -CCGCCGTTTGCAATAGCATTACTTCTTATCTTTCCATATTTAATACTGGACTTTTCATATCTTTTACGTA -AATCACCTGTTATCCCATATCTTTTCAGGGATTTATCTAAGTAATCTTTATCTAAAAACATCTTCATACT -GTCATCAGCATCCATCATCATGAATGGTTTTGACACGCCGGTATCTGGAATAGAAGAACCGTATAAATAA -CCATCCATATTGATACCTGCTTTAACTCTGGGATCTCTCATAAGAACCTGTGCTGTCGTTGCACCTCCAT -AGGAGTGCCCAAACATACCTATTTTGTCCAAATCAATCTTTCCGGTAAAATGATTAAGAGGATCTTTTTT -ATTGATTTTCTCTACTGTATCAAGGACAAATTCAACGTCTTTTACCCATATTTCATTATGTTTATCCATA -GCATCAACAGACCCACTATAGAACATTTTTTGAGTATCCTGATTTAGTTCGGCAACTCTTCCATCTGAAA -ACACTGTAGCCGCTGCATCATAAGTGTGGTCAATTCCGACAACAATATAACCCTGACTCGCCAATTCTTC -CACCTCAAATGTGTTTGCGTTTCTAAAAGCACCATAGCCGTGTGAGAATATCAGAAGCGGGTATTTTTCC -TGTTTGCCTGAAAGCTTTGCATCAGTGTATGAATTACTTTTCACATACTTTAAATGACTAAGTAGAAAAG -ATACTAAAGGAACTGTCTTTTCTCCACCCTTTAAAATCGCCGAGAGGTCTTTTATATATGGTGCCCTTTT -CAAGTTGTCAGTTTTTTCAGCAGGGTACCATACCTGTACCATTAGCTCCCTTTTATCACTCGGGTCTTTT -GTTGCTTCTTCCAAACGGTTTTCATCAGTCCAATCATATGTAACAGTTCCTACTTGGTATGGTCCAGTTG -GTTTTTCAAGAGAAAAAACAGGCAATAATGCTGGAAGTGCAACAGCTATTAATAGGTATAGAAATGAGAA -TATTGACCCAAGAACAAATTTCCAGGTTTTTCTAGGCTTTCTACCTTTAAGAAAGAAAATCAGTACATTT -AACGGAAGGCAGATGTATGCCGGTAACACTTGTATACGGTATCCTTCTGCAAATATTTGTATAAGTGTTG -TTACAAAAGAAATTCCGAATAAAATGCAAGATACTTTCTTGCTATTCTTTTTACTAAATAACAGCCATCC -TAGCGTAAAAAAGTTAATAATAATAAGTACTATTTCAAATAACCTCATTTTATGATCCTCCTAATTTATA -CATTATATTCAAGAAACTAATTCCTTTTTGGTTCCTGCAATTTCGACATTATTATATTTATGGGCTGCAT -TCTCCAAGGAAGCAGTTGAATCCTCCATAAGATATTTATTAAAGAAAATAAGTGAAAAATCATTTATTAC -TTTATGTATTTTTTTCGGTTTATGTATTATGGCCATCAACGGAGTATAAAGATATACATCACTATAGCTT -AAATGAGTCGTTTTTTTAATAATAAGGGAATAAGCTCCTCCAGCCATAGCTTTTTTCCTTCTTCTTTCGT -ATTCTGCATACAGTTCTAAATATTCCTTAAGTTTTTCACCCTTTATTCCGAACATTTTTAACTTCTTTTC -AGCTTTCTCTAAATCAGTACTCATCATATACTGCTCCGAAAGCATTAATAAAAAAGGCTTTTCAATCCCA -CTCTCCGGAATATCTGAACCATAAAAAGCACCATCCATGTTAATACCTGCTTTTACTCTGGAGTCCTTCA -AAAGCACCTGTGCTGCCGTTGCTCCTCCATAGGAATGTCCGAATATGCCAATCCTCTCCATATCAAATTT -ACCTAAAAAAAGATTATCATTACCCTTATTATTAATCTCTTCAAGCTTATCCAAAACAAATTGAATGTCT -TTTACCCACGTTTCGTTATTCCTATCACCATACTCCAATGAAAAATCGCTGCTGTTTACATCAGTGCTTA -TTGTTGACTCTGCAACCCTGCCGTCAGAAAAAACAGTTGCTACTGCATAGTACGGATGGTCAACTGCAAC -TACTATATAACCATGGCTTGCCAGTTCCTCTGCCTGAAATGTATTTTGATTTCTAGACCCTACCATACCA -TGTGAAAATATCAATACCGGATACTTAACACTTTTACTTGATAATTGTGCATTAATAAAAGAATGGGTTT -GTACATCTTTTAGTTTTCTTAACAGAAAAGGTTTAATAAAATAATACTTTTCAAGGCCTCTAATGATTTC -AGGTGCATCTTTTATATATGGTGCTTTTTTTAAGTTCTCTGTATTTTCTGCCGGATACCATACCTGTACC -ATTAGTTCCCGTTTGACATCTGCTCCGCTGCATTTCTCCTCCCGACGTGAACTATCTGTCCAGTCATACG -TAATCGTACCAACCTTATACGGACCTGTAGGTTCTTGAAGATGGAATAATGGCATTAGCAGGGAAAATGG -GGCCTCTACCACAAATTTAACAGTTGAATATAAACTCATTTATACTTATCACCTTTCTAATTCCATAAAA -TGGTATTATTTTACTATTAATTATAGTACTACTTTTAATAGTAATCTATGGTAATAATGTATTAAATAAG -TAAGTGGTATAAGTGAAAATTGAATAAACTATTTTAGTCAGCTGCAAACTTAAGAAATGTATCTTCCCAA -TCATATAATGAATCTAAATCAGTCTTATTTTCAATAATCCTCTTTTTGAGTTCCTGTATTTCTTGTTTCG -CAAGTAGTTTGAACACACTTTCATATTCCCCTTCAAAGAAACATTCATTGAGAACCTCCGATAAATCATC -CAGACTTTTTATACTCTGCAAGACCATTGCAATTTTATCATCCAAAAACCTGCAATCTTTCATTTCATCA -ATTAATACTCTTAAATCTCCATCTTCCATTTTATTACCATCAATATATCCCGATATTGAGGTTTCGTCTT -CCCCTTCATACAGCGTAATAAACACTTTGTCCAGCTTCCCCAATTTTATACTATGTTTAACTCTTGATAT -AATATTTTTTAAAGTTATTTTAAAATAATCAATAGTAGCCTGCGATTCCACTTTAATAAAGGACAATACT -TCATAAAAAGCCTGCTCCATTTTTTGTACAAGTACCGATTCCTCCACATTTTTAAGTTGTATTAAAAGCC -ATTCTTTGTCTTCCTCACTTATATCAAGCCTGTCAAGCTTGTAACCAAGCATGCTCCTACCAATTAAATT -CGTAAGTACCAACTCAAATACATTTATAAGGTCTTCTCTGTAATTTTTGCTATACCCCCTCATGAGACAC -TCTATACTTTGGGCATCATACGAAGAACAGAGAACATTTTCCATATCAAGGTGGGTTACATATTCATGAA -TATACTCTATACCTTTTAAATCCATTTCGTCATAAGAAAGAGGATAATCCAAACTTCCGTTCATTTCATG -TGCATAAAACCTATAGTCATACCAATCAAAGAAATTCTTCAATCCTTTATAAACAGTATCATTGTAGGCT -AGATTCCTGACTTTGGTACCTTCTGTCTTTATTTTTATCCAGAGTCTTCTTGCATCCTCATAATAATATC -TTATTAACTCATTTCCTTTTTTAAACAATTCCTCAATACTCTCACGTTCGAGTAATTCTGAGGCAATAAC -AATATTCCCATGACACTTCAATGCTACACTTATAGAAAAACATATTGATTTGAGGAGACTTTCAGCACTC -TCCGCTGTTACAGAGCTGCTCTCTCCAGAAGTGTACTTTTCTATTTGCCTGGAAAGCAGACCTAGCAACC -CCACCTGAATTTTCTTTACCTGATCGGAACCGATTATACCCTCTTTTGCTGCACCCTGTAAAAGAGACTG -AAAGTACTCACTTCTAACAGTTTGTATATGCTCATATCTCTGTAATACATCCATAATAAGTTCTCCTCCT -TAACGCATCTGTTACTCATCATCGTAAGAATCGAAATACTTATACGCCTCCTGCCCGTATCTTATACTTC -TGCATACATCCTCCAGACTAGTCTCCCTCAAGTACTCAATTGAACCTTGACACTGATTATCAAAACTCTT -TTTCATGTAGCGTATAAGCTCGTCATCTGTAAATTCATCAAGGGATTCATTTTTAAAATAATAGAAAATG -TCCTGTAGTTCAGATAAAGTATCCATGTAGTTTTCCTGCCAGATAAATGGGGAATCACAAAACTCATAAA -TCAGTTTGTCTAGAATGCCCTTCCCCAGTTCTACACGACCATACCTTTTTAGCGTTTTATATCTCTCTTC -TGAAAGAGTTTGGATTTGCACATTTGTAAGCACTAAGCTAAATTTTGATGAAAATTCATTGCATTTTTCA -ATTTGATTAATTTCAGACTCTTTCTGAGATAATATTTTTTGGATTTGTAAAAAATCTTTCATAAAAATTC -TCCTTTTATTAAAAAGTCCTTGACAATCACGTTATTTTATGATATAGTATAGTTGGGTTATTATATTTTA -TTATATAAGATTGCTAAATTTAATAATATAACTTTTAATATCTTTTGTCAGTCAAAACCACCCGTAAAAC -GGGTGGCTTGTGTTAGCCCTATAAGGGCTTGTTACCGGCCAGCGCCTCAAGACGCTGGCTTTCACTTTGT -TCAAGCTACTATTGCCTTTGCCACCTTTGCCGCCCCTGAAGGGACAACTTACTACTTGCTACCCCTTGAA -GGGGTCTTCATACTCTTTCACGCTTAGTTTATCTACCATAATATCGTGCTTTTCCTGCTCTTGGATATAC -TTTCTAATAGTTGCTTCATTAAGCCCTACAGTACTCACATAGAAGCCCTCTGCCCAAAAATGTCTATTTC -CGAACTTATACTTTAGGTTTGCATGCTTATCGAATATCATCAATGCACTTTTTCCCTTAAGATAACCCAT -AAATGTTGAAACTGATATCTTTGGTGGTATACTTACTAACATGTGTATATGATCTGGCATTAGATGCCCT -TCAAGTATTTCTACTCCCTTATACTTGCATAATCGTATCAATATTTCTCGTATGCTTTGTTTGTATTGAT -TGTATATTACTTTTCGTCTATACTTTGGAGTGAATACTATGTGATACTTACACATCCATTTGGTATGTGC -TAAACTATTTTCTTTATTTGCCATTAAAATCACCTTTTCCCTCGTTAATCTAGCAGCTTGAACAACTCTA -TTTTAACGAAAAGGTGATTTTTTTGTATAACTACTGTCGTGCACCCGCATAGCGGGTGGTTTATTATTTC -GTATGTCTCCGTTTCTCTGTTGAGAAACTCCAACATACTCAACAGGCTAAAGCCCATAATATAAAAAAGG -AGAATTCAGTATTTGAATTCTCCTTTAATTTACAGAAAAAGATGCCGACACTATGTCTGGCATCTTTTTT -ATACTAAAATTGAGTTTACTATTTTACAGGGTAGTTTTCCCTTGCAGCATAATGTGTGTGTAAAATCTCA -TGTGCCTTATGGCTTCCCGGCTCTCCGAAATATTTATCATACATTTCTTTGATTACTGGGTTTTCATGTG -ACTTTCTAATTGGAAGACTTACATCTTCTTCATATATTGCCTTTGCACGTTCAGTACGCAAGTCAGTCCA -GCTTCTTACAGAAGAAGGTTGTATTGGCTGTCCTCCGCCGTTTACACAACCGCCCGGACAAGCCATTATT -TCAACGAAGTCATATGCTGCTTCTCCTGCTTTTATACTGTCAAGGAGCTTCCTTGCGTTGCCGAGACCAT -TTGCTACAGCCGCTTTAACCTTCATGTCACCTATAGCAACTGTTGCTTCCTTGATACCCTCTATACCTCT -TACAGCAGTATATTCAATATCTTCAAAGGATTTTCCTGCAACTATCTCAGATACTGTTCTGAGAGCTGCT -TCCATAACTCCCCCGGTTGCACCGAATATTACGCCGGCTCCTGTTGCGTTACCCATTGGGTCGTCAAAAT -CCATGTCCTCAAGATTATTAAAATCGATACCTGCTTCCTTTATCATTCTTGCAAGCTCTCTGGTAGTTAT -AACTACGTCAACATCAGGCAAGCCTGTTGCGGAAAGCTCTGGTCTTTGTGCTTCAAACTTCTTTGCGGTA -CATGGCATTACGGACACTACAAATATTTTTTTAGGGTCGATACCCATCTTTTCAGCATAGTAAGTTTTCA -GCACCGCACCGAACATTTCATGTGGTGATTTACAAGATGATAGGTTTTCAAGGAATTCAGGGTAGTTGTG -CTCACAGAACTTTATCCATCCCGGACTACAAGAAGTTATAACAGGAAGCTTTCCACCGTTTTTGATTCTG -TTTAGGAGCTCGGTGCCTTCTTCCATAATTGTAAGATCAGCAGCAGTATCTGTGTCAAATACTTTGGCAA -AACCCAGGTGGTTCAAGGCAGCAGCCATTTTCCCCGTAACTCTGGTCCCTATAGGAAGCCCAAACTCCTC -ACCCAGAGCAACACGAACAGCAGGAGCTGTCTGTACTACAACATGAAGTTCCTTGTCAGCCAAAGCAGAC -CATACCTTGTCAGTGTCATCTTTCTCTCTTAAAGCTCCTACAGGACAAACACTGATACACTGTCCGCACA -TTGTACACGGTACCTCTTCCAATGACCTGTCAAATGCACAGGAAATCGTTGATTTGAAACCTCTCTCAGC -TGCACTGATAACAGAAACTGTCTGTATGTTTTTACACATACTTACACAGCGTTTGCACAGCACGCATTTA -TTTGGGTCTCTGACAATTGAAGGTGAAAAATCATCTAAAGGAAGATCAATTGATGCACCTTCAAATCTTA -TATCTTTTATATTTAATTCCTCAGCCAAGTTTTGCAGCTCGCAGTTTTTGCTTCTTACACAGGTAAGACA -TTTCTTGTCGTGGTTGGAAAGGATAAGCTCCAAGGTTACCTTTCTTGCCTCTCTGACATCCGGACTCTGA -GTATAAATTTCAAGTCCTTCTGCAACAGGATATACGCAAGATGCTTGCAACGCTCTCGCACCCTTTATTT -CAACCAGACACATCCTACATGCACCTATTTCATTGATATCCTTGAGGAAGCAAAGTGTAGGTATCTTTAT -ATTAGCCTGTCTGGCTGCCTCTAAAATTGTTATGCCTTGTTCAACCTGAAGTTTCTTACCGTCTATTGTA -ATGTTTACAGTTGACATTTATTTCACTCTCCTCCCTTATCCCTTTGAAATTGCCTTGAATGGACATTTTT -CTATACAAACACCGCATTTAGCACATTTTGAATTATCAATAACGTAAGGAACCTTCTTTTCTCCCTTTAT -ACATCCCATTGGACAGGCTTTAGCACAGATTCCGCAGCTCTTACACTTGCTTGCATCAACAGTATATTTC -ATCATTGATTTACAAACACCCGCAGGACATTTTTTGTCAAATACGTGAGCCTCATACTCGTCTCTGAAAT -ATTTCAACGTACTCAGAATCGGGTTTGGAGCAGTCTGTCCAAGTCCGCACAGAGCAGATGCCTTAATATT -TTTAGCCAACAATTCAAGCTTTTCAATATCTCCGGCTTCACCCTTACCTTCAGTTATTCTTTCCAATATT -TCAAGCATACGTTTTGTTCCAATACGACATGGAGGACATTTTCCGCAGGATTCATCAACTGTAAATTCAA -GGAAGAATTTGGCAATATCAACCATACAGTTGTCCTCGTCCATTACTATAAGTCCGCCGGAACCCATCAT -AGATCCAAGTGCAATAAGCGAATCATAGTCAATAGGTGTATCCAGATGAGAAGCAGGAATACAACCGCCG -GAAGGCCCTCCTGTTTGTGCTGCCTTAAACTTCTTGCCGTTAGGTATTCCGCCGCCTATGTCATAAACTA -CTTCTCTCAGGGTAGTACCCATAGGAACCTCAACCAATCCGGTATTGTTTATCTTTCCTCCCAGAGCAAA -TACCTTTGTTCCCTTACTCTTTTCAGTTCCTATCCCTGAAAACCATTCTGCACCCTTCAAAATAATAACA -GGTACATTTGCATAGGTTTCTACATTGTTAAGAATTGTAGGTTTTTCCCATAAACCCTTTACTGCCGGGA -ATGGAGGTCTTGGTCTTGGTTCGCCTCTGTGGCCTTCTATTGACGTCATAAGTGCAGTTTCTTCACCACA -AACAAATGCTCCCGCACCAAGTCTTATTTCCAAATTGAATTTATGTCCTGTTCCCAGTACATTGTCACCT -AAAATTCCGTATTCTTTAGCCTCATCAATTGCTAACTGCAATCTTTTAACTGCTATAGGATACTCAGCTC -TTACATATATAAAACCTTGGGTTGCTCCGATAGCAAAACCCGCTATTGACATTGCTTCTATTACTGAGTG -AGGGTCACCTTCAAGAACACTTCTGTCCATAAATGCTCCAGGATCACCTTCGTCTGCATTACAGCAAACA -TATTTCTGATCTGCTGTCTGTTTTGCTGCAAACTCCCACTTCACGCCTGTAGGGAAGCCTCCGCCCCCTC -TTCCTCTGAGGCCTGACTTCTTCATTGTATCTATAACAGCTTCTGGAGTCATTTCAGTCAATACTTTTTC -AAGGGCCTTGTATCCGTCAAAAGCTATGTACTCGTTGATATCCTCAGGGTTTATTCGTCCGCAGTTTCTT -AATGCAATACGCATCTGCCTATTAAAGAAATCAACACCTTCAAGAGACTTGGAAATGTCATCTGCTTCCT -TTTCGCCGGCTAATAAACGCTTGACTATACGTCCTTTCAGAAGATGTTCCTCGACTATCTCTTTTACATC -AGAAATCTCAACTCTTGTGTACATTGCTCCTTCAGGATATACAACCACTATCGGTCCCTCAGCACAAAGA -CCGAAACAACCGGTTTTTACTATTTGAACTTCACTGTCCAGCCTGTTGCTTACAAGTAATGATTCCATTT -CATCTATTATCTTTAAGGAATTTGATGATGTACAACCCGTACCTGCACAGACCAGCACATGTGCTCTATA -TAATTGCATTTATAAAACCTCCTTACAGTAATTTGAGTTATATACTAAGATTTAATTACACATTCTCCCG -AGCATCTATGGTCAGGTCTGTACATACATTACCGTTTACAATATGCTCAAGTACTACTCTTTGAGCTTTC -TCGGGAGTCATGTTTACGTATGTTACCTTCTTTCCGTCTTTGTCAAGTATTTCCACAACGGGTTCCAGTT -TGCATACTCCGATACAATCTGTAATAGATACGGTAACATTATTCAAATTCCTTTGGTTTATTTCTTCAAT -AAATGCCTTCATTACCGGTCTTGCCCCGGCTGCTATTCCACAGGTTGCCATTGCAACAACCACTTTGATG -CCTTTTTCATTACATCTAATAGATAACTGGTTCAAAGTTTTTATTCTGATTTCATCCAATTCAGCTATCG -ACTTCATTAAGTACACCTCCAAAAATATTCTTTATACCTTCATCAATATACTCTTTCAACCATTTAAGCA -CAGCAAACACCGTAATACTCACATTACCAAGGGTTTTGGCCACTTCATCCGTATCTAGTCTGAAAAAGCC -TTTTCCGCTGTTCAGTTCCAAAATAAATGAAATCTGTGGGTTTGACGATATTGCTGCAACCAGGGTTTCT -CCTATTTCACCGATGGGAAGCCTGTCAATGTGATTGATTGAAAATTCAGCAATTATATGTGTTCCTTCAT -TTTTTTCAGAAATGATGTTGAAATTTCCATTGCACTTTTTTGCCGACTCTATTAATAATGGTATTCCAAA -CCCTACTTTTCTTGTTATTCTTGATGTAAAAAAGGGATCCTGTGCCTTTAATAGAAGATCAGAATCCATT -CCTGCTCCATTATCGCTAACATTAAGTAATAGATAATCTCTCTGGGAATCTATTGAAATATGTATTTTAA -TTTTTGTTGCCTGAGCAGTAATTGAATTTTGAACTATATCAAGTATATGAAGCGATAAATCCCTCATGTT -AAACCTCATAGTATCGAATTATTAGTCTTTGTATTTCTCCAGTATAGCCTCCACATCATCAGGCAATAAT -CTGCCGTGAACATCATCATTTATCATAATTACAGGTGCAAGGCCACAAGCTCCTATACATCTGCATGCAT -CAAGTGAAAACTTTCCATCCTCAGTACATTGTCCTACATCAATTCCAAGTTTTTCTTTAAATTTCTCCAA -AATCTCTCCTGAACCCTTGACGTAGCAGGCTGTACCCATGCAGATATTAATCTTGAATCGCCCCTTTGGA -TTTAATGAGAATTGAGTATAGAATGTAACAACTCCATATATTTCAGCAAGTGAAACATTAAGCTTCTCGG -AAATCTCTTTTAGTACATCTTCGGATAAATAGCCATATACTTCTTGAACTTCGTGTAATACAGGAATCAA -AGCACCTCTTGTTCCTTTATACTTATCAATAATTTTTCCGAGTTTTAAGCTATTTTCATCTGTGCAGCCA -CAGCAGCACCTGTTTTCACTCATTAACCAAACCTCCCTTTAGTATGTGTTAATATATTCACAAATTCTGT -TAATATTATAACAAAATCAGATAACATATTCAACAAGATTGTTAAAAATTTAATTAATTATTGATACGGT -AAAAATTAACCTTTTGCATAGTAAAAAAGACCCTGATGTATTTAAACATTCAGGATCTTTTTTAATTAAA -TGATTATAATTATAACTCAAACTTCGATACTATATCATAAAGCTCTTTAGCACTCCCAAGGTTTTCCGAA -GCTTTTTCATGGACTTCCTCCGCTTTTACTACAATGGATGATGTCTTTATAGCGATATTCTCAATTCCTC -TGGCACTTTCAACAACAGTCTGAGCAACTTCATTAATTGCGGTTGATACATTCGTTATTGTGGTATTAAG -TTCTTCAGAAGTACGAATGAATTCAGTCATTAATCCGTTAACCAGATTTGAATCATTATTGTATTGTTCA -CTTATGTCAATTAATTTCTCGTAATCCGTCAGTACTTCTTCATCTACAAAAGACAGTATTGATGCTGAAT -TTTCATTCATATTTTTAACAGCCTGATTTACTTCCTCAACCATCCTCTGGATACTGCCGACGGTTTGTGA -TGATTGCTCAGCAAGTTTTCTTATTTCATCTGCAACTACTGCAAAGCCTTTTCCGGACTCCCCTGCTCTA -GCTGCCTCTATGGCAGCATTAAGTGCCAATAGGTTTGTCTGATCGGTAATCTGAAGGATAGTATCTGCTA -AAAGGTTAATTTGCTGAATACTCTTAGACTGCTCTATAGATTTCTCTATTTTTTGTTTTACATCCTCATA -TATTGATTTTGCATTATCACTGGATTTAAGTGCGTCTTCCTTTAATTTTAGTGCTCTTTCCGTTATCTGA -TTGGATATATAAGCACCCTCTCTGGTTCTCTGTGCAATTGCATTTACATTATTTTCAACTTCAGTAATGG -ATGCTGAAATTTCCTCTGTAGATGCAGCGGATTCTTCTACTCCTGCGGACAGCTCCTGTGTGGTTGCGGA -ATTTTCCTGTGAATCCATTTTCACATCATCAGCCAGATTACTCACTTGCTGTGCGTTATTGTTTATCCTT -TCAGACACCACTATCAGTTTGTCTGCCATTTTATGCATAATCTCACGCATTTCTGATATCGCCCTGCTTA -TAGTTCCTATTTCATCCTTACTCTTTAGGTATCTTTCAAATGAATTATCGTATTTAAAATCCAGTTTTGA -TGTTTTATGAATAATGTGTGTTATCTTTTCTATAGGTTTGGAAATGCTGATTGATATTAAGTATCCTACT -GCTGAAACAAATAATATCATAATAATACTAAGTCTTAAAACAAAATTTGCCATAGTAGTTACAGGTGCAA -TTACCTCATCTATTGTTCCCGTTAGGACCAACAGCCAACCGGTATTGCTGATAGTTTCATAAGCTGCTAT -TTTTTTGTCACCTTTGTAGTCATAATTAATAACATCTGCTTTTTTATCTCCCGGCCTATTGATTATATTT -TTTATTTGAGGTGTTTCTACCGGCTTCCCAATTTTATTTTTGTCCGGATGGTATACAATATTGGCTGATT -TATCTGCTAAAAAAACATAGCTCGATTTGGTGCCAAGAATTTTCTTATCCTCAATAACACTGCTAAAGGA -GTCCATATAAACCGTTGTAGCTACATACCCCAACAGATTTCCATCAGCGTTCCTTACAGGATATGTAAAT -TCGGAAACATTTTTACCCGTTTCTTCAGAGGTAATTACGTCACTTATTACTGGCTTCCCTTCCGATAGGG -TCTGTATTGAATATGGACGATCGGATAGATTCTTTCCTAATGTTGTGTGTCTTGTATCGGAAATTATTAC -ATGTTCGGTATTAACGATGTAAACATGTTCGATATTACTTTTATTTTTTTCAGCATTTTTTAATAGTGCC -ATACAATCACCTTTTAGATGATCGTCTTGTTCTGTTTGTTCGCCCGACTGAGATTGTTCAAGCAATTCAA -TAATGCTAGTATGAGAAGCAAGTAAACTTACGACTGATTTTTCGGTGTCAATCATATTAGAAATATTTTC -CGCATATGCTGAACTTAAATCCTTTGCCATTGTGTTTGTTTGAGTTACAATAATTCCATAGGATTTATAA -AAAGAAAACAATTGTGTTACTAAAATAGAGAGAACTGCTAACCCTGCTACAAAGATAGTAAGCTTTTTCC -TGATATTCATACCATATCCCCTTTTACATTAAATATATTTTGTTTGATACTTAGCTGCAATAGTTAACAT -AATTATAGCTACATAGCTATGTGATATTAAAATCAAATAATAATATTATCATTGATTTAATACCCATATT -GACTTATGGTAAACATAAACATAAAAATAAAAAGGACAACAGCCTTAAAAGCTGAGTCCTATTTATTTCA -AGGTTTATATATTAGTTTAATCTGAGTACCGACTACTCGTCAAAATCGTATTCGTCTTCCATTCTGGTTT -TAAATTCTTCAAATACTTTGTTAAGCTCTTCTTCGTCATCAACTGTTATAAACGAGTCTTCACCGTCTTT -GTCGTGTTCTATTTTAAGGATTACGACTTCGTCTACCTCTTCGTTCTCCTGATCGTCAAGGGGGAGCAAA -ATTACATACTCACTACCATCCATTTCTATGGTATCGAGATGCTCAAACTCAACTTCTTCTCCATCCTCTC -CCAACAGTACTACAATATCATCTCTCTCTTCTCCGTTCATATATTTCCTCCTAGTATAAGTCTTTTCAAT -GCACTATACTGCATCAGAAATGCATTAATTGTATAATAACACACATGTAGATGATTTCCAATATCAACTT -TTTTTATTACCCGCAATTCGGTCAAGATATCCCTGAAGAATCAATACTGCTGACATTGTATCTACAATAC -CCTTCTTTTTTGAAGCTTTTATGCCAAGTTCATTCATGGTTCTGTGAGCTGATACGGTAGTAAGTCTCTC -ATCCCATTTAATAATATTAAATTGACCCAAATCAGAAATCTTTTTTATAAATTCTTCTGTTCTTTCGGTT -CTTGGCCCTTTAGTTCCGTTCATATTAATAGGATAACCTATAACTATATCTGTAACACTGTATTCATTTA -TTATTTCAGATAAACGTAAAACAGCTTTTTTTAAACTGTCCTTGCTTTTAATCATTTCTAACCCCTGAGC -TGTCCACCCCATAGGGTCGCTTATGGCTACACCTATTCTCGAGTCTCCATAGTCTATTCCGAGTATTCTC -ATTCTTACCTCCGTCAGCAGATAAAATTAACAGGCACTCTCAAATGAGAGTGCCTGTTTTAATCAATTAT -TCAGGTTCGTTATTATGATTTTCCAGGTAAAATTTAAGGACTTCTTCCAGTAGCTCGTCTCTCTCAAGTC -TTCGGACAATACTTCTGGCATTCTTATAATTTGTGATGTAAGTAGGATCTCCAGACAAAATGTATCCAAC -CATCTGGTTTATCGGATTGTAGCCTTTCTCTTTTAGTGCCTGATGTACAGAAACTAAGATTTCTTTTGCT -TCATTCTCTTTTTCATTATCCACTTTAAACATCATAGTCTCATTAATTCCCATGTATATCACCTTCCCAG -TTACCTCTAATCAATATCCAACTTTTTCTAAAATTTCAAAAGGGTTATATACTAATATACTAACTCATTA -GTCAGGCTTTTGCAACAATTTTAAACTGCTCTTAAATAATATTTCCTTCAAATAAAGTCCCGTTTACCTT -GTAAAGTTTTGTTTCCATCAGCTTGCCCTTGAGGTTTGAATCTCCTTTAGCCATTACCCGAATATAGTTT -TTTGTCAGTCCTTCTATATAACCTTCTTTTCCTTGCATCTCCTGCTCGTATAAAACTTCCATATTCCTTC -CTACAAACCCTTCCATGTATTTTTTCTCAAGCTCGTCTGAAAGGTCTAGCATTATTTCGCTTCTTCTTTC -CTTTTCTTCAGGGCCGATCTGATTTTTCATCACTGCCGCAGGAGTTCCCTTTCTGGGTGAATACTTGAAT -ACGTGAATTTTGGAAAAACCAATTTCTTCTGCAAAATCACGGGACATTAAAAAGTCCTCTTCCGTTTCTC -CCGGAAAACCTACCATCAAGTCGGTAGTAATGGCTACATCAGGGATATTGTTTTTAAGAAGCTCCACGCT -TTTTCTATATTCATCAGTTCTATACTTTCTGTTCATCTCTGCAAGGGTTTTGTCACAACCGCTTTGTAGT -GATAAGTGAAAATGCGGACAAAGCTTTGGCAGCCTGCCGACAGCATCCACAAACTCCTCTGTAATCGTAG -TAGGTTCTAAAGACCCCAGTCTAATTCTTTTTATTCCATCTATACTGTGAGTCTTCTTAATAATATCAAG -CAGATTTGTATCCTTTATCTCTCTGCCAAATGAAGCAAGATGAATACCTGTTAATACAATCTCCAAAAAT -CCACTCTCTGCAAGATGCTTTACCTCTTCTATTATATCATCCGGTTTCCTGCTTCGTATAGGCCCCCTTG -CATAAGGAATTATGCAATAGGAGCAAAACTGGCTGCAGCCCTCCTGTATCTTCAGGTATGCTCTTGTTCT -CTCTTTATATGTACTTAATTTAAGCTCCTCGAAAGTACCTGATACCATTATATTATCCACAGCATTTATT -CTGCATTCACCAGACTCAATTCTTTCTACATATTCAATTATTCTGCTGCGGTCCTTAGTACCGATAACCA -TGTCCACACCGGGAATCTTTAAAACCTCTTCTGAGGATGTCTGTGCATAACAACCCATAACTATGACTAT -AGAATTAGGATTTGTTTTCTTTGCTTTCCTGATGGCCTGCCTTGATTTTCTGTCACTAAGGTTAGTAACA -GTGCATGTATTAATTATATAGACATCTGAGTCCTGCTCAAATGAAACTACTTCATAACCGTTTTTCTCAA -ATATTGAAGAAACTGCTTCAGATTCGTATTGATTGACTTTACAACCAAGGGTGTGGAAACTCACGGTCTT -TTTTTTTCTGTAAATCCCATCATTATTTAGGTTTTCATCTATTATTTCATTGTAATTATCTTCCATGCCG -TTATCATCCCCTCATTGCCATATAAAAGTGTATCGTTATTTTACCACAAATTTAATGATTTTAACAGCAT -TAAGGATGAGGAGGTTTATTGTTCTAATGTAAATTAAAAAGAACCTACCACTAAGGTAAGTTCCTACTTT -GCATCAAATTTTGCTTATTATCGGGGTATTTATTACTCTAACTGAAAAAACCTCATGATACTACCATCAA -TTGTTGTTACATCGCATTCTTTTCCACCCCAATGTTGAGTTTTAATTTCTGTTATTTGATCCCAGCCATT -TTTCTTAACAAATGAATATAGTTGTTCAATGCCTTCAACTCGCATGAAAGAAACAGTTTGTTTAGATGGT -TCACCAAAGAACATGTGAATGCCATTAAAAGTGGTTATTTTCATATTAACTAATTCCCCAGGTATCGGCA -ATGCGCACCCATAAGTTCCCATTCCATCATTATCCCCTCTGTCTGTTTATAGTATAAGGAAAAACTCCAT -AGACTTCATGATAATTTTTGCTTGTTTCAGCTAAGACAAAAACTCTTCACTTCATAATAATTTACTCAAA -ATCATTTCCACAGTTTCCGCTTGCCTGACATCCTATATCGGATTAGTGTTCCCACCGGGATCGGTAATTC -CATTATTAACAGGTAAAGTAGTTACCTGCCCCAGCAGATATTTCTTTAATACTGCAAGATCAAGGATGGT -TACTGCCTTATCGCTGTCAAGGTCTGAAGCCTCGGTTTTTATTGTAATCGACTGTCCAAGGAGATATATT -TTTAATGTTGCAAAATCAATAGTATCTATGCTGCCGTCACCATTTATATCACCACATTTTGTGGTTTCGA -TGGGGTCTTGCGGATCAGTGGGTTCAGTTGGGTCGGTTGGATTAGTAGGATTTGAACCATCCAGTTTACC -GACACCTGCATACTGTGTAACCAGTTCCTTTACCCGGCTGGCAGGAGTTAGGTAGCCTGTATACTCATAT -GGCGGAGTATAGTTGCAGGTTGAGGTTGTTGGCTGATTACCTTTACAGCTTACATATGTATTATCCTTTA -CATCATAATATCCGATTAAATCACTATTGTATGATCCTATGGGTCCTGCTGCCAGCCCGGACTCTCCATT -AACTGCACCTGAACCTACTCTTTCGAAGTAATTGCTTTCAACTTTGAGCTGAGCACCCATCCTGGAATTC -ACAGCACTGTTCCAGACATCAGCATAATAGTTGCTGAATATATGCCCTGTTCCGAATCTATAGCTAGGCA -AACGTTCCTTTAGATTTTTAAACACATTATGGTGATAAGTCATTTTCCTGTCATAGTTGTCACTATCGGA -TGACCCAACAAGACTCGTCTTAAAGGAATCATGAAAGTAATTCCATGAAACTGTAATATATGCACTGTCT -TTTTTACAATCCAGCAAGCCGTCATACCAGTCTACGTCACCGCCGGAAATATCGCCCTTCTCATCCACCT -TTCCATCGCCGTTGCAATCTCCTATCATATTGTATAATTCACAATGGTCAATCCAGACATTTTTGCTGTT -CTCAATTCCTATGCAGTCCGTAGGTGCCAGAGTATGGTGGATTTTCAAATTTTGCACAATGATATTGCTG -GCCTTAACAATATTAAGCCCGACACCATCTAATTCCCCACTGCTTCCGACACCGATTATTGAAACATTCG -AAACCTCTTTAACTCCAATGGCACCAGTTCCCGTAAGCTTTGATGCTACTTTTATAATAAGCGGAGAAGT -GTCATCATTCTTCTTTCTCTGGTTTAAAAGTTCTGACATTTCTGCCGCACTTTTTACTGTTACCTCTTTT -CCACCGGCACCTCCTGTTGTCCCGCCATTCATCGTAGCAAAGCCAACCAGGCCAAACAGTCCATTGACTG -CCGCATGAGCTGTGTCAACTGCACCAAACCCTATCAGGGATTGCATCATGACCGCACCGGCCAGGAGAAA -AATCCTCATTTTTCTTAACATAATATTACCTCCTTGAAAATTTATATTATTTTTTGTTGCCTTATAATAT -ATAGGGATGCTTACCGATTCCCGGAGTCATCTTTCCTACGTTAAGTGAAGTTTCGCAGGATACGTTGCGA -TATGTTCGGATGGTGGGTAGAAAATGGAGCGTTTCCGAATGTTTTCGATGTTTTTGTTCAATTTTACACT -ATTTATGTTATTATTTTACATTATTATTATATCAAATGAGCTGCTTCATAGCTATAAAATAAAGTACAAC -CTTGACTTAGCCTAAACAAATATTTTAAAAAATTATTGAATGAAAACATTGCCCAAACTTTGTAAGAAAT -GCACAACAATCTTTCAAACCCTTTATATAGTAGCATTTCATGGTATTTTAAAGTAAAGACTTACCTCAGA -TTGAAACATCTTCATTGACTAATATTTGAAAAGCGGTTAATATTAAAATGTAAAAAAAATAATTTGTTTT -TTACCTTAATTATAAGGAGGATGGATAATATGAAATCATTTGATATTTCTTTAAAATCTATTAACGACGT -AAAGGATTTCGTAAATATCGTTAACAAGTATGACTTTGATGTTGATTTATCATCAGGACGTTATATCGTA -GACGCAAAGTCAATCATGGGGATCTTCAGCCTTGACCTAAGCAAGCCAATCAAAGTTGAAATTCAAAACG -ACGACAGCGAGAAATTCTGTGATGAAATTAAGCGTTTTATAGTTTAATTTCTTTTTTCAACGAGCTTAAC -TAGTATATAAATAGTATAAAGATAAAAGCGAGTAATGAAACTCGCTTTTTTATTTTACATGCAATTCAAT -TATTTTTTAGGAATATCTTCTTCAGTCATTACTTCAAAACCATTACCAGACAGAAGTTCTGCCGTAACCC -CGTTACCTTCAATCAGCTTTCCGCTGAAGGTTCCGTCATATATCCTGCCAAAGCCGCAAGAGGGGCTTTT -TGATTTTAATATTGCTTTCTTAATGTTATAGAGCCTGGCAACTTTAAGTGTTTCTCTCGCACCCTTTAGA -AATTTTTCTGTTTGATTCTGCCCTTTGGAGTCTATTACCTTTGCTTTTCCCGCAAGAACATCTCCTCCGG -CTCCGCAGGCAATCTCACAAGAGTCCCTTGGAGTAGGCAGTCCCCCCATCTGTTCCGGGCATATCATTAT -TGCCTTACCTTCCCTGACAAGTTTTTCTATATACCCGTTGTAATTGTTCTTTCCGTTGTATTTACTGTCA -AGTCCTGCAAGACATGCACTTACCAATATCATTTTAACCTGCCCTACCTTTTCTTCCTTTTTCTTTTTCC -CATTATTTTTTCATATACTTTTTTATCAATGATTTTTCCTTTTTTGCCGGACTTATTATCAGAAGCAGAG -TTCCTTCCGCCCTTATCATCTGCTTTAACTGCCTTTGTACTCTGACTATTTTTCTTAATAGATGATTTCC -TACTTTTGTTCTTTGTAAATATCAATTCATCTTCTGTTTCCTGGTCTATATTGTCAAAATCATCCTCATC -ATCAGATTCAACCAGTATGAACTCTATTTTTCTGGCAGCTACGTCAGCTTTTGCAAGAATAACCTTTACA -GAGTCACCTATTCTGTATATCTTGCGTGTACGTTCACCCACCAAGCAATAATGACTCTCATTATAGTTAT -AGTAGTCATCTTCCATGCTGCTCATTCTAACAAGACCTTCTATTGTGTTATCAAGTTCTATAAACATTCC -AAAGGAAGTTACATTTGCGATAATACCTTCAAATATTTCTCCCTCATGAGCTTTCATATATTCTACCTTT -TTGAGGTCTTCACTTTCTCTTTCCGCTTCGTCTGCGGCTCTTTCGCGTTCTGAACACTGCTTTGCTATCT -CCGGCAGTATTCCTTCCAAGTGATTGATTTTCTCCTCACTCATACCTCCTTTGAGGTAAAGCTTCATTAT -CCTGTGAATTATCAAATCAGGATATCTTCTTATGGGTGATGTAAAGTGGCAATAATATTTTGCAGCCAAT -CCAAAGTGGCCTGTACTTTCATTGCTATATCGGGCTTTTTGCAGTGACCTGAGCATAGCTGTACTAATAA -TTCGCTCATGCCTTGTTCCTTTTACCTTTTCCAATAGGTCCTGCAAGGCTCTAGGGTGTATTTTATTTAT -CCCCTTTATACTATATCCCAGATTGTACAGGAATTCGTTAAGGTTGTGAATTTTTTCCTCGTCAGGGTCC -TCGTGTATTCTATAGACAAAGGGAGTATTGGTCCAGAAAAAATGCTCCGCAACGGTTTCATTACAAGCAA -GCATGAATTCTTCTATTATCTGATTTGCTATGGTTATTTCATATCTTTTAACGTCAATAGGCTTGCCCTT -TTCATCAATAACTACCCTCGCTTCATCAAAGTCAAAATCAATAGCACCTCTCTGAAATCTTTTCTTTCTA -AGTATCAGTGCCAGTTCTTTCATTTTTTGAAAGTCAGAAACGACGTGGCTGTAACGTTTTATAAGTTCTT -GGTCATTTTCCTCCAATATTTTATAAACGTTAGTGTATGTCATCCTCTCATCTATATTGATTACACTCTC -AAATATTTCGTGGTTATATGCCTTACCGTTTTTATCTATGTCAATCATTACACTAAAACTCAGCCTGTCC -ACATGCGGATTCAGACTGCATATACCGTTAGACAGTTTTCTTGGGAGCATGGGTATAACTCTGTCAACCA -GATACACACTTGTTCCTCTGTCAAGTGCTTCCAAATCAAGGGGTGAATTTTCCGTAACATAGTTTGTTAC -ATCTGCAATGTGAACACCAAGCCTGTAATTCCCGTTTTCGAGTGTTTCAATTGAAACCGCATCATCAAGG -TCTTTTGCATCTTCTCCGTCTATGGTAACCATGCGAAGTCCCCTTAAATCTCGTCGTCCTTGTATCATTT -CTTCTGTTACGGTATCACCTATGGAATTCGCCTGATTGAGAACATCCTCAGGAAAATCCTCTTCGAGATT -ATACGATTTTATAATGGACAGTATATCGACACCCGTTTCGTTCCTGTCGCCTATTATTTCGATTACTCTA -CCCTCAGCATTTCTTCTGGCCTCCGGGTATTTTAGTATCTCAACTACAACTTTTTGTCCTTTTTTGGCAC -CGTGAAACTCACTTTTTGAAACAAAAATGTCTCCTGAAATCCTCTTATTATCGGGAACAACAAAACCAAA -GCTCATACTGTTTTCAAAGGTTCCTACCAAAGTGGTATTAGCCCTTTTAAGAATACGGATTATCTCGCCT -TCCATTTTTCTGTCAGAAGAACTTTTCTTATTTACCCGTGCAACAACTCTGTCATTATGCATGGCTCCGT -TAAGGCTGTCTGCGGGGATAAATACATCCTCCATAAGCTCATCATCAGGTATGAGGAATCCATATCCTCT -TTCATGTCCTTGAATCCTTCCTGTGACCAAATTTAACCTTGAAGGTACGCCATACCTTTTTCCATGGGTC -TTAAAAACTCTGCCCTCTTCCTCAAGCTCATCCATCACCTGAGTAAAAAGCTCTATATCCTCTTCCGGCA -CGTCAAGAACCATTCTAAGTTCCTTAAATAAAAGAGGTTTGTATGCTTTATCCCTCATAAATGCAACTAT -TCGTTCTTTCCGTTCTTCCAAATCTGCCATATATTAGAATTACCTTTCCATCATTTTAAAATCGGGTTTA -TTACGCTGCCCCAACAAGGCACATTTACCGTGTTTCTCCTCTTATTCCTTATACTAATATATTATTCCAA -GTATTTCAATTAAAATTCACCATTGTCATAGCTATTGTCAAAAGCTGTATCTGCAAATTCGCTCCACAAG -TCCGCATACTTTCCAGTAGCCCATTCAGTCATTATAATGGATTCCCCTTTTAAAATAGGTATTTTCAGCA -GCTGCTTGTTTATCGTATTCTTATTTTGAACGGTATAAACTATTATATTTTCACCTGATGCCAATATTAA -GATATCCTTGTTAGGTGACATATAAGCATCTCTTGTCCATGGTAACCTTGATTTAATTTCGTTCCAAGGA -ATATTCATCTCGTCATAATGTATAAGCTTCGACGGAACCATCTGCTTTACATCAAAATCTTCATACTTTT -TGTCTCCCAAGGTATTCTTGTAATAAAGTCGGCTTTTCATTATCCAATGTCCGTTTCTTCTCCTGAGTGT -GAAATTATCTTCCTCTGGCCTTTGATTCAGTTTGCTTGCCTTAGTGCTGTCTAAAGAAGAGATAAAAAAC -TCTGCCGATTGCTTTAAAGTGTTTGCAGAATCGCCTTCAATAATATCAGATAGGTGAACCGGCTTTTTCG -TGGCAAGATTGTCTATAGGTAAAACACCAAGTCTCATATCACTTTCAATACCTATATAGTCATTTCCTAC -AAAAAGGATTTTTGCATCTGATTTTTTATTTACAAGATTCATTTTACTAATTATCTTGGATTGCTCCTTT -TGGGATAACTCTGCAAAAGGCTCAGCATATATATCTACTGAATCATCGTTATTTATAACCCCGATTTCCC -AAAAACCTTTTGCTCTGGGAACTATCAGCTGACTTGTATTTAATTTTGCTTTGGTTTCCCGGTTTTTGAA -ATATAGCCAAAGTGTGCGGTAACTGTTATCAGCAGACCTTATTCCAAGGAGAACTCCTGACCTTAGCAAA -GGGTCTTCCTTAAAATCACCGCTGTCAATGTCCAATCCCACATTTCCTAGACTTTCTGCCCTGATTTTTT -CATCAATATCCACAGATATTCTTTTTAATGCTAAAAAACCATCTTCCATGTACACAAATGCTGTATTTGC -ATCTGTTACTATAAGTTCATGAAAAAGCTGGTTATCTGTTGTAATAGTGACTACATTCACATTCTCAGTA -GTAATACCAAGAACATCTTCACTTATACGATATTTATTTTGTATAAAAGTACCTGCGGAAGTTCTTATGC -TTTTGTATTGGGGGTTAATACAGACATCTTTGTATATAGCACTGACTTCATTATCAAAAATAGCTTCCAT -ACCTATAAACAGCTCATACTTTTCCTTTTTCTCAGGTGTCACTGAATTTTTGTCAGTTAAAATATAATTT -TGTATTTTCCATGTACCTTTTAGAGCAATACTCTTGCTTTCAGGCGGCTTTATTGTATCTTCAATACTGA -AATTAACAGTACTGCAACCTGAAAATAAGGAAGCAGCTATTAATAAAAATATAGTAAAAAGTATTTTTAA -TTTTCTTCCCAAAACATCAGCCTCCATAGGGAATTCTTACTGTCACAATTGTTCCTTTATCCAACTCGCT -TTCAATTTCTAGACTTCCATTGTGAAGCTTTACTATCTCATCACATATTGAAAGCCCCAGCCCTGTATGG -GAATTGCTGCTCTTTCCCTTATAGAATTTCTCGGTCACCAGAGGTAATTCCTCCGGGCTAATACCACAGC -CAGTATCCTCAACCCTAAATACTATATTATCATTTTCCAAAAAGGAACTCAAAGCAACCATCCCATTCTT -GGGCGTAAAATTGAAGGCATTTCCCAATAGGTTGATCAACAGCTGAGTAATTCTATTCTTGTCCAACACT -ATAGTGGGTACCTTTTCACATTTAACACTAAAGATAATTTTACCTTTTTTTGCCATACCACTCATTTGTT -TTTCTATATAGTCAATTATAGAACAAACATCCGTCTTTTCTTTTTTTAGCTCAACATTTCCTGAAACGAA -ACGGGAAAAATCCAGAAGGTCTTCAACCATTTCCGTAAGACGGTCACTTTCCTTTACTATGATATTAAGT -CCGTCACTTAGTATTTCCCTGTCGCTGTAATCATCATCTATTATAGTATTGGCCCAGCCTTTTATCGACG -TAAGGGGCGTCCTCAATTCATGTGAAACTGTGGATATAAAGTCATTTTTTATTCTTTCTCTTTTTTGTAT -TTCTGACGCCATGTAGTTTAATGTGTCCGAAAGCTTGCCAATTTCATCGTTTCTGCTTTTAATTAATCGT -ACATCAAGGTTTCCCTCTGCCATTAATTCGGCTGCTCCCGTTACATTTTTTAATGGATGTATGATACTAT -TTGCAAGAACTATACTAATAGTACCTGCAACCAGAATAACAACAATACCGATAATAATGAATATCATTGA -TATGTTAAATATTATTTTATCCACATCTTTCAAAGATGTTATAAACCTGATTACCCCAACCTGCTCGGTA -TCCGATTTCAAAGGATAAGCCACAATCATAACCTGCTCCTTGCCATTGTTGAGCCCTATCCACACACCTT -TTTTGCCCTGCTGAGCCTGCTTGAAGTCACTGCCTGACACATATTCCCCCGACTCAAGTCCTTGGGAATC -CAACAATACCACCCCGTTATTTCTTACTATCTGAACCTGGCCTGTGGTTTGTTTCCAGAACAAATCAGCG -TTATCCATAATATTTACTTCCAAAGGTACATCTGAAAAATATCTTGTATAAAAATCAGATGCTGTCTTTA -TCTGATTTGTAAGAATACTCTCGATATTATTGTAAAAATATAAACGTGTAAAATAAACAAGCAGTACCTC -AAAAGCAAGAACACTTATAAGGATAATCAGTATGAAATTTCTTACCAATCTTGCCTGAATACTGTTTTTA -AATGTCATTTAGTTATTCCTTCCGCCATCTATACCCTATACCCCATACCGTTTCAATATACATACCGTGG -GAATCCTTATCTTCAATCTTGCTTCTCAGTCTTCTTATGTTGACATCAACTATCTTGGTATCTCCAACAT -AATCATAGCCCCATATCTTGTCCAAAAGCTCGTCTCTTGTAAAAGCCTTATTTTTATTTTCCAAAAAGAT -TTTTAATAAGAAAAATTCTTTAGGCGTAAGCAGAATCTCCTTATCTTCTTTAAATACTCTTTGAGAATAA -AGCTCCAGCTTGAATACACCACTCTTTAAGGTATCTTCCTTACTGTCTCCTGCACTTTTGCCGCCCAAAC -GTCTTAAAAGAGATTTTGCCCTAAGAATAAGCTCTGTAGTATTGAAGGGTTTAACAACATAGTCATCAGC -ACCATACTCCAAACCCTTTATCTTATCTATATCCTGTCCCCTGGCTGTCAGCATTATAATTCCTACGTCG -GGCATCTCTTTTCTAAGTGTCTCACACACTTGAAAGCCGCTTATTCCGGGTAGCATAACATCTAGCAGCA -CAACATCAGGGTTTTCCTGTCTTGCTTTTAACAGGCCTTCTTCTCCCGTGGCGGCTTCAATAACAATAAA -ATTATGCTTTTTGAAGTTTATTTTTAAGAAACCCCTTATACTCTCTTCATCTTCTATTATAAGAACTTTG -TTTTCCATATAAAAGAATTCCTTCCTACTTTTTCTTATAAGCGTTATTATACACCTGACCATTCTGAGGC -TTTACTCCTCTGGTAGCAAATAGCTCATCAATGGTTACAAGTTTATAACCCTTTGCAGTCAATTTTTGTA -TTATTGCTTCTGCAGCCTGAGCAGATGGTTTATACAAGTCATGCATCAGTACAATGTCCCCGTCCTTTGC -TCTACTAACTACTTTATTTACTGTCGTAGTCTTATTCTTTGTCTTCCAATCTAAAGTATCTATAGACCAA -AGAATCAGCGGAGCACCTGCGGATGATTTTACCCTGTTATTTACACTGCCATAAGTAGGTCTCACTATTG -AAGGTTTTTTACTGATTGTCTTCTGTAAAATATCAGAAGTCTTTTTCAAATCGCTCTTTATACCGGATTC -ACTTAGCTTTGTTAATTGCTTGTGGTTATAGCTATGATTGCCGATCTGGTTACCGTTCTGTGATATTTGT -TTTACAACACCGGGATATTTTTCGACCCTGTTACCTACGACAAAAAAGGTTGCATGTCCATTATATTTTT -TTAAAGCATTAACTATCTGTACTGTGTGTTGAGGATGTGGTCCGTCATCAAAGGTAAGTGCAATAACAGG -CTTACTTTTTACAGGAGCCGTTTTGGGCTTTACCTTTTCTTTGTCATCCGGTTGTTTAGTACTAGAGGGA -GCTGTAGGGGTCTCCTTTTTTGTACCGTTATCATTGGTTTTATCAGTACTATTTGAAGGCTCTTTTGTCT -TATCGCTTATTTTTGTTTCGATACCACTTATACCATTGTTCTTCAATATCTTTGCTTCTTTGAGACATAT -TGCTGCAACTAAAACTATTATCATTGATACTGCTATTGTAACCCCAAAAAATTTTTTCAATTTATTCTCA -CCATGCCCCTTGTTATATATATTATAATTATTTCAATTACGTCTATTTTATATTTATTTCTTTTTGGAGT -AGTTACAAAACTACAAAAAAAAAGTTACAAATAAGTAACCTTTATATTCTTAAATTGTCAAAAGCCTTTT -GCATAGCATTTAAGGTTATTTCTACAAATTCTAATAGTGTAATATTCAGTTCTTTATAATGCTTAATATG -TTCAAAATTTATTCCTTGAACATCTGATTTTGTAATATTTTCTATTACCGTTTGGGCCGTGACATCTGAA -ATGTTTTTATCGGGCAGCCTATCGGCACAGTAGGTGATTAATTTAGTAAGGTGATTGGCTGCATATAATA -CTTTATCCATTTTCCTTTTGCGTGGTATTTTTTGGTAATCATTTTGAGCTCGGATGCAGTATATAATGGA -TTCGTCAATATCAAAATTCTCAAGTATTTGTGCCGCTAACAAACTGTGTTTTTGCGAATCACCCGCTGCT -TTTTCACTATCTATATCGTGAAGCAGACCAGCCAGTCCCCACATCTCAATATCCGCATCATAGTATTTGG -CAAACTCTTTCATTACTGCTTCCACCGCTAAGGAATGCCTAAGAAGCTCCTTATCGTACAAACGGACTTT -GAGTTCTTCATAAGCCTCATCTCTATTCATAATCAACCCCCTAGAAGCCGTAAATACCTGTAGAATGTAA -CAAAAATGCACCCTACAGAACTCTTTTTTATATTAGCATACTATTGTCCGGATTATCAATAAATATATTA -TATCAATATTATATGTAGAAATATACCTAACATGCAAAAAGCCCAAGCGTACAATGTACACCCGGGCTTA -TTTAAATTCTATAAGTACAAATTAACCAACCCTATCTATCAACATGTAAAGAGCAATAGATGTAACAAGA -AATGCAATTGCAGCGAATGCAGTATACTTTCCTAGCAACGCATCAATAGTACGACCCTTGTTCTTGCCAA -AGAATGTCTCAGCTCCACCTGCTATTGAGCCTGACAACCCAGCCTGTTTTCCTGACTGTAGTAATACAAT -AATGATAATAGAAAGAGCGAAAATAATATGAAGTACATTAACAATCCATTTTGCAGCTTCCAACTTAAAC -ACCTCCTAAAATAAACAAGTCAAATTTTATCATACTTATATGGAAAAAACAAGTCCGAAGACTTGTTTTT -CGAATTTATTGTATAAAAACATTCCTTACTAAAAAAATTTAGGGGTATCAGCTTAGTGTCAGCATTTTAT -AACTATGATATATGATTTTCACTTAGCATTTCTCTCTACCTGTAAAAGGTACTATTTAGCAGGCATATAT -ATTTTTGGGAAATTGCTTTTTACCACTAAGCCGTTACCCCGTTAACTAGGAAGGATATGTTTTGTACCTA -GCTTTACTTTAGGTTGTACCATGCTTTGAGGCCCGGAAATTCTGCAACCTCCCCCAACTCTTCTTCTATC -CTTAATAATTGGTTGTACTTAGCAACTCTGTCTGTTCTGGAAGGTGCTCCGGTTTTTATTTGTCCGGAAT -TGGTAGCAACTGCTATATCAGCTATAGTTGCATCCTCTGTTTCACCTGACCTATGGGATGTTACTGCGGT -ATAACCTGCACGGTTTGCCATTTGTATTGCATCAAGTGTTTCTGTAAGTGTACCTATCTGATTAACTTTT -ATAAGGATAGAGTTTGCGACGCCTTGCTTTATACCTTTTTCAAGTCTTTTTGTATTTGTTACGAAAAGGT -CGTCACCTACCAACTGAATCTTACTTCCCAATCTCTCGGTCAACAACTTCCAACCTTCCCAATCCTCTTC -TGATACACCGTCTTCCAGAGAAATTATAGGGTATTTACCGGCTAAGTCGGCCCAGTAGTCTACCATTTCC -TCTTTACTCTTTCTTATGTTTGATTTCCAGAAGAAATATGATCCATCCTCCTGATACATTTCAGTTGCGG -CGGCATCAATAGCTATTCTGAAATCATTTCCGGGTTTGTAGCCGGCTTTTTCAACCGCCTCCAGTATAAC -CTGGATTGCCTGTTCATCTGTTTCCAGATTAGGTGCAAATCCTCCTTCATCGCCTACTGCAGTACTAAGA -CCCTTGCTGTGCAACACTTTTTTGAGATTGTGGAATACTTCGGCACACATTCTAAGTGCTTCCTTAAAGT -TCTCGGCACCAACAGGCATTATCATGAATTCCTGTATATTTACACTGTTATCGGCATGCTTTCCTCCGTT -TATTATATTCATCATAGGCACAGGTAGTGTCTTAGCATTTACTCCGCCTATATACTGATAGAGTCCAAGT -CCCAAAGCCTCCGCAGCAGCTTTTGCAACAGCAAGGGATACACCCAGTATTGCGTTGGCACCCAATCTCT -CCTTGTTGGGTGTACCATCCAGATCAATCATTAGCTTGTCTACAGCCACCTGATCAAATACATTCATTCC -TTCTACTTCAGGTGCTATAGTATTATTAACATTATCTACTGCTGTTTCAACACCTTTTCCCATATACCTG -CCGCTGTTTTCATCCCTTAGCTCTACGGCCTCGAAAGCACCGGTTGATGCTCCCGATGGAACAGAAGCAC -GTCCGATAAAACCACCCTCTGCAATTACCTCGACCTCAACAGTCGGATTTCCTCTGGAATCAAGAATTTC -TCTAGCGAAAACGCTTTCAATTGGTATATATTGTTTCATACTTAGTTCTCCCTTCAAGGTAGTTACTCTT -AAATTAGAATACCATTTCATTTACAATATTGTAAATATTTCCCTAAACAATCTTTGCCTATCGCTTCTTA -TTATATGTAGAAGTTCATATAAAATACAAAATATAACTATACATTAATTGGTATTCCTGTTAAGTATTTT -TATTCAATATATACCTACCCGGGGCAATAAATTATAAACAACTAAAACTATTTTCTGTTTTAACACCGTA -CTCCCGTATAGTATAGATTCCTCAATCTTTTCATCTTCAAAGGCTGTCCCCGAAAAATCATCATTTTGCA -CGATTTAGGTCAACTATATTAAAGCCATCCGGAATTTCTGCGGAATAGTCCAGGGGTACTCCAACCCCCT -GAACATATTGTGACGTACCGGGCTTAATCATCTTTTCCGGCAGCCACATTCCTGTGGGCTCGTAAATTGC -CTCCTTTACACCCGATAATACATCCCATGCACCGTAACTACTTCTTCACAGTATTCAAAGTAATGTTCAG -CATTTTGTCCTCTCTTATATGTAATCTTTCGTGCAGGTCGCTCAACTACTTGCACAAATATAGTTTTGGT -ACATGAGACAGGATTCTCAGCCATATTATCCTCTCCTTTTGCTTCTAAGGTGGTATCCACGGATTTTCTC -TGGAATAAAGAGTTTTATTTCAGGTTTTTATAGCGAATTTTTTAGGAGTTATCCCAAACTGCTTTGAAAA -GGCTCTTGTGAACCCCTCATGAGAATCAAAAACAAAGTCTAAAGCAGCATCAATAACTTTGATATTATCC -TCTCTCTGATTTCTCAGCAGCCATGGTCAATCTCAAGAACCTGATATACTAAGAAGAGAGCTTTACCGGT -AAGCTCTTTAAATATCCTCACAGCATACCAAGGGGAGTGGCCCGCTTCGTTAGCCAGCATGCGAAGCGAG -ATAGGTTCTTAAGATGTGATTCTAAATGTAGTTTTGCATTGTCTCAACGGTTTTATCTTATTCCATGTAT -CCAATTAACCACCTCTCTGAAAAGGATACTATCAGGTATAACGGATTTCTTGACCTTCTTTGCAAAGAAC -AAATCTCAAGTATAAATTTGAGTTTTTTCCTTACACTAGTATTATATCGCACAACTTGTTCTTTTTCAAC -ATTTATTTTGAATATTTTATTCTTTTTCAGCAAATGATTTTTTTCGCCTGCTATATTTATATTTGGAGGC -ATACTATGAGATTTGGTGACAGATTAAGAGAACTAAGAGAAGAACGAGACATTACCCAAAATGAATTGGG -AAAATCAATTAACGTTTCCGGTAGAGTGATTGGTTATTATGAAGCTAATGACAGATTTCCTAGAGATGAG -AATCTTTTAAAAACCATTGCTGATTATTTTAATGTGTCTGTAGATTATCTTTTGGGCCGTACCGAAAATA -GGCAAATGTCCGATGAAATTGTAACAGAATCAAAAATCCCTTATAACTTGGATCTTAAGGGTCTTCCTGA -TGAAGCATTGAAAAAGGTTGAAGATTATATAGATTTAATAAAAACCAAATACAAACCCGATAAAAAAACC -TCAAGATAAAATAAAAGCTCCCGATTATTCCCTCGGGAGTAAATAAAATGATATTGTTTTATTACGTCAT -TTGCATCGAATTACTTTTAAATATCCTCAGTTCCCTCTCATACTCACTTATAAGCTGTTGTCTTCTGTTT -TCAAAAGCACCATGATCCTGAATGAAATCCGTATCTTCATGCAAAAAGGCAATTTCTGCACTATCATTAG -TCCCTTGGGGCAATAGATGAATTATTTTCCCCGTAGTGTTGCTCATACTTACTCATCCCTTCTAGATAAC -TCTTTCTTCTATCTTTACTTTTCTTAAGAATATCAAATTTTTTAATTAATACATTAAACAGTTCGTCCCT -ATAGTAATTTACCATGAGGATATGTACGTAGGCCATAAAAGGTTTTACAAATTCCCTTATCTCCTCTGTA -GTCCCTCCTAGAAGTTGTGTTTCAGATATTTCAATCTGTAAAAGTGAAACTGTTCCCTCATTTTCGCAGA -ATACGGGAATAGCAATATATTGTTCAATATTCTTTTCAGTACACTTTTTACCATATACAAATTCTTTTTT -TATCTCACCTGCATTTTTCAAAATATAAATTTCATTCTGCTGCTCATTAAATATTTTTACATGATAATAA -TTCAGATCACTGTCAAGATAAAAGTGCTTATCAAATATGCTTGGCGAAATCTGGTTTGCATTACCGTAAC -TGATCATTTTAATGTATTCCCTGCCGGTTTTCTTTTCCTTAAACCTGTGCATCAAAGAAACCTGGTGTGT -ATCCTTCTCAGTTGAAATTTTTATAGCATCATAAATGTTATGACATACCAGTGATGCAATGTCCTGATAG -CTGAGAGTACTAAAGTCAGCTTTTGTAGGTATCTGAACAGCTTTGACACAAACACTTTTAGTTATATTAT -TCAGCTTTCTGCTTATTGTCTGATTGATAACCGCTTCCCTATTTATTACTTCTCTCAGGCACTTTACCCT -GCGACCCTTATATTCCTGGTAATTATCAATCATTATTGTTACCCAATTGTATATAATTATAAACACGAAT -GTTACCAGTATATGCAACTTATCTTGATAAAATTCCTTTTCATAGATATTATATGTCTTAAAGTCAGTTA -GTTGCATTTGAAAAGCGAATACAAAAGTAAAAAGAAAGTTCACAAAGATTCTGAAATATGATGATTTGAG -TAGTTTATACAAGTAATAAAGCACAGAGCCCAGCTTTTTATAGTTGTTTGCAAACCTCTCTATTTTAAAT -ATGACTTTCGAGGGTTTTTTCATTCATTGCACCTCCCTGCTTTTACATAATATATTCTATATATGGTAAA -AATATCCTTTAAAATGGTAATAAAAAATCCACCGTTTTCTATTTAACTCCGGCGGATTTTCTTGTAACCC -AGTTATAATAATGCTTTTAACGAATAAACTTTTTATTTTTGAAGCAGTGAAGTACCTGTCATTTGAGCAG -GTTTATCAATACCCATTATGTCAAGCATAGTAGGTGCAAGGTCAGCAAGTTTTCCTTCCTTGAGTTTGGT -ATTTCCCAAGCCGATACCTATAAGCGGTACTACATTGGTAGTATGTGCAGTGAATGCTCCTCCATTTTCA -TAGTCAACCATCTGCTCTGCATTTCCGTGATCGGCAGTTATCAATACCACCCCGCCCTGTGCAGTAACAG -CATTAACTACTTTTCCTACACATTCATCAACTGCTTCAACAGCAGCCTTTGCAGCATCAAATACACCTGT -GTGTCCAACCATGTCACAGTTGGCAAAATTTAGAATTATGACATCATATTGCTTTGAATCAATTCTCTTA -ACAGCTTCCTCAGCAACTTCATATGCACTCATTTCAGGTTTCAAGTCATAAGTAGCTACTTTGGGTGAGG -GTATAAGTGCTCTGTCTTCCCCTTCGTACTGTGTTTCAACACCACCGTTGAAGAAGAAGGTAACATGGGC -ATACTTTTCGGTTTCAGCAATTCTCAGCTGCCTGTAGCCAAGTCGGCTTATATATTCACCAAATGTATTT -TCCAGAGTCTGAGGCTTGAATGCAACAAGTACGTTTGGCATTGTCTTGTCATACTGTGTCATGCAAACAT -AGCATAGAGGGAAGAAGCCTTTTTCCCTTTCAAAGCCCTTGAATTCAGGATCAACAAAAGTTCTTGTTAT -TTCTCTTGCTCTGTCAGGTCTGAAATTGAAGAATATTACTGAGTCATTGGCAGCGATTGTAGCAACAGGT -TTTCCGTTTTCCAATATTGCAGTGGGTTTTACAAATTCATCAAATTCGTTTCTTGCAAAAGATGCCTCTA -CTGCTTCAACTGCTGAATTTGCAGTCAAACCTTTTCCTGATACCATTACATCATATGCAAGCTGTACCCT -TTCCCAGCGGTTGTCTCTGTCCATGGAATAGTATCTGCCCATTACAGATGCGATTTTACCCACTCCGATT -TCTTTCAGCTTTGCCTCAAGTTCTTCAGTATATACCTTTGAGCTGTCCGGCGGAACATCCCTCCCGTCGT -AGAAGCAATGAATAAATACATCTTTCAAACCATTCCTCTTTGCCATCTCAACTAAACCATACAAATGTGT -ATTGTGGCTGTGTACTCCGCCGTCAGATAAAAGTCCGAACAAGTGAAGCTTGGAATTATTCTTTTTACAG -TTTTCTATAGCCTTTAAAAATTCCTCTTTCTCAAAGAAATCCCCATCCTGTATTGACTTGGTTATCCTTG -TCAATTCCTGATAAACAATTCTTCCTGCACCGATGTTTGTATGTCCGACCTCAGAGTTTCCCATCTGACC -CTCAGGCAGCCCGACATCCATACCACTTGTATGAACTACGGTATTTGTACACTTTGACAGATAGCTGTCG -AGATTTGGCTTATTTGCAGCCTGTATAGCATTTCCTTCTTGTTTCAGATTCTTTCCGAAGCCGTCGAGGA -TCATTAAAGTAACTAATTTCTTTTCCATATGGTTATCTCCCTCTTTTAATTCCTATAACTTGACCCTCCA -GTACTAACCGGAGGGTCAGATAATTCATTTTATAAGACTAATTTATTTGAAGCACTTATGCTTTTGCGAT -TATTGAGAAATCCTCAACCTTTAAGCTTGCTCCACCAACAAGTCCGCCATCTATGTCAGACATTGCAAAC -AGTTCAGTAGCATTCTTAGCATTTACACTTCCGCCGTACTGAATTCTAACATGTTCAGCTACTTCTGAAC -CATAGAGCTCTGCAACCAATTCTCTGATAATTGTGCAAACTTCATTTGCCTGTTCGTTTGTAGCAGTCTT -TCCTGTTCCGATTGCCCAGATTGGTTCGTAAGCAATTACAAGCTTGCTAACTTGTTCAGCAGTCAAATCA -AGTAATGCTACCTTTATCTGATATCTGATATGGTCAGCTGTAACACCCTGTTCTCTCTGAGTGAGTGTTT -CACCACAGCAGATAATCGGAGTCATACCATATTTAAATATTGCATGAGCCTTTTTATTTATCATTTCGTT -GGTTTCACCGAAATATTCTCTTCTTTCGGAGTGACCGATTATTACATAGTCAACACCAAGGTCTGCCAGC -ATCGGGCCGGATACTTCTCCAGTGAATGCTCCCTTTTCTTCCCAGTGCATATTCTGAGCTGCAACCTTTA -TATTTGAACCCTTTGCAGCTGCAACAACGCCGGGCAGGCATACAAACGGAACACCAACAACCACTTCATT -TTTTGCGTCAGCAACAGCAGGCTTTAATGCATTTACGAATTCAACAGCTTCAGAAGCAGTCTTATTCATT -TTCCAGTTACCAGCAGCAATTACTTTTCTTGGATTTTTATCCATAAGTACTGCTATACCGGGAAGCTCTT -TACCTTCGAGGAATTCAAGAGAAGCTCCTCCACCTGTTGAAATATGTGTAATCTTATCTGCAAAACCAAG -CTGTTCAACTGCAGCAGCTGAATCTCCTCCTCCAACTATTGAAAGTGCTCCAGATTCTGCAACTGCCTTT -GCAATTTCCTTTGTACCTGTTGCGAAGTTAGGGAATTCAAAAACACCCATAGGTCCGTTCCAGATAACTG -TCTTTGCTTTCTTTATTTCTTTTGCAAAATTTTCTATTGTAAGTGATCCTATATCCATACCCATCCATCC -GTCAGGCATTGCATCTGATGGAACGTATTTTATTTCAGTATCATTCTTGAATTCCTGAGCTACCATACTT -CCTATCGGAAGCATTATTTCAACACCCTTTGCTTCAGCTTTTTCCATTAGTGTCTTTGCCAGGTCAATCT -TGTCTTCTTCACAGATTGAATTTCCAATATGGTATCCTTTTGCCTTTAAGAAGGTGTAAGCCATACCACC -GCCGATTATCAAGGTATCAACCTTGTCAATGAGGTTTTCGATAACTGCAATTTTGTCAGAAACCTTTGCA -CCACCAAGGATTGCAACGAATGGTCTTGCAGGGTTAGCCAGTGCTTTACCCATGAATTCAATTTCTTTCT -TTATAAGGAATCCGCATACAGCAGGAAGATAGTCAGCCAATCCAGCAGTAGAAGCGTGTGCCCTGTGAGC -TGTTCCGAATGCGTCGTTTACAAATATTTCAGCCATGCTTGCAAGTTCTTTTGCAAAGTTAGCATCATTC -TTTGTTTCTTCCTTATGGAATCTTACGTTCTCAAGCATAAGAACTTCGCCGTCTTTTAATGCTGCTGCCT -TTGACTTGGCATCTTCGCCTACAACATCTTTAGCCATTATTATTTCTTTTCCAAGAAGTTCTCCAAGTCT -AACAGCTGTCGGCTTCATGCTGAATTTATCTTCAAAACCTTCCTTGGGTCTTCCCAAATGGGATACAAGT -ATAGTCTTTGCTCCCTTGTCAACGAGATACTTTATTGTAGGAAGTGCTCCAACTATTCTCTTGTCATCAG -TAATCTTTCTGTTTTCATCCAATGGTACGTTAAAATCAACTCTTACTATTACCCTTTTACCGGCAACATC -AATGTCTTCAATTGTTTTTTTGTTCATCATGCTCATAACTTCACGCTCCTGTATATATTTTTATTTATTT -AAAAATGAGTCAAAATTTAGGAAATGATTGCAATATGTATAATATCCAAATTTCCATTCAAATAACCAAA -GTAATTTTACCTCTTTTTATGAGCTATTTCAATACTTTGTTAGTAAATTAACATATATGAGCTGTATATG -GTTTAATGAAAAAAGTTATTTTGAAGGGATATTGTAAAAAACATAATATATTATATGGATAAATTTTACA -TTTGACTTATCATATGTTAATATATGTAATATGAATAGCTAATCTAAGCAGGCTACTGCAAAAGGATCAT -TGAGATAGCCGACGGTGTGCTAAGTAGCGATAAAGTATTGGAGGAAAACCGCATTGATAATGAACAATTA -CTCTAAAAAGAAGAAAATAATTACCTGCAGTGTGTTGCTTATTGTATTTGCACTGTTAATCTAAATACTA -GTCGACCAGCTTGTATTTTTTACCAATAAATCTGAAATTACAGGATTTGTAAATAAATATATGCAGTCCA -TTGAAGAAGTAAATTTGATGTCTGCCGATTGTCTCGCCACCGACGATAAAACAGTAAAAAGCATAGGGGA -TAAGAAAAAAACAGGGTTCCGTGATTTCTATAAAAAATATTATTTTACTAACGACAGTAATAAAGAAAAA -CTCAAGTACACTTTTAATACATATGATTCGGGTATACAAAATATCCTTGATAAAAAGGGTGAACTAAAAC -AATTCGACCTTAAATCATTTAATATAATTTCAACATTCAAGATCCCTTTTGTATCCCATGTAACGGCTAA -ACTGTCTTACACAATAGATTATAAATCAAATGGTTCTATGTGTTACTTTGATGGTACAGACATTTTAGCC -ATCCAATCAGACTCCATTGATGAGGAAATTTCAGCTTCGAATCACATACAAGCCACATTCTACTTGAAAA -AAGTAAATGGCGATTGGAAGATATCAAGAATCCCTCGTTTAAAAAGTTCCAACATAAGCGACCAATAGTT -GCAGAGTAGCTAACGTTGAATAAAAGCTCTTTAAATGCTATACTTTTAGGAATGTATTGGCAAGGGAAGT -TTTACTAAGGAGCTAAAAATGAATTTACAAAAGCCTAAGATACCTGAAAAATTAATGCAATCAGAAAATA -TAAATGGAACAGTAACGAATTTAACCTCTTTAGGTTATGATATTGAAAATTATCACTTTAAAAATGGCTA -CATGAGTGAGATTTCTTATGTTTCTGTGGAATTTAATAGATGTATCATTGAAAAATGCAGCTTTAAGAAA -TGCGATGTGCAGAACTTTGTGTTCGACAATGTCATTTTCAGGGATTGCGATATCTCGAACATGGATTTCA -GCAATGCTGTATTCAGAAATACCGAATTTATTAACTGTAATATGACAGGTATCATACTTTCTCAGGCAAA -GCTTAGTGATGTATCCGTCTTATCCTGCAATATGCAGTATTCGAATTTATCAAGTGCAGATATCAGCCGG -AGTCGCATTGAAAAGTCCAATCTGTCTAATAGCTATATATGGGAAGCAAAGCTAAAGGATCTGGAATTTC -AACAATGTACCCTGCTATCAGTAGAATTTACAGGAACCATGTTAAAAGGGATTGATTTTACCTCCTGCGA -AATGGAGGGTCTGCTTATAAGAGGGCCTGAACTGAAAGGTGCCATAGTCAATGAATTTCAAGCCCTTTCC -CTGTCAAAGCTGCTGGGCATAATCATTAAAGAATAATCGCAGTTTTTAACACTATTCTATGGTGCCGCTT -ATTGCCTTTTCTATTTTACCCAGTGCTTCTACATACCTGTAAAGGCTGTCCCAGGCTTCGAGTACGGCTG -TTTCGTAATTAACTTCCGCCTCCTTCATAGACAGCTCGGTTGCAAGCTTATAGTTGTATTTATTTCTCAG -TATTGTGTACTTTTGGTAGAGTGCATTTGCTTTCTTTTCTTTGATTCCTGCTTCATAGTACTTGTTTTTA -TAAAAAGAGTAATAATTCTGAAGTAAAGCTCTTCTTTGAGCAAGCCATCTCCTGGCTTCAAGCTCTGCCT -GTTTTTTCTGGTTTATAGTCAGCTTTACTTGATTTGACGAATCCTTATAGTATTCCTTCAATATGCTTAT -CTTTCCATCTAATATTCTTATCCGTTCCCCCAACTGCATACTTTTAAAATCATTAAAACAGCTGCTTTTT -TCTATGTCTGAAAAGTTTTTAAGGGGAATAGCTCTGATTGATGCTACAGGAACGCTGATTGTTACCGTCC -TTGTTCTGTCCATACCGCAGCTGTTCAATAAATTTTCCATATTCGTGTTGACTTGCTGCGTAAGTAGCTC -CTGTTGACTAATGTAATAGTCATAATCAGCTTTATATAAGTCAATATCTGATTGGAAGGCCATATCTTTT -GATTTGTTTATTTCTTCTGAATTTGCTTGCAATTTGCAATATTCTGCCATGGTTTTCTGAACTAAGCCTT -TTTCGTACATAATTTTAGTCTTATATATATTGTCTCTGAATACTGATAATTGTGAAGTACGTTGGATGTT -TCGATAAAGGGATGAACTATTATATATAAACACACTGGTTTCCCTATTTACGTACAACTCGGCCTTCTGT -GTTACCAAATCAGCCAGCTGCTTTTGATATTCATCAACATCCTTATTTTGGTCAATTAGTTTTTTTATAT -TTATAATCTCATTATTGATTTTGTCAAACTCCATAGAATACTGCTGGTATAAAAGGCTGCTGTTTTCTAT -ATCCATTTCGGTAATTTGAACATTATTGTAATTATTTAAATATAAATTTCGGATTTCGTCATATGTATAT -TTTGTAGGATTTCCAGTACCGTATACAATATCAAAAGCATCCCCCAGACCCCAGCTTTGAAGCGGTACAA -CGTAAGCGGCTCCCACTGCATTAATCGGTGCTGTCATCATGGAAAAAACTAATAGAACCATGCAAAGTCT -TTTTATAAACATTTTAGTTTCACTCCTATAATTTATTTAACCTTGTCGTAATTTAATCAAGCAGCTTTAT -TTTTTCAAGGAAATAACGTAAAAAGCTTTTTTGCTTTGTTATTACATTTGCTTCACATATCATTCCTGCC -TTTATTTCTCCCTGTCTTCCCGAATTGCTAGTTAGTTTTGTTACAGGAACAGTGGCTTCAACAATATAAT -AGCTTTGTCCCTCTGCATTGTTCACAGCATCCTTTGAAATATTGATTATTTTTCCTGCTGCCTGTCCATA -TTCTCGATAAGGAAGTGCTGCAAAGCTATATTTTACCGTATCCCCTGTATGTATTTCACCTATGTCCTTG -TTGCTGACAGTCATTTGCATTTTAAAAGCTGAACCAGTATCGGGGATTATTGTTAGTATTTCAGCTCCTT -CTGCCACCAAGTCTCCCGGATAGATTTCTGTGATTATGTTGACTATCCCGTTAACACTGGCCTTGACTAT -TGCATTGCTAATGCATAGTTCCAGCTTTTTTATATTCTCTTTAACCCCTGTAATACTATCTGTTACTGCT -TTAATCTTTTCATCGGCAGCAACTATTTCCTGAACCTTTGTTCTTTCAACCAGCGAGTAATTCAACGAGT -CTTCGTTATTACCATCTGCATTGGCTATGGTTTTTAGTTCTGCATCACAAAGCACATTTTTTTGTTTCAT -TGTGCCGACTTTATCAGCCAAATTGTCTATTGCTTGGGCTGCATCATTCCTCTCCTGAAAATACAATGCT -TTTAAGCTGTTTTGCCTGTCTTTTTCATTCAAGTCAAGTAGTCCCTGTTTGTCCCGGGTACCCGAAACCT -TGCTTTCCTTTTCTTTTATGCTGATTTCAATATTTTTTATATTTTTCTCCAGTTCAGATAAAAATTTACT -TTTATATGCTGTGTACTCGCCTTCTGTATTCTGCATTTGTATACGGGCGTCCTCCAACTCAGACTTTGTT -ATGGCTACACCGCTTAAAGAAAGATATGCCTCATATATTCGCTTTTTCTCCTCGAATGTGTTTTTCAGTA -AGTTCAGTCTATTTTCATAATCCGTATAAAGATATGAATACCTGTCACCGGAGGGAAAATTATTTTTTGA -TTCGCTGACGCTCTTTTTCAGTGTCTGATATGCCCTTAATTGTGATTTTTCCTCTTCTATTGATTGTTTC -ATGGCCTCCGGGCTGTTACTCCTTATATCATCAGCCTGACGGTCATATTTTCTTTGTATTTCTGTTTTTT -CTATAAGGTACTTTTCGTATTTCTGTTTATACTGCTTTTCCAGTTCATCGCCTGAGATTAAATAATTTTT -GTTGTTATCCAATGATTTTATATACTTTTTTAAAAATTCTATTTCTTTAAGATTTCTATTTAGTTGTGTA -TCGTTTAGCAGCTTTTCTTCATTGAGTCTTGTTGTTTTGTAAGCAGTGTCGGTTTGGGAAAATTCAATGT -CCATCAAAAGCTTTCTTACCTTTTCATAATATACAGGCTCATTTATAGAATCAAAATTGTTTTCTTCGGT -TATAATGCAATTTCTATATATTCTATGATTTTCCAGTTCTTTTTCCAGCTTTTTTAATTTTTTTGTAGCA -GACTCTCTTTCCAGAAGCAGATTGTCATGCTTTATTATATATAAAATATCACCTGCTTTTACTGCCATTC -CCTGTCTGTAATTAGTACTTTCTAGCTCTCCTCCTACAATATTCCTGACAGTACTTATTCCCGATTCAGG -TCTTACCTGCCCGGAGGCCTTTACTACTATTTCCTTTTTCCCAAATGCTGCCCATATTACTGCTGCTATA -ACCAACCCTATTAAAACATATGTAAATACCCATACAAAGGGGTGAGGCTTTGCATGATACATTTCACGGC -TGTCTGTAAGTTCGTTTATGTCAACCAAAATTCCCTTCATGTTCATCCTTACCTCCTACTGTTTGTGTTC -CCTTTCGGATAATTGTTCTTTCCATAACTCAAAATACTTTCCTTTAAGCTCAATAAGCTCCCTGTGGCTG -CCGTATTCAATAATGCTGCCATCTTCCATTACATATATCCTGTCACAGCGTTTTATAGTGCTTAATCTGT -GTGCTATTATAATGGTAGTTACTCCGCTGCAAACAGTTTCCAATGTTTGCTCTATGGCTCTCTCGGTAAT -TGAATCCAGATTGCTGGTGGCTTCATCCATTATAAATATGTCGGGTTTTTTTAGAATTGCTCTGGCTATT -GCAAGCCTTTGCTTTTGCCCTCCAGACAGATTTGTTCCATTTTCTTCAAGATAAGTTTCATACCTTAAAG -GAAGCTTGTTTATAAACTCATGTGCCTGTGCCATTCTGCAAGCCTCAACCATTTGCTCCATATCGGTATT -TTGGTTGCCCATGATAAGATTTTCCCGGATTGTTCCGCTGAACATGAATATATCCTGTGAAATATAAGCA -AGCTTTTCTCTGAGATACTCAAATGATATGTCCTTTATATTGTAATCCTTTATTGTTATTTCACCTTTTT -CCCATGTATACAAGTTCAGTAAAAGCTTTACCAGACTAGTTTTTCCGGAGCCGCTTTCCCCCACCAAGGC -AATTTTTTCACCCTGTTTTATGGTAATATCAATATTTCTTAATACAAGGGAACGTGTTCCATACCTGAAA -TCAACACCTTTAAAAGAAATATCCCCTTTTAAATCAATGGGATTTATCTTCTCGCTTTCTTTTTTAGTTT -TTTCCAATTCCAGGTCGAATATTTCTCCAAGCCTATCAGAAGCTACTATGGCAGTTTGCATCATTGGCTG -GAGATTGATAAGGTTTTTTATAGGATCAAGAAAATAGACAAGCAATGCATTAAAGGTTAAAAGCTGCCCA -ACGGACATACGACCTTTTATAACATTCCATGCACCCACCCACAGTATGACTATTCCCCCCGCCAACGAAA -CAAAGGAAGTAATTGATGAACGTACATTATTGATTATTCCGCCTTTGAATATAGAACGAAGCAGTTTTAT -AAACCTTATTTCGGTTTTAAGTGATGCTTCATCCTCAGCGTTAAAGGTTTTAACGGTTTCTATTCCGTTT -AGTGATTCAACAAGATAAGAAGTAAGCTGTGCATTCTGCTCCATCTGCTCCTGATTTATTTTCTTTATGG -GCTTGTTAAAGGCAAAAACGATAACCGCATAAATCGCTGCTATAATCGTTGCAGTTATAAAGAGTGTGGC -GTTCTGCATATAGAGTATTATTGCCCCTGTCAATGCCATCAGCGTGTCTATCATAATTGTAAGTACAGCA -CCTGAAATTGCATCTCTTACCTTGGAGGCATCCATAAATCTTGAAACAATTTCCCCTACCTTTCTTGTTC -CGAAGAAATTCATGGGAAGCCCAAGAACATGTTGATAGTAACCCAGTATAAGAGGTATATCTATTTTCTG -GGAGAGATACAGTATCATATGAGACCTGAAGGCTCCCAACAAGGTCTGAAAAAGGTAAAGTATGATTATG -CCTATAGATATTACATGAAGAGTTTTTTCTAGGTTGTATTGAAGAATATCATCGAGTAAAAATTTAAAAT -AGAAAGACCCCAAAATTCCTAAAACTGTATATACAAGAGATGTCAGAAAAATATTTATCAAAAGTTTTTT -CTGTGGCAGTAAAAGGCTGAAAAACCTTGAAAACAGGCCTGTTGTTTCATTGCCCTTATTGAAGGAAACG -TTAGGAACCATCAGAATAAGTACACCTGTCCACACTTTAAAAAAATCCTCTGGCGTATAGCCTATCATAC -CCTTTCCAGGGTCGGCAACCAATACCTGTCTTTTGGATATTTTATGTATAACAACGTAATGCAGTAATGT -TCCATCAACTACTACATGGGCTATGCATGGAAGCGGGAATTCAGAAAAAAAGGCCTCCTGATTGCCCTTC -ACTCCTTTTGCTGTGAAGCCCAGACTTTCAGCTGCCTTTATTAATCCATATGCATTTGTTCCTTGTTTGT -CGGTGCCGGCCGCTTCTCTTATTTTTGTTATTGACGTTTTATATCCATATTGTTTACTTATAGTTGCTAG -ACATGCTGCACCGCAATCAGTGATGTCATGCTGCCTCACACAGTAATAGCGTTTAAATGGATTTTGCATT -TTTCGACTCTCCAATTTACCATTTGATTACATAGTTTAACATATTTGATGAATAAATAAAATTATAACAA -ATATTTCAATAATTTAAAATTAAATATTTTGTAAAGTTATACAATATAGATGAAAGGCATTCAGCTTTTA -CTATTGGTAAACTGAACGCCTTTTCAAAGAATACAATATAAGTTGTAAATAGAAATGAATATCGGTAAAA -CCGATATTTCGGAAGAGCCTGTTAAATTAAAGCAAACCTTATATCAAGCAGGAAGAAAATCCTGTTGCTG -TTTGTTCCTGATTAACTTGTCATAGATATTCCAACACAATAAATTACGGATTCTGCTTGTTTCATGCTCA -CTTTTTGAAATACACACTGCATTAACCATATGAAAAATGGGCTTAAATACATATTCACCCGATACTATCA -CTCTATTTGGTAATGGCACCAGTATTTCCATATCTATAAACGGTACTCCATTTTGCATCTCTATTGAAAA -TGTTACCGTTGTTATAGAACCAGTCTTTTTTATTCCATTATCTTTAAGGAATTTTCGTAATTTAATTATT -TCCAAAGCGACATCTTTGCTTGTCATTTTTTTTCTTAAAGATAGAACATTCCTTAATCTATAGTCCTTTT -CTACTACTGCCATTTCGAAATCTCCTTTGAGTCGAAAGTACCTCATTTGCCAAGTTTATTTAAAGCTCCC -ATTATGCCATTAATTATTGCAGCAACCAGAAAAATAGTACATAGTATAATACCAACAACTGACATCCACC -TCTTAGTTGATTTTATACCAAGTATCCCCAATATCAGTCCTACAATTGAAACCGGAATCCCTATAATGGG -CAATAGCCAAGCTACAGCATCAATAATACCCAAAATAAATGAAGTACGGGCTTTATCCATACAATCCGGT -TCGCTATTTAAAAAAGTAAAACTTACAATTTACTCCACCTTCTATTCCTTACAAAATTGTTAGCCTTTAA -AAATAATCTATAATCTTAATTATGCCTATAATAATAGTTGTAATGCATTGCCTTGGCGAATCAACTCCCC -CGTCTATATACATAGCCTCGTCATTCTTTAAAACTTCAAATTGATCTGCCTTAATATCCATACAAACGTT -TTTCTTACTCATAAAAAAACCCTCCTTAAAAAAAACTGTATTTGGCAATGTCTCAACTTCTACCAAATAC -AGTTTATTATATTTACAGTTATATTCAATATTTTTTACACAACATGTCTGTTTAATGTCATAAAATGTAG -TTTATCATATTTTTATATTAAGCAATATTTCCAACTTAAATATCCTGTTTTCACATATGGTACTCAGGCT -GCCTCCGTATTTTTCTACACTATCTTTAATATTTTTGAGTCCAAAGCCGTGCTGTTCCTTGTTTGGTTTA -GTAGATTCAATCTCTTTCCCGGTAATTTTAATGTCCTTTTCAACCGAGTTCTCAATCAAAATAAACAGGC -ATTTTCCTTGAATGTATGTGGCAGTCCTGACAAATCGCTCTGAACCGCTGACTTTTACAGCAGCTTCCAG -TGCATTATCTAAAGCATTTGAGAAAATTGTACTGATATCAAAAGGATTAATAAAGTTGTCACTTGGCAAT -ATCTCGGAAAACTCGAATTTTACGCCCAAGCTATGTGCCATCTTGTTCTTTTCGTTTAGTATAGCATCTG -TAATATTATTGCCGCTGCTTATTTCAAGGTCCAACCCGCTCATAGTGTCCTCTATTTCATCAAGCAGTCC -CTTTGCTTCATCTATATCGTTAGTTTCAATTAAAGACCTTATTAATCTTAAGTGATTTTTCATATCATGT -TTTAACTTCCTGGTTTCTTGGTTTTTACTCATTATTTGTTCATAATGGTTAAACTGTGTTCGCAGCTGAG -CTTCTGACATTTCATTGAGATGTTTGTATTTCTTATTAAGAATCATTTTGTCAATGAGAATCATTACTAT -TACGTTATATATTATAGTACATAGAGATGCTATTAGTAAAAACGCAGAAGTATTTACAGGTACATTAACA -AAATTCCTTACTCCCCAGTCAAGAATTGTGATTGTTGCAAAGCTGAAAGCAGGAAGCATAATGAGAATTA -ATGTCTGTACAGATGATAATATATTTATTTTTAACGTTGTATTTGTAGCAAAGTTCTTTAGGAGAATATA -CACTAGGATGATCAATATGAGTTTGATTATAGTAACCCATATTCCTCTTATGCCTCCTGAAAGTGTACTG -AAAAACAAATTATAGTTAAATCCCATGTTGGTAAAGGAAATAATAAAAATATCAACAACATAGTTAAGGC -AAACCGCTGTACAAAAAGCAAATATTTTGTGTGCAAAGTTCCCTTTAAATGCAATAAAAACAAAAATAAG -TATGTATATGGAAGTTATGAAATCTACTAAAAACACGATAGGAAAAATAATTTTAGCTATTTTAAGTACT -ACGTATATAACAAAATATAATATTACATTTTTCTTAGCTCTTTCTGTAAAATCTAAAAATATTGAAATCA -TAAAAACAAAAATCAATATTTCAAATATACTTGATATGAAGTCGATAAGGCTATTTCCTACAATTCCTAG -CATTTAATATTTCCTTTCATAAACGCCTTAAAAGCCTCCTTAAAAGAATTAATTTTTAGTCTACTGATTA -ATACCTTCTGGTTATCGGTGAGAATAATCTCATTATTTGTAAATTCGCAAACATGTTCAAGATTTACAAG -GTAACCTTTATGACACCTGAAAAACTGCTTATTTCTGAGAGAGGCTTCTATTTGATTCATTTTTCCCAAA -ATCGTAATTGTTCCGTTTTTTGAATGAATATCAATTTTTCGACCATTACACTCAAAGTAGTAAATATTCT -CTATTTGTATCCTGAATGTATGATTGTTAGCTACAGCTTCGAAATGGGTGTTTCTCCTGTCTATAACTTC -ATTTATGGCATCGTTTAGAATATTATTGACTTTAACTATATCAATGGGTTTTACAATGTAATTATGCGGC -TTAACCTGGAAAGAATCAAAAACCATTTCTTTGTGAGAAGTCAGAAATATAATAATTCCCTCATAGCCGC -CTTTGCGAAGCTGGTTTGCTGTTTCAATACCATTTATCCCGGTCATCTCAATATCAAGTAATACAATATC -GTTAAACAAATACTTGCTGTCAAGCAAATTCTCTCCACTATCAAAGGAAAGTACTTCTATATCAGGCCTT -ATGCCTTTTATATTGGCGGCTAAAGTTCCAGTAATATGGTTTTCATCATCGCAAAGGGAAATCCGTATCA -TTCAATCACCTGCAAAAAAAGATATTATGTACATTGTACCATAATTTACTAAAAAATACTGGATTTTTTT -GTAGTGGAACATATGAATACAGGTTATAATCTGCTGAATAATGTAAAATTTTTAACTTTTATGCTGTCGT -TAATTATATAGGTCCACGTAGCGGAGGGTGTTTGCAAACCTCTATCTGCCAGCTGACTGGCATCCATGGA -AAAATCAATATTATCAAGGGTATTCAGTATTTTTTCATTTATATCTTCCTGCAGCTGCTCAAATTTATTT -ATACTGAGCTTATTAAATTCGTCCACAGGGTCTTTCCTGCCTGCCGACACCAGATTTATTCCTTCTTTTA -TGTTTTCCAAGTACTCAAGAAAGTCATACCAGACTTCGTCCATACAATGAAGCGATACTTTTCTCTGTAT -TTCATCAACTCTTTCTTTACCATATTTACTGCACAGCTCTTTATACAGCTCTTTTTTCTCAATAGCCAAA -AACCCCGGAACATTGCAGGACAAGACTTCAAACCTGCTTTTCATAAATCTCCTTCTTTGCCATTCAAGCA -GATACGAATATTTCCCCAATGTTTTTCTTATCTCAAAATTCTGACCGTTAACTACTCTCTGTATATGGTA -TATCAATGACAAAAGCTTTTTGTCATTGATTCTTTCCAATTGTCTGAAACCGCAATATTTTACGGGTATA -ACCTTTTTGATACCGAATTGAACCAATAAATCATCTTCAAGACTTATAAAAAAGCGTGAAGAACCGGGGT -CTCCCTGTCTTCCAGCCCTGCCTCGCAGCTGATTGTCTATCCTGACACATTCGTTTCTGTTAGTCCCTAT -AACGTAGAGACCTCCCAACTCAGATACCTTTTTTCTTTCTTCAGGAGAGTCCCCGCCAAGCTTTATGTCA -ACTCCCCGTCCTGCCATATTTGTAGATACTGTAACTGCTCCAAGCTTTCCGGCAAGTGCAATTATTTTTG -CCTCCTCTGTATCGTTCTTTGCATTTAAAACCTCACATTCTATCCCCTGTTGTTTCAGCATATATGCCAG -TTTCTCAGATTCTCTGATGTTCGAGGTTCCTATAAGTACAGGTCGTCCTTGGTTGTGAGAAGTGAGCACC -TCTTCAACTACGGCTTTGTATTTGGCTTCTTTGTGGGTATAAATATAATCATCATAATCTGTTCGAATAC -ATTTTTTATTGGGCTGGACAACATATACATCATGTTTGTATGTACTCCTGAATTCATCTTCCGACGACTT -TGCCGTTGCCGTCATTCCCGACATTTCAGGATACAGGCTTATAAAGTTCTGAATTGTTATTTTCCCAAGA -ATTCTATTGCTTGATGTAGATTTAATACCTTTAAGAGCTTCAAGAGACCTCTGAAGGCCATAATCCCATT -TACGTCTCTCCGCAACCCTTCCGGTAAATTCATCTATGATTTCAATTCGCCCGTCTTTAATGATATAATC -AATATCCTGTTTTAAAAGGACTTTAGCATGAAGCAGATTGTTTATATCCGTAAGTATTTCTACGTTTTTT -TTGTTGTACAAATTTCCGCAGCCAAGGAAGTTTTCAACTACAGCGGCGCCGGTTTCAGTCAAATACACAT -TTCTGCTGTTTTCATCAGTCATATAGTCAATATTCCGCCTAAGCAGTCCTGCCAGTTCTAACAAACCTTT -ATCTATTTCATGCTGCATTCCCATGCTCCCTGCTAAAACCAAAGGCGTCCTCGCCTCATCAATAAGAATG -GCATCGGCCTCATCAACAATTACAGAGTTAAACGGTCTATGTACAATTTCATCCTTGTCATACACAATAG -AATCTCTTAAATAATCAAAACCTGCTTCTTTCGGAGTAACATAAGTTATGTCAGCCAAATATGAATTCCT -TCTTTGCAGCCTGTCCATATCTTCCTGAATATAAGCCGCTTTTAATCCCCAGAATTCATATATATCTTTC -ATCCATTGGGCATCTCTTTTTGCAAGGTAGTCGTTAAATGTTAAGATGTGAGCACCTTTTCCGGAAAGAG -CATTTAAAACAGCGGGGAAAACCGCTGCAAGAGTTTTCCCCTCACCGGTAGGCAGCTCAGCTATTTTCCC -AAAATACAAAGCAATACCCGTGAGTAACTGTGAGTCATACGGGTCTAGACCTAATACACGCCTGCAAATC -TCTTTGGTAATTGCATAGCATTTGGTCAAGTATTCATTGATGAATTGTTGGCTATCACGGGTATTAAAAT -TTTCATTACTGTTGTGAAGGTACTTGGAATAACGTTCTTTGTAATCACTAATTTGTTGCTTCAGTTCATA -ATCCGAAAGGCTTTTAAAGCCCTTATCATTAATTATGCTAACCAGCGTCTTGTAGTGTGCGGGCTTTGTA -CCTTTTTTTCTTCTTAGAAACATAAAATGCCTCCATTATGTACCTTGTCTTGATAATAATTTAAGAAGTT -ATCTCTCTTTGTTCTTGTATAAGCTCCCATCCCATTGATTTCAAAAATCTATCAAAAGCCTCAAGTCCCT -TATTATCCTGTTTAAATACTCCTGTATGTTCCAGGCAAATTTCAAATTTTTTACCTATTTCGTTTCTTAG -CACCCGGTCTGCGGAATCATTGGTCAAAGCTGTCCCATACTTGGAAATAAGCTCCTCGATCCAGTTTTTG -TGCTTGTAAAGAACATTTTCACTATCATAAATACCCGCAGTATCGGAATTTCCAATTAGTATTTCTTTTA -TTTTGATAATTTCATTTTTAAGTCTTCCCGGCAGAATTGCGAGACCCATAACCTCAATGAGTCCGATATT -CTCCTTCTTTATATGATGAATTTCTTTATGGGGATGAAAAATACCGTCGGGATGTTCCTCTGTGGTTCTA -TTGTTTCTCAACACCAAATTCAGTTCATATTTGCCCGTTTCATTTATTCTTACAATTGGAGTTATTGTAT -TATGTGGAACCCTGTCCTTCTCAGTATCCGTATATGCAAAAACATCCGATGTTTCGTCACTGTAGCCTTT -CCAGCAGGTTAAAACATAATCTGAAAACTCAACTAAATCATCCATGCTTTCACAGGATAAACGAATAACC -GACAATGGCCATTTTACTAAACCGATGTCCACATTTCTGAATTCTTGCGATTTGTATTTTGCAATTACAG -GTGCCTTCAGCATAGGGAAAAGATAGTTTCCTCCCTGAAAATGGTTATGACTTAATATGGAACCTCCTAC -AATAGGCAGGTCTGCGTTAGAGCCGCAAATGTAATGTGGAAACTGTCTGACAAAGTCCAAAAGTTGCCGG -AAGGTACTTTTGGAAATAACCATAGGCACATGTTTCTCACTTAGAACTATGCAATGCTCGTTGTAATAAA -CATATGGAGAGTATTGCAAATACCACTGTTCCCCGCATAGGGTTACAGGCATAAGTCTGTGTGTTTGTCT -CGGAGGAAAATTAATCCTGCCTGCATATCCTATATTGTCAATACATAACATACATTCGGGATAATTACTT -TTGGGCTGCATCCTTTCCATTGCAATAGTTTTAGGGTCCTTTTCAGGTTTGGTAAGATTAATGGTTATCT -CAAGTTGTCCATATTTTGAATCGCTGGTCCACTTAATGTTCTTTGCTATCTGTGACGTTCTTATGTAATT -TGATGCAATGCATAAATTATAAAAATAATCGGTTGCGGCCTTTATTGACTGTTTTTCAGCCAAATCCGTA -AATTTTCTTATTATCTCTGACTCTCTGGGCATCATTAACCCCATTACCTTGGTATCAAAAAGTTCCCGGC -AGGCGTAGATATCTTTATCAAACAATCCAGCCTCACCGGCATAGTCCACAATTCTTTCAAGTATTTCTGT -GGGAAATTCTATGTATTCGTCAGGTATTTCTCCATAGAAGGGCTCATTGAGCTTTAATAAGTCCAGGAGC -TGATTTCTTGCAATAATTTTATCTAATTTACTTATCATTCCATGCTTTTCACCGAATTGAAGAAGCCGCT -CAATCTCATAAGCAGGATTAATCATTTGAAACTTCCCCCTTTGTCCATATGTTAGTGCTACGAATATTTC -CACTATATTATATAACATTATACTACTATTTTATAGAAAAGAATTCATAAAAAAAGCATAAAACCGATAC -CTACAGAAATTTACCGTTTTTATGCTTTTAACAATATCTTAATAAAGACCTTCGATATTTACTTCAATAT -CAACATCGGCGTTGTAGTCCACATCTTCAAATTCAAAGCCAAAAAGTCTGAAAAACTCTCTTCGGTAGCC -TTCAATATCAGTAATATCTTTTACATTGTCATTATTAGCTTCATTCCAGAGTTTTGTTACCTCATTCTGA -ACCTCCGGTCGCATTTCCAGATCATCCATGCAGATTCTGCCCTTGCTGTCAAGCTTCAAATCCCCCGAAT -AGAGCCTGTCATTAAACATCCTGTACATTTGCTCAATACAGCCCTCATGAATATTTTTCTCCTTCATTAC -TTTAAACAAAGCACTTACATAAAGAGATATAACAGGTATAGCTGCACTGGCTTGTGTTACAACTGCCTTA -TTAATGGAAACATAAGCTTTTCCGCCGATAGTCCTGAGATTCTCATTGATTTTTATTGCAGTAGCCTCTA -AATCATCTTTTGCTTTGCCTATAGTACCTTCTCTGTAAACAGAATGAGTCACTTCAGGGCCCACATAGGA -GTATGCAAGTGTCATTACATTGTCCTCCAGAACATCAGCCTTTTTAAGGGCATCCATCCACATCGACCAG -TCCTCACCACCCATTACCGCAATAGTCTGTCTGATTTCATCATCACTGGCAGGCTCAATGGTGGTTTCAG -AAACAAGTTGGGTATGAAAGTCCACTGTTTTTGATGTATAAGCCTCTCTAATAGGCTTTATAACCGAGTT -AAATACCTCACCGGTTACAGGGTGTGTCCTTCTTGGAGATGCCAAACTGTATACCACCATATCCACCTTA -CCAAGGTCCTTTTTTATAAGATCAATAGTTTTCTGCTTAATCTCATTTGAGAAAGCATCACCGTTTATAC -TTTTTGCATACAGGCCTTCCTCTTTCGCCATTTTCTCAAAAGCCGCTGAATTGTACCATCCCGCAGAGGC -TGTTTTATTTTTGGACCCAGGCCTTTCAAAAAATATACCTATTGTAGCTGCCCCGCATCCAAAAGCAGCG -GTTATTCTCGATGCCAGTCCATATCCTGTTGAGGCACCTATAACCAGTACTTTTTTGGCACCATTTATCT -TTTTCTGATTTTTTATATACTCAACCTGGTTCATGACACTGTATTCACAGCCGACGGGGTGAGATGTTGT -ACAAATAAATCCTCGGAATTTAGGCGTTACTATCATAAAATCCTCCTTCAATTTCAGCTTTATATCATAA -GCCGGATTAATGCTTAACATACTATGATTTAAGTCTTAACAGTATATATTATAACACAATATGGTATGGT -TTAAAATTAGATATTATTACTTGGTAATAAATAATCTGCGATAGCTTATTATTCGAAGGATACATAGTAG -CTTCCGCAATTTCCACCAGGCAGCATAAATCTAAAATTTGAAGTTTCGCCGTCCCCCAGGTCTTCTATCC -AGCACATACCCGTAGTAATTTTTTCACCTGCAATCCAAGGGCCATTGTTGACACTGTATACAATGGATGC -ATATGGCCTGTCACTGCTCCACTTAGGGTTTATTATTATCTTTTTTTGTGCTGAATGATTTACTGTTATA -TTGTAAACGACGCCGTAGTTACCGGCATGATATTGAGATGTACCAGGTTTTGAGTTTATTACACCGCTGT -ATTCATATGTATTGAGTAGTCGGGGCCATTCACAAAGGTTTGTAATGTTACTTCTATCCGCGTCAAGGGT -AACCTTTTTCTCTGTGTAAGCCAGTTCACCGCAAAAACCATGTCCTGTTCCCTGTATCGGATGCTTTTCC -TTGAAAACATCTTCTGCGGTTTTTGATTGTCCTGCTGCAAATACCCTCATCCAAACACCGAATTTCTGAT -TTGATTTAAACCGTGCTCTGCCATATACAAACTCAGAAAAACCGGGCGTAAATCTGAAGTCATCCGACCA -AACGATTTTCTTTTCTCCGGGATTAAGAGTAATAGTTTTATGCTTCGCATCCTGAAAGCTTTTTAGTACC -TGTGAAGTGTCCTCAATGACAGCGAAATTATATCCATCCAGTGTGGCAGTGCAACTTCCCTTGTAAGTTA -TTACTGCGGGCTTTGTACCTTTGTTCATCATTGCCACTCCAACTCTGCATGCTCCTGCATTTGACCATCC -ATTATACAAATGGTGATAAAACTCAACATCCTTATAAGAATTTCCAAGGTTTGTACCGTATAAATATACC -AAATCACCCGTATTAAGACCAAAGGACTCTGGATTATTAACATATACAAGGTGGTTACCGCTGTCTGAAA -AAGTTGACCCTGTTAATGCATACGATGTAAAGCTAAAAAATAAACATAAAGTAAAGATAATGCAAATAAG -CCTGATTAATTTTGTTTTTATCATTTGTCCCTCCTGCACCGGCAAATTTTAAGCCTAGCAGGCAGGTACC -TGTAGGCTTAAAAAACACTGAATCCGTATTTTCTAATTCTTTTATGTTAAGTATAAGTAAAAAATGGAAA -TTTTACAAGTTATTTTATAATGGATATCTTTTATTTGAAGAATTTACAACAGGAATACTCTTTATTCCTG -CATTAGATGCGAACTAAAAAGACCCGTCAGGAAAACCTGTCGGGTCTTTTTTATGCAATTTACATGCTTA -TTTTATCATTAACTATTATGCATCAACCTTAGCCATGTGCTCGATAAGGTTAACAACTTTGTTTGAATAA -CCCCATTCATTGTCATACCATGATACCAGCTTAACGAAGTTTCCGTTCAATGCGATACCAGCACCTGCAT -CAAATATTGAAGTACGTGCATCATGAATGAAGTCAGTTGAAACAACTGAATCTTCAGTGTATCCGAGGAT -ACCCTTTAATTCATTTTCAGAAGCATTCTTAACAGCAGCTTTGATTTCATCATAAGTAGCTGATTTTTCG -AGACGAACTGTGAGGTCAACAACTGAAACGTCAGCTGTAGGAACTCTGAAAGCCATACCAGTTAATTTTC -CGTTCAATTCTGGGATAACCTTTCCAACTGCTTTTGCAGCACCAGTTGATGAAGGAATGATGTTTCCAAG -GATTGATCTTCCGCCTCTCCAGTCTTTCATTGAAGGAGCGTCAACTGTCTTCTGAGTGTTAGTAGCAGCA -TGAACTGTAGTCATAAGACCTTCGACTATACCAAACTTGTCATTGATAACTTTTGCTAAAGGAGCTAAGC -AGTTTGTTGTACATGAAGCGTTTGATACAACTGTCATGTCCTTAGTGTATTTGTCATCGTTAACACCCAT -AACGAACATAGGAGCGTCTGCTGAAGGAGCACTGATAACAACTTTCTTTGCTCCGCCCTTTATGTGAGCT -GAAGCCTTTTCAGTAGTAGTGAATACACCTGTTGATTCAACAACGTATTCAGCACCGCAAGCACCCCAAG -CTATAGCTGAAGGATCCTTTTCTGCAAATACAGCGATTTCTTTTCCGTTTACAACTAATTTACCTTCTTT -TACTTCAACAGTTCCTTCAAATTTGCCATGAACTGTGTCATAAGTAAGCATATATTTCATATACTCGAGA -TCGATGAATGGATCATTGATTCCCTTTACTTCTACATTTGGGTTGTTTACTGCAGCCCTAAATACAAGAC -GTCCAATACGTCCAAAACCATTAATACCCATTTTTACTGCCATTAGTGTTACCTCCTAAGTTTTTTATTA -ATTAGTCAAGCAAATTAATGCTTATCGACAAAAGAACTGGTTACTTTTCCTAAACCAAAGTTAATTTTAT -AATATTTCAAAAACATTTTCAATAGTATATACGCTTAATTTAATAAATATTTAACAAACTTCGATTGTAT -ATTTATAAATCAAGTGATCGGGATTATAGGATAATTTGGCCTTTCTTAACCCTTCGACTCCCAAATCCTG -CTCCCTGTTTACATATTCCATATGAAGCCACTGATTATTTATAAACATCTGATTTATTATGGTATAAATA -CCTCGAATTTCTGCGTTTGCCTTTTCAAGGTGAATTACTACGGTATTTTGGTTAAGCTGCTCTCCTACCG -TAAAGGCTTGTGCTTCTCCGTAAACTCTGATTAATCCGCCTTTCAAACCAAGAATTCCATAATTTTCAAG -GAGCCCAAGATTTGCTATTTTCTCATGTAAAAGGGTCTCGTCACTTGATTGTACCCTCTGACGGTACCAT -TTTTCTACTATATTTTTGCAGTCTTTTATATTTGAGGGTGATATTTCTTCATATTCATAAGTGTATAGCT -TTTTAAATTTGTTAATGTGATTTCTCTTACCGTCAAGCTTTTTTCCTGCCAATGTTGATAAACTTTTCAC -AGTATATACATAATCAGCATTGTTCCTATCCTCTGTGGCATTATACTCTATTTTGATATCGTCAAAAATT -TTCAGCTGCTGTTTAGTAACTCTGGAAAAGACTAATTTCCATCCCTCTGAAGTAAAGTATTCCTTTAATG -TTTCAATAGTCTTTTTTAGTTCTTCTCTTCTATTATAATCTCCTACGGGAAAAAAGCAAAAGGGATTTGA -AATGTCCCTCACTGACATTATGCATAAAAAATCATTTATTATTCCGAATCTAATTTTATAGTGGTCCTTC -CACATGAAGAGATTTGTAAAACTCATTTCAGATGCAAGAACATGGGATGTTTCAAAATATTTATCAAAAC -ACCCCTTGTCGTTAATAGATATTTCCTTATCTATTAAAGTAGTTTGCAACATATACATCCCCCTGTTAAC -TGCCTCTTTGCCATTTATTTGACATTTTGTACGATTGCTATAAGATAAGTAACCGCATCCTGCATATCCT -TTATTGATATCTGTTCTTTTACACTGTGTACGTTGGTCATCCCAACGCTCAGATCAACCGCTACGATTCC -TTTTGAGTTTATAATGTTTGTGTCGCTTCCACCTCCGGTAACTACTGCCTCAAATTCAATGCTGCAATCG -GTGGCTGCTGACTTCATTATGTCGATAATGGCTGAGTTCGTTGGTACATTGAAAGCAGGATATTCCATCT -CATAGTTAAATTCAACCTGTCCGCCCAATTTTTCAGCTGCCTGTATAAAGCAGTCTCTCATATGGTCAGT -TTGAGATTGCAGTTTATCCTGCTGTCTGCTTCTGGCTTCACCTTCAATCTCAACTCTATCGCATACAATA -TTTGTAGCTGTACCGCCATGAATCACGCCTATATTTGCCGTAGTTTCCTCGTCAATCCTTCCAAGCTTCA -TGTTTGCAATAGCGTGAGCCATGACTGTAAATGCACTTATTCCGTTTTCAGGCTCAATCCCTGCATGTGC -AGCTTTACCTTTTACTACAACATTTATCTTGTGTTGTGAGGGGGCTTTTATGGCTGCACAGCCTATTCTG -CCGTCGCTGTCCAGAATAAATCCATACTTTGCATGTATTTTGCTGTAGTCCAGATTTTTTGCACCAAGTA -ATCCGATTTCTTCGGCTACTGTGAATACTATCTGGATATCACCGTGAGGAATGTTTTCCTCTTTGAGAAT -CCTCATTGTCTCCAATATAATTGCTATTCCGGAAGCATCGTCCCCTCCCAGAATGGTGGTTCCGTCTGTT -TTAATTATATCTCCTTCAACAACCGCTTTTTTACCTATGCCCGGAACCACAGTGTCCATATGTGCTGCAA -GCATAATTGCAGGAACATTTTTATTGCCCTTTATAGTACATATTATATTTCCGCTGTTTCCGCCTATTTT -CTCTCCTGCATTATCCTCCACAGGCATATACCCCATATTTTCAAGCTTACGTTTTAGGGTATCGCACATT -TGCCTTTCTTTTCCCGACAAGCTATCTATCTTTACCAATTCCAAAAATTCATCAACAAGTCTGGTTCTGT -TAACCATTTTTAACCCTCTCTTAGATTTAACTATTTTATTATACTTTTTTAATATACCCGTTTTTTTTAA -AAAAACACCATTTTATTAAGTCATTTAAAAGTTTTAATATATTACCACTCGTATTTTACCATTTGCCCTT -CAACCTTCATTTCTTTGAAATTCTGCTGTCTTAGTGCCTCATATAACACGATTGCAGCAGAATTTGAAAG -ATTAAGGGACCTTATGCCATTTTTCATGGGAATTCTTATGCAATATTCCTTGTTCCCCTTTAATAACTCC -TCCGGCAGCCCCGCTGTTTCTTTTCCAAAAACAATAAAACAGTCATCCTCAAAATTTACGTTACAGTAGT -TGTTTACTGCTTTAGTAGTTGAATAATAAAAAGTTTTGCCAACATTTTTTTTCTTAAATTCGTCAAGATT -ATTGTAATACCTTACATCTGCCTCATTCCAGTAGTCAAGTCCTGCTCTTTTAAGATATTTATCCTCAATT -GAAAAACCAAGAGGCCCCACAAGATGCAATACAGATCCAGTGGCGGCACAGGTTCTAACTATATTTCCGG -TATTCTGGGGAATTTCAGGTTCCACCAATACTATATTAAATGCCATATTAAAATCACATTCCTTTCAGTA -ACTTATCAAAGGATCTAGCTAAAATAAACATACAATAAAAAGATGGCTTAACTAACCATCTTTTTATTGT -ATGTTTATTTATTTTATCATTTTACTTTTAATATCTCAATCCTGAACAGATAAATCAATCTCGAGAATCT -CATTATCCGACAGATATAAAGGTATACATATAGTCTTCATCTTAGATTGTGAAATCTGTAAATTCTCACC -AAGAAGTAACGAGGGAGGCGTAATTTCTATACCGATACCTTTATTATAAAGCAAAGTGGCTGTATTACCC -AATATCATATTGGTAAGCTCTGACAATGCACTTTTAGATATTTCGTTTAATTCGTCAACAGGCATACCCA -TCATCATCGCTGAAGCTATTTTAAATGCTACACCCTTACTCATGGTAAAAATAGCTTGTCCGCGAATTTT -TCCTGTAATTCCTACGATTATAAGTATTGATTCTCCCTGATACGGAGAATTTTTCAAGAATACTTTTCCC -AGCCTTGCATCAACGTTTACAACTTGTTTAAGTACTGTCTGGCTTGCTTCAATAAATGGGTTTATATACT -CTATGTTCATAATCATCCACCTTGTTTTTATGTATTATGCTCTCTACATTCAAATTTCGTTGATGAGATA -AAAAAATCTTATTCAATTATAAACAATTTCAAGGTAAAATTCCATATATTTTTTCAAAAAGTAAAAAAAG -AGGAATATTTAACTAATCAATACTAAAAAAGAACTTTAGCCTTGACCTTAAATTTTCCTCTGAAATGTCT -ACTTTTTCGCTTTTATTTTTTTGCTTTAGGTTTAAATATTGAAGCCATCATAAACCCGAAAAACACAGCT -GCGGCAAGTCCTGCAGCACCCGCTTTGAATCCGCCTGTAAATGCTCCCAGTAATCCAGTTTCATCCACAT -CCCTGAATACACCTTTTGCAAGGTTGTAGCCAAACCCCGTAAGGGGAATAATGGCACCGGCACCTCCAAT -TTCAACTATTTTTTGGTATATCCCAAGGGACCCCAGAACAACTCCCGCTACTACATAAACTACCAGTATA -CGTGCTGATGTTAACTTTGTTTTGTCTATTAATATTTGACCAATGGCACAAATTATCCCACCAACTATGA -AAGCACTCAAATAAGTCATTATTTCACCTCATTATTTAAACTTGTCAGTTCAAGGTTCTGTGGATAGCTA -TGGCGTGTGCTATACCAGGTATGGATTCATTTTGCTGAGAGCTGATAGGACTCATTAATGCTCCTGTAGC -AACAAATAATACTCTCTTTAATTTCCCCTGTGTTATCTGGTTGTATATATGCCCTGCTAACACCGCCGCT -GAGCATGCACATCCACTCCCTCCCGCATGAGTATCCTGCTTTTCCGCATCAAATATCATTACTCCGCAGT -CGTTGAATCTGGATTCTATATCCAATCCGTTTTGCTTCAACATCTCCTGACATATTTGTTTTCCGACCTT -ACCCAAATCACCAGTTACAATAAGATCATAATAATCAGGCTGCAACCCGGTATCCTTAAAGTGAGCGAAT -ATGGTATCCGCTGCTGCCGGAGCCATTGCCGCACCCATATTATTTGCATCCGTTATTCCTAAATCATTGA -TTTTTCCAGTTGTAACATGCTTTATATACGGTCCTGTACCCTTTGAAGACAGTACCACAGCACCTGAGCC -TGTTACAGTCCACTGTGATGTAGGAGTTCTTTGGCTCCCTAATTCCAGAGGAAACCTGAACTGTTTTTCT -GCAGAACAAAAATGGCTGGAAGTCATACACACTAAATTCTCCGCAAAACCTCCTTCCACCATTAGACTGC -CAATACTCATTGATTCAGCCATGGTTGAACATGCTCCATATAAACCCAGAAATGGAACTTCTGTTTCCCT -TAATCCATAGTTAGCCGCAATGCACTGGTTCAAAAGGTCTCCGGCTAAAACATAGTCTATTTGATCATTA -CTGAGCTTCGCCTTTTGAAGAACTTTAGCAAAGGTCTCCCTTACAAGTTTACTTTCTGCTTTTTCCCAGC -TGTCCTCACCCCATAATTCATCAGTGATAATATAATCAAAGTCATCTTTCAAAGGACCCTTCCCTTCCTT -TGGCCCAACAAATGACGCTGTTGCTTTAATAGAGGGAGGATTTTTTAAGATTACCGTCTGCTTTCCAATA -TGCTTTTCTGCCATGTCTATTTTATTAGCCTCCTTTAGCCATACGGTGTTTACTTTTTTCCTTCATCCGA -ACATTAAGCGGATAAAAGAGGGCTATTAAGTAATAAGGTAATGTATTATGCCTGCAATGATTGAAGAACA -AATTCCATATACTATTACAGGGCCTGCAACAATGAACATTTTTGCACCCATTCCAAGAATGTATCCTTCG -GACTTGAATTCCATAGCCGGAGATACTACTGAGTTTGCAAATCCCGTAATTGGTACTATTGACCCTGCTC -CCGCAAATTTGCCTATTTCGTCATAAACGTTAAGTCCCGTTAAAAGTGCCGCCAGAAAAATCATTATAAT -ACTGGTTATAGCGGATACCGCATCATTGTCCAAACCTTTGTTTTTCAGCAGATTTATGAATAGCTGGCCA -ATATCACAAATGATACCTCCAACCAGAAAAGCCTTTAAAACATTTGAAAACAGCTTTGATTTCGGTGAGA -TTTCTTCAACATACTTAGAGTACTGATCCTTGGTAAAACTTTTTTTCATAAAAGGCCTCCCATGCAACAC -AAAAAAATGAAAATACAATTTATATATTAAATATATTTTGCATTTTCATTTTAATTATTATGGTAATATA -TACTTTTTCGTTATAGCCTGAATTCAATAGGATTATGGTTTAATACATAAACTCCCTTATTGTGTATTTT -TTTAGATGATGGAAAGCCTGTGAGTATCAGTGCAATTATTATAGCTCCTATAATTAACGCAGCTATGATT -GCAATAATAGCTTTGGTTTTATAAAAAGCCATTTTTCCTGTCTTAAAGTTATTAGCCATATCAAAATGCC -ACCTCTTTTATGTTTAAACCCATGTGTAAGTCAATGAACTTTAATTATTATTTGCAATCATTTTAGATTT -AATATCTCTGAGTATCTTTTTCTCGATTCTAGAAACCTGCACCTGGGATATCCCAAGCAGTTTTGCTATC -TGAACCTGTGTTTTTTCCTTGAAATATCTTAATATTATTATCTGTCTCTCTCTAGTATCCAGTGTATCCA -GAATTTGCCGTATGGCGATTTTATCAATAAGATCCACTTCACAGCTGTTATTGTTTGCAGCATCTATCCT -ATCTATAAGCAGTATTGGCGAATTTTCTCCATCACCTATAGTGCTGTACAGAGATTCGGGGGTACATCCC -GCTTCAATTGCCATGACAAGCTCTTCAGGTGAAATATTCATATGTTGGGCAATTTCATTAATTGTAGGCT -CCCTCCCAAGCTCTTTGCTCATAATTTCTTTGGTTATACGCGCTTTTGAGGAAACTTCCTTTAGAGATCT -GCTTACTTTTATTATTCCGTCATCTCTGATAAATCTTTTTATTTCACCGATTATCATAGGAACAGCATAT -GTAGAAAATTTGACATCATAGGATGTATCAAACTTGTTTATTGCCTTGATTAATCCAATGCTTCCTATTT -GAAATAAATCATCAACTTCATATCCTCTGTTCTGAAATCTCTTTACAATACTCCATACAAGGCCTACGTT -CTTTTCAACCAGAACGGATTGGGCTTGTTTGTCGCCAGCCTTGGCCTTTATTATAAGAGTAAAAACAGCA -TCATCTGATGTTTCCTTCATATTTTCTGCCTAAACCTTTCTGTCACATATTTTGCCTGTCGCAGGCCGTA -TCTTATTATTTTGGGAATAAATCTTTATATAGTCTAATTATTAACCGTGATATACATTTTTATACATTAT -TTATAATTATTTACATGGGTAGGGTGAAAATCTCCTTACCCCAGATTTCTATTCCAAAAAATATTAATTA -AGATTTTAATTTTTTAAACATTGTGACAGTTGTACCCATATTGGGTTCAGAAACTATTTCGACGCTATCC -ATAAAACTCTCCATAACGGTAAAACCCATTCCAGAACGCTCCATGTCCGGCTTTGAAGTGTAAAGAGGCT -GCCGTGCCAGTTCAATATCCTCTATTCCTTTTCCTTTATCGGATATTATTATTTGAATACCTTCGTCATA -TAGCCTGCAAATCATTTCTACCTTTCCCGCTGTATCCTCATAGCCATGTATTATGGCATTTGTTACAGCC -TCGGAAACAGCCGTTTTTATATCCGCCAATTCCTCTACAGTAGGATCAAGCTGGGACGCAAATGCCGCAG -CAACGACTCTTCCAAAAGATTCATTATTGGATTTACTCATAAATTCAAGCTTCATCTCATTAACCAGTTG -CATTTTTCTTCCTCACTCTCTTTAACATGATATTACAAAATTAACCGCACATGCTTGAAATAGCTGTATC -CAAACTGTTGTACACAGGAATAATCTTTAATATGCCTGACATCTCAAATATTTGCAATATTTTGGGATTT -GCATTTATTATAGCCGCCTTACCGTTCAATTTGCATACATTCTTGTACCGTCCTACAACTACGCCAATAC -CCGAGCTGTCCATAAAGTTTACATTGGTAAAATCAAATACAATATTTTTGACAGTTGCTTTGGTAATCTC -ACTATCTATTTTTTGTCTGAGATACTGTGCCGAATGATGGTCCATATCTGCCATTATTCTAACAACAAGG -GTTGTCCCTTTTCTTGAAAGTTTAACATCCAATCCTGTTTCCTCCTGTTTATTTATATTCACAGTATCAG -ATTCTATATTTCCCCAATTTTACCTTTGATTATTTTTCCTAATTCGTTCAGCTATTTCATCTAGTTTCCT -CAATCTGTGGTTAACTCCCGATTTACCCAGTTTAGGATGAAGCATTTCTCCAAGCTCTTTAAGGCTTGCA -TCCCTGAATTGCACTCTTACGTCGGCTATTTCCACAAGGTTCTCAGGTAGCTTGTCTATACCTATGGTAG -ATTCAATATACTTAATGTTTTCAATTTGCCTAATGGAAGCATTTACGGTTTTCTCAAGATTCGCAGTTTC -ACAGTTTACAATTCTGTTGACATTGTTTCTCATATCCTTTAGAATCCTTACGTTTTCAAGCTCCATAAGT -GCCCCGTGTGCACCAATGATATTAAGAAAATCAACAATCTGCTCTCCTTCTTTTATATAAGCCACATAGC -TGCCCTTCCTTTTGATTATCTTTGTGTTTATGTTATAGTCATCCAGTAAATCCTTTATCATTTCCGCAGA -CATAATATTGTGAGTTGAAATTTCCAGATGATATGTTTTTTCAGGATCACTTATTGAACCTCCTGAAAGA -AACGCCGCTCTCAAGAAGCTTTTCCGGCAGCAAACCTTTTCAAGTGTACTTGCAGCAGGAATGTATTCAT -CCTCCGTAAAAGCACTTATCCCAAAGTCATATAGTATCTTGTTAATCATCTGGTTTGGTACCAATGTAAG -GGAATAGGAAACATGCTTTTTAAGCTTGCTGCTTCTTCTGATGGAAACCTCTGGGCAAATACCGTAAATT -CTCCTGAAAATTGAATATATTCTTCTTGCAAAAGCGGCGTTTTCAGTAACCACTTTTGTATTTCTCAATA -TTTTTTCATTGGAAAAAAGGTTACCTATTAGAATAACCCCCAAAATTTCAGATTTCATGCAACATTCGTC -ATGAAGCTCAATCCGGCAAAGCTCATCTTTTACTATAGTTGAAAAAGACACTTAACAACACTCCCGCTAT -GCTAATAATTTATTCTTTGTCCAAGCTGGTCAATACCTATGTCTTCCACAGCCGCCCTCAGTATCTCGGA -TACACTCCAAGCCTGTGCAAAGCACCCTCTTGGATAGTGCGGATTGTCCCCGTCAAATATTTCCGAAATA -CTACCCATTCCGCCGTTTTTAACATGGTCTGTAAACGGTTTTATAAATTCCAATGCATTACGTCTTGCCT -GCTCGGTTCCTCCGTTTACAAGGATGTATGCCCTTATAAACCTTCCAAGAGGCCATGTCCATACGGTACC -CTGATGGTATGCACCGTCCCTTTCAAGAGGATTTCCGCAATAAATACCCTTATATTCCTTGTTTGCACTT -GATAGCGACCTGAGACCATAGGGTGTGTAAAGCTCTTCCCACACCTTGTTTAGGATTTTTTTAGCTTTAC -ATCCGTCAATAACGGGAAATGAAAGTCCGATAGCCAGAATCTGGTTCGGCCGAATATCTGCATCTTTTCC -ATTTGAATTAATTACATCGTATAGACATTGATCCTTTTCATTCCAGAATTCTTTTATAAAGGATTCTTTT -GTTTTGGCAGCCAAAGCCGAATAGATGTCCAAATCACCAAATCTTTCAGCCAGTCCTGACATTATGATTA -AAGCGTTATACCATAATGCATTTATTTCTACGGCTTTACCATGGCGTGGTGTGACTATCCAATCTCCTAC -CTTGGCATCCATCCATGTGAGCTGTGTATTTTCATTCCCTGCCGTCACAAGGCCGTCCTCGGTCATTTTA -ATGTCATATATAGTACCTTTTATAAAGTAGTTACAAATATCCTTTAGACAGCTATATATATTCTCCTTTA -TAAAAGTATAGTCTTCTGTGTAGGAAAGATAGCTATAGACAGCCTCAAAATACCACAAAGCAGCATCTAC -ACTGTTATAGGCCGGTTCTTCCCCGTCATCCGGAAACATATTTGGTATAAGTCCATGGTTAACATATTTT -GAAAACGTCAATAAAATATCCTTTGCATCCCCATATCTGCCTGTTGCCAGTGTAAGGCCGCTAAAGGCGA -TCATGGTATCACGGCCCCAGTCGGTAAACCACGGATATCCTGCTATGACAGTCTTAGAGTTGGTTGATTT -TCTGTATACAATAAAATTATCCGCGGCAAGTACCAGACTTCTGCAAAGCTCGTTTTGTAGGCCTGCCCTG -TTCAGAAGCTCTTTTAATCTTTCTTCTTCCGACTGAATAACCCGTAATACATTGAGGCTGTCAAGATCAT -ATGTTTCAGTTGTTGCAATAAACGAAACTTTTTTTGTTTCCCAGGGTTTTATTTTTATGCTGAAGCAGCC -GGGTATAAAATGATCTTCAGTTGAGTCCAAGCCGCGTTCTCTCTCAACCTCATAAAACATGTCATAAAAA -TAGCAGTCATTATAGCTTTTAAATTCCCCGCCATCCACCAGCAATCTGATTTCTGACTCCCCGTTTCCCG -ATATACAAATTGCTTTTGAATCATGTCTTACGCTGAATTTTAAATTATTACTTCTGCTGATATAATGATG -ATCTCTATTATTTACAAGAGGAGTCAGCCTTAAGACCGCGTCCTTATTCCCGTTACGGATTTCATACTGT -ACAATAACCGTATTATCGCCCTGCTTCATTGATATTTTCTTTTTTATAAAAACGTCCTTGTAAGAATATA -CAAATTCAGGAAGATAGTTGTATTCCACCCTTTGTAGATGGGTAAACCCGCTATTTACATATCCTCCGGC -GGTCTTAAAGGAGCTTAGCGAAACCGTACTGCCATCTTCAAAATCCATATCTTCAAGAACATTTGCCAGA -AAAAGCTGCCTTTTGGTTGGAGGGACTGATGCAGAAATCAATAAGCCGTGATATCTTCTGTTGTTAGAAC -ATATAAGAGACAGTGATGCATACCCGCCTATGCCGTTTGTGACTAACCATTCTCTTTGACAGCCTTGTTG -GTAGCTATGCCAACAGCTTGTTCCAAAGTCCATCTTATCAGCCTCCGATTTTATTGATTTTATTTTGTGC -ATAATAATAGTCCAGTATTCTGTCCCCGTCGTTTGCCAGAACAAGTTCGGTTACCAGTTCCATTATTTTT -TTTGCCAACCTTTTTGAATTATGCCTTACATAACCATTATTGATGCTTTTAAAATCTCCGGTAATTATCT -CAATTCCCATTTTCTTGACGATGTCAAAGTCAACCTTGACAAGCTCCGCACCGTCTTTGCGGTATCTTTC -CTTCATATCCTCCGGAATTATTGATGTGTTTACAATACAATAGTCAATCAAACCCCTGTGAGAATGCTTT -TCTATTGCCTTTATATGGTCGCTGAGGCTATATCCTTCTGTTTCTCCGGGCTGTGTCATTACATTACATA -CGTACACTATAACAGCTCTTGTTTTGCCCAAAGCATCACATACCCCATCAACTAAAAGATTAGGTATTAT -ACTTGTATAAAGACTCCCGGGTCCCAGTACAACAATATCTGCTTCCATTATGGCTTCTATTGCCTCATTT -AAAGGTTTGACCTTTGTCTGATTCAGAAAAACTCTGTTTATTCGTGATTTGTCGTTTTTACATCTGTGAC -CTATGTTAAATTCGCCAAGAATTGTATTTCCATTGTCTGTTTCTGCACAAAGCCTTACATCTTCAAGTGT -AATAGGCAATACCGTGCCTGTTACCGCCAGAACATCGCTCATTTTTTTTACAGCCTCCTCAAAGCTGTCT -GAAATTCCATCCATAGCAGCAAGAAACAGGTTTCCAAAGCTTTGTCCTTTAAGCATTCCATCCTGGAATC -TGTATTGAAGCAGCTTTTGCATTATGGGCTCCGTATTTGCCAATGCAAGAATACAGTTACGAATATCTCC -CGGAGGTAACATTCCAAGGTCCTCTCTTAATATGCCTGAACCGCCTCCGTCATCGGCTACCGTAACTAAA -GCTGTAAGATTTGAGGAATATTGTTTTAAGCCTCTAAGCATTGTAGAAAGCCCTGTACCGCCTCCTATTG -CAACTATTTTGGGGCCCTTTACAGAAATTTTTTTTTCATGGAGAAGGCTGCTTAAATCCTGACCGTTCAT -TAGTTTACCTGCAAAATTTCTAACAAGCAGCCTGAAAGCGGCAAAAGTACCTGCAAGGCCCAAGAATGCC -AAAATAGACATTGCAATAATATACGGGATTCCCTTGTTGTAATTATATATGGTAAATAATATGCTGAAAC -ATATTAAGGCTATACCTGCTGAAAGTAATGCTATCCACCTTTTGATTCTGGCACCGGGCTTCATCCAACT -GAATGCACTCATTTTCCAACCCCTTTACCGTCTTTCTCTATATCCCTGTGTTCAATAACAACACTATGCA -TTTTTTCTTCCAGTCTTCTATATACCTCATCGGCTATTGCAACTGATCTGTGTCGCCCTCCTGTACACCC -TATACCTATATCCAACTGGGACTTTCCTTCTTTTATATAGTTGGGAATGAGGAAATCCAGCATACCGTCC -AGCTTTGAAATAAACTCCTTTGTTTCAGAAGCGTTAAGTACGAATTCCTTAACCATCTGATCCTTTCCCG -TCTGATTTTTCATGGGAGCTATATAATAAGGGTTTGGGATAAACCTTACATCAAAGACAAGATCACAATC -AGTTGGAATTCCATATTTAAAGCCAAAGGATACCACATTGATTATTATCCCTTTAAAGATTTTTCCTTCC -AGGAATATGCCATTTATTTCTTGTTTTAACTGTCTGGTAACAAGAGTTGATGTATCTATTATATAGTTGG -CCTTGGATTTTATAGTCTGCAGGGCTTTCCTTTCTTCCCTGATACCTAATAACAGGCGGCCTTCCGGTGC -TAAGGGGTGCTGCCTTCTGCTCTCCTTATACCTCTTTACAAGAACATCATCATCCGCTTCAAGGAACAGT -ATTTCATAGCTGAATCCGGATTTCTTGACCTCTTCTAAAGCCGGGAAAAGGTCGTGTAAAAGTTCACCGC -CTCTAATATCTATTACCAGAGCAATTTTCTCCATTTTACCCTCGCTCTGAGCACTGATTTCGGCAAATTT -AGGAATCAGTGCAGGAGGAAGGTTATCCACGCAGAAAAAACCTATATCCTCTAAATATTTGGTAACAAGG -CTTTTGCCCGCCCCTGACATTCCCGTTACTATTACAAATCTCATCCTAATCCCCCAAATCTTGTGTATAT -TAGTTAAAGTCTCCTATTATCCTAAGTTCAGGCTCAAGCTGAACCCTAAATTTCTCATCAACTGTTTTCT -GTATATGTTTTATAAGATCTAAAACATCCTTACAGGTAGCTCCTCCGCTATTTATTATAAAACCGCTGTG -TTTGTCGGATATCTTTGCCCCACCGATTCCGAATCCTCTAAGTCCGCTGTCATCAATGAGCTTGCCTACA -AAATATCCCTGTGGTCTTTTGAATACGCTTCCTGCACTGGGCCACTCCAAAGGTTGTTTATCCCTGCGTT -TAAAATTGAACTCATCCATTTGTTCCTTTATCTTTTGGCTGTCACCTTTATGGAGCTTTAATTTTGTTCG -GAGAACTATCCCCTTTGATTTCTGAATAACACTGTTTCTATAGGAAAAACAGTGTTCATCCCCTGTTATC -GTTTTGATATTACCCTCCCGATCCATATATTCGGTCTGATAAACAACCATACACATTTCACCTGTATAGG -CTCCCGCGTTCATGGTTACAGCCCCGCCGACAGTACCGGGTATTCCTTCGGCAAATTCCAACCCGGTGAG -TGAATACTCAAGTGCAAGCTTGGATGCCTTTGAAACAAGTATTCCTGCGTCAAGCTCTATTGTCTCATTT -TCAACATTAAAGGCGGACATATTGTCATATATTTTAATTACAACACCCCTGATCCCCTTGTCTGACACCA -GCAGATTAGTGCCGTTTCCCATAACCATAAAAGGCATATTGGATTTTATGCATTCTCTTATAATATTTCC -CAGTTGAGTGCTGTTTTCAGGGTAAGTCATTATATCAGCAGGCCCGCCTATTTTAAAGGAGGTATGAGCA -GACATAGGTTCATTAACTGACACTCCGTCCTTTCCGGTAACAGAAACTAGCTTCTGAACAAATTCCTCAT -TCTGTAAAATAACGCATTCCTCCTTGTTAGCAGCATATTTATTATTCAATACGTTTTTTCCTTTCGGACA -GATAACTTTCCATCCTCTCAACAGAAGTGGTAACTACCAATTCCTCCGGCATCTCAACTTCCTCTAAAAT -TTTCATGACATTATCAAATCTGCCGATATTAAAGCTTATATGGGCATCTGAACCCGTCGCAACCCTTACA -CCATATTTTTTACACATCCGTGCTATTTCAAAGCAATTCCTCTCACTTCCCTTGCGTACAACAAAGGAAT -GGTTGTTTAGTTCAATAAGCTTATTGTACTCCTTTGCAGTTTTAACAACCTTTTCAATGTCTATCTGGAA -TTGGGGATTTCCCGGATGAGCCAAAATATCTATATATGGATTTTTTAATATCTCCACTGCACCATTGGTA -TGATTTTCAACTGTGGAGGGCTCTATACAGATATCATGGAAGCTTGCCAGAACAAGCCCGAGTTTTTTTA -AATATCTCTCCGGCAAATCCACCGTACCGTTATAATCCATTATGTTTAATTCAACACCGTGTATAATTCT -TACCCCGTATAGAGAATCAGGTATAACTTCAAGATTGCCGAAGTAATATAGAAACGGAGCACCCTTCATT -GCCGAGCCATGATCAGAAATATTAATCATGTGAATTCCATTTGTATAAGCCTCTTTTGCGTTTTCCTGAA -CCGTACTGTATGCGTGTCCGCTGGAAACAGTATGAGTGTGTGTATCAACTACGATTTTCAATAGTATATC -CTCCCAATAGGGTTTTTAGTGTGTCTTATATATCTTTATTAATATTGCCCAGTACTCTTTCGCTTAAAGC -CTTTGCAGCATTATATCCCATTTTTTTCTGTCTGTTATTCATGGCAGCCACCTCTACAATAATGGCCAGA -TTTCTGCCCGGGCTGACCGGAACATTAAGACATGGCACTGTAAGACCCAATATATCAGTATATTCGTCTT -CAAGACCAAGTCTGTCGTATATTTTTTTATCGTTCCAATGTTCCAGCTTTATTACAAGGTTTATATTCTC -TGTCATTTTAACGGAACCTACACCGTAAAGGTTTTTAACATCAAGAATACCGATACCTCTTATCTCTATG -AAGTGACGTATTATATCCGGAGCAGTACCAACAAGAGTCTTATCGGATACCTTTCTAATCTCAACATTAT -CATCTGCTACAAGCCTGTGTCCCCTCTTTACAAGCTCCAGAGCAATCTCACTTTTTCCGACTCCGCTTTC -CCCAAGTATCAGTATACCTTCACCATATACTTCTACGAGCACACCGTGCATACTTGTTCTTGGAGCAAGC -TGCAAGTTTAGATATCTTATAACACCGCTCATAAATCTGGATGTTACATCATCTGTCCTAAGAACAGGAA -TTTTATATTTACGTCCAACTTCTATCATTTCAGGGAAAACACCTAAGCCTCTGGCCACAAGCATACAAGG -AAATCCGCATTTAAAGAAGTTATCCAGCCTTCTATACCGTTCTTCCTCTGTTAGCTGCATCAAGTAGGCA -GTTTCACCCTTACCGATTATCTGTATTCTATCTGTTCCAAAATATTCCATATATCCAGCAAGCTGTAATC -CCGGCCTGTTAACATCGGCTGATGAGATTTCCACATTCTCGTAGCCCGGGGTCCCGGTTAATTCTTCAAG -CTGAAACTCTTCCATTATCTCTTTTATGGTTACAGAAAACATCTGAAACACCTCAATTCGTTGTATTAAG -CTTAATAATGCACCTGTTTTCCTTTTTTAGATACATATCTTATTATATTATAACGGAGATAAAAAGGAAA -TGGGCTGGAACAAAACAGTGGTATAGTCAGTTATTTCAGACATGCAGTTGGTGCTAATTTTCCTTGTTTA -CCCTCATTTTGTAGAAGGATCTCCATACAAAATATAAGGCACATGCCATAAGTACTATTCCTGCATATGG -TGCAATATCCTTGAAGGTATCTGAAATGGCTATTTCCATAGCAAGAAGTCCAAAAAGGGTAGTAAATTTA -ATTATTGGGTTCAGAGCTACGGACGAGGTATCTTTAAAAGGGTCTCCAACCGTATCTCCAACTACAGTGG -CATCATGAAGGGGAGTACCCTTCTGCTGCAAATCCACTTCAACAACCTTTTTGGCATTATCCCAGCATCC -TCCGGCATTTGCCATAAATATGGCCTGATACAGGCCGAAAACCGCTATAGACACAAGATAAGACACAAAA -AGTGCTACCGATTCATTTCCTGATTTTGGAGCCGACAAAAATGCAAATGCCAGTGAAAATGAAAAGACCG -CCACAAAAATGTTCACCATTCCTTTTTGTGCGTACTGTGTACATATTTTTACAACCTCTTTAGACTGTTC -CACAGCTGCCTTGGAGCTTGCATCTTCATCCAGCTGTATGTTTTTCTTTATATATTCTACTGCTCTGTAA -GCACCTGTTGAAACAGCCTGAATAGACGCTCCTGTAAACCAATAGATTACTGCTCCCCCACAGAGGAAAC -CAAGTATAGTAAACGGATTGAGCAGGTTTAAAATTTCCTCCGGCTTCACACCGAGGGTGTCCTTGATAAC -AAGTATCAGTGAAAAAATCATTGTTGTAGCCCCAACCACTGCAGTACCTATCAATACCGGTTTGGCTGTA -GCCTTAAAGGTATTGCCTGCTCCGTCATTGGCCTCCAGATAATATTTTGCTTTTTCAAAATCAGGCTTAA -AGCCGAAGTTTTTTTCTATCTCAGAATCAATGTCAGGTATAGCTTCTATCAATGATAGCTCATATATTGA -CTGAGCATTATCGGTTACAGGACCATAGCTGTCTACCGCAATTGTAACGGGACCCATCCCCAGAAATCCG -AATGCCACAAGTCCAAAAGCAAAAACCGAAGGATAGCTCATTATATCTGCTAACCCCATCCTGCTTGCAA -TATAGGCTCCAAACATCAGAACTATAAAAACCATCCCCTTCCAGAAGGCACTGAAATTACCTGCCACAAT -ACCTGAAAGGATATTCAGGGATGGTCCTCCCTCTCTTGAGGCTGTAACGGTTTCCTTTACATGTACAGAC -TTGGGACTTGTAAATATTTTTGTAATCTCAGGTATAAGTGCAGCTCCTAGAGTTCCGCAGCTTATAATTA -CTGACAAGACAAGCCACAATCCGCCGGAACTCTCGTTGGTTACAGTTCCCGGGCCTATCATAAGGAAGCT -TGCAAAAAAGGTTGCTATAATTGACAGAAAGGAAGTAATCCAGATAAGGCTTGAAAGAGGCTTTTCGAAA -TCAATATTTATGCTGTCTGCGAATCTGATTTTACTGAATAATTTATTAATATAAAATGATGCTATTGAAG -TTACAATCATCAGAATACGCATTGTAAATATCCATATAATCATATCACTTTGGAGCTTGCCTGTTACAGC -CAGCACAATAAATGTTATCAGGGCAACTCCTGTAACTCCATACGTTTCAAAGCCGTCTGCCGTAGGGCCT -ATGCTGTCTCCCGCATTATCGCCTGTACAGTCTGCTATAACACCCGGATTTCTCGGGTCATCCTCCTTGA -TTTTGAAGACAATTTTCATCAAATCAGATCCTATGTCAGCTATTTTAGTAAAAATCCCTCCTGCAATACG -TAATGCGCTGGCCCCCAGTGATTCACCTATTGCAAAGCCAATAAAGGCGGCACCTGCCAGTTCATGGGGA -ACAAACCGGAGAATAATCAGCATCATTAGAAGCTCAACACATATAAGAATTACGCCTATGCTCATTCCAG -AGTCAAGAGGTATGGAGAGGAGCTTCAAAGGCTTTCTTTCCAGTGATGAAAATGCCATTCTGCTGTTTGC -CATGGTATTCATTCTTATACCATACCATGCGACACTGTATGAACCTAGAATTCCCATAACTGTGAAAAAA -AGTATAAGAAACACTCCACCTGCTCCTTTATCCTGTAGGAAACCAAAATAGAACGCAATACACACTCCGA -TAAAAACCAGCAGCAAGCCCAGAAATTTTCCCTGCTGCACAAGATAAGTCCTACAGGTTTGATAAATGGT -ATCTGCAACGTCCAACATACTTTTATGTGCCGCAATTTTCTTTATCTTCAGAAATTGAAATACCCCAAAT -AACATACCCAGCAAACAAATCAACATGCCTATGTACAGTATACTATTCTGGGTGGAGGATAATGGTGGAG -TTTTAAGATCCGCTTCCCCGGCAAAAGCCGAGAGGGGTACAAAAAAACCCATGAGTAAACTTATCAATAG -TACTCTTAATACATTCTTTCTCAACTGTCTATGCTGTAAATACATATTGCCTCCTTTTACCACAATGGCT -AAATAATCCTATACATTATTTTATAGGCAATGTATCCCCAACATTCTGAATTGTATGAATTTTTCTTGCT -GAAATAACTTGTACTAGCTTTATTATATATTAAAAAAATCAAGCAAAAAAGAACTGTTTTCCAATGAAAA -CAGTTCTTTTTTATATGGAGCGGGTGATGGGAATCGAACCCACGCAATCAGCTTGGAAGGCTGATGTTCT -ACCATTGAACTACACCCGCAAAAGTGGAGCGGGTTACGAGATTTGAACTCGCGACTTTCACCTTGGCAAG -GTGACACTCTACCGCTGAGTTAAACCCGCATCACTGACTGCAAGAGATATTATACCGAGCAGCGACCGAT -TTGTCAACCCATTTAAACAATAAAAAGCAATTTTTTCTACATAAAAACCGGTACAACTAGTGCATTCGCT -TCTTCGCTAGTTCCAGTAATTTCTGCTTTTCATTAAGCTCCGGACATTCCAAAACACAATCACACAAATA -ATCCAACATTTCACGTATTTGTATGCCCGGCTTCATTCCAAGTAACTGTATCAGGTCATCCCCGTTAACG -GCCATATCCTTTTTTGACAAACATTGCTGTTCACTTTTGATATCCGAATAAATCTTCTCTATTCTGTTCC -ATTTTACTATTCTTTCGGCAAGAAATTTAGGATTTTGAGCCATTTTATCCGCCTTCTGAACCTTTAACAA -TAAAGGAAACAGCTCGTCTCCAATTTTATTTACTGCCTTCCTTATAGATTTCGGCGTATCCTCTATATCC -ATATCGTGGTATTTTACAAGCAAAACAATCTTTTTAATTGATTCTTTGTCAAATCTTAATCGGTTAAGTA -CTTTTTCCGCAATTTGGCTGCTTACTGCCTGATGTCCATAAAAATGATCTATTCCTTTTGAATCAGTTGT -TTTTCTTGGCGGTTTGCCCACATCATGTAAAAGCACTGTCCACCTGAGAATATGGTCATTTTCAATACTT -TTTACCGCATACATGGTGTGATCTGCTACATTATATACATGGTACGGATTTATCTGTTCAGTTTTGTAGC -ACCTCTCAAACTCAGGAAGAATATACGGAAGTATTCCTGTCTGGTGCAGATAGTTGAAATGTTCAGGGTT -TTCAGATACCAACGTTTTATTCAGTTCATCCCTTATTCTTTCACTGCTGATATTGGCTATAAGTGCAGAA -TTGCTTTTTATAGCTTCAAATGTAGCTTCCTCTATTTCAAACCCCAACTGTGCACTGAATCTTATAGCCC -GCATCATACGCAAAGCGTCTTCTCTAAATCTCTGTTCAGGGTCACCAACCGCTTTTATTATACGTTTTTT -TAAATCCTGCAAACCTCCAAAGAAGTCAACAAGTCCTTGTTCAGGATGATATGCCATGGCATTGATAGTA -AAATCCCTTCTTGCCAGATCCTCCCTGAGACTGGACGTAAACTCGACCTTATCCGGGCGGCGGAAATCCT -TGTAATCTCCGTCTATCCTATATGTTGTAACTTCAAGACACATTTCACCGATAAGTACAGTAACTGTTCC -ATGTTTTATCCCTGTATCATAGGTTCTGTCAAATATTGACTTTATATCAATGGGTAATGCATTTGTAGTT -ATATCCCAATCGTACGGAGCCTTGCAAAGAATACTGTCCCTTACGCAGCCGCCTACAAGATAAGCATCAT -ATCCCGCTTCGTTAAGCTTTTTTATAACATAGCCCGCATTTTCCGGAAACTCAAATTTTTCACATAAATT -CATAGATATACCTTTTTGACGTTTTTAATATATTAATAGTAATTGTATCACAATATTCAATTTCTGATAC -ATAATAACTTATGCATTGCTTCATATGCTATTATGTACAAAGGCTGTGACAGCTTCAAGAGGAATCTCAG -CTACTGAGCCAAGTGTAAAATTGTAGGGGCATAAAGTACAGAACAGCAAATTAACGTCTTTGCCGCAACA -AGCGTTTCCCAATGAACATTGTGGAGGTTCTGACGGCAGCATTAACAGTTTTAAGTATGAGTCCGTTTGA -AGCAGCAAAATCCCTGTAAAGCCATTTCCCGCAGCACCTCCTGAATTCACAAATACAGTTACCGTCTGTC -CTTCATATTCACTGTAGTTTATATGTTGTTTTTTTATATATGTACTTTTTTCAGGAACTATAATTTCCAC -GTTTTCTGATTTGCCCTTTCTCTTCTTTCTTGGGATTAAACTCATTCATGCCTCCGTATACCTTAAAGAG -ATTTATACTTTATTATATTTTTATAAACGTATAATGCTAATCAAATATTAAATGATGTGTAACACAATTA -ATCTGCAATGAATACTATGTTATTAGCCATTTAGTTACCAAGCTAAAAAGTTTATCATTAATCTTTTGGA -GGGAGTTGTATACCTATGTCTAACAAAAAAGGTTTCTTTGGTGGATGTGAATGTATCGATGAAAGAGTAA -TATGGGGTCTTATTATTGTTTTCATTATTGCGTGCTGCTGCGGAAATAATAAACATGACTGCTAATGAAA -AATGGCCTAAGAAGCTGCAAAAGCTTCTTAGGCCATATGTTTAGTTTATAGGTCTACTTTTTTTAGAGGT -AACTCCTCTTTCTTTTCATCTCTTTTTGATTTATATACTGAGAAAATTACGCTGGCTATTAATATTACAA -ATATTGTAAGCAACGAATAAAGTATCGGAATATGTAGATCGAAGTATAAAATACCTAGTTTTATACCGGT -AAAAACGAGTATGAGTGCTACACCGTATTTAACATACTTGAATCTTTCCTGTAATGCCCCAAGCACAAAA -TAAAGACTCCTTAAACCCACTATTGCAAATATATTGGATGTATATACGATAAACGGGTCAGTTGAAATTG -AAAAAATAGCAGGTATCGAATCTATTGCAAATAGAATATCAGAGGATTCAATAAGTACAAGTATTGCAAA -CAAAGGAGTTGCAAACCGCTTACCGTTTTCTTTTATAAAGAATTTCTCCTCATGCATCTTATCAGTCATT -GGCAGAAACTTTCCCATTACCTTGAGAACCCTATTATCCTTGTAATCCACAGGCTTTTCATGACCGAACA -TCATCTTGCAGCCGCTTAATATCAATATAACTCCAAAAATATACAAAATAAAGTGAATTTTGTTAACAAG -TGTTATTCCAAGAACTATAAATACTAATCTTAGAATTACTGCCCCAAAAATTCCATAGTTCAAAACCCTT -CTCTGATAAGCAGATGGAATTCCAAAGCTTGAAAATAAAATAAGGAACAGGAACAGATTATCAACACTAA -GACTTAATTCGATAACATAACCGCCAAGAAATTGTGATGCTTTGGTAGGGCCTTCAATCAGCAGGATTCC -GATATTAAATATTATGGCTAATGCCATCCAGAACCCAACCCATTTCAGTGCTTTTTTTGTAGACATTTTT -TACCCCCCTAGTTTGTTTTTATTAATATTTCCAACCTATATATACTTCATACAAGTTTCTCAAAGGAGTA -TAATAAACAAAAAAGACCCTGAATGTATAAAAGTACTACATTCAAGGTCTTGCTTCCCATATGGAGAATA -AAGCCAGGCTCTTTTTTAAAGCCGGTTGTTGACTTTATCGCTTACAAGCTACTCCCCTTTTCATAAAAAG -TAGTTTATCAAAATATAAGTTTTTAGTCAATGGTTTTTGCATAAAATTCCATTAAAGAGACCGTTTGCAA -GAACAGTAAATGTCCATGCAAACGGTCTCTCAACTAGATAGCTGCACTTTTTTATATGTTTTCACATATA -AGCCTACTCTGTAAGCGATGTGCGGCAGCAAAAGCACAAATCTAAATAATTTCTATATTTGAAAAATCGT -TTTTAACTAATTTATCAATAATACTCTTTATATCCTTGAAATCGAGCTTTGAGTTAGCAGAGTTATCCTG -TTTTTTCTCCAGCAATAGCTTTATTTCTTCCTTCAACCTGTCATAAGGATTTTCACTTTTGTGAACAAAC -ATATTTAACCCAATAAGCTCATTGCTAAGGTACATGCCTTCCGGGGTCTTTCTTGCCTTTAGCTTTAAGG -TAGTTTTTTCATACTTTATAAGTTTAACAGCAAGATTCCTGCTGCCAAGCTCGTCCATACTATAGCTGGC -TCCGCAGGTTGTGCAGATAAACACTGTTTCTGAAAATCTATTTTTTCTGGTGTTGCTTCCGCATACGCAG -CATGTGTGGAAAATATCAACAGAGCTGACTTTTGCAGGAATAGGCAGTCCCTTTTGCGGAAGCTTGTATT -CCAACACCCTTGCAAGGTCATTGTACATTTTACAACCATATACCGGTTTATGTACAGTTCCTTCTTTCCG -CCAGCTGAGCTTGTCTCCCTTGCCCACCAGGTTCTGGAGAATCACCATTGATTTATTTTTTAATGCTATA -TCTGCAATACTATTTGCCATTTTGCAAATAATTTGTTTTCTATCTTTAGTATTATTGCAGTTCTCAAGGC -TTCCCTTTTTAATTGTATTTCCCTTTATATCTGTAATTGTGTAATTGATGTCATTCCTAATACCCCTGCT -GACCCCCATAAACGTGTCGGCCTTTATTTCTTTATCCTCGGGCAGATTTATACTAATACTCAGGAAATAT -TCATCATTTCTACATAGCAGGTGTGCCGTCCTAAGTATTTCAGGTCTGTCAATAGCCTGCCTCAACATAT -TTTCCTGCCATTTGCCGAATGAAAGAGGGATAATAATGAAGGTTTCCCTTTTCAAACTCTTGGCAGCTTC -AGAATTTTTTGATATATATATAAGTTCTCTTCTATCCGCTGATATTTTACGTACTTTGGCATTTTTTGTA -TTCATAAGGAACAGTTTAGCAAAGTACCTGTTACTCTCCGTATCATACAAAAGACAAAAACTTCTTTTTG -TATCATATCTGCAAAAATATATTGGTCTGAGCCTTTCCTGCCCAAGAGCGTAATCCTGTCTGAAATTTGG -AAAGATCATGTCAGGTTTTGCTTGCTTCTGAACGAAGTAACTTGCCAGTGTCATTCCAAAGTCAAGCTTT -AGTGAATCTTTAAACGGCTGAACATTAAACTTATTCAATTCGCTTGATATTTCACTGTTTATCCATTTCG -AAAGAGAGAATGTACTGTATGTCCCTTTTGGGGATTTAAAATTACTTTCAATTTCATCTATATTATCAAA -AGCAGTTTTTAATAAATAATTAAATGCATTATTATAATTTTCAAATGCTTTTTGTATAATTTCTCGTTTA -AGCTTACCGGGTTTATGAAGTTTTAAATGTATTGTCCTAAGACCCAAGAAAGCTCCTCCTCCCTAGCAAT -ACTCTATACTGATGTGTTTTCCGGTATGTGTAAGCAGTTCTGCCAATTCTTCCACCAGCTTAAATTTCAT -TCCCATGTTAAGGGGAAATTCAGGATTCTGGTGTGCCGGATTCATAGCTCTTCCCACAAAAAAATATATA -CTGGTACTCTCTTCAAGGAGCATTTTGGCCAACCTTGAAGCACCGTCCTTTTTGTTCAGCTTCAGCATAT -CTCCCATACTGCTCTCTGGTGAAACGCAAGTTTTAAGTAAATCAAGTGTTTTTCTCAAAGTCAGTACACC -TTCTGTTGTCAGGTTGATACCTTCTATCTCTGCTGTAGGAGGAACTGCAGGATTAAAATATTCTATGGAT -GTCTTAATTTCCTTTCCCAATACTCTGGCAACGATATGGGAAGTAGTACCGCCGCATACAACCTTTTTCC -CTTCATTTTCTATAAATCGGGATACAATCTCCTCATCACGTGAAGAGTCTACAGGAGGCCCGATCATCAG -GTTCAGCTTCACAGGTTTTTTTGCTTTAAGAGTTACAACTGTAGTGTCATCTCCGGGCTCATGAACATAA -AGGTTGTCACAGGCGGATAAAAGTAGTTTTGCCAATGTTTTTGAGGATGCATCCTTTTTATAAGTTTTTT -GTATATACTCGCATACATTGTCCCACTGCCAGCCTAGATTCAGTGTCTGGCCTATTCCTGCATGTATAAC -ACCATCACTTATCATAACAAATAAGTCATCAGGACTGACTTTGAACCTGGCTTCTTTTATTAGCTTATCA -TTCACAACCCTGCTCTCTGTTTCAAGATTCATTACCTTGCCTTTGCGCAGCCTTATTACTGATGGGCTGT -CAAATTCTGCCAGATATCCTTCGCCATTATTGAATATCTGTATTATGGAAAAAGTTGAATACGCAACCCC -TCTCTCCTTGCAAACAGGAAGAGTTTTGGCAACCGTATTTACAGCTTCTTCTATATCCAGACCGTTTGAC -ATAATGGTACCTATGATCTTAGACGTCAGTGTTGCAAGTATATTTGCTTTTACACCGCTTCCAAGACCGT -CAGCCAAAACAACGACAACGGAATCCGGACTTCGAATTATTTCAACCTTGTCTCCACATAATTCTTCATT -ATATTTATTTATACTTTCGTAACTTACATCAATATACAGGCTCACTATAATTCACCCATCTCTGACATGA -AGGATTTTTTAAGCTTGGTTAATGCCACCTTTGTTTCTGCAGTAGTTTCACCAAGAAGACTTGCAATCTC -TTGAGCCACCGTCATTTGTTTTTCCATAATTTTTTGAGCAATATCTATATTCTGAGAACGACTTTCCAGA -ATTTTCTGCCTCTGAGCCTCCTCTTTTGTAATATCATTTATTATAACTATAACAGTATTATGCTGTTTTA -CATTTATAATGGACTGTTTTACTACCATACCGTAACTTTCGTAAACATATTTCTCATCATACACATTTTT -AGCACCTTCCAATACCTGCTCAAACTCATCACATGGAAGTATTTCCGAAATACATCTGCCATTCATGTTT -GTAGCCCCCAAATTGAACATCTGCTGGGCCGGCTCGTTAAGTTCCTGTATTTTAAGCCCCTCATCCAGTG -CAAAAATTGCATATGGTGTGTAATTTATAATGATATTTGAAATAGACTCAGCCCTTTCCCGCATGTACGG -CAGGCACATATGAACCTGTGCTTTACCATGGAATACAGCTATAGCCTTTTCCCTGCAAGAGTGATAACCA -CAAGCCCCGCAGTTAAGCTCCTTATCCTTGCTGAATTTTCCAATACTATTTAAAATACCTTGTATCACTG -CTTCCGATGGTATTTCAAGTTTCTTTGACCTATCAATAAATTTCTTTGATAAATCCACCTTTGTCAAAGC -CATTACAGAGCTTGTCAAATCCGTCTCCGTTTTAATGCCTGTGCGTTTTGCATAGTTCAACAGTCTCTCT -CTTGCTGTAAGGAATCCTCCAGGTACATTTTTCATATACGGTCCGCCCAAACAGCCTCCTTTGCAACTGC -TCATTTCTATGAAATAATTTTCAATGTCACCTTCTAATATAGATTGAAGAACATCCATACATCGTTCAAC -ACCGTCTACACTAATGGATCTGTAATTTTTTTTGTATTTTCTGTCAATTGTTTTTAAGATTCCGCCCGGT -ATTGGATATATTCTCGCTGAAGTATCAAAATTTTTTATACCGACAATAGGCTCATCTGATTCGTACAAAC -CTTCTTCTTCAAACCACTTATCAAGGTCATCAAAAGTTAATACCGCATCAATCTGATTTCCGTTTTGGAG -ATCATCAAACTCTTCTTTCTTCGAAATGCAAGGTCCTATAAATACTACCCTGATTCTTTGTCCGTACGTT -TCCCTGAGCATTTTTGCATGTGCTATCATGGGAGAAACCACCGGTGCAAGCTGATCCAACAGCTGAGGAT -AATATTTTTCAATAAGTAGTATTATTGATGAGCAGCAGCTTGTTATGATATTCTTCATTTTTCTCTGCTT -CAAAAGACTTTCATACTGTCTTGATACCTGATAAGCACCATTGGCTGTTCCTTCCACATGTGTAAATCCC -AGCTTTTTCAGGGCATAATAAACCCATTTTTCATCATGATCAAATGCTGAAATAAATGAGGGTGCAAGAC -TTACGTAAACTTTTTCACGCTTCTGTATAAATTTTTTTACCTTTTGAACATCGCTGTTAACGCTTTTTGC -ATTCTGGGGACATACTGTAAGGCAATTACCGCACAGCATACACTCGTCATGAATGATTTCAGCCTGGTCG -TTTTTAAAAGCAATAGCGTTTACAGGACAGCTTCGTATACATTTATAACAGTTTTTGCAGTTTGCTTCTT -TAAATTGAATAATACTCATAAAGTCGCCTCCATAGCCCTGACGGCTCTTATGCAGTTATCCGTATATTCT -GCCCGTCGTCCTGTGCAAATTGAAATAAATTACATTACTCCCTGTTGCCTTCAATTGTGTTTATTACTTT -TTCTGTAAAGAAGCTTTCAGCATTTATTACGCCTACATCTCCATAAAAAGTATCGCCTATTTTAACGCAA -ACACCTGTTGTGCAATGTCCCATACAAAAGGATGCTTTTAATTCTGCCTTGCTTTCCAGATTATTTTCCT -TAATCATTCTTTGAAAGCAGTTAATTATCTGATAAGACCCCTTGAGATGGCAGGAACTACCAACGCAAAC -ATATATATCAAGCATATATTCCACCGCCTATGTTTGTTAAACAAATAACAATATAATTTTAAATTATATA -TTTTTTTATGTCAAATCCATTTAGTTACCAAAAATCAATTTATTTAATATGAAGGTCTTTAATTTAAGCT -TATCATTCTTTATTGAAGTTTTTCAAAATAGAATACTACACTGCTTTTTGTCCTGTAGATGTCGGTACCA -TACCTATAAACAGCGGATTGACTTTACAAAATGATTTGTTACAGCTGCTGCAGAGATATTCCATATCCGT -TTTTGCTTCATCAACCAGCATCAGCTTCATACACACATTTTTATCATTACCTGTAATTTCACACAACACT -TCATTTTCATTATTAATCATGGTACCCTCCCCGAGCCGTAGTTTACGGCTGATAAATATTTTTTATCCTA -ATACATCATATTTATAAAACAGATGGGCCCTAAGACTTTAACGCTTTGAGCCACATCTGTGAACATAATA -TTTTTAATGTTTTCCGTTCCTATGGAGAATATTTCTATTACTGTTTAATATACCGTTGTACAATGCGTCT -ATGGTAGGATTGTCATCAGAACGTTTTATCGGTAATGACTTGTCTACCTTGTATATACCCTTTGCCCTTA -GTTTTCTTACATTTTCATTTTGAGGAATAGGCTGTCCTGCACCACCAATACAACCACCGGGGCAAGCCAT -AACTTCAATAAAGTCAAATTTCTCTTCTCCGCTCTTTATTCTTCTTATAAGCTTTTCAGCATTTTTAAGA -CCGTGAACTATTCCGATTCTTACGGTTCTGCCGTCAATTTCGGCTGATGCCTCCTTAACTCCTTCCATAC -CTCTGACTCCGCAATATGAAAGACCTCTGAGTGTTGAAGCATTTCTTTCCTTGTAGTAATAACGAAGTAC -CGCTTCGGACACACCTCCGCTGACACCAAATATAACACCTGCACCGCTGGTAAATCCGAAAGGCATATCA -ATAGCTTCGTCTTCAAGCTCATTGAATACTATACCGTTTTCCTGTATCATAATTGCAAGTTCCTGTGTCG -TTATTACCATATCTACCTGTCTTTCACCGTTTATGGTGTTTTCAGGTCTTGCAGCTTCATACTTCTTAGC -GGTACACGGCATTATTGCAATAACAACGTTTTCCTTTTCGTCAGAAGCTTTTTCCCTTTTATACTGTTCC -TTTATAACCGCTCCAAACATCTGCTGTGGAGACAGGCAGGAGGACACATTTTCCATTAGATCCGGGTGCT -TCTGTTCTGCATACTTGAACCAAGCAGGACAGCATGAGCTGAACAAAGGTAGTTTTTCTTTTCTCTGAAT -CCTGTCCATCAGTTCTTCGGCTTCTTCTATAACAGTCAGGTCTGCTCCAACAGCTGTGTCAAATACCTGA -TCAAAGCCAAGCTTCCTAAGTGCTGAAACTATCTTACCCATTGATATCTCCCCCGGCTGAAGACCAAAAT -CTTCTCCGATGGCAACACGTACAGCAGGTGCTATCTGTGCGATAACACGCTTATTTTTGTCATGAAGAGC -TTTATATGCTCTGTCTATGTCTTTCTTTATCATCAATGCTCCAGTAGGACAAACAACTCTGCACTGACCG -CAGTTAACACAATCAACTTCCTGCAATGATTTATTGAAGGCTGTTGTTACCTGCAAATTTGATCCTCTGT -AAGCAAAGTCCAGTACTCCGACACCCTGAATTTCCTGACATGCCCTGACACAGTCTCCGCATAGTATGCA -CTTATTTGGATTTCTGATTACGGATGGTCCCATATCATCAATAGGTATCTCCTTTTTTTCCTGTCCGAAC -CTTACTTTCTTTACTCCCACCTTCAAAGCTATTTCCTGCAGCTTACATCTTCCACTTTTTTCACAGGTTG -TACAATCCCTGTCATGATTGGCAAGTAGCAGCTCCAATATCATTTTTCTATGTTTTTTCAGCTTATCTGT -ATTTGTCCATACCTCCATACCGTCCTTTGGAGGTGTTGAACATGAGGTTATGGTGCTGCCCCATTTATCC -TCAACCATACACATTCTGCACGCACCGTAAACACTGAGTTCTGAGTGATAGCAAAAGGTAGGAAGCTCAA -TACCCACTTTTCTGATTACTGCCAATATATTTTTTTCATCGGTAAATTCAATATGCTGTCCGTCAATTAT -CATTGTTCCCATGTTATTTACGCCTCCTTTATTGCAGCAAATGGACATACTTCCAGACAAGCGCCGCACT -TGATACATTTTGACTGATTAACTGTATACGGCTCCTTAATCTTTCCCTCGATTGCCTGAACTGGACATAT -TCTGGCACATTTGCTACAGCCCTTGCATTTTTCCTTTTCTATTACTATAGAAGCTAAAGACTTACATGTA -TGTGTTTTGCACTTCTTATCTACAACGTGTTCCAAGTATTCGTCCCTGAAATATTTTAATGTACTAACTA -CAGGACTTGCTGCCGACTTGCCCAGTCCGCATAACGCCGTACTGCTTATGGTATCAGCCAGTTCCTCAAG -CAAATCTAAGTCTTCTTTACTACCTTTTCCGTTTACTATTTTTTCAAGGATTTCAAGCATTCTCTTGGTT -CCCTCACGGCATGGCACGCATTTTCCGCAGGATTCGTTCTGTGTAAAGTTCATAAAGAACCTTGCAACTT -CAACCATACAGGTGTCTTCATCCATTACAACGAGTCCACCTGACCCAATCATTGCTCCAACTCTTTTAAG -AGAATCAAAGTCCAGTGGCAAATCCAAATGCTCTTCTGTGAGACACCCTCCTGAAGGGCCCCCTATCTGA -ACTGCTTTGAATTTTTTGCCGTTCTTTATTCCGCCACCGATATCAAATATTACTTCTCTCAAGGTAGTTC -CCATCGGGACTTCTATCAATCCGGTATGGTTAACGTTTCCTGTTATGGCAAATGCCTTTGTTCCCGGACT -ATTCTCGGGTCCGATACTTTTGTACCATTCACTGCCGTTATTTATAATCAACGGAACGTTTGCATATGTT -TCTACATTGTTAAGTACAGTCGGCTTTTCCCAAAGTCCTTTTTCAACGGTTCTTGGAGGCTTTACTCTGG -GCATTCCTCTTTCGCCTTCTATTGAAGCAGTTAAAGCACTCCCCTCACCGCAGACGAAGGCTCCTGCACC -CATGTTGATGTTTATGTCAAATGAAAATCCTGAACTAAGTATGTTTTCGCCCAACATCCCGTGTTTTCTG -GCATCTTCAATAGCTATCTTCAATCTTTCTACAGCAAGTGGGTATTCAGCCCTAACGTATATATATCCGA -TAGTACTTTTGGTTGCATATCCTGCAATAGTCATGCCTTCTATTACACCGTGAGGGTCACCCTCCATGAT -ACTTCTGTCCATAAAAGCTCCCGGGTCACCTTCGTCACCATTACAGACAACATATTTTACTTCACTGTCC -TGTTTCAATACCTGTTTCCACTTTGCACCTGACGGATATCCTCCGCCCCCTCTTCCTCTCAGGTTGGAAT -CCAGTATTGACTGACAGACCTCCTGAGGCTGCATTTCAAACAATACCTTGCCCAATGCCTTATAACCACC -CTTTGCTACATATTCTGAAAAGGATTCGGCATTGATGCTTCCGCAGTTTTTCAGAACCATCCTTGTCTGC -TTGCGGTAGAAGGGAATGTCCTCCTGTGCCTTGTATACCTTGTCGTCATCTGTATACATAAGTCTTTCGA -CAGCTTCATTATTTATAAGGGTTTTATTAACTATTTCTTCACAATCTTCTATCTGAACTCTCAAATACAA -GTAGTTTTCCGGTTCTATTCTTACCAATGGCCCCATTTCGCAGAAGCCGTGGCAACCGCTTTTTTTTACT -CCTATGCCTTCCTTTTCATAATCCAGTTCAAGATCAACCAGAAGGCCTTTTTCATTTATAAGCTCTTTGA -TTCTGTTGTATATTTCCAATGAACCGCCGGCTACACAACCTGTTCCCGCACACACCAGAACCTTCTTCTT -TTGTTTGTCCATTGCCTGTACCGACCTGTCAGAAAAGGCTTTTAAATCTTGCAAATTATTAATTTTCATT -ATCCTTCACTCCTCAAAGTCTTAATTAGTTCTATTGTTGAATCCGGCGTCATTTTAGCGTGTACCTTATC -ATTTATTGTAATAACCGGAGCCAGTCCGCAGGCTCCCAGACAGGAAACGGTCTCAACTGTAAACAGCATG -TCATCTGTAGTATGTTTGTTATCAGAAAGGCCCAGTTCTTTTCTCATTGCATTTAAAATAGGAATTGATT -TTCTTACGTGACAGGCTGTACCGTCACATACCTTGATAATGTATTTTCCCTTTGGCACTAAAGAAAAATT -TTCGTAAAATGTAGCTACACTGAATATCTTTGAGAGATTTATATCCAGCTTTTCCGCTACATACTTTAAA -ACATCCTCGGGCAAATATTTATATTCGTTTTGGATTTCCTGTAAAACTGCTATCAGATGTGATTTATGGT -TATCATACTTACTTAAAACCCCGTCAACCAAACTGCATTTGCAATCATCCATTTGTTTCCCCTCCTCAAG -TACTTTAAGTGCATTCATGTATTAGTTAACTTTGTTATTTTTTTGACAATATTAATTTTAGACGTGGGAA -CTGCTTCTGCCAATGTTTATATAGAAATACAATGTTTAAAGTACAGTTATAGATACGGTATTTGAATATT -TTATAAGTATTTTTCATAATAATTTGTAAGAAGGCAACAAAAAATCAGCACATTGCCCTTTTTATTTCTT -GCAATGTGCTGATTTTTGCTACCTCGGGCTATTTTATAGGCCAAGTCCATTTAAGATAAAAAGAGAGCTC -ACCATTCTACGGGGAGCTCTCTTTTTATCTGATAATATTAATTTATTTACTTATTTCTTCAAATGCACCA -ATTTCTTTCAATCTGCTTATTATTGGCAAGTGCTGTGTACATTTTCCCTCGCACAAACCACATTCTATAC -AGTCTTTGACATCCTCCTGCTTGATTCCCCAGTGGTTTTTCAGGTTATCAAGAACATCCTGTGTATTTCC -TAATATGTGATTGTTATAGGAAAGCATATACTTTGATACAGGGATTTCCTTAGGGCAGTACTCACAATAA -CGGCAGCCTGTACATAGTTTGTCCATGGAATTAAACAGCCTTGCTTCTATTTCCTTCAACTTGTTTTGAT -CAAGTTTAACCAGGTTATCGCCAACCTTACAGTTTTGAATTACCTCGTCAATACTGCTCATTCCGGCTAA -TACAGTGGTTATTTCATCATGGGACGCATTGAACCTTAAAGCAGCATCAACAACATTTTTATCGTCTTCA -CTTTTTATAAAGTTAAAATAATCGGCTTTCTGAGGAATTAATCCTCCTCCGAGAGGATTCATGGTAGCAA -TACCAAGGCCTTTTTTATAAGCGGCTTCAAGACCTTTTTGCCTAAATGGGAAATTAAGTATATTATAGCC -TACAGTCATCCCTTCAAAGCAGCCCTCATTTACTATTGTTTCAATTTCGTCACCAGTACAATGGGTTGAA -AAAACAATATGCTCTATAAGCCCTTCTTCCTTTGCCTTTAAAGCAGCCTCGTATGCACCGCCCTTTACCA -TCCTGCTTCTGTAGTCATCAAGACTCAGTATACACCATATATGAAAAAAGTTTATCTTTTCAAGATTCAT -TCGTTTTAAAGATGTCTCCAGCTGTTCACGCAGTTTTGAACCATCTTTCCGGCTGCTTTTAGTAGACACA -TAAAATGGCTTCTTCATGCTTTTAAATGCATGAGACATAATTAATTCACTGTGGTCATCGTTATATCCCG -GTGCAGTATCAAAGTAGTTTACCCCCAGCTCATTTGCCCGTACAACAATATCTGCACATTTATCATGATC -ATAGGTATCTCCAGTCTTTGGAAACCTCATACCTCCAAATCCTATTGCAGATATCTCCTTACCTGTTTTA -CCGTACTTTTTATAAATCATACTTATAATCCCTCCAGATTCCTCAAATAGTTTAGTAAAATAACCCCGTT -ATATGTAATATAAATTGTTATATAAATAGATATTAAAGAAGTGTTATATTTAATTATACTTTTATAAAAC -TAAATTTCAATGTACATTCTTATCTTTTTCATGTAATTTTCAAAATTATCAAAGCATCAAAGTGTATCCA -TTTTCCTTCAGCCATTTTTTATAAACCTTATAATCCGGCATAATGCATTCTACAAGTTCCCAGAACTTTC -TCGAATGGTTCATTTCTTTCATATGACAGAGTTCATGGACTACTACGTAATCAATTACCTGTAACGGTGA -CATAATAAGTTTCCAATTAAGATTTATGTTACCTTTTGTACTGCAGCTTCCCCATCTGGTTTTTTGTTCC -CTGACAGCTAGTTTTTTAGGTGATACCCCAATAGATAATGAGTATATTTTGATTCTTTGCTCCAGAAGTT -CCGTAGCTTTTGAAACATACCAGTGTTTCAAAAAGGATTTTATTTTGATCCTGTCTGGAGCCTCGGGTAT -CTGCAAAATCATTAACCCGTCTTTCAAGCATATTTCGGGCCCCACATCCCTGACGATTTTAAATCTGTAA -GGTTCCCCAAGATAATAGAAAACATCACCGTTATCAAAAGATTTTTCAAGCACAGGAATTGGATTTTCCC -GTATTTCAGCCAACTTTTTTACAATCCATCCAGCTTTTCGAATCAGTACTTTTTCTATGTACATAAGCGG -AGTTTCTAAAGGACAAGCTACAATAATCTGCCCGGTATTTTTTATAATAATGGATATTGTCTTTCTGCTA -CTTCTTTTAAGGCTATAATCCAGTTCTTTTCCGTTCAGGTTAATTCTGTACCCTGTCTCAACAATTTCTT -TTAAGTTTTTCAACTAACTATGACCTCCGCATGTAAATAGCTATATTTCGATATTAGCAAAGCACTATTG -CTATGTCAATTAGCAAATTTTATATTGAAATATTATACTAGGACTTTGAATAAACATATAAAAGTAACGC -AATTTGTTTTAATTTCATAGCATGATATTAAATTAAACCAAAAGTGAGCTGCATATATGAACATATCAAA -ATACTTTGCAAGGGTCTATGATGTTTTTCTATACTTTATTATATATTCTTTCTTCGGTTGGTTAATGGAA -ACAGTGTACTTATCCGTTTATCACTGGCATTTTGTTAAAAGGGGATTTCTCATAAGCCCTTTTTGCGGAA -TATATGGAGTTGGAACACTTTTGGTTGTATTTATTCTGGACAAATTAAAATCGTATCCATTCCTAGTTTT -TTTTGGCTCTGTATTTATTACCACAGTTCTGGAGTTCATAACAGGGGTGCTCCTTCAAAAAGTACTTAAT -CGTGAGCTGTGGAATTATAGCGGAGATTCATTAAATTTCCTGGGAATTATATGTTTGAGAAATACTCTTA -TTTGGGGAATAATGTCCCTTATAGCTGTTTATAGCATCCATCCTGTGGTAGTGAACAAAATCCGCCTGCT -TTCACTTCGTACCAAGACATTAATCAGCAATATATGCTTTGTGTGGATTTCGGCAGATCTATGCATTTCA -ATATTCACCAGTCTCCACGGAATAAATAATATCCAATGGGTATCCGGCTTGGTTTTTCACAAGCTTAAGT -ACATTGGAAATATAACTGTCAAGGTGGTTTATTTTATGCATCGTTAATTTTTATTCCCATTGGTTCCATA -TATCCGGCTGATAGCCTACAGTTGCCTGCTTTCCATTTCTAACTATGGGAAAGTTAAAGAGTTTGGGATT -TTTTAAAAGAACCTCTTGTGCAACTTTGCCTACTCCAAGATTTCTCATATTGAGCTTTTCATATTCCTTA -GATTTTGTATTTATCAAACTACTTATACCTACTGCGGATTTAACACTTTCAAATTCGCCTTTGCTCATAC -CATACTTAAAGAGGTCTATATACTGATAGTTTATTTTCCGCTCTTTGAAATATCTCTCTGCCTTCTGTGT -ATCAAACCCTTTAGTTCCATAAATCTGTATATTCATAAAACTCCTTTGCAATTTAACTGCTTATTTTAGA -AAATGGTTATTTTAGCATCGAAATCAGTGTTTTGGGTATATTTCCAAGTGATGTCTGCTTTTCAACTGCT -CCGATTTCATATGCAACTTTGGGCATACCGTAAACCACACAGGATTTCTCGTCCTGTCCGATGGTTCTTG -CACCTTTTTTCCTCATAGTCAAAAGTCCTCTTGCTCCGTCAGACCCCATTCCCGTTAATATAACCCCAAC -TGCATTGTTTCCAGCTTCCTTTGCTAAAGATTCAAATAGTATATCGACAGAAGGACAGTGTCCATTAACC -CTTTCCCCCCGAAACACCTCAACTCTGTAACGTTCTCCTGTTTTTTTGACTTTCATATGATAATCACCTG -GTGCAACTAATACTTTTCCTTCTTCAACATAGTCCCCGTCCTCAGCCTCGCTGACTATTAATCCGGTCTG -ATTATTGAGTCTTTCGGCAAACATCCGTGAAAACATAGGAGGTATGTGCTGTACTACAAGTATACCGGGA -ATGTTATGGGGCAGCTGCTTAAGAATACTAAAAACGGCCTCCGTTCCTCCTGTTGAAGCTCCTATGGCAA -TAATTTTTCTGCTGTCAAATCTCAATGGTACTCCTCTTGGATTATCTTCTCGGAACAATAAGCTGTCATC -ATCTAACAGTGCTTTATTTTTTTTCATATTGTAAACCTCTCTTGTATTAATTCATATAGTTTGTCTGTTT -TACATTAAAACACCATACCCCCGTCCTAAAGAGGTATGGTATTTTTTGCAGCTTATTATTTCTATTACTA -TAAATTACTGATTTTCAGGTAAAAATGTAGCACAATCTGTCTCCTGTGTATCTCTTGCATTTTTAGGCTG -CACTTCTATCTGCTCAGCAGTGCAGTGATCACCATTCATATAGTAGTGACATGTATTAACAACACATTTT -ATACCAGTATTCGGCTGGCTCATTTTTTTAACAGACATTGTTATTCCTCCTTTAAAATTGACTTTCCTAA -AGTAGTATTCGCAATAATTCTGTTTTGATTCGTTTAAGCAAAATTTGCATTATCTACTCTTTAATGTACA -AAGAAGGCATAACATATCTGAAACCTGTTTTTTCCCGGCTAATTGACTCAGAATGACCTATAAATAAGTA -TCCGCCATACTCCAATATATCATAAAATTTATTAATAAGTGTATTTTTTGTGATATTATCAAAATAAATC -ATAACATTTCTACAAAAAATCACATGAAATTTTTTTTTAAAAGGAAAACTATCCATAAGGTTAAACTTTC -GGAATATAACATCCTCCTTTATTTGATCCTTTATTACCGAACTCCGGCTGTTATATTTTTTTAAATAATT -AGTCCTCCAGCGAATCGGAAGCTACAAAAGCTCTTCATCATTATATATGCCGGTTGCAGCCGTTTCCAGT -ACTTGTTTAGATATATCTGTGGCCAGTATTTTAGTATCCCAATATACTTTTTCATTACCCAAATATTCAT -GGTTTATCATAGCCAAAGTGTAGGGTTCCTCGCCTGTGGAGCACCCCGCACTCCATATCCTTAAGTCCTT -ATTTTTTACATTACAGGCTATATTTGGGAGTACTTTATTTTTGTAATATTCAAAGTGTTCAGCCTCTCTC -ATAAAAAATGTATGGTTTGTTGTAATCCTGTCAATAAGCATTTGTTCTGAACTCTTCGTACTGTCGCTGG -TAACATACCTAAAATAATCAGTAAAATTATCAATTTCCAATGAATTTAATACATTTTGAAGCCTCCCCAT -TACAAGGATACGTTTCTCTGGCTTCAAGTGAATGCCATATTTATATTCAATATACTCCGATAACTGTTTA -AATTCCTTTTCAGTAATAAAAATCATTAAAGTTTCCCACCAGACTAAAATTAATATTTACCGAATTCATT -GTCGCTTAAATCAATTGTTTTAGGCCTTATATTCTGTGTAATATTTTTGTTTTTATCACTCATTTTGTTA -AGAACTTTCAGTATTTCCGGGTTTATTTCACCATCTCCTCTGTAATTGTCTGTTGAACGTACAACTTTCT -TAAGTATGAACCTTTCTACCTGTTCACTCAAAAGCTCTGCCTGACTGGAAAGTTCCTCACTGGCAGCAGC -ACTTTCCTCTGAGGTTGCAGAGTTAGCCTGGATTACCTGAGAAACCTGCATAATGCCCTGGTTTATTTGT -TCAATTCCCGCAGCCTGCTCATTAGATGCTTCCGCAATATTACCTACAAGATCGGCAGCCTTGGCAATCC -CATCCACAATTAGTTCGAGATCTTCTGCCGTCTCATTGGCTATCTTTGTTCCGCCTTCTACCTTATGTAT -TGAACCCTCAATCATATCGGTTGTTTCTTTTGCCGCATTTGCCGAACGTGCAGCCAGATTTCTGACCTCC -TCTGCAACTACAGCAAAACCTTTTCCGTGTTGTCCGGCTCTTGCCGCTTCTACAGCTGCATTAAGGGCAA -GTATGTTTGTCTGAAATGCAATCTCGTCTATTACCTTGATTATCTTTGAAATATTGCTTGATGAATCGTT -AATGTCATCCATTGCATTGAGCATTTCCTTCATATGCTGGTTACCCTTTAAAGCTATTGTTTTTACATTT -TCCGCAAGATTGCTGGCTTGTGTTGCATTTTCCGCATTTAATTTTGTTTGGGCTGATATTTCTTCAAGGG -AGGCAGTTAATTCTTCTATGGAGCTGGCCTGTTCAGTTGCACCCTGTGAAAGTGCCACACTTGAATCAGA -TACCTGCCTGGAGCCTGAGGATACCTGTTCCGCAGCAGAGTTGATGCTTGATATGACATCGTTCAGATTG -TCAGACATTCTTTTAAAGGCTGAAGCAAGCATTCCTATCTCATCTTTTGAATTTTGCTTCACATCAACAT -TCAAATCACCGTCTGCAATTTTTTCGGCAGCAATAACAAGCCTATTTACGGGAACACTTATTAATCTGGA -AATAAAGATTCCCAGAAGTACGGCTACAATCACTGCTATCACTACAACCGTAAGCATCGTATAAACAGTA -GCGTCAGTTTCCCTAGAGTATTCTTCAGTTCTCTCCACTCCACCGGTTTCCTTTAATTCGAATAATTCAT -CTATGTACTGTTTTGCTAATTTTGCAGGTTCTGTCCCTTCTTTATAAAATAGTGTCAGGGCTTCATCATC -CTGTCCTGCAATTGCCATATTTATTACCCTGTCCCTGATTTCATCGTACTTGTTTAGATCTTCATTTAGT -GCCGTATATGCTTTTTGTTCTTTCTCAGTTTGCAATGAGTCAAACAGCTCTTTAAGGTTTAATTGAACAT -CTTTGTCCAGATCCTTAATCTGGTTGCTATAGTTTTTCTTATCTTCAACACTATTACTAAGCAATATATC -TCTGGTCATTGCCCTGATGCTGTTAAAGTCTGTACTTATCTTTCCTATATTAGCGGTAGCTATACCAAAG -TTTTTATAAAGCTCGGTATAGTTTTTTTCTTCCTTTTTGATATTAATTATACCTACTATTCCAACTACTC -CTGCTAATAGTGCCACAATTATAAAGGTTGCTAAAAGCTTTGTGCCTATTTTCAAGTTATTAAACCATTT -CATTGGAAAATGCCCCCTAATTATTAAAATTAATTAACATATCTACGTCATCTTCGTTCAACAATTTCTC -ACAATCCAACAGCATTTTAATGTCATTATCCACTTTCCCTATGCCTTTAATAAATCTGTTACCTGTTTTT -TTAATGTCCGGAGGCGGAACTATATCCGATTCAGGTATTGTTATTACTTCTGATACACTATCTACAATCA -GTCCTGCCGAGAGGTCGTCAATATCGATAACAATAACACAAGTCCGGTCATTATATTCCTTGAAAGTTTT -TTTGAACCTTAATCTTACGTCAACCACTGGAATTATCTTTCCTCTTAAATTAATAATCCCCCTGATATAC -TCCGGCAGTTCCGGAACCTCAGTTATTAGCTGTATCCCTATGATTTCAGTTACATGCCTTATTTCTATTC -CATAAAACTCCTTCCCCAGCATGAATGTCAGAAATTTGTCTTTTTGAGTATCTTCATCCTGCTCATAAAT -TTCCTGCCCCACTGCACTTTCCATAATCACAGCTCCTTTTTTAAGATTTTATATTTTATTTGTAAAAATA -AGTCGTGATACGTCAAATATTAGACTTATATTTCCGTCACCAAGCAAAGTACATCCCGCAAAATCAGAGT -TTTGGTGTATTTTCTTAATATATGGAGGCAGTGTTTTAACAACCACCTGCTGCTGACCCAGCAATTCATC -AGCAAAGATACATATGGATTTTTCGTCCTGTTCAACCATTAAAAATATCCCCCGGTCAAATTCAGTTATT -TCTGTTTTTATGTTATAAATGCGGTGAAGCCTGTATACCGGATAACATATTCCTCTTACAATTATCATTT -CGTTTTGGTCGGGATCGGTTATTAAATCTTTCTTACCCGGTCTGAAAGACTCCTTTATAGCTGTCGTGGG -AACTGTAAATCTTGAATTGCCCACCTTTATGTTCATACCATCAATTATAGCAAGCGTAAGGGGAATTTTG -AAAGTAATCACGGTACCTTTTCCTTCAGTACTGTCAACAGAAACACTTCCTCCAACTGCTTCAATATTCT -TTGCAACTACGTCCATTCCCACGCCCCTGCCTGAAAATTCAGTGATGTTGTTGTTTGTAGTAAAGCCCGG -AAGAAAAATCAAATTGTATATTTCCCTATCCAGCATTTCATTTTCAGGCCTGTGTATAAGTCCGTTCTCT -CTTGCTTTATTCATTATTGAGTTTTTATCAAGTCCTCGTCCGTCGTCTTTCACCATAATCAATACATAAC -TACCGGAATTTTTCGCCTCAAGAGTTAAAGTACCACGCTCAGGTTTTCCTGCTGTCAATCTTTCTTTAGT -CGTTTCTATTCCGTGGTCTATGGAATTTCTTATAAGATGCATTAAAGGGTCAGATATATGCTCAATAATG -TTTTTATCAACTTCGGTGTTTTCTCCGATTAATACCAGATCCACCTTTTTATCAAGCTTTTTGCACATAT -CGCGTACAATTCTGTGCATTTTATGGAAAGAAGTTGCCAAAGGCACCATTCTTATAGACATTACCATTTG -TTGAATTTCATTATGTATTTTTCGCATTTGTCGTGCTGCCTTGTAAAAATCTGGCAGATCCAAATTTTTT -AAATCAGTATTTTGCGTAACCATGGCTTCGGCAATAACCATCTCTCCAACAAGATCCATAAGTGTATCAA -GTTTTAAGACATTGACACTTATCATACTTTGATGTGTGTTGGTACCTGTTTTTGTTCCTTCTTGCCATTT -ACTATTTGCCTCCTCATGTTTCCCGCAGTCCTGACTATTATTATGAACCAGTTTCAAATCCTTTAGAAAA -ATTATTTGACTGAAAAAATCATACAATTCATCATATGTTTTATCTGAGTTAAAGAATATTTTGAAACCGT -TTTTTTGTATGATGTTTGAGCTGTTATCATCATCTATGATGTCTTCAGGTATGTAGTAAAAATCCTCTGT -GATCTGCTTTAGATTATGAATAACCGAATATGCACGGATATTCTCCATTTCACAGCCATCCTCAAATCGG -ATTACCGCCTGAAATTCTTTTGAGGAAGTGCTTACTAAAGCATTTTCAAGCTTTGAATAAACACTATTTT -GATTTACCGCCTCTTTAGCTTTACTGTCCTTTTTAATGTAACTCAAAAGGTCTCTTATACCAGCTATAAG -ATTATTCGCCTTACCATCAGCAGTATCGTTTCTTTTAATCTTTTCCAGCTCAACCTTGATAAAATCTACG -CCGTCAAGAACAATATCTGAAATGGCAGAAAAGCTTACATATTGATTTTTTTCTTTTCGGATAAAAAAGA -ATAAATCCTCAAGGGTATGTGCCAAAGTTGATATCTCATTAAAAAACATCATGGCGGAAGACCCTTTGAT -GGTATGCATTATTCGAAATATTTCGTTTATAGTTTCAGAAGTATAATTACCGATTTTTTCACTTTCAATT -ATAATAGTTTCAAGCTGTTCTATAAGCTGATCTGTTTCATACAAATATATCTCAAGCATTGATTCATTAC -TGGATTGCCCTGACATAATGTACCTCCACATCCCTAATTACTGATATAAAATTAGTATTTTGATTGTTAT -ATAAAAAAGAAAAGTTACGAATCAGCAATTTTTCTTAAAGTGTTTATAACATGCTCGTCTTTATATGGTT -TAACAATAAAGCTTTTAGCTCCAAATAATATAGATTCTCTTACCTGATTCTCCTGCCCCATTGCAGAAAC -CATTACTACCTTTGCATTAGCGTTGATTTGCCTGATAGCCTTTAAAGCCTGCAAACCATCCATTTCTGGC -ATTGTAATATCCATTGTTACTACATCGGGCATAAATTCCATGTACATATTAATTGCAGCAAGGCCATTAT -CGGCCTCGCCGACAACTTCGAACCCATTTTTTTCAAGTAATAGTCTTAAAGAAGTACGCATAAAAACAGT -ATCATCAACAATAAGAACCTTTATTCCCATTTTATGTATCTTTTCATTAAAAGGCGAAATTCATAAAAAT -GAATTCCGTCTTTTATATAAGTCATAAATTTGTCTGCATAATTAGGTTTTGGTTAATTTATGTACCTTTA -CTAAATTTAACTTATGTTTACAAATACATTATAAATTCACTTTATTTTTATGTCAACTTATTTTATTCTT -TGGATATAGCTTCAAATTTTAAGAAAAGCTTCAAGCATACACATTAACTTTGGGATAGTACTTTATTAAA -AGTGACAGCCTACCGCACCATCCGATTCGAAATGGGAAATAAACACATATTCTTAGAGGACGGCTGCCTA -TGTTTCATTAAAACCTGGAATTAAGACGGTTAATAAGATGTGTATTGTCCATTATTTTTTACGTTTCATA -ATTATATCATAAATTGGATAATTATGGACTAATGTTAGTATATATAAGAGCATTAAAAAATACTGGTATA -AATTAAATTCCAATACCAATACCCTTTAAAGTTTTGTTTTTAGTTGTTCATTATGTGAAATAAATTTACT -TAAAATTCCACCTTACAGTTTAAGCTTTGCATTAAGCAAATGCCTGTACATTATCTCCTTTTCACTTAGT -ATAAAGGATGTCAGTTGATTCTGGGTATAATACATTGAATTTTTATCTCTGTGCGTCAACTGTATACCAT -ACTCAAACCTACCAAATCTAACTGTTTTTCTTACTATCGTTGCATCATATTTAATAACGCTGTTACTGAG -AAACACACTAATTTCTACTTCATCATCCTTATTGAAGTCATCTGTTGAATACAGGCACATCCCTGCATAG -CTGAAGTCTTTTATACATACTGGTTCTCTTTTATTGAAATCTACAAGCTTCATTTCACCAATCAGAGATG -TAGGAAATCTTTCGTACTGTCTTCTTTCAGTTTCAAAAGCTATATTTTCTGGATTGTTTGAGTGTATTAT -GTATTCTTCCTCATTCGGTATGGCACCTACTACATTGCCTCCGCTTAAATAAAGAGTTTCGTCACTATTG -AGAAATCCTATAAGCACGGGGTCTCCCTTGATAATTTCGGCACCATTTTTTTCCTCATTGCATAATTTAA -CAGTAAATACTTTTTTCGTATCACCACTTACTATTTCACAGTTCATAGGCTTGACTTTATTATAATGTCT -TAATACCAAGTTAAACTTATCCATACTATCCTCCAGCAGTTAATACATTTATCCTATTGATAAAAGAATA -ACACATTCTAATTTCTTGAACAAGACCATTTATGTCAAATATATCCTATATTTACACGATTTAGTTAAAA -TATATTTTTATTTATAAATTATCTGATATAACGCTGTCCGTAACTACAAGGTTTCTGCCTGAACGCTTTG -CCTTGTAAAGAGCTCCATCTGCCCTTTCTATTATCTGTGTTATATCTGAGACTGTTTCAGGGTAAGAAGA -TATACCAATTGATACTGTTACGTTTATTTTCCTGCCTGAGGTAATCTCAAACTCATTTTCTTCGATTATT -CTCCTGATCCTTTCTGCTATCTCAATTGCTTTACTGTTTGAAGCATTTTCAAGTAATATTGAGAATTCTT -CACCTCCGTTACGTGAAATCTTATCATTAGCTCTGCAGTTATGTCTTAATATTTTTCCAATTTCTTTTAA -TACTTTATCTCCTGCCTGATGACCATGTGTATCATTAATCTTCTTAAAAAAATCTATGTCAATTAAAAGT -AATGAAAATTTATGATTATTACTTACGGCCCTATCTATTACAAGTCTGAATAGTTTATCAAACTCCCTTA -CGTTATTAAGACCCGTAAGATAATCCTTGGTTGATTCCTCTTTTAGTTTTTTAAACAATGCACGCATATT -GTTTAGATATATCATATATTTGTATACTGTATAGCTGACAATAAACGTTCCCAAAATAAAGTAAGGGGAT -ATTGATAAAAGGATAGAGAAATCATTCTTAAAAGTGTAAAAGTAAACTCCGCAGCTTAAAACGGTTATAT -ATATTGTAGAAATCAGCCATTTCCTTCCCAGTGGTCTTTGGGTTTTGAAAATTAATATAATACCTGCTGT -TACCACTAAAATAAGAAATGCTCCTGTCGCTGAATACTTGTCGAGTCCAAAATAGGCAATTCTGAAAGCT -CCCATCACAAGTCCTGAAATAATAGCAGATAATCCTCCTATAGTGGCAGCCAACAATGTGGCAATATTTC -TAAAATCTACCAATATTTTGTTTTGTATATGAACACTATAGCACATAAGAAGTATACCTAAAATACCACA -TACTCCCCCTGCCAAAATTTTAAAAATAGGTCGGGATACTATTTCTTTGTCCTTATATAATTGATTTGCT -ATGCTCAAAAAAGAAATAAGTATAGCTGCATTGGCAATCAAATCTCTTAACATTCTTTATTCCCTTCTTA -TGTATACTTTTTATGTATACCTTTATGTGTGCATTTCTATTGTTATTGTAATCTCCTTATCTAGTATTTC -TTTATATTTATATCGCTATTCTTTATAACCTTATTCAATACAGTAGGAATTATATCAGAGATTAAGCCCG -GATAGAATATCAGGACTTTCGCTTTTTACAGCCAGTTTCAGGAAAAACAATTCAAAAAAAGACCCCGCAA -AAATACGGGATCTTTTTTTAAAAGATATTATATAAGGTTTGAATTGATTAATAACTTGTTTATAACTGAT -GCAGTTTCAGCACGTGTAATATTATCTTCTGGTGCGATTACAGTCAGACTCTTCCCTGCAACAATTCCAG -CCTTAACACAGGCAGCAGTTGAATTTCTTGCCCATACTGCCAGCTTGTCCGAATCTTTAAAGCCAATAAG -TGAATCAGCTATTTCATCAGTAGTATAGTCTACTTTCAGTCCGGTAATCTTCATTGTCTTTGCCACTATA -GTCATGGCTTCCTGACGCGTTATTGTACTCATAGGTCTGAATTCGCCGTTTCCATAACCGGAAATAATAC -CGTATTCAGAAGCTATACTTACTGCGTCATAATAGCTGTTACTGCTGCTTACATCTGCAAAAATGTCTTT -TCCTTCATCAGTTCTGTATAGTCCGATAGCCTTCACTATTGATTCTATAAACTCACCTCTGGTAATTGCC -ATATCGGGAACAAAGCTATCATTATCAGCACCGTTCATGATAAGTCTTGAAGCAATATTCTTTACAGCAT -TTTTTGACCAATGGTTTTCAACATCCTTAAAGGTCTTTGTATTTGAAATCAAAGCGTATGTGCTATTGGT -CAAACTGTTTATTTTAGCATAGTATTTACCGTCTTTAAGTACTATGGCTGTTGGTATATGTGAGAAACTA -CCGTCCTTGTTGAGTACTATCGCTGTTATAACCCCATTTGGATTCACTCCGTCAGGAATTGCAATTGTTC -TCTCAATATAACCGTTAAACTTTGAAATTTCAACAGTTTTAGTACCATTTGAGCATGTCAGATTAAATTC -TACCGGGGTGGAAGCCAACTTGTAATTGTTTTTCTCTGCGGAATCCTTTACAATGTTATTTACAGAATCA -GACACGCCTGAAATACTTACATTGACCTTAATGTCTGTAAGGTCAATATTGTTGCCTAATGCAGAAGCAA -CCTTTTCAATATTTATCTTTGAAGCAGGCATCGTATAGGATATATTCTCTGTTTTAATCTCCAATATTGC -TTCTTTATCAGCCATATTTTTTATTGTTTGAGCATTTAACTGTCCTATTACAACATCTGATTTAGTACTT -GGCTCTAAAACTACTACACTCTTTTGTCCAAGCAATTCTGAAACCTTAGTGTCATCTACAACTATACTTG -TGACTTTTTTACCGTCCTTATATTCAATGGCAGCTTTTGCAATAGGAACTTCTTTCCCGTTAACAGTACC -CTTTACCTTTTCCGAAGAAGTTTTATCATTTGAAGGTGATGATGGTATTGGTGTGCTGCCGTCGATTAAT -ATAAGCTCACCATATACTGTGGTATCTTTGTAACCGACTCCTGTAGTATCGTTCCAATTTCTATATCCGG -TACGTGTACCATCTTTGGCATCATTAATCTGAGCATCAAATCCTATTTTAAGATTATTTGTCGGCGTCAC -AGTTTTAAACGGTATTTTCATTTCAACAGTATAGCTTGTACCTGAAACTTTAACAGCCGATTCAAATCCT -TCTTTTATTTTGTCAGGATTAAATGAGGTCTCGTTGTCATAGTTTACTCTGTACTGTCCGTCATCATTCT -CATATGATTCGGTTTTGCCGTTATTTTCATCAACAAATGCCTCTACAGAGTCATGTTCCCAAGGATTTGC -ACTTGATTTGTCAAGAACTGAATCATTTACTTTGATTAAAACATACAGGTTCTTATCATCCCATAGAACT -TGTGCGGTTCCTTTTGCTGTCTCCCATGCAGCATTTGCTTTGTCTATTGGTATTACCTTTGCCTTGTCCC -ATATGCTGTCAACTGTTCCGTCTATTACGGGTGTACCCTTTGCAGCTGTTCCCTGCTTTATCTCTACTGT -AGGCGGTGCCTCATGCTCAGCCATGTATTTATCAGGGTCGATTATAGCGTAGTATGCATTTTTTGCCTGC -AAATCACTGTCAAATGGCAGAGGGCAAGCTTCTTTCCTCCAACTGCTACCATCATCAAGTCCCCAAATTG -TAATACGGCTTATATTATCAGCATGAGCCTTATAGATTTTCATCAACTGTGCGTACAAGTAAGCCTGTGC -ATTTATCTCATCACTGCTCTGCTTTTGGCCGCTTCCGGCTGTAATGTCCAGCTCAGTGACACACACATCT -ACTCCCAAATCAATAAATCTTTTCAGAGATGCCTCTACATTCTTAGGTTTAGTAGATGTACTGTAGTGAG -CTTGCATACCTACGCCGTCAATAAGTAGCTTGTCAGGGTGAGTTTTCGCATAGTTTGTATTGATTTCATT -TACCATGTTAGCTATAGCTTGAGATTTATTCTGATCATCGTCGTTATAGTCATTATAATAAAGCTTTATA -TCGTTCAGATTATTTTTTTCAAGAACTTCTTTTGTAATTAGAAACGCTTGCTCTACATAATCATCACCTA -TGGACTGATACCACATTGAATCTTTACGTAAACAATTCTTCCAATCTGAAGGGTCGCTGATTCCATCTGA -CATAGCTTCATTAACTACATCCCATGATATGACTTTGTCACCGAAATGCTTAACAACATTCTCAATATGG -GTTCTCATGTTAATAAGGGCTTCTTCCCTTGGAATGGTAATATTTTTACCGTTTTCGTCCTTTTTATATT -TTGTTACATCAGCATCATCCGTTACTCCATTCATCCATACAGGTGTTTGTTGATGCCAAACCAATACATG -TCCGTGTACCTGTATATTGTTATCGTGTGCTTTTTGTATCATAGCATCAGCTGTTTCAAAGCTGAATACT -CCTTTGCTCCTCTGTAGTGCATCTGGTTTCATATCATTGCCTGCCGTAATAACATTAAAATGATGCTTTA -GAAGCTCAAAACTTTTTCCCTTAAGTTCATTTGGTGCTATTGCATTTCCGAAAAGAAAGTCATCTTTGTA -TACGTCCTTGATAGGAGTCAGGTCGGTTTGGATGGGTAGTGATACAGAACCTGAATTAACCACACTCACA -TCATCAATATAAAAGGCAGCTGCTGTGTTATCACTTTGCAAATATATAGTTATATATCCGCTTGAAGTAT -CATAATAACGTTGTTTACCCTCAAACTTGACCCAACCGTCACTTTTTTTAACTGTCTTTTTAGATAATGA -AGGGTATTCAGCAACACCCTCGCCATTACCAATCTGTGTACTGAGATCAATTTCTGCACTTTCTGCATCT -GATGCCAACTTCACCCAAACTGTCACTCTATATTCACTGCCTTGATCTATATACTTCTCTATACGCAATG -ACGGGCCACAGTAAGCATTTTCTCTGCCTCCATCTACTTTAAGGGCATATTCTCCGCCATCGGTATGATT -GGCTTCATTTGTTACACTAAGAACCTCTTTTCCAATTCTTGGTATAAAACCGCCTTCGGTTCCATCTTCG -AAGTCAATGGTTTTCATTGAAGGTGCGGGTCCGGTTATAAGTATATCACCTATGTAAAAAGGAACGGCAG -CTCCTTCATCATTTGACTGGACTCGTATCCTATCGTCCTTACTTGTATCTACCGTGTACTTACCCTTTAA -TATAAATGGTTTTCCTGCAACAAAATCCGTACTTGCAACTACACCATAACTGCTTATACTTTGCAGAAAT -GCCTGTGCACCTGCCGGCACGTCGGTAATTGAATCCACATAACCAATTACTGTTATTTCATAGGATTTTC -CGTTCTCCAGACCTATGTCACTGAACACAAAATCTGCCCCATCATAGTTGTTAACCCTTGTATCCACATA -TAAAGCAGCTCCGTCTTCATTTAACACAGTCCCCTCAACATCACCTGTGGGAAAGGTTTTTTCGGTAACA -GTTGTCAGGGTCGCATCGCCGGATTGTTTTGCTAAGCCATTACCGCTTTCAAAGGTTTCATGGTAAATTG -TTTTTTCAGTTACCGGTGTCGGTGCTGTTAATTTTTCACCTGTTACAGTTATCTCTCCGATATAAAAAGG -AACTGTTGCTCCCACATCATTGGATTGAATACGTATGGCGGAATCCTTGCTGGTATCAACAGTATAAGTT -CCAGTTAATGTAAATTCTTCCCCTGCTACAAAATCAGCACCTGCAATCCAAGCATAGCTGTCTACAACCT -GAAGAAAGGCCTGTGAACCTGATAGTACTACCGGATTTTCCGGGTCTGTTTCAGGGTCAACATATCCTTT -AACTGTTATAGTATATTTAACCCCTTCTTTCATTCCTAATTTATCAAATGAAAAATCAGCTCCGTCCCAG -TTGTTCTTTCTGGGATTTACATATAAAGCAGCTCCATCATCATTACCGACAAAAACTTTGTCAGTAACTG -TTGTTAGGGTCGCATCGCCGGCTTGTAGTGCTGCTCCCTTTCCTTTAGCAAAATCCTCGTGATAAATTGT -TTCAACTTCTGCTTTTACCACATTGTTTAAAGGCATTACGGAAAAAAGCAGTGCGATTGTCATTACAACT -GATAAAACCCTGTTCCATTTTACATTTCTCCTCAATTAAATGCACCTCCATAAAAAATAGATTCTTAAAT -ACTACTGCGTTTAATACTCATGGATTGCTTTTTGGTTACTTATATACTAGTAAAAAAGCCGGCCCCTAAA -CTTTTACGGGGCCGGCTCAAAATGAAATTCAGTTTTTATTTTGCGGACAATTTCTTTACTATTGATTCTG -TTTGTGAAAAAGTTATATTTTCTTGTGGTGCCAGCATTTTTCCGCTTTTGCCAGATACAATTCCTGCTTT -AATACAAGCAGCAACAGAACCTTTTGCCCATCCGGCAACTTTATTTGAATCCTTAAATTCCTTAAGTATT -TTATTTATCTCATCAGCTGAGTAGTTAACATTCTTTCCTGCTGCCTTCATAGCCTTGGCAATTATTGTCA -TTGCTTCTTGACGAGTAATCTTAGCCTGCGGCTTGAACTCTCCGTTTTTGTATCCAGATACTATTCCCTT -CTGGTAAGCAACACTTACAGAAGCATAATAGCTGGAATCCTTGGTTACATCCTTAAAGGAGTCTTTAACC -TGAACATTTTTATTCAGACCCAAAGCTTTAATGATAGAATCAATAAATTCTCCTCTTGTAATATATTGGG -ATGTATTATTGCTGTCGGAATTACTGAGGGTTAGAACACCATATACCGAAGTATCCTGATATCCATTTCC -GGTAGTATCATTCCATGTAGCAACACTCTTACGTGAACCATCTTTAGCATCATTTATCTGAACATCAAAG -CCTATTTTTAAATTATTGGATGGTGTTACTGATTTAAGAGGAATCTTTATTTCAACGGTATAGCTTGTTC -CTGAAACCTTTGTTGCAGATTTAAATCCGGTTGAAATTGATTCAGGATTAAATGAAGTCTCGTTGTCATA -ATTAACTCTGTACTGACCGTCATCATCCTGATAGAATGTAGTTTTTCCATTATTCTCATCAATGAATACT -TCAACTGAATCTTGTTCGTATGTGTTTACACTTTTCTTATCAAGTTCGGAGTCGCTGACCTGAACAAGAA -CATACAGGTTCTTGTCATCCCATAGAGCCTTTGCAGTTCCTGTTGCTCCCTGCCATGCCATTTGATACTG -GTTTATAGGTATATCCTGTGCTTTACTCCAAACACTGTCAACAGTACCGTCAATTACAGGGGTACCGTAT -CTGGCTGTTGTATATTTTGCATTTTTAGGTGTCTGAGGTTGATGTTCATTCATAAATTTTGCAGGATCTA -CTGTGCCAAAAAATGCAGGCTTTGCCTGAAGATTCTTGTCAAACGGCAAAGGATTTGTGGATGATCTCCA -GCTTGTACCATCATCCAATCCCCATATAGTAATACGGCTTATATTTGCTGCATGCTTCTTATATATATCG -AATAACTGTGCATATAAATATCCCTGTGCATTTGCAATTTCATCGGTTAACTTGAAGTCGCTGCCTGCTT -GAACATCAAGCTCTGTTATGCTTACTTCAACACCCAGAGAAATAAATCTCTCCAATGAAAGTTCAACATT -AGAAGGATTTGTAGACATATTGTAATGTGCCTGCATACCTACTCCGTCGATAAGAAGTTTGCCCGGGTGA -GTTTTAGCATATTTTTCATTTAATTCTTTTACCATGTAGTAAATAGCTTTAGATTTATTTTGATTATCAT -CGTTATAATCATTATAATAAAGCTTCACATCCCAATCAGGATGAGCATCAAGAACCTCTCTTGCCGCTAA -AAACGCTTGTTCCATGTAATCAGGACCAATTGCCTGATACCATGGGCTTTGACGCAATGCTCCCCTCCAG -TCTTCAGGGTTAGAAGGATTATCGTTCATACCTTCATTTACTACGTCCCAGGATATTACCTTGTTACCGT -AGTGCTCTACAACTGTCTTGATATGGGTTTTTAGATTTGTAAGAGCTTCCTCACGTGACAAAGGTACGGC -ATTTCCGCTTGCATCTACTTTTGTATTAAGCCATGCAGGTGACTGTTGATGCCATACCAACGTATGTCCG -TGCATCTCAAATCCCTCTGCCAGAACCTTGTCAACTAGCTTATCTGCATCCGCAAATGTAAAGTTGCCCT -TTGTAGGCTGTAATGCATCAGGCTTCATAGCATTTCCAGCAGTCATTACATTAAAGTGCTTCTTTAAAAG -GTCAAGTCTGACCCCTTCCATATCCTCTGCTGCTATTGCATTTCCTATAAGGAAATCCTTCTTATATACA -TTTTTGATAGATTCCAAATCATTTTGGATTTTGATTGGGCCTGAACCTGTTTGTTCAAAGCTGATATCGT -CAATATAGAAAGAAGCATTGGCACTGCTTGCACTTTCTACATATATAGTAATATATTCACTTGAAACATT -GTTGTAGCGGTATGTACCCTCATACTTAACCCAACCATCAGAAGTACTGATTGTTTTTGCTGCAAGGCTT -ACATAAGAAGCAGTGCCGCCGTTTCCAACCTGAGTGGAAAGTTGAAGTTGTGAGCTTTCAGGACTAGCAA -GTTTTACCCATGCAGTAACCTTGTATTCACTACCTTGGCTTACAAACTTCTCCACATTCATGGAAGGGCC -ATGCCAAGTCATTGTTCTGTTTTCTACTTTTAAAGCATATGAACCGCCATCGGTATGGTTGGCTTCTTTT -GTTACGGTCAGTTTTTCTCCTCCCTCACCGCTTCTGGCTCCAAAGCCACCTGTTGTTTTATCCTCAAATG -TTATTGTTTTAAAAGTTTCCGCCTTTGGTCTGCTGGGATCCTCGGGTACTTCTTCAACAGCCTCTTCTGT -AATTGAAATGTCTCCAATATAAAAAGGAACCTCTTTGCCTTCATCATTGGATTGAACGCGTATTCCGTCA -TCCTTTGAGGTATCCACAGTATACTTTCCGCTCAAAGTAAAAGCTTTTCCCGCAACAAAGTCCGAACCTG -CCAGCCATGCGTAGCTGTTGACAACCTGAAGAAATGCCTGTGCACCTGCTGGAACCTTGGCATTGGAGTC -AACAAAACCTTTTACTGTTATGCTATAAGTCTTACCGTTTTTTAGTCCAATATCGTTGAATTTAAAATCA -GCCGCATCCCAATTGTTTTTTCTATTGCTTACATATAATGCGGCTCCGTCATCATTACCTTCAAAAACCT -TATTACCAACCTTCTCGAGAGTAGCTCCTCCGGATTGGGTTGCTGCTCCTTTACCATCTGCAAAGGTTTC -ATGATAAGTAGTTTTTGTTTCAGCCATTACAGCACTCATAGGCATAACGGAAATGATCATTGCAAAAGCT -AAAAGCAACGCTAAGACTTTATTTCTGTTCCTGTACATTCAATCGTCCTCCTGATTTAAAATGTTTTTCA -CTTACTAAAAAAGTATACGGTTTTTCTATAAACTTATTGCGGACTGTCCCCCTTTCAAATGTAAAGTCTC -TTTATTAAATTACTTTTACTAATTCCTTAAACTAAGTAGCTACAGTAACATTATTATGTGAAAAACAGGA -ATTTAAGACAAGTATTATAACTTTTTAATATGTTTGTTTTGAAAAGTCAAAAACTACAGCCAAAACTCCT -CCTTGAAATAGGACTGCTGTGCTTAAACAAACTGGAATATATAATGCTATATTTAAAATACTACTATTGT -CTTTATAAGTCACGACTGATATTACATAATTATTACCGAAAAATTTAATATTTTTTACTTATTTAATTTT -TTGTAAATGGAAATTCAACCTGAATTGTAAGTTGGTTTTTATACAAGTCTGCTACTACATTCCCGCCCAT -TTCTTCTGCAAGTATTTTTACAATTGGCAGACCGAGACCTGTTGTTTTGCTTCTTGATTTGTCTCCTGTA -TAGAAGCGGTCAAACAGACGTGTTGTATCAATCTGAGATGTGTTTTCTATAGGATTTTTTATGGATATGA -CTGCCGTTTGTAATGCTGAAAGTTTAACCTCAACGTTTCCGGCAGAATGTGTAATACAATTTCGTAACAG -GTTTTGAATAATACGGAGTGTCATCTCTTTGTCAGCCAATACAAATATAGGTGGTGTCTCCTCAAAAGAC -AGTGTCAGTCCGTGTTCCTCAAATGTGGAAACGTACCCTGCAAGACATTCCGTTAGAAGATTTGTGAGAT -TAATACGCACCAACTGCGGTTTAAGTTCTGAATTCAAGAGATATGAATATTCAAAAAAATGGTCAACAAG -TTGTCCCAGCTGTTCGGCATGTTTTTGTGCAATGCCAAGCTTCTTTCGCTGCCCCTCTGTCAACTGCCCC -TTTTCCATCAGCTGCTGATAACCTCTTATTGCTGTAAGTGGGGTACGTAAATCATGGGATATATTCGCTA -TTAGCTCCTTAAATCTTTTTTCCTCTCTAACGCACTCAAGACGGAGGGTTTCCTCCGCCTTTAAGCACTT -ATTTATATTAGAAGTCAATTGATTAAGTTCATGGTTAATTAGTTCTATCCTGATGGGCTGCCTTGTATCT -CCTGCAAGCCTATTTTCCAACTGGCGGTTAATTCTCCTCAATTGTGTCCGGACAATTATAATATAAAGCA -CCAGCATCAATACTATGATTGCTAAAATTCCAACTGCAACTGACAACCCCTTCACCTGACCTTCTATCAC -TTTATTTCTGATTTCCTGAAAATTCCACAAGTAACTAAAACTACCACAATAATAAATAATAAACTTACTG -CGGACCCCTTTAAAATTTCTCCCGCTCCGGATTGTACCGTCAAAAACATTCTGTTTCCTCCGAAGGGTGT -CAGGGACAGAATATTAAACGATGACCGTGCAGCTAAAGATGATAGCTGTCCGCTAAGAATTGAAATAGCA -TAATATATTGCAACAACTAAAACAGGCTTTTTAACTGCAAATGCAACGGGAATACATAAACTAAGCTGCG -ACATGTGAACCATTATCAATGTACCCGACACTGCAATTAACTTTACCAGTACATATGCACTAAGTTCAGT -ACCTGATTGTTTTGATAATATATTCAAAAATCCAATTGCTACCGAACCCATTTCAAATTTATATCCAGTA -CTTAAAGCCAAGATTGTTACAATGGCATAGGGAAGAATAATGAGTAGAATCGAACAGAAGAACACAATGG -ATTTACTGATTATTATTCCGGCTCTGCTGTAGCCGTCAGCTATAGTATTATGTATTGTTTTGTTTTCAAA -ATCTCCGCAAATAAAAATCCCGGCAGTTACAGCTCCAAGAATACTTATAGTATTCATATCAGAAAACATA -AAGCCAATTCCCGTATATTCGCCTCCCAGACTGCCTTTGGGAATAAGATAGGCAAACAGCACCATTATCA -AGGAACTTAAAACTGTTATTGCTAATAAAACCCTTATGACTGTTGATTTAAATATTTTATATAAATCAGC -CCGAATCACGTTAACCATTCTGTTCACCACCAATCACCGAAATAAAGTAATTTTCAAGAGTATCTCCCTG -TATTGAAAATTCAGTTACAAGAATTCCATTGTCAAAAATCGCTCTTGCCGCTGCTTCTCTATTATCAAGA -TAATCATACAGCTTTATTTTCTTATCCGGCATTACTTTATAATTGGTAGTACCCAGCTGAACTTCCAGAA -CACTTACAAGCTTTTCAGGCTGATCACATTCTATTAAAATATGATGTTTACAGTTTTCTTCCAGTTCTGC -CAGAGTAACAGACTGTTTTACAATTCCCTTATGCATTATTATATAATCGGTAGCAACCTGATATAGCTCC -GGTAGATTGTGACTGGAAATAAGTATAGTCATATCCCTCTCATCACACAGCCTGTTGAGCAGATTCCTTA -TCTCCACTACCCCTAGAGGATCAAGCCCGTTAATAGGTTCGTCCAGAATCAGCAGTTCCGGCTCTCCCAG -TAAGGCTATGGCTATTCCCAAGCGTTGCTTCATTCCAAGGGAAAAGTTTTTGGCCTTCTTTTTTCCGGTA -TTTTCGAGACCGACAAGCTCCAGTAATTCCTGCTCTACAGTAGTACTCGGAATACCTTTTATTGTCCTGT -AATATCTGAGGTTCTCCTGTGCCGACATGTAAGGTATGAAACCTGGATATTCAATCATACAGCCAATTCT -TTTTCTCTGGGACTCAAGTAACTTATCTCCCTTTTTCCCAAAAAGCTCTACATCTCCTCCTGTCGGAAAA -GCAAGTCCGGCTGCTATACGCATAAATGTAGTTTTTCCGGCACCGTTCCTGCCTATCAATCCGTAAATTC -TAGCTTCTTTCAGAGCTAAAGACACATTATCCAGAACATTGACTCCATTATAACTTTTAGTCAGGTTATT -TGTTTTCAATATATATTCCTTCATTTTTACACTTCCTCTTCTTCACCTTAAATTGTTCTGACTATGTTTT -TAGTATAAAGCCTAATAGTTTAGAAAAGGTTAAGCAGTGAAACAAAAATGTAAAGTTTTTGATAAGATTT -ACTCCTTGTACAGACGGTAACCAAGGCCCCATACCGTTTCTATATACTCTTTCTGAGTATTTGCTATTTT -CAGTTTGGCTCTTAGATTGCTTATATGGGTTTTTACTGCGTTATCATCTCCGAGGTAAGCATCCTGCCAT -ATTGTTTCATAAAGTGTGGCTTTGGTAAATACTTTATTCCTGTTTTTTATGAGCAATTCCACTATCCCGT -ATTCCTTGGCTGTCAGATCAAGTTCCGTATTATTGACGTATACCCGTTTTGCATCAGTATTAACAGTCAT -ATCTTTGTACCTTAGTTCTTTTTCTGTCTGTGTCTTTCTGTGGGAACGCCTGAGATTTGCTGAAACTCTG -GCAACGACCTCACCCAGATCAAAAGGTTTTGTTATATAGTCGTCAGCACCCATTTTTAATAAATCAATTT -TAGTTCCAACCATATCCTTGGCTGAAATTATGATAACAGGAATATCTGAGAATTGACGGACTTCTTTTAG -TATCTCGTCTCCACTTTTAAATGGAAGCATAATATCAAGGAGAATCAGGTCATATGTATTTTTTTTTATC -TCTTTAAAGCCATCAGTTCCGGTATAAGTCGAAAATACTTCAAATCCTTCCTCAGTGAGTACCTCCGTCA -GCATTGAATTTACGTCTTTGCTATCTTCTATTATAAGTATTTTTCCCATACTTGATCTCCGTAAATAATG -TACTTTTTTCTGTGCATTTTATCTGCACTCGTAAACTAAATTATACCAGACCCCGCACATAAATCCAGAG -TTCACTTATTCTCATATACTCGTATTAATTATTTTTTTCCTTCCCACATACAATAGTATTTCCTTAACAG -CCTTTCCCGGCCCGCCCGCCTTTATAAAGGAATCTCTCATTCTAAGGGCATTTTCACGGTAAGAACGGTC -TGACATGATTTTATCCACTGTGTTTTTAAGCAACTCTGAGGTTATCTTTGATTTTTTTAAACAAATTCCG -CTACCGGATCTGACTACCTGCATTGCTACATGAGCCTGCTCCTGCTGTTGAGGTATAATAATTAGGGGAA -CCCCGAAGAAAAGACCCTCCTGAGTACTGTTCATACCACCGTGAGTCATAAATATATTACATTCTTTCAG -TATTTCTAGCTGCGGAACCTCAAAATAGTATTTTACGGTAAAGTTATCGGGGATTGACAAAGACGGTATG -TCAATGCTCTTTCCCACTGACATTAAAACATCTATATCCATATTTTCGAAAGCCTTAGTGCATATGTTGA -AAAATTCAATATTGTTATTGAAAATAGTTCCCATTGATATGAAAATTAAGGGCCTGTCAGTGTTTCTGTT -CAGTTTTAACTCCGGCATATTCTCAATTCTGTACATACTGGATGGCCCCACGAATCTGTATCGTTTTATA -AGCTTTTCGGATTTAGGCTGAAACTCCTTGGAAGTGTATACTAAGTTTAATTCCTCCTTATTAAGAACAA -TATCCAATAGGCTGCTTACTTTGATGTTATACTTACTTTCTATTAATTTTTTAGTTTTGCGTATTTTTGT -CATGTTGGGAATATTCTTTACTATGGTAAAAGCCAGTGCCAAAGCAAAACCGGCTGTTAAGAAAAAACCG -TCCGGTTCCAAAGCCAAAGTTGTAAAGGTGTTAACAGCTGGTATATTGGTTATTTTTGACAAATGTTTCC -CCCAAGGACACATGGTGTCATGTATTATGTAGGCAGGCTTGTCTTTTTTCACATCCTCTATTAATTCATC -CAGTATTAATGCACTAAGTTCCAGATGAACCTGAAACAAGTCTGTAAGGTTATACGTTACATAGTTTTCG -TCCAGATAGAATTTATCACTGTACCCCCTGAATACGGCTCCGGTACTTTCAATCTTGCCCCTGAAACTTT -CATTACAATAGTATATAACTTCCTCCCCGTTTTTCACCAGTTCCCTTACTAATCCCAAACTGGGGTTTAC -ATGACCATGAAAAGGAATATTGAAAAAAAATACCTTTGACATACTTATTTTCCTCCTCTATAGCCTGTTT -CAAATTCCATGCAAATATCCCTCAATAACTGCTCTTCTTCATCTCCAACTGATTTTATTGTATCTATTAC -TTTCTGGAAGGAAATCATTATGTTTTCAAAGCTAATTGTAGCAGGATCAAAATTAAACCTTAACATGTGC -TCCAGATCAAAAAATGTAAGTCTTGCAGTATTGAGCTTATCAACCTGCTTATTAAATTCCTCAAGTAAAG -TATTTAATTTTGTTGATGTATAATAATTATTTGAAATATATTTAAATCTGTCATAAAGCCCTTTTTTATG -TTCATACAACAAATGAATACTCCTGTAATCGATTGCCGGCATTATGTCCCCACGCATTTTTTCCTTAAAC -TGCTCAACCATTCCCTGTACATCTAATCCCTGGACAATATCCCTGCCAAGCTTTTCAAGGCTTTCCACAA -TTGCATTGCATATTTGAGGACCATATATTATATCAGTACACATTTGCTGTTCTTCTAAAGGTATCAATTT -AGTGATTCTAGAACTATCGCTTTCAGACCCATCAAGATATTTATTTATTTCTTCCATAAATCTACTAAGG -TTAAATTTGCATCCGCCTTCCGTTCTCTTTGGAGTAAGCAGCTGTATTGCTTCTGTCTCTGCCCATGGTG -CTGTGAACTCGTAATTCGTCTTAGCTGATTCATACGCCTTTACAAAATCATCGTAGTCAAATATGAGTTC -CTTAAAAAGCATATTTGAGTCAAAACCCAGTGCCATTAATTTTCCGGCTGTTTTATCATAACCAAAAACC -ATTGATTGATGAACATAGTGATGTTCATTGTAGCTGCCCTTCTGGGGCAGGTAGTATTCATCTATATTTA -TCGTCAGATACTTGCCGGAATCAATGCTTTTTTCAATAAATTCTATAATGTCGGACTGTTGTTCCTTGTA -TGTCAGATATGTCTCATCAAATATTTCCTCAAAGTTATTTTTTGGCTCTAAAAATTCCAATCTTGAAAAG -TTATTATTGTATGTAATGAAAAATAATTGGATGTAATGTTCGTAAAACCATGAATAATGGCTATCTTCTG -TTAATATAGCACATAGGGGAATAGCTCTGTGCAAATATGTTGTTATATCTCTTTGATATTTTATTTTTAG -TTTTTTCTCTGTTATTTTGTCATCTTTGAATGCCTCTTTTGCCGGTTCGTGAATAATATCTGTATTTTTT -GCTATCTCTGAAATCGACTTATAATTGAATATATCATTGGGGGTTACCTGAATACCCTTCTCCAAACATA -TGTCCGATATCATTTCGGCCTTAAATGAATCGCCCCCCAAATCAAAAAATCTGTCATTTACATTTAATGT -CTTTAAGTACAATACTTCCTTCCAGATATTTGTCAGTATACCCTCAATTTGCTCTACATTCTGTTTTTCT -CTCATATGCTCAACACCCTTTCTTTTATAATTCTGTCGTCCTTTAATTCTCTTTTATATAAGAAAATATC -TCCTCCACAGCACGCTTTGGTCCGCCTGCATTTAAGAATGAATTCTTCATTTTTTCAGCATTTTTACTGT -ATGAGCCGTCAGAGATTATTTTTTTATAACTTTTTTTTAATGACTCCGGTGTAACTTCCGACATGTCAAG -ATATATTCCGCTTCCTGTTTCAGCTACCCGTTTTGCCATATGAGTCTGCTCCAGTTGCTGCGGTACAACT -ATCAAGGGAATTCCGTTCATAAGCCCCTCATGGACGCTATTCATTCCGCCATGGGTAATAAATACATCAC -ATTCTTTTAGTACTTCCAGCTGAGGTATTTCAAAAAAGTACTTTACGGTAAAGTTTTCGGGAATAGTAAG -GGATGATATATCTATTTTTTTACCTACCGACATGAAAATGTCTATATCCATATTTCCAAAAGCCTTGATA -CATTGAGTAAAGAAATTCCTGTCATTATTGAACACCGTACCAAGCGAAATAAAAAGTAAAGATCTGCCTG -CTGATCTGTTCACTCTGAAATCTTTGATTTTCTCGTTTCTATGCATACTTACAGGCCCTGTAAATTTGTA -TTCATCTCCAAATTTCTCAGCATATGGTTGAAACTTACGGGATGTAAATACCAGTGATAATGCCTCATTA -TTATCTATAATATCAATTAGGCTTTTTACTTTAATATTATACTTTTTTAACCGTCTGGTAATTTTACAAA -TATCTATCATTCTTGGGATGTTTTTAAGTATCTGAAATGCCACTGCCAAAAATAAGCCAGCTGTCTTTAG -GAATCCTTCTGGCCTTTCTACAAGTGTTGTATATATATTTACAGCTGGAATATTTGAAGCCTGTGCGGCA -TGTTTCCCCCATGTAGACATAAAATCGTGTATTATATAGTCTGGCTTGTCCCTTTTTATATCATTTAGGA -GTTGTTCCATTATGATTTCACTTAACTCCAGGTGAACCCTCAATATTTCAATATTGTTGTGTGTAACAAA -ATCATCATTCAGGTAAAATTTGTTGCCATAGCTTCTAAAAACAGCCCCTGAGCTTTCAATCTTTTCCCTG -AAGCTCTCAATACAGTAGTATATGACCTCTTCCCCTTTTTCTACTAACTCTCTGGCAAGTCCCACACCGG -GATTAACATGTCCGCAAAACGGTATACTGAAAAAAAATACTTTTGACATATTAGCCTCCAATTTTTGAAG -ATACGAAATTATTTTCTTTTTTCTTACGTATGAAAATATCCCTTTACACCCGTTTCAGGGCCACTTGCAT -CAGTAATTTAAATTATATTAAAAAGCTGACTTAACCTTTCGTTCTGTTCTTCAATTGTCAGCAGTTTTGT -ATTAAATATTTGTTTCAGTAAATCCACAGCCTCTTCAATATGTTCATTTGTGGGCTGGATTCTTTGTTTT -ACCAATTCTTCTTTCATCTCAACCAATTTTCTGTAAGGCTCTACTACACCCTTTTGGTATGCATTTTCAT -CCCAGTTGCGGTTTTTCGTACTGACCGCAGCTGCGATACAGCGGGTTATAACCATAAGGCCATTATTAGC -CGGCTTCTTCGAACCACTTGCATCGGAATCGAATTTCTTTTTTATAAGTGATATATCTTCCGTTGTTTCC -GACGAAAATACCGTTATTGATTTATTGCTTCTCAAAAGGTTTTTCAAAACAGCTTTTGGCCCCATTTCAA -CAGCTTTATCTATGCCGGAATTCTGTAGGTACTCCATTGTAGACTGCCATCTTACAGGATTTGTTATTTG -AAGGGATAAATAATCAATTATTTTATCTTTACCGGGGTACGGTTCTGATGTAACATTGGATATTACAGGC -CATTTCATTTCACCAAAAGAATATTTCTTGAGTACATCTCTGAACCTGTCTGCGGCAGGCTGCATCAAAG -GGCTGTGAAATGGTGCACTGACTTTCAGGTAGACTACTCTGGCACCCATGGACTTCAACTGCTCTCCTAC -GTCATTTACTGCTTTTACATGCCCTGATATTACTGTTTGCTCTAAGGAATTGTAGTTGGAAACCACCACA -ATATTCCCACCTTTTGATACCAGTGAACATTCCCTTTCTATAATTTCCTTTTCAACACCGCTTACGGCAG -CCATACTTCCCGTTCCTTCCGGGACTGCTTCCTGCATAAATCTTCCTCTCTGCCTTACAAGACTGACAGC -ATCTGTAAACTCTATCCCTCCTGCACAGCAAAGTGCAGAAAGTTCTCCAAGGCTGTGTCCGGCGGCATAA -TCAGGTTTAACGCCAATCTCCTGCATATATACTCTGAATGCTGCAACACTTACGGTCAGGATGGCAGGCT -GCGTATTTTCTGTTTTCGTGAGATCATCCATACTTCCTTGGAAACATAGTTTTTTCAAATCGAGCCCAAG -GGCTTCGTTAGCTTCATCAAAAACCTGTCCTGCAACCGTAAAGTTCTCGCACAGTTTACTGCCCATACCG -ATATATTGAGCCCCCTGTCCCGGGAATAAAAACGCTATCTTATTCATATAATTTCCCTCTCCTTTCAGAA -TTTATTTTTTTACCCAAGTCTGTAATTTTATATAAATACTTTTTAAATTTATTAAGAAGACCTGTCATTG -TGCTTTCATAATATTGATGTTTGTTGTAATGTAGAGTGACATTCAGATTTCCATCCAGAATCATAAGTTC -AATAATTAAGGTGTATTTTCTTTCAGATTCGGGACTTTCATTAAGGTTTTTATATAATGACGATATGCCA -AATCCCTGAAAATCCTCATTAGTCCGCCCTGCAAAATCACCTGAATAATTAAATAATATCTCCGGGCAGA -GGTTTAGTTTTAATTCCTTTTTATTTTCAGGCAGAGTTATCTCTCTGAGAGTTTCATAGCCAAGTCCTCT -GCCCGGAACGTTTCTGAACATATCTCTGATTGATAGTATCTGGGCTTGAAGATCCTCCAGTTGGGACATA -TCAAGCACAGCCGGGAACTCTGTAGCAAACCAACCCACTGTCCTTGAAACATCAATCCCATCAAAAATGT -TCTCCCTGCCATGAATTTTATAATCAATAAGTATATTGTCTGACTCTGTCCACTCTTTTACCGCTGCACC -GAAAGCTGTCGCCAGTAAATCCTTTATATCGGTATCAAACCTCTGGTTTACATTCTTCATCAGTACCCTT -GTTTCATTATCAAAGAGCAGAGTTTCATTGATGGCAACGTCATGCTTATGTCTTTCCTCATTAAAAGCAG -TGTCCTTAGGGAGCTGTGCCACAGGTATATTTTCAACTTTTCCCCAGTAATTGATTTCTTTTAGAAATTC -GCTACTGTTGCAATAGTCGTATATTCTCTCCGACCATTCCTTTAAGGAAGAAGTTTTGGGAGGAAGTATG -GTTGGTTCATTTCTTTGCAGCTGATTGTATACTGTAGCAGCATCCTCTAATATTGTCATAAGTGATAGTC -CGTCGCAAAGCAGGTGATGTATCACAAGCAGAAGATGGTCTCCGTCAAAGCGTCTGAAAAGTGCCAGCTT -AACAAGGGGCCCCTCTGTAAGGTTCATGCTTCTGTGTAAGGCATATGCCACATCATCCATATTGGTTGTA -TCATCCTTGTCAGCTATACAGTCAAATATACTTATTTCAAATAATTCACCGTCTATGCCCCTGTTGAATT -GGGTTATTTTTTCTCCATCAATTCTGAAATTTATTCTAAGTGCATCATGTTGCTCTACTATTCTGGTAAA -AGCCTTTTTAATTATATTCTCATCAAATCTGTCTTTTCTGTACAGCATTACCGAAATATTCCAGTGAGTT -ATTTCCGTTCTTGTTTTTCTGAAAAAACCTTTCTGAGTAGGGAGCAACCCTATTTCACCTGTAACGGGTA -CTTCTTTATCTCGGTTAACTGAATTTCTGATACATTTGCCAAGGTTTCTGATTGTCTGGCCTTCAAACAA -GTCTTTTATTTCAAGCTGCATTCCCTGTTTTTTAAGATGTATTATTGTTTCCATTGCTTTCAAGGAATCT -CCGCCGATTTCAAAGAAATTATCGTTTATTCCAATCCTGTCTAGACTCAGTATTTTCTTCCATATGTCTG -CCAGCAGCTTTTCCGTACCGTTTCTTGGGGCCTCATAAGCTCTGTCTGTTGAAACCACAGGAGCGGGAAG -TGACTTCCTGTCTATTTTGCCGTTAGGGGATAAGGGCATCATTTCAAGAAAAACATAGATTCTTGGAACC -ATATAATCCGGGAGGCTCTTTTCAAGGAATGACTGAATACCTCCTTGTTCTGCTTGCATACTATTCTCAC -ATACAACATATGCCACCAAATGTATATCTCCCTCACCCTTTTTCCATGCAACTACCACACACTCTTTTAC -ATCCGGGTGAGCCGTTAACTGCTTTTCTATTTCACCAAGTTCAATCCTCAGTCCTCGTATTTTTACCTGA -AAATCTATCCTTCCCAAATATTCAATGTTTCCGTCCCGTCTCCATTTTGCCAGATCCCCCGTTCGGTAAA -GCCTCTCATTGGGTTTGTATGGATTAGGTATAAATTTCTCATCGGTCATTTCAGGCTTGTTCAGGTACTC -TCTTGCCAGACAGTTACCGCCTATGCACAGCTCTCCTGTTACTCCCACAGGCTGGAGCTGCATATTTTTG -TCCATTATAAGAAGTTTTGTGTTGTCAATAGGCTTTCCGATAGGTATAGAATCAAGCTCATCCTCTGTAT -CACAGTCAAAATACGATACATCTATTGTCGCTTCCGTCGGCCCGTAAAGGTTTGCAAGCCTGGTTTCGTT -TTTTGAAAGCAGTGACCTAAAAGCCTTAACCTGTGAAGGTGTTAATGCCTCACCGCTGGCGAAAACCTGT -TTTAGTCCGGCAACCCTTGATACTTCACCAGTTTGATTCAGATATTCCAGAAAAACACCAAGCATGGATG -GCACAAAATGTATAACTGTAATATTATTCTTTTCAATAGCTTCCACAATCTTTCCGGGGTCTTTTTCAGC -TCCCGGCTCAAGAAAGCAAACCTTGGCTCCCGCAATAGACCACCAGAACAGTTCCCATACAGAAACATCA -AAGGTGTAAGGTGTTTTCTGGAGGATAATATCGTCTCTATTTAGCGGATATTTTTTTTGCATCCAGTTAA -GTCTATTGACAAGAGACCTGTGTTCTATCAGCGTTCCTTTAGGCTTACCTGTGGAGCCTGATGTATAAAT -TACATATGCAATATTCTCAGAAGTTGCTATTAAAGGGAGATTTGATTTTTCTCCGTGGGATAAATCAATT -AAATCAAGATTTATCTTTTTTATGTTTTGCGGAATTTTTAAGTCTCCAAACTCCTTATGGGTAAGCAATA -TCCCTGTATCACTGTCTTTGAGTATATAGTCTATTCTTTCGGCAGGAAAATGCGGGTCTACCGGGAGGTA -TGCTCCTCCAGCTTTCTGTACGGCCATTATTGCTGTTATCATCTCAAGTGAACGTTCCATCATTAAAGCT -ACTATACTCTCCCGACCTACACCATTTTTTTGTAAAAGCCTTGCAAGGCAGTTTGCCCTGTCATTGAGTT -CCACGTAGCTCAGCTTTTTATTTTCAAGTATTACTGCAATGTTTTCTGACTCTTTTTCCGCCTGTTCCTC -TAAGTATTGGTAAATAACCTTCTCCTCTGGAAAATCAGCATCAGTATTGTTAAACTCTGTTAAAATCTGT -CTCTTTTCTGTTTCAGTAATATATTCTAGTCCAGAAACTTTCTCAGTAGGCTTTTGTACTATACTTTCAA -TCAATTTTATGAGATGCATCGATATTGCTTTAACTGTTTCAGTCTCAAATAGCGATATGTTATAGTCAAA -CCCGCCCTTTATCCCTTTTTCTGTCTCTGTCAGCTGCAACCTTAAATCAAAAGGAGCCATATCGCTTGCT -ACATCTATTTCGGTTATTCTCATTCCGTCAAGTTCCAGTTCAGCTTTCTTATTGTTGTGGAGTATAAACA -TAACCTGAAACAACGGAGCCCTGCTGAGGTCGCGTTCCAGTCTCATTTCTTCAAGCATTTTGTCAAAGGG -TAGTTCCTGATGTTCATATGCCTCCAGAGTGGTTTTTTTAACTTTTGCCAGAAGGCATAAAAAATCGGGG -TTCTCGTCAAAATTAGTTTTCAAAACAAGAGTATTTATGAAAGGCCCCACTGTATTTTCAATTTCAGCTC -TGTTTCTGTTTGCAACTACTGTACCCGTGAAAATGTCGTTCTGTCCCGAATACCTGTGCAATAGTGTCTG -AAATGCCGCCAGAATAAGCATGAACATGGTTACACCTTGGTTATTGCAAAGTTTCTTGAGTTCAGGCACC -AGTGCTTCAGGAATTGCAATGCTCTCAAAGCCACCTTCGTATGTACGGGTTTTAGGTCTGGCCTTATCTG -TGGGAAGTTCAAGTGTTGTAGGGTTTTCAAGCTGTTTTTTCCAGTAGCCCATGAGCTTGTCCAATCTTTC -CCCGGTAAATCTGTTTCTTTCCCACACGGCATAGTCGGCAAACCGTATCGGAAGGGGTTTTATTTCTATG -TTTTGTCCCTCTGCAAACTGCGTGTAATGCCGTAAAAATTCTTCTACTATTATTGTATTTGACCAACCGT -CAGATACTATGTGGTGTGTTGTCATTGAAAAAATATATTCATTTCCGTTGAGAAAGAAAAGGCAGAATCT -GAACAACGGACCTTTTTCCAAATTAAATATAAAGCGTGCTTCTTGTTTCAGATGGTTCTTGATTTCTTCT -TCATTATTTTTATTAAGGTGCGTTAGGTCAATTTTATTTATCTCCACAGCAACGCTGTCATTTATAACCT -GAACAGGGATTCCGTCAATGTTCTTGAATGTTGTTCTTAAAGCTTCATGGGACATGACTGCATTTTCCAG -TGTTTGTTTAAGGATTTCAATATTCAGTCTGCCGCTTATACGTACGGCACTGGACAGGTTGAATACTGCA -TTACCCTTGTTCAGTTGGTCATAAAACCACATGGACTGCTGGGAAAATGAAAGTGGATATTCCTTTGTTT -CGTCAGAGACCATTGATATATGGTCTTGTTCGTCATCTGAATTATCTGTTTCTTCAATTTCTCCTATTAG -TTTTCCCAATTGGCCTATGGTTCTGTTCTCTATAATCCATTGTAGAGGTATGTATTTATGGAATCTGTCT -CTAAGTCTTGAAATTATGGAAACAGCAGTAAGGGAGTGCCCCCCCAGTCTAAAGAAATCGTCATTAACTC -CTATATTTTCAACGCCAAGTATCTCCTGCCATATTTCAACCAGTATTTTTTCCGTTTTGTTGCAGGGTGC -TTTATATTCTTCGTTTTTTGTCGCGACAGCTTTAGCACCTGTACCTGTCCTATGCACAGGCAGTGCTGTC -AGTGATTTTCCGAAAGCATTTTCAAGGGCAAGCAGATATGCTTTGTGAAGAAGGTTTTCTCTGTTTACCG -AAAGTACCTTCCAGCCGTTATTGACTGAAGTCTCTTTCTCCTCTTGTTTTATGTGAACTGGTTCATGTTT -AGATTTTACAACTTCTGGGGACTTTACGGAGACCTCAAATTTTGAATTAAAATAACACTCTACCAGATTC -TCGTTGTCAGATATTGCTTCAATGTCCAGTTGGAATCTACTTAATTCATTCCCTTCTTCAATACTTTTCC -AGCCGCTATTATTAAGGAAATTTTTAAACGGTATATTTTTTTCCGTGGGGCGGAACTCTGCTTCAAGTAC -CTTTGTACCTGTTTTTATACAAAGCTTTTTAAGACCAACAAGTATTGCATCTTCAATCCTTCTTCCCAAT -ACTCTGCAGCTCAGCAGGAATGTGTCTATAAAAAGTTTGCTGCCGCTTTCCTTTGAAATTATCACACCAA -CCAGACCGTAATCACCGAACCGGTCACTGACCTCTATTACATGACATCTGAAGCCCGGTAAACTCGTAAG -CTGCCTCAGCTCCTCTTCCGTTCTTCTTATGGTACTAAGGTTAAACTGGTTGGTTCTATGTGTCAGTTGG -GCCGCTCTAATATACTGTGAATCCTCTACGGGATTCATGCTCATTTTAAGTTCAAGTCCTTTTATAAAAC -CATCCAGAGACTGAACACTGTCCTGTATTTGCTTTCTTTCTTTCTCGGCGAGATACATTTGTGTTCTTTG -GGCATCTTCTGCGGTGACTTTGAATCTGTCAAAGGCCCATACATGCTTGAGATACCCGGGTATTTGTGCT -TCATCTTCCGGCAGATTAAGAGTGAGTACCTCCGGCAGTTTCATCATTACCTCACTGCACTCCACAGGAC -TATCGTCTATAAAAATGAAGCTGTCAATACCAAGGTTAAGCTCATCTGCAATTTCTTTTATGTTGTCGGC -CTTTGACCTCCAGTTTATTCTCCATGCAATAAAATGCTCTTTTTTAAGTAACATTCCCTTGTTGTTTTCA -AATACATCCCAAACATCAGCTTCATTGTTTTTACTGCAAACAGCCAGAAGCATACCTTCCCTGTAACGTT -TCAGCATAAACCCCTGCATTCTTTTAAAGGGTTCATTTATTATGACTCCCTGTGTACCTTCTTCCCCGCA -AACCCCTTTCCACAAGGTATTGTCACAGTCAAGAACTATAACCTTGAAATTCTGCTTTCTCCATGCACAT -ATCTTTCTGGCAACAACGGTTCCCAAAGCACTGAAAAATGTATCGCTGAAAGGCATATGTGCTTCGGTAT -CCTTCAAGGGATCAAATACTACATCTATAGCATAATGCTCATTAAGAAATCTGCAATCCATTACATATAC -ATTTTCCATTTCCTCCAGAACCATTTTCCATCTACAGTTCATATCTTCTATGAATTCACTGACCCTTTGG -CTGATATTCGAATAGCGACAGACAGGTAAAACCCCAGCAAAATAAGGTATTCCTTTAGTCTTTGATTTTA -ATGCATTCACAAGATCACTAAAATTCTTTTCAAGCTTTTCAAGCTGTTCAGCATCGCCTGACATATCGTT -TCTCAGCCAATCTTCAAAGCGGACTAGCAATACATTTGCACCATTATTCAGTGAAATAAGACTTGTTTCG -TCTAAAATCTGTTGAAATATCTGATTGTAGGGTGCAAAAGCTACCTCTGTTTTAATGCCGAATTGTTTGC -ACCACCAGTTTATATAGTCTTCTACAGGCTCGGCTGTAAAAGTTGCTGCAACAGCAATTTTTAATTTTTC -CTCATTAGTAGGTCTGAATTTATTTTTTATATCCCTCTTTTCATCCGGTGTAAAAATCGGAAGCTGTATA -ATCTTTTGTTCAGGATTTTGTACTATACATTCAAGTGTTGTAATTAAATGCCTTGCCAGACTTCTGATAG -TAGCAGGATCGAATATTGATAAATTATAATCAAAGCCACCTTTTAAGCCTTCATGTGATTCAGTAAGTTG -CAGCCTTAAATCAAATGGCGCCATGCCGCTTTCTATTTCAATAGGCTTCATTTTTACTCCGGGAAGCTCT -AATTCCACTTTTTGAGTATTTTGAAGTATAAACATAACCTGAAAAAATGGATTTACTCCATCCTCTCTGG -GGGGCTTCAACTCCTCAACCATTTTGTCAAATGGCAGCTCCTGATATGTAAATGCATCATATGTTGTTTT -CTTTTCTCTTTCCAGTATCTCAGTAAAACAACTTTCTCCGTCAATCCGTGTACGTAATGCAAGAGTATTC -ATAAAAAATCCTATTGCACGTTCAATCTCTTTTCTGTTTCTGTTTGCTACAACAGTACCTACACAAATAT -CCTGCTGTCCCGAGTATATGTAAAGTAAAGTTTTAAACGCAGCAAGAATCAATATGAACTGGGTGACATT -TTTGCTTTTACAAATAATATCTATTTTTTTTGTTAGCTCAGGTGATATCTCCACAGCCTCATATCCCCCC -TCAAAAGAACGCACTGCTGATCTTTCACGATCCAAAGGAAGTTTTAAGGTACCGGTATTTGCAAGCTGCG -TTTTCCAATAGTTCAGCAAATTCTCAAGTAATTCTCCACGAAGCCTGTTTTTTTCCCAGTAGGCATAGTC -CGCAAATTGTACGGGAGGCAGCGGCAATACCTGTTCCACGCCCTGTACACTGTCTTTGTACAGAGTAAAC -AGTTCCCCCACCAATACCGTATTTGACCAGCCGTCTGATATTATATGGTGTATGACCATTGTAAGTATAT -ATTCCTCTTCACTCAGTATAAAAAGGTGAAAACGGAATAAGGGTCCGGTTTCCAGATTGAAGACACCTCT -CGCTTCCTCTTTTAAAAGGTCTTTAAACCTGGATTCATCAGCGGAATAATCTACATACGTTGTACAGAGT -TGTGCTTTGAATTGAGGATTTATTACTTGAACGGGATTTCCTTCATTATTACTTATGAATGTAGTTCTCA -AGGCTTCATGTCTTTTTACCAATTCATTTATTGCATTTTCAATAGCAGCTGTATCAAGTTTACCTGTAAT -CTTTACTGCGTTTGATATATTAAAAGCGGGATTACCCTTTATGAGTTGATCGTAAAACCACATGGACTGT -TGTGAATAGGAGAGTGGAAATTCCGTTATGCCGTCTCTGGGAGCCTGTGGAATCCGTTCATTATTTGAAC -TTGTTTCTATTTTTAATTTTTTAAGAAATTCTATTATTTCATGTTTATTTTGAGATATTTCAGCAAGTAA -TGTTTTGTTTACTACTCCTTTTGGAGCCTGATACTTTAAATCATCTTTGTCCAGCCATAAATTAACTCCC -ATATTACGCAATCTTGACAAAAATTGCATTACAGACATTCTAACCACCTCCTGAAATTATATTGTGCCGC -CTTCCATGTCCTCTTCCGCAGCAGCCGCCTCTCCTTCTCCCTGCACAGCCCATTGATAGGTTTCAACCAT -TTCTGCAACAGAGGCTATTGTGGTGGTTTCCAAAAGCTTGGTCATCGGAATTTGTATTCTGAATATCTTG -CTCAAATCGGTTGCAACGGCGGCAGCAATCAGCGAATGGCCTCCCAGCTCAAAGAAATCGTCATGTATTC -CCAGTTTTTCAAAGCCAAGAACCTTTTTCCAATGCTCGGCAATTATTTTTTCAGTCTCACTGACGGGTTC -CACATAAGGTACATCCAAATCGGGACGAGGCCTTTTACTAAGTTTTTCGGCACCTCCTAAATCACTGCAG -GAAGGCTCTTCAGACCCTTTTAACAAAAGGGGTGAGATATTTATTTTTCCCTCAAACTCAGAGCATAATT -TTTCAAGTTTTTCTTTGAACAAAAGCATTTCTTCTATTTGTTTTTTCTTTGGGGCATGTGTTTCTAAGCC -GTATGTATTTTCATTTAACTCTATGGATGCGGAAATGCTTACCCTACTGCATTTCGCAAGCAACTTTTCA -TCTATTTCTGATTTATCCGAAACAGGGAACTCAGGCTCCTTGGCAGCTTCGCTTTTTACTCCCGGTTCAA -TCCAGTATCTCTGCCTTTCAAATGGATATGTAGGAAGAGGAATACGGTGTCTCTTTTCCTCCTCATAGAA -TTTATTCCAGTTTACATTTCCTCCGTAAACCCAAATCTTTCCCAAGCACTCCATAAAGGCTTCTTCTTGA -TTTTTGTTTTCGTTTTGAACATATATCAACGAAGTACCCTCTTCTGAAATGAATCTTTTTCCATTTCCGA -TTTCAACAAAAATCCTTTCATCATCCGACAGAATTTCCTTCAAGCCTTGGGCTGAAAAACTGCTGTTACG -CTGTTTTAACCAGTAATCCGTATTTGTAGCTTGCGAATCCTCTATCCATTTCCCACTAAAGGATGATACA -AAAGGTATTTGAGGTTTGCTCAAGCTAATTTCCGAAAGAATTCCCGGAAAATCCTCTTCTTCGGCAGCAG -TAATTCTCAATGAATCTTCAAGGCTCATCACTCCTGAAATACATGCACAAACATATTCTCCCAAACCTTC -TCCTACCATACTTTCAGGTTTTAAACCTGATTCTTGAAGAAGTTTTGACATTGAGTACTGTGCAACAAAG -ACAGCTGCCCTTTCAATGGTTTGGTTGTTATTCATATAACTGCCGGAGTCAAGTACTGCTTTGATATCAG -TACCCAACATGGGGAACAGAATATCTGCACAGTAATCGACGGAATTTCTGAACTTTTCTTCCGTCCTGTA -CAATTCACCGCATTCATTTAGGTATTTCCCTTCTCCCGGAAACATAAATATAACCGGCCTGTCCTTATGT -TTCTGGAAGTATGAGATAACATTACCACAGGTGGAATTACTTATTTTTGTTTCCAAATCTTCAAGGTTCT -TACATATCATAATTCTGCGGTGATTGAAACTCCTTCTGCCTACATGCTGTGTAAATGCTATATCTGCCAA -ATTCAAGTCAGGATTCTTCTTTATATGTTCAACAAGGTTTTGTGTCATTTTTTCAAGTGCTGTTTCTGTC -TTTGCTGATAGTGAAATCAATTGGTAAGGCCTTTGGGAATTTTCCGATGGTACAACAGCAGGAGCTTCCT -CCAGAATAACATGTGTATTGGTACCTCCGATTCCAAAGGAGCTAACAGCTGCTCTTATAGGAAAACCTTC -TGTTTCCCATTTTGAAAGTTTACTGTTTACATAAAATGGGCTGTTTACAAAGTCTATTTTGGGGTTCGGC -TCCTCGAAATTCAGACTTGCCGGAATTATCCTGTGTTTCATGGAAAGTACTGTTTTTATCATGCTGGCCA -GACCACCGGCATTTACAAGATGCCCTATATTGGTTTTGGCCGAACCTATGGCACAAAATTCTTTTTTATC -GGTATAAGCTCTGAATGCCTTGGTCAAAGCGGCTATTTCAATAGGATCTCCCAAGTTTGTACCTGTTCCG -TGAGCATCTATATAGGTTATTGTTTCGGGGTTGACGCCTGACATTTCTATGGCCTCAGCAATACATTCGG -CCTGACCGTCTACATTAGGAGCAGTATAACTGTTTTTGGACGAACCGTCGTTATTAATGCCTGTTCCCTT -TATAATTGCATGTATGCAGTCACCGTCAGCGATTGCATCCTCAAGTCTTTTCAATGCTAAAATACCCAGT -CCGCTACCGCTTACCGTACCGTTGGCTTTGGAATCAAAGGCACGGCAGTGTCCGTCTGCTGAACCTATAC -CGCCTTCCTGATAAAAGAATGTCTCGTTTCTTGACACTTGAAAGCTGACGCCCCCTGCCAAAGCAATATC -ACACTCAAAGCTGTTAAGACTCTGACAAGCATAGTGAACTGCTACCATCGATGACGAACAAAGAGTGTTG -ACATTTACGCTTGGCCCCATAAGATTCATTTTGTAGGAAACCTTTGTTGCAAGGAAATCCTGTCCGTTTG -CTATCATTATTTTAAATGAGCCAAGACTTTCAACCAATCCGGGATTGGAATACAGGTTTCTTACCATATA -TCCGCTAAGGTTAGCACTTGCATAGACTGCGATTCTTCCGTCATAAAGGTCGGAATTGTACCCCGCACTT -TCTAGAACCTCCCATGCACTCTCCAGAAATAAACGGTGCTGTGGGTCCGTTATTTCTGCTTCTCTTGCAG -AATAATCAAAAAACTCTGCATCAAACATGTCCATTCCGTCCAGAATAGCGTCAGCGGCAACATATTTTGG -ATTATCCAGCAAATGCTCATCTATTCCCATTTTTATAAGGTCGTCGTGATTAAAAAACTTAACCGACTCA -ACACCATTATAAAGATTCTCCCAGAATTCTTCCGTATTATTGGCACCCGGGAAACGGCCTGCCATACCTA -TTATGGCTATTGCACCATCCAGGGAACCGTTTTCTTCAAAATTGCCCATTAATGATTCTCCCCCCTCTGT -ATCATCATCCTTTGTTTTCTTTGCTTTAACCTCTCTTGCTGTTTGCTGACCCTTTGACTTACGCTTTTAA -AGCTGGGTTTTTCTACTCGGTTGTTTCCTTCATCGAGCTTCGAGGCTAAAAGTGCTATTGTATTGTATTT -ATATAAATCAACAACAGCTAAATCTGTTGGGAACACTTCTTTTATTTTTGAATGAAGCTGTACTAAAAGA -AGTGAATCGCCACCCAATGCAAAAAATTCATCATGAATTCCAAGTCCCTCTATGCCAAGAAGGTTTTGCC -ACATTGGTACCAGCTTTTTCTCTGTCTCACTTTTTGGTGCAGAATAGGCATTGGGAAGGTCAGGTCTTGG -ATGTAACGTTTTTTGTTCTTCCTTTTCAATGACAGTGGTATTGCTTTTTTTATTTATATAGCCTGCTTCT -GCAATAGCTTCTTCAATATCTTTGGTTGATACAATTACCTGAGTGTTGTAATACTGGCCTGACAGGATTT -TTTCAAATACCTTCCTGCCTTCGTCCGTCGTAAGTCCCGAATCCATAATATTGTCACTGTTTGAGCTGTT -AAATAAACTGTTATAGATGTCGGTGCCCTCTATAAGTGTATGAAAACTCTGTTTTCTGTTTTTTATGTTT -TGACTATTTTCATCTGTAATATGCCTCATGGAAAAATTCTTTATTTCAATGAGCTGAACACCTTTTTCAT -CCACAACATCGATATCACAGGTTATTATTTCATTGAGGGCATTATATTCGTCCTTAAAAGTTATATTTGC -ATATATCTTTTTTGGCAATCTTTGTTTTACTATTATCTTCTCGTATGAAACAGGAAGAAAATTTCTTTTG -GATGCCAGCCTTACCGAACCGGTAGCAACATCCAAAAGAGAAGGATGTATATTAAAGTACTTTAAATCAT -CTATAAATTCCGGGGACAGTTCTATCTCTGCAATTCCTTTTGTACCGTGGAATCCAAGCCTTTTGAGTGT -CCTCCACCTGTTCCCGAAAGTTATAAATTCTTTAATATCTTTATTAATGTAATCAAATGTTTCCTGATTA -AATATTTCCGTTGATTCAGAAATATCAATTTGTTTGTTTTCCGGGTCAATTGCGGCTGCAATCTTTCCCC -GTGCATGTTCCTTCCATGGGCTATCCTCAACTTTTGAGTGTAGTCTGCTTACTATTTTGAATTCGTAATA -TGCTTCATTCTTTTCTAAAATTGTCAAAACGTCCTGTTCTTCATTTTCCCTAACTGCCATTGGAGTTAAG -AAAGTAACATCAGTGAATTCAACCGATTTATCTCCATTTATATCTGCAAATGCTGCTCTGGCCATTTCTA -TATACGTTGTTCCCGCTATTGTAGGTATTCCCATAACAAGGTGCTCTCTCAGCACCCAATCCTTCTTTGG -GTTAAGACGTGATAAATATGCGACTCTACCCAAGGAATCAGTTATTTTTCTTTCAAGTAACGGATGAATC -GATTTTTTATTGTCTTCAGCCATACCTACTCCGGGCCACCTGTCCCAGTTGATTGATACAAATCGTGTTC -CGTGCCTTGTATCATGGGCATTTGCAAATGCGTCCATAAAATTGTTGGCAGCACTGTAATCTGCTTGTCC -AAAACCTCCTGTTATTGAATTCAGGGATGAACTCATGATAAAGAAATCCGGCTTGCAGTCCTTTAATACT -TCATACAATACCTGTGTTCCCGTAATCTTAGGTGCAAATACATTTTCAACGAAGCTTTCTTCTTTTATCT -GAATCATTCCGCCGCCAGGATTTCCTGCTGCATGGATTACACCGTCAATTTTTCCGAAGTGATTCTGAAC -CTGCTGACGTACTCTTGTCATTTCTTCCATATTGTCTACATTTCCACGGCAAATGAGAATTTCCGAGCCA -AGTTCTTTTATATGTTTTAAGGTTTTTATTTTTATGGAAGTTTTGCCAGTTTCCCCCTTGTCCTTTAGCC -ATTCATCCCACTTTTCCATATCAGGGAATGAAGATCGCCCCACAAGGACAAGATTTATTTTTTCCCTCTC -CGCAAGGTATTCTGCCAGAACCAGTCCGATTCCACCCAACCCTCCTGTTATGAGATAAGTCCCTTTATTT -TTTATTCGTAGTGGAGGCTTTTGTGTATTTTGGAGTTTTATTTTATCAAAGCTTTGAATCCAACGGCTTT -CCCCTCTGTAGGCTACTGTGGTATCTTCTGAATCACTACAGGCTTCATATAAAAGCTGTTCCAACAGCTC -TCTTTCAAAAGGAATGCCCTCTTCACAAAGCGTAAAATCCACACTTCTGCACTTTATTTTTTCATATTCT -CTAGGGATTACTCTACAAGGGCCTAGTACCAAAGCTTTATCAGGAAACAGTACTGATTCTCCGAATACCT -TTTGCATACCGTTTGTGAGAACAATAATATTTATTTCTTTCTTGGGTTCTTGTTTTCCCAGTGCCTTTGC -AAGGAACAGCATACTGTAAAAAAGGTCCTTGCCTCGGTTTTCATTTGAAATACCCAGCATATTTATTATT -TTATTCGGCATTTTCTCTATGTTTCCAAGTTCTTTAAGTAATGTATCATAGTCCAGCTGCTGTTTTGGAC -TAGCCTCAATGACCTCTGCCCCCGACTTTCTCAATAGCTCCACAAATTTATTTTCAAAGGTATTCTTTTC -TGCTAATACAAGTATGCAATTTTTATTTTCAGTCAGTGTAATCTCAGAAGGTATATTGCATACAGTCTGT -TTCCATAACGGTGTATAAAAATAATCATTGATATTCCTTCTGTCGGCTTTTTGTGTCTTTGCCCAGTAGG -ATTGTCCTTCAAAAGGGTACACTGGAAGGTTAAGCTTGTTTCTTACCTGTCCTTCATATAAGCTAATCCA -ATCTATTTTTTCACCTTGCAGCCAGAAAAGACCCAATTCTTCCTCTGTATATTCCTTCACTCTTGCTGTA -TCATAGCTTTTGTCATTCTTTATATCGTTTGCGTATATCAAATTATCATTTTCTATAGCTTCTATTGCTT -CTTCCCTTGTACTGCAAACTAGACAACACCTGTGCTCAAACTCCCTGCGGCCCAGCTTAAGGGTGTACTC -CGCATCGTTCATATCTGTACCGGAATTTTCTTTTAAATGTAATGCAAAGTTTGATGTCATTCTCTTTAGT -GCACTTAGGGTTTTAGCTGAAAATATCAATAAAACTCTTGATTTTCCCGGTGTTGCATTTCTTTTTAACG -GTGGCTCTTCCAGAACGGCATGTGCATTTGTACCTCCGATTCCAAATGAGCTTACTCCTGCTCTTCGAGG -TATCCCGTCAGTTTTCCAGTCCCAGAGTTTTGTATTCACATAGAAATGTCCGTTTTCAAAATCACACTTG -GGGTTAGGCTTATCAAAATTGAGACTTGGCGGTATTTTGCTGTTCTGAATGGCAAGAACGGTTTTTATAA -GACCGATTACACCTGATGCAGCATCCAGATGGCCTATATTTGTTTTTACCGAACCAACTGCACAATGCCT -TTTCTTGTCAGTTTTTTCACTGAACACCTTTTCCAGTGCTTCTATTTCTATAGGGTCTCCAAGTGGTGTC -CCTGTTCCATGAGCTTCAATATACGTTATGGTTTCGGGACTTACTCCGGCAAGTTCCTGTGCTTTTGAAA -TGACACCCGCTTCACCCTCAATTCTGGGAGCCGTATAACCTACCTTAAGTGAGCCGTCGTTGTTGACCGC -AGTTCCCTTTATTACTGCACAAATGTTATCGCCCTCTGCTATGGCATCCTCTAGCCTTTTTAGAACAACT -ACTCCGGCTCCGTTTCCTCCTACCGTTCCTTTTGCTTTTTCGTCAAAGGCTCTGCAATGGCCATCAGGCG -ATAGTATCATTCCTTCCTGATACAGGTAACCTGTTTTTTGAGGAAGCCTTATACTTACACCGCCTGCTAA -GGCCATGTCACATTCTCTATTTAAAAGACTCCTGCATGCAAGGTGTATTGCAACCATTGAGGATGAGCAG -GCTGTCTGAACTGTTATTCCGGGGCCTTCCAGATTTAGTTTATAAGCTACTCTTGTGGCAAGAAAATCCT -TATCATTATTAATCATTATCTGGTAATTATTTGCCACATTTCCACTTTCATTGTTCTCTGTGAGATTTTT -TACATATGTATTCATGCCGACACTGGCAAAGGTTCCTATGGCACCGTTGAATCTTTCGGAATCACAGCCT -GCATCCTCCATTGCCTTCCATGCTTCTTCAAGGAATACTCTCTGCTGAGGGTCCAGTATTTCTGCTTCTC -TGGGATTATATCCGAAGAACTGTGCATCAAATTTGTATGCATCCTCTAAAACACCCCAGGCCTTCACATA -TTCCGGCTTTTTTAAAAGTTCCGGAGCTATACCCTCTGCTATTATTTCTTGGTCACTGAAACGGGTTATT -GATTCCTTACCCTGACAGAGATTTGCCCAGAATTCCTTTATATTCCTTGCACCGGGTACTCTTGCACTCA -TACCTATTACTGCTATATCATTGCTTTTTAAAGAAGTCGTTTTAGGCATACTTGTTTTGCTGTGTACAAC -GGCTGTTTTTTTGCCCAGCCTCTGTTCCAGATATTCTGACAGCGTGTTAACTGTAGGATATTTAAATAAA -TCCATAATTTGTAAGTCAATGTTCATTTTTTTGAATATTTTGTTGCGTACTTTTGCCAAAAGCAGAGAAT -GTCCTCCCAAATCAAAGAAATTTTCATTTAACCCTATGTTTTCTCTACCCAGTACCTCTTTCCATGTGTC -TGATACCGTTTTTTGTACATCATTTAACGGCTGCATCATTACTGAACTTGCTCCAATGGCGGTTTTTTCA -GGCATCGGCAGAGACTTTCTGTCTATTTTATTGTTTGGTGTCATTGGGAAGGAATCAAGGATTACAAAAT -ATGATGGAATCATATAATCCGGCAGTCTATTTCTTAGGTACTCTCTGAATGTTGTGGCGGCTGTTTCCTG -TGACTTTGGGATTACATAGGCTATAAGTGCTTTTTCTCCTAATGATATTTCTCTGCATACAACTACGCTC -TGGCTGATTAAAGGATTTTTGTTTAAAAGTGTCTCTATTTCACCTAGTTCAATACGAAAGCCCCGTATTT -TAACCTGATGATCACCACGACCGATAAATTCTATATTTCCATCAGGCATAAACCTGACAATATCTCCTGT -TTTATATAGTCTTGATCCTTCTTCGCTGCTAAATGGGTTGGGAATAAATTTTTCTTGAGTCAACTCTGGA -AGTTTTAAATATCCCCTTGCAAGGCCTGTTCCACCTATATATAGTTCTCCCGGAATCCCTACAGGAGTTG -GCTTCATTTCATTATCAAGTACATATACTGTTGTATTTGCAATGGGTTTCCCTATGGATACCTGGCCTTC -TTTTGAATTCAACCGCACCATTGTAGACCATATTGTTGTCTCTGTCGGCCCGTAAACATTCCATAGGCAT -GAACATCTGACCATTAGCTCATTTGCTAAATCTCTTGGCAGTGCCTCTCCTCCGCAGAGTATTTTGAGGC -TGCTGCATCCCTGCCATTCTTCCTCTACAAGTAACCTCCATGTGGCAGGAGTTGCCTGCATAACCGAAAT -ATCATGCTTGTCCATAAGTGCTATGAGTTTTTCTCCGTCAATAACTTCATCCCTTCCTGCGATTATAACA -GAGGCACCTGTTACCAAGGGAAGCAGCATTTCAAGACCTGCAATGTCAAATGAAAGAGTGGTCACAGCCA -GAAGTCTATCCTTTTCACACATATTTGTACTAGTACCCATTGAGAGCAGGAAGTTTGTCAATGCACGATG -TTCAATCTGCACACCCTTGGGATTTCCGGTGGAGCCCGAAGTATATATTACATATGCAAGGTTATCCTGT -GTCACCCTGTTTTCAGGCTTTTCCGCACTTTGTACCGATATTTTATTCCACTCTTCGTCAATGCATAGTA -TTTTTGCTTGGTTTGCAGGAAGTGTTTCCTTAATTATACTGTCAGTTAGAATGATAGGAACCTGTGCATT -CTCCAACATATATTCCAGCCTGTCCTTTGGAAAAACGGGGTCCATAGGAAGGTATGCTCCACCTGACTTG -TGAATACTCACTAAAGCCGTAAGCATATCTATGGAACGCTCCATATAAATACCTACTATGGTTTCAGGGC -CGACTCCCAGAGATACAAGATAATTAGCAAGCCGATTGGCTCTTGTGTCAAGTTCACCGTAAGAAAGTTT -TTCAGCTCCCTTTACTACAGCAATGGCTTCAGGATTGCTTAAAACCTTTTTCTCAAAAAGTCGTGTCCAC -AAATCACTTTCAAAATCCACACGGGTATTGTTCCAGCCTTCCAGTAAGGTTTTACTTTCTTCTGAACTTA -AAATATCAAACTTTTTGATTTGTGTTTCGAAATTTGCAGTCAAATTCTCCAATATGTGAGTGTAATGTCC -GGCCATTCTTTTTATGCTGTCTGGGTCAAATAAGTCTGTATTAAATTCAAAGTTTGCTTCCAGTCCCGAT -CCACTGTCGATTATATCAACAGAAATGTCAAACCTTGCTGTGTCGCCCTCTATGTCAATACTTGAAACAC -TCATGCCGGACAGCCTTGCTTCTTGTACAGGAGTACCTTGGAGGCTGAAAAACACCTGGAAAAGGGGATT -GCGACTCATATCGCGTTCCAGATTAAGTTCTTCAACTATTTTTTCAAAAGGAACATCCTGATTAGAGTAT -GCTTCAAGAGTGACATTTCTTACATTTCTCAAAAGGTCACGAAAGCTGCTATTTCCGCTGAGAACTGTCC -TGATGACCAGATTGTTTGTAAAGAATCCTATCAGTGGTTCAAGCTCTGAACGGTTTCTGTTTGCAACAGG -TGAACCGATGATTATGTCTTCTTGTCCTGTATATTTAAAAAGTAAGACCTTAAAGGCTGCAAGTAGAATC -ATATAAAGTGTGGCACCTTCCTGTTCCGCACCTCTTTTTAGTTTTTGAGACAACTCATTTGAAAGGCTGC -AACGCAAGTTGGAGCCTTTATAGGTTTGTACGGTCGGCCTTTGCTTTGAAAAAGGCAGTTCCAGTACAGG -AAGCTTTCCGCTTAGCTTTTCTTTCCAATAGGCAAGCTGTTTCTGAATAGTACTTTCGCTATATCTGTCT -ATTTGCCAGCAAGCATAATCCGAATATGTGATTATGAGTTCAGGCAATACATATTTTTCATTTTTTAAAT -AGGAGTTATATAGTGTTTCCAGTTCTTTTAGCAGCACTTTAAAGGACCATCCGTCAAATACCATATGGTG -GGCTGTCAGAACCAAAATATATTGGTCTTTTTCAAGCTGAAACAGTTTTCCTCTTATAAGTGGTGCTTTG -CTTAAATCAAAAGGACAGCTTATTTCTCTTTTTGCAAGAACCATTGCTTCTTTTTTTCTATTTTCTAAGG -GAATTTCCGTAAGACTTACAAAAGGCAGATCCATTTGTAATCCGTCATTTACTTTCTGTACGGGCTGCCC -GTCCTCTTCGAAAAATGAGGTTCTCAAACACTCATGTCTCTCTATGACTGTATTCAAGCTTTTTACCAAC -AAATCATAATTCAGGATTCCCTTGATGTTAAGTCCTGAATACAACATGTATTGGGAGCTGTTTTCGTTGA -GTCTGTCAAGGAACCATATACGCTGTTGAGCATAGGATAACGGTAAAGCACCCTTCTCTGAAAAACGGTG -TATTCGTTTTTCACTTTCGGATATTTTGTCCGATTTTTCAATGATTTCAGCAAGCTCACTTAGCACAGGG -GTTTCAAACAGAAGAGTCTGTTCCAATTCAACTTCGAATTCTTCTCTTATGCGGGAGATTATTTGAGTTA -ACTTCAAAGAATCCCCTCCCAATTCAAAAAAATTATCCTTTATGCCTATCCTCTTTAAACCCAGTACCTC -TTGCCAGATTTCTACCAGTTTGGCCTGTATTTCATTTTCAGGCTGGTCAATTAATCTGCATTCTGCTTCT -GATTTAAGCAGTAATTCTATATCATTCTTTATGGTATCGTATTGACCTTTAATATAGCTTTCACGAAGCT -TATAACGCTGTACTTTTCCGCTAGTGGTTTTGGGAATACTCTTTATAGGAATGACTTGTGACACTTCTAT -TCCCATTCTTTCACTGATTAATTTTTTGAGACTGCGAACTAATCCTATGAATTTGTCTACCTTCATTTTA -AACAGTACAAAGAGTATCAGTTCATCCGACTTGATTTTTTCATTAAATGCACCTACTGCAACAATCTTTC -CAACATCGATTCCGTCGACCTCCTGTGCAACACGCTCAATATCATGTGAATAGTAGTTTTGTCCCTTTAC -AAAGATTACATCTTTAGCACGTCCTGTTATAACAAGTCTTCCATCCCTCATAAAGCCCAAATCCCCCGTA -TTGAGCCAGCCATCCTTTGTTATTGCTTTGCGGGTTGCTTCCTTGTTGTTATAGTAGCCTGAGGTTACAT -TTGCACCTGATATGCATATATAACCTATCTTGTTTTCACCTATGTCATTGTTGTCAATGTCGCATATTCG -CACATAGCAATCATATATGGGATATCCTTCATCAGCAAAGCTGCAGCCTCTGGTGTCATCCTTGCTGACT -TCTCTTACAGTGTCACCTATATTTAGATAATTACGGTCAAGTGTTATAAACCTCATTTCATCACCAAGGC -GTGGAAATGTTACTGCAATAGTTCCCTCTGCCAGACCGTAAACAGTATACATTGAGTTTCTTTTTAAGCC -ATACTGAGACAGCTTTTCCAGGAATTCATCACATAATTCATAGGATATGGGTTCAGCACCGTTGTAAATG -AGTCTTACCTTTGACAAATCCCAGTCCTTCTTATTCTCAGGTTTGAAGAAAGTTAGAAAATGCTTGTACC -CGAAATTGGGTGAATATAATAGTGTAACCTTGTGTTCACTTGCTTTTTGTATCCATAATGAAGGATGTCT -TATAAAAAGCTGTGTCTCGATATTATATTGGTTTATACATGCAATTACATCCTTTATATGTGTACCTATT -AGGCCCATATCATGGGTCAGGGGCATCCAGTTCAGCCCTGAATCCTCTGAATTTATGTTTACCCAGCGTA -TTACCGAGCCTATATCGTACAGAACATTTTTATGAGTAATTATTACACCTTTAGGGTCGCCTGTAGAGCC -TGAGGAAAACTGAATGAATGCGATATCATTTTCCTCGGCTTTTTCAATTTCTCCGAAGAAATCTGTTTTT -TCTAAATTCTCCAAACTTAAGGTTCTGGTTTGCATTATGTCAACTTGTCGGGATAAATCATTGTTGTTTC -CAAAGCTTTTGAGTCTTTCGAAAAAATCATCGGAAGCCAACATTTTTGGGTTTTTTAGTATATCCCATAT -CTTAAACAGCTTTAGTTTGTGTTCATCATTTGTCCCCGTTGTAACCGGAACGGGAATCATTCCTCCCAGT -ATACATGCCCAAAAGGCAAACATGAATTGTCTGTTGTTATCTATCTGGAATATAACTTCGTCACCTTTTT -TAAATCCTGCTGTCTGCAAGTTATATAATAAAGCCCTTGCTCCATGGTAAAGTTCTCCATAGGGGACAAA -ATGTTCTTCTGTTTCACTTATTATAAATGTGATACCCTTGGATTTTTCATACTGTCTTGCAACAATTAAA -TCCACCAATGTTTTAAAAGCATACATTCTTTTCACCACCTCTATAGATAAAATTATTGAAATACGGAAAT -TTCCTCGAAAGTAGGTTTATCAGGCACTTTCAACGTATTTCTCGGAAAAAAATATATTTCCAGCTTAAGT -GTATCCGGCTGAAAAACAGCCATACTCAATGTGGCTTTGGTATACAAATACCTTGTATCCAATAAAGCCC -TTGGTGAACCTTTGGTATAAGTCATAATCTTTTTGATATCCTCAGGAGAAAAATTCGATTGTCTGCCGGA -CAGCTGATCTTTGATATATTTCCATCTTCTGGTATTGAATTTATTTCTTGTATGATTATCTGTATTACCC -TCAAGGATAAATGAATTTACGGATGCAACTGCATCTTTTATTCCCCATGTAATACCTTTATTCAGCTTTG -ATTCATCCATTCTCACAGCACGTCTAACCCTTACTGCTCCTGTACCCCTCCCGCTGAAATTATTTTCCAG -AACCTTGCTTTCATCAGGGTCTGAAAATACAATAAGGTGATTTGCCGCATACTGTTTGTTTTTATCTTTC -ATAAACTCAATTGTACTTTCCATATTCTCTGTTGTTTCCAAGGCATATCTTAAATCCAAGGGGTAAGACC -TTTTCCCTGCGGACGAATACGCAGCCCCTGATGTTGATTCCTGTACCGCGGCAAAGACCTTTTTGTCATT -AAATCCGGTTATTATGCCCATAAAACCCATATACCCAATGGAACATATACTTCCCTTAGTATTTTTCATG -GTTATTACCGCCTGAATTCTTGGCAGCTGGTTCTTGTTTCCTCCGTACCAATCAAGAATTCTCCCTGTTA -TTGTTTTACCCGTAGTACTTTTTGAACCAAAGACTGATACAAAGCTGCACTGTGTGGACCTGATCATGTC -AAGGAATAAATTGAACATGAAAAACTCATCTTTTGAGATTTTGTTATCTCCCCTGACATTTTTATCTCCG -CCGGAAAACACCTCCGACATTCCTTCAATTTCTTCCCTATAGTTTTTATCTATCTGTGCCTTTAGGTCTT -CAACTCTCCAGAAAGCTTCTTTGTATTCGCTTTTAAAAAGGTTCTCGGCTATGTATGAATCAACCAGTGC -TTCGTAATCGGGCACAACCGAAAGTATTCCTCTGGCAAATTCCTTTCCGATATCCCTATGGCTTAGTCCT -TTAGTAAAATCAAGTGCAACGTTAAAATAGTTGCCTTTATCCGTTATAGTTACACCGCTTCCTTTATAAA -GAGGTGAACCTTTTGCGACTGATATTTCCTGTGTACATGCAGTCTGAAAAACCAATAACACTATTAGTAA -CCCTACAAGTAATCTTTTCATTCCGACTCCCCCATTACACATTAACCGAGATAATACTGCTGACTATCTT -TCCCATGTCCATTTTGATTATTTTGTCTGCCTCATCAAAGTATTTATCATCATGAGTTATTGCTACTACT -GCTTTTCCTCTTGCTTTTAATTCAGGAAGAAGTGTTTTATAGAAGAACTTTCTGAATTCAGGGTCCTGGT -CAGAAGCCCATTCATCAAAAAGGTATGCGGGACGGTCCTCAAGGTAGCTTATTAAGAGGGCAAGTCTTTT -TCTCTGACCGGAAGACAACCTGAGTGTACTGAATTCCCCATCCTTAATTTCAACCTTATTGTCTATACCA -AGAATTTTAAGATATCTTTCTATATCACCAATCTTGTCCTTGTATTCGATTCCGTATAATTTTTCAAAAA -GGTGATAATCACTGTAGACTGACGAAAAATAAGCTCCAAGTTCTCTTGGATTTACTTTTTGTCCGTTAAC -CAGTACCTGTCCTTCGTCCGGTAGGTATAGCCCTGTCAAGAGCTTGGCAAGGGTAGACTTTCCGCTGCCG -TTACCACCCATTATAAAAACAATTTCTCCGAATTTAAAGGTATATTCTAGTGGACCTACTGAAAATGATT -CTCCATTTTCGTTTTTGTAGGTGAACCTCACACCCCTGAATTCAATTGTCAGGTTTGTATGGGTATCTTG -ACATTCAGAATCCCTGTAGTTCTCATCCGCCGAAAGACTATTGGCAAAGGCATTTATTCTCTTCCAGCTT -ACTATGACTCTCATACATGTAGGAACAATTGCAAAAAGTGCCTCATTTATAATTCCTCCCATATATAGCA -AGACAAGTACAAAGTTTTGTAAAGTAGTGATCTGTATATCAAAAAGTATTGGAAACGTAAATACAATAAC -ACCAATTACGCCGGTGTATAAGATTTCTCCTAGTATGGTTACGTTTGTAAATTTGAAATCCCCTGCTATG -CGTGAATCACGATAGGCTTTACAACTGTCCTCTATGTCACGTCTGAATCCCATACGTTTTCTGGTATTGA -TATAAAGCTCCTTAAAGCCCTCTACAAGGTCTTTTATATTTTTAAAGAAAGTGGTTTGATAGTTTCTGTT -CTGCTCAAAGAATTTTTGTGCACCGCTTACGGCCAGCTGGAACACGCCGATTGTAACAACGAGTACAATC -AGGAAGAACAGAGTCCCCCTCTTATCAAGTATAGCCAGGTAAATAAAGCATGTTATAAGTGTAATAACTC -CCGTTATCCCCGCAACCAGATGTCCAACGAAATTACCAATTGTCTCAGTGTCATTATTTAATGCCGCATA -AACACTGCCGTCTTCAAGGGATGAAAATTTTATATAAGGAGCTTTTAATATTTTATCTATTATCTGGATA -CGCTTTTCATAGATGATGTTATTAGTAACAGAAATAAGTTTTTTTCGTACAATCATGGCTGCTACTGTAA -AAAGAAGAATTCCGCAAATGAAGAATATGTATAATCTGCTTTCTATAATAGCCCACTTTTCTACATCACC -TGCCAGAATTCCAAGTGCCCTGTTTATAATAAATACTACTATTGAATTTCCTATACCGCTGATTATGCTT -AAAGATATTACCATAAAGTATGGTTTGTCATTTGGTTTATGAAAAAACGAATTTAGTACAAAATATATGT -AGAGAATAGAGATAACAACGCTTAAACAAATTACTACCTTTTTAACATTATCCGGCCCTACCTTCTCAAT -ACTGTTCCAAGATGACCCGAAAAAAAGAATTTCAGGTACATTATAAAGGCAATAACCCATACATCCTATA -AATGCAAGAGACAATACAAAATTGATAAGCCCTTTAATACCCCTGCCCTTAAAAAACCTTTTTCTGCATA -CTATTTCTTTCGCTGAAATAACAATATAGAATATTGTTATTGAGCATACAACGGCCGAAATACATAGGAT -TGCAAAAAACACGCCGTCACTTATCATTAAACTCCTACCCCCCTGATATAACACTCTTATATAACCGTAC -AAAGTGCCATTCATATTTTTTATTATTTATGTTCCGACCGTAGGGTTATCTATAAGTGCGTTGTTAAATT -GCAGGGAGATTAATTAATTTGGGGGAACAATACTTTAATGCTTATACTTATTATATAAGCAGGGGGTTTT -ATTTTTATGGAATTTTTAGTGAATATTTGATGAAAATTATATGAAGGATCAATGAAAGATGGTTTCCAAT -TCCAGATTTATCCGTTGATTACAAACTGGATATTCCTCAGATGTGTAAATTTTAAGACTTTCTGTGTATT -CCTCAATTGCTCTCAAGGCATATTCACGTTTGTTGTTGTCCAAACTTGATAATACCTTGTAAATATCACC -CATATATTTGTGTATTTGAGCATATTCCAACGGGTAGCTCTCCACGGTCATTACAGTAAGTGCATTTTCA -TATGCACTTACTGCCTTTTTTGCATTTTTTTCCCTGTCAATAATAAATGATAAGGACTTGAGGACATTAC -CCAGATTGTATTGCAGTAATGCCCATATTTCCTCCTTTTCCTCTTTGTTCACTTTTTTTAGGAGTAGGAG -ATATTTATTCTGTGCTTTGATAAAGCTTTCAACAGCCATTTGTTTTTTCCCCAGTGAGTCGTAAACCATA -CCTGTATTGTAGTCAATTAAGGCACTCTCTATATAGGCGTCATCCAGACAACCTGACTTTTGTATTTCAA -CATATATATCTGAAGCAGCCATCAAATCCGCTTTTTCCCTCGACAATTCCCATGAATTGAAATATGCATT -TCCAAGATTATTCAAGGTAATAAAATAGTTTTTACTCCGTTTATCAGACGAATAAATTCTAAGTGCATTA -GAATACGCTGATATTGCATTCCGACTATTGTTTTCTGTATCTCTAAATCCTGCGATAACATTGTAAGCAT -TGCCCATATTATTCATAATATGACAGTATATATTAGGGTTTTCTTTCTCGGATATGTTTTCTAAAATATT -TTTGTATTTTGTAACAGCTTCTTGAGGCTTTTTTGCAGATAAAAGCTGGTCCGCATCATCTATCTGGTCG -TATACTATATCTATTCCGTATGGTTCAAATATATTGACTATAATACCATCTCCGGCAACAATAATATTTC -CCTGTCCGCTAACTTTTATATTTTCGGTATCTCTGTTTGAAATTATTATCAGGTTATCCTTTCTATTCCA -TCTTACTTTTGTTCCGAATTCCTGAGCTATGAACCTGCTGCTTACATATGAAATACCCTTTATAATAACA -GGAGGATTGTTTTGTAAAACAGCGTTTCCGTTGATTGTGGCTACATTACTGCCTATTTTGATTATAAGAG -TGTTTTCACCTTTAAAGGCTTGTACCGTCTTGTTCTTTGAATCCCATATTATTTTCCATCCCAGGGATTC -AAGTACGGGCTTTATCGGTAAAAAAGGTTCTTTTTTTATTATTATCGGCCTTGCTTCAAAATCAAAAGAG -GGTGTTTGTACTGTTTTTATATTTTCAGCATATACTCTGGCAGAAGCCGTCCCCGTTACAATAAGGAATA -AAAATATTATTAGCAACAGATTTTTCTTCACAGTAACCTCCCCCTTTTTATCTTCAATTATGTATGTTCA -AGTCTTTTCTTAGCCGTTTTATGTAAACATTTATTTGTTCTAAGTCAGAAGGATTTTTAATATAATTTAT -AGCTGCACTAAAATGTTTTAGTGCCTTTTTCAAATTCTCCTGCTTGTCTTTAACATCTGACATTTCTAAA -AAGCAAACTCCCAGTTGTTTTTGGATTTTGGCATACATTGCAGGATTATCTTTTTCCTGTACCATGGTTT -CAGCCTTCTGATAGACTTCTATTGCACTTGTCAGGTTTTCTTCCTTTTCCTTTAACTTTGATAAAACATA -ATACATAAACCCCATGTCCAAATTGATTCCCGGATCATTAATAAGTCCATTTTCGTCAGTTAAGTAACTC -TGCAATTCATGATAAATCTCCTGAGAATTCTTCAATATATCTTCCGAGCCCTTTAACTGTGCTAGGCGGA -CATATAGTGCAGCTTGATTTGCTCTGACCTCTATGTAATATCTGGAATCCTCTTCAAAAGTATACACTTT -TAATGCTTCCTGACATGCCTCAAGGCCCTTTTTAATTGTATCTTCAGAGGGGCTTGCCTCGGCAATTGCA -GTGCATACATATCCTATGCAATATTGGGAATAGGCATAGTCTAAGGGGTATTTATCCAATGTGTAGACCT -TCAGAGATTCCTCGTAACTGTCCCGGGTTTTTGCCAGATTTTCTACCGTATCCCTGACCTCAGACATTGC -CCAGTATGCTGAACCCATATTTATTACTGTATCTGCGTACAGTAGCGGGTACTTGTCAAATTTATATACC -TTTAATGCCTCCCGGGATGCCTGAATGGATTTATTTATAATCTCCTCATCATCCAGTACATCGCCCAAAT -ACATATAAGTATATGCCAGATTGCATTGTATTACAGCGTAACTCATAGGCTGACTTTCAAAAGTGTCCAC -CCTTAAAGCTTCATTGTATGCATCTAAAGATTTATATAGATTATCCATCTGAAAGGTTAATGAGTACATA -TATCTATATGCATTTCCCAAGCTGTTCTTTACGTCTGCATAATACATGGGGTATTTTTCAAATGTAATTA -TTTGCAATGCCTCGTTATACATTTCAACAGCCTTTGTGATATTGGCTTCTGAGTGATCAATTTCACTAAG -GATTCTATAACATTTTCCTAAAGAATAAAGATTTAAAGAGTAATCCAGCGGATATTTATTTGGAGTATAC -ACCTTTAAAGCTTCTTTATACGCACTTATTGCTTTAGTCAGATTGTCTTTCTTGGAACTTATATCTGATA -GACTAAAATAGACTGTTCCCAGCCTATTCTGAGCACCCGCATAGCTTAATGGATACCTCCCTATAGTGAG -AACCTTCAGGCTCTCATTACACGCAGCCGCTGCCTTGGTGAGATTTTCCCCGGAATCCCTTACCTCTGAG -AGCCTTACATATGCATAACTAAGACACATATTAGTTACGGCATAGTTAATAGCATTCTTTTCCGGGGTAA -TAACCTTCAGGGCTTCGTTATATGCTTTAATGGCTTTTATACTGTTTTCTTCACGGTCTTTGATATCAGA -CAGCTTTCCATAGCATTGACCAACATTGTTTTGAACATATGCATATTCATCAGGATATTTATCAACACTG -CATACCTCCAATACCGTATTAAATTCTTTAAATGCCTTAGAAATATTGTTTTGAGTATCTGCAATCATCC -CAAGTCCCGTATAGATCAATCCCAAAGTATTATGTATTCTTATATTTTCCCAGGCATTTTTTTCCGGGGT -AAAGAAATTTAAAGCTTCATTACAGTATAAAATAGAGGTTTCAAGGTTTTTCTGACGGTCTTTAACACCA -GAGAGAACTATATATGCCTTTCCCAGATTATTTTGTATTTGGGCATACTCCTGCGGGTATGTAGTCTGGC -TGTATATTTTCAGGGCTTGGGCATATGAATCCAGAGCTTTTGATATATTTTTTTCTGTATCTCTTACCTG -TGCCAAAATAATATATGAATATGCCAATCCATTATGGGCTGCCGCATATACAGTAGTGTTTTTTTCAGGA -GTACTGACTTTTAGTGCCGCCCCGTACGCCATCATCGCTTTTTTTGCATTGTCCTCCTCATGGATAATTG -CGGCAAGCCTGTTATATGCATTACCTATGTTAACTTTGGTTCTCCCGTACTCCTCAGGATTTTCTGAGCT -TGAAATATTTTCAAGGATTTTTTCATACAGGCCAATAGCTTCTGTAAAGTTATTATTTTCCAGAATCTTG -TCTGCATCATTTATCATATCGTTAATTTGGTTAACTCCGTACTTATTTGATATATTTACCAAAATATTAT -TTCCTACTGCTATTACACTTTCGTTGGAATTTTCAACATTAATATTAATAGTATTTTGGCCGGATATGTA -TAAGGTATTTTCACTACTATCCCACTTAATAACTTTATTTAATCCACTTTCAATTACCTGGACCGAGACA -TAAAGCCTTTGTTTATATAAATATGCGGCTGCACCAAAAGAAATTTTTTTACCGTCTGCTGTTAACTCTC -GGCTGCCAACCTTTGCTGTTATCTGTTTATGATTCTTTATTGCTGCGGCTGTTTTCGTTTTCTTATCCCA -GCTTACATTATATCCAAACAGAGTCATTGTTTCTCTGAAAGGTACAAACAGCTGATTTCCAACAAGTTGA -AGAGGCATGGCAAATTCTATGGGTTTATTTTCAATTTTTACTTTAATCCTATCTGAATTTGCCCCTGCAG -AAGTTATCAGCGTTATTATGATTAACGCAAATGTTAATATTCCTAATAATTTTTTCATGAACATCCCTCC -GGCATTTATTTTATAATTTAGCTCCATAATTTTTATTTAAATTCTATACTGGAGGTACTATTTTTCACTT -GCATGTGTGGCTGTAGCTGACGAAGTCGCTGTCTCCGGTTTTGGGTTGGATGGACTTGACGCCTGATTAC -TGTTGTTGTTACTTATTATGATGTTGTTACCTACTCCAATATTTAAATCGGAACTTCCCGATATGTTTAT -ATTTATATCGTTATTTTGCTGATTGCTTTTAGTGTTTACATTGTTATTTGTTTCAGATTTGTTTATAGTT -TTATCCTTTGATTTATCCACCTGAACAGGGCTTTTTTTCTGTTTGTTATTATCGGCTTCCCGTCTTTCGT -TGGTTTCCTTCTTATCGGACTTCTTTGAGGGAGCTGCCTGCTCTGCTTTTGCCGAAGTATCTCCTCGACC -TGCTTTTGCAGGGCCATTTTCCTGATACGTTGATTGATAGGATTGAGTGTGATTTATGTCGGATGCTACT -TTTTTATTGCTGCCACCTGTCTGAATTAATGTATAGCTTAAAATAGCAACAATAATAATTACAGTAAAAA -CGTTTTTTGCTTCAATGTACTTTTTTACATCCCCCAGTTTACTTCTGGGTATCAGATTAATTTTGCCGTT -TTTTAATGTAGTACTTTTCTTACTGTCTGTATCGATCTGATTGTCGCCTTTATTTTTAAGCAGCTGAAGA -TCAAACCTGACAATTCCCTTGTAATCTCCCTCAATACCGTTTTCCTGATTTACTTTGTATTCACTGCCGC -TGCCGGTTTTCTCTCCAATTGCTGATTTATTAATGACATCAGGTACATCATACGACCAGGAGGTACATAC -ATTTAATGACTCCCCGAGAAATTCACCGAAATCCTTTATTCCAACAACCATTTCTTTAATTTCATCTGTA -ATGGGGGATGTGTTTATTAGTGTTACTATTTCTTTCCTGATCATTTTACGTTGTACTTCACTTGATTCTT -TTACTGCAAAATCTACAATTCTGATTATATCTTCCGCTTTGATATCTGCCTTATTATTTTTCCATTTAGA -TATTATGGAAACTTCCTTTAATAAATATCTGTCCGCTAATATATTGGCATTTTTTTTCGTTATTTTAAAT -AAAATACCTAGTATATTTTTAATATTAAAATAATTATCTTCCATACCATACTCCTACAAGGTGTTATTTT -TGGAATTTTATTAAATTGGTAACATTTATTTATATTTTATCATATAATGCCTAATATTGTAACCATATAA -CATATATTTTGCCAGTATTTTGATTGTATATATGTTGGTTATATGGTATTATTTGTATAAAAGGTCGAAA -AACAAGTATTTTATTTCTTATCCCTTTCTATTTTCTAAACTCTAATTATCAGCTTGTTAATGAAACTTCG -TCCATGGAGGTGATAGGTAGATTTAAAAGTAAAATTAAAGGTTCTTGGAAGTACTTTTCTCATTTATTTA -CTCAAATTCACAACTTTCATTCCCTTAAATATTTAATCTCCAAAAGAGAAATGTATTAGTTTTAGCATTT -TATTTTATTTGGGAGGAAAAAGTATGAAAAAAACTATTAGTGTATTTCTTGCATTAATAATGCTTTTGAC -ATTATTAATACCATCAGTTACAAAGGTTTCAGCAGCTGAGCCCGGTGTAGCAGAATCCGGTGATGACTGG -CTGCATGTTGAAGGAACAAATATTGTAGACAAATATGGCAACAAGGTATGGATTACAGGTGCCAACTGGT -TTGGTTTCAATTGCCGCGAAAGAATGCTTTTGGATTCATATCACAGTAATATTGTTGCCGATATCGAAAT -TGTTGCCGACAAAGGAATTAACGTTGTCAGAATGCCGATTGCAACAGACCTGCTATATGCGTGGAGTAAA -GGCGAATATCCTGCTTCTACGGATACAAGCTACAACAATGCTGATCTTACAGGCTTGAATAGCTTTGAAT -TATTCAATTTTATGCTGGATAACTTTAAAAGGGTTGGTATCAAGGTTATTCTTGACGTACATAGTGCTGA -GACCGACAATATGGGACATACCTACCCGTTATGGTATAACGGCACCATAACAGAGGAAGTCTTCAAAGAA -GCCTGGGTTTGGGTTGCTAACCACTATAAAAACGATGATACTATTATTGGTTTTGATTTGAAAAATGAGC -CCCACACAAATACAGGTACTTTAAAAATGAAATCCCAAAGTGCTATCTGGGATGACTCCACACATGCAAA -CAATTGGAAAAGAGTAGCACAAGAAACTGCCCTTGCTATAATGAAGGTTCATCCTAATGCATTAATTTTT -GTTGAAGGCGTTGAAATGTACCCTAAAGATGGTTTATGGAATGATGAATCCTTTGATACAAGTCCATGGA -CAGGCACCAATGATTATTATGGAAACTGGTGGGGCGGCAACCTTAGGGGTGTAAAGGATTATCCAATTAA -TCTGGGAGCATATCAGAAGCAGCTTGTGTATTCACCTCATGATTACGGCCCTATGGTTTTCGAGCAGGAG -TGGTTCAAGGGTAGTTTCCCAACTTGTGATGATGCTACAGCAAAGAAAATACTTTATGAACAGTGTTGGA -GGGACAATTGGGCTTATATAATGGAAAACGGAACAAGCCCACTGCTTATAGGTGAATGGGGAGGCCTTAC -TGAAGGAGAAGACAAGCTTCTGGAGGCCAATAAGAAATATCTCAGAAGTATGAGAGATTACATTTTAGAA -AACAAATACCAGCTTCATCACACTTTCTGGTGTATAAATATTGACTCTGCGGATACAGGAGGACTTCTGA -CACGTGGTGAGGGAACTGCTTTCCCGGGTGGAAGGGACCTTAAATGGAATGACAATAAATATGATAACTA -TTTATACCCTGTGCTATGGAAAAACAGCGAAGGAAAATTTATCGGCTTGGATCATAAAATTCCTCTTGGA -AAAAACGGTGTGTTACTGGGCAGTCCCGATGATGAGCCAACTATAAACTATGGAGATATTAACAAAGACG -GACAAATTGATGCTCTTGACGTTATTGCATTGAAGTCATATATTCTAGGCATAAACCAGAATATAGACAC -ACAGGCAGCTGACCTTAACAAGGACAGCTCAATAGATGCGTTGGATATGCAGATTTTGAAAAGGTATCTA -TTGGGTCAGGTGACTCAACTGCCGTTAGGTTAATACGAGCAAATAAAAACCAAGTTTGCAACTTCTCTGC -AAACTTGGTTTTTTGTTACTTTAAATTATTTACAATTTATAACCTCAAACTAAATATTTCTTAAAGAAGG -ATAAGAGCCTCCTACAACGATATTCCAAACATTTGAAAAATCCCAATTTAGATAGTTACTTTGCTGCATC -ATTTGAGTTGTTGACCTTGACTGTGCGGTCGGAGTTGTAAGCCCGGTAGTAACACTGTCAAAATAGCAAT -TTGTAACAGTTGTAGAATTAACATATCCGTGTAGGCCACCAACTGTTGACCCTGCTCCAGTAACCTTCCC -GGCAGAGTAACTATTTTTTAGAATTCCTGAATACAAATAGCCAATCAATCCTCCTGCGTACCCGTTTGAC -GAATTAGTGGCTTTAACATTTCCGCGAGCATAGCAATCATTTATTTGACATGTATAATATGTAGAACCAT -AATAAAAGTTCAGACTGGCTTGTCCAACCAACCCTCCTATAAAACTTACACCTGAAACATTTCCCATAGC -AAAACATTCTGATATATTCCCGGTGCAATTACCAATCAGACCTCCATTGTATGAGCCTGTTCCATTAACA -CTTCCTAAAGCATATGATTTACTAATACTTGGCCTTGATGCCGTGCCTGTTGCTACTGTACAATACCCTG -CGAGTCCGCCTGCATACCCGCCGGTACCACAAGATATATTTATTGTTGAACTGCATTTATCAATAGTCCC -GTTGAAATAACCTGTCAGTCCACCTACATACCCTGTACCATTTATCGTTCCGCTACCACTTATACTACAC -CCCTGTATATTACCGGAACTTCCAGCTGCGTACCCTATTAAGGAACCTACATAACTTTTACCTAATATAC -TTACATTGTTAATTTGCAAATCCTTTATAACAGCATTATTGGTATATCCGAAAAAGCCAGTATAATCCGA -GGTAGGCTTGTTTATAGCGAGATTGCTTATTGTATATCCATTTCCATCAAAGCTTCCGGTAAAGGATGCA -CCATATGTACCAATCGGAGTCCATTCGATATTTTCAAGATCTATATTACCATTAAGCCTATAGGACGACT -GCAAATCATATTTCATACTATTAAGCTGAGCTGCATTCTCTATAATGTATGGATTTGCAGATGTTCCATC -CCCTCCTGCCACTTCATTCATAGGTATGTTTGACATATGAGGCTTCGTTATATTTCTCAAGTATGGATAC -GATATGCCCGGTTCAATAGTCCACACGGATGTAAAATCCCATCCACCAAATGTCGATTGTTTTGTCATTG -CACTTGTCAGTCTTCCTACATCATACAAATCCTGGGGCATGTAGCCTGACGCAACACCGTCATAATAGCA -CCCTGTCATCGTCCCGGGTGATCCATACCCTATAATTCCTCCTGTATATGATCCCTTTGAGGTTATACTA -CCAGTGCAGTAACAATTCTTCAGTACCCCGCTGTATACATATCCCAACAAGCCTCCCGCATACGCATTTG -CATTTGTTCCTATTACGTTTCCAAGAGAGAATGAATTACTTATAGAACATGTATAGTATGTAGAATTATA -ATAAATGTTCAGATTGGCTTGTCCTACCAACCCACCTACGTAACTTACACCTGAAACGTTACCTACAGCA -TAGCATTCCGCTATGTTTCCAGTACAACTACCTACAAGTCCGCCAATACTTGAGCCATTACCTGTAACAT -CTCCAACAGCGTAAGACCTGTTTATGCTCGGTATGAAGTTAGTATTATTTATACAATAACCTACAAGACC -TCCCGCATAGCCTCCAGTTCCACACACGACATTTACTGTAGAATAGCATCCGCTTATATTACCAGAGAAG -CTTCCCACAAGCCCTCCAACATATCCGGTGCCATAAATTGTGCCTTCACCTGTTACGTTACAATTCATTA -TATTTCCGGAGCTTCCCGCTGAATATCCTGTCAATGTACCTATATAATTTCTTCCTGTTATATTAGCATT -AACTATTTTTAAATTCTTTATAGTAGCATTTTCTGTGTATCCAAAGAAGCCAACATAATCTAAAGTTGGC -TGATTAATTGAAAGATTGCTTATTGTGTACCCATTTCCATCGAAGCGACCCGTGAATGCTACCCCATTTT -TACCAATAGGTATCCATTCCTTATTTTCAAGGTCTATGTTGCCACCGAGCTTATAATAAGACTGTAAATC -ATATTTTATACTATTAAGCTGTTGGGGAGTTTTTATTATATACGGATTTGCAGAAGTACCATTCCCTCCT -GCCACCTCGTTTGAAGGTAAATCAGAACTTACCCCTGTGGGTTTTTGTAAACTTCTCAGATACGGATATG -AGCTTCCAGTCTCTATTGTCCATATTGATGTAAAATCCCATGAGCCAAACGTGTCTTCTTCTTTCATTCC -ACTTGTCAGTCTTCCTACATCATACAAATCCTGAGGTATGTAGCCTGACGCAACACTGTCATAATAGCAC -CCTGTCATCGTCCCAGGTGATCCATACCCTATAATTCCTCCTGTATTTGACCCTTTCGAGGTTATACTAC -CAGTGCAGTAACAATTCTTCAGTACTCCACTGTATACATATCCCAACAATCCTCCGGCGTACGCATTTGC -ATCTGTTCCTATTACGTTTCCAAGAGAGAATGAATTACTTATAGAACACGTATAGTATGTAGAATTATAA -TAAATGTTTAGATTAGCTTGTCCTACCAACCCACCTACGTAACTTACACCTGAAACGTTACCTACAGCAT -AGCATTCCGCTATGTTTCCAGCACAACTACCTACAAGTCCTCCAATACTTGAGCCGTTACCTGTAACATC -TCCGGCAGCGTAAGACCTGTTTATACTCGGTATGAAGTTAGTATTATTTATACAATAACCTACAAGACCT -CCCGCATAGCCTCCAGTTCCACTTACGACGTTTATCGTAGAATAGCACCCACTTATATTACCAGAGAAGC -TTCCTACAAGTCCTCCTACATATCCGGTACCAGTAACAGTACCTGTTCCGCTGACACTACTATCGTCTAT -ACTACCAGAACTACCTGCTGCATATCCAGTTAATGCACCAACATAATTTCTTCCAGTTATACTTGCATTA -ATAATGTTCAAATTTTTTATAACAGCATTGTTGGTATAACCGAAGAAACCAATATTATCCAACGTTGGCT -GATTAATGGACAAATTACTTATGGTAAATCCATTTCCATCAAAACTTCCGATAAAAGCTGCCCCATTTGT -ACCTATTGGCGTCCATTCCATATTTTCAAGGTTTACATCGTTGTATAATATATAAGATGACTGTATGTCA -AACTTTATATTGTTAATCTGTGCAGCATTTTCAATTACATATGGATTTTCAGGAGTACCATCCCCTCCTG -CAACATCACCTGTAGGTAAATTTATACTTACTCTTGCAGGTTTTGGTAATCCTTTTAAATAAGGGTATGA -AATACCCTTTTCAACGCTCCATACAGATGAAAAATCCCATCCGCTGAAAGTTGACTTTTTTGTCATACCA -CTTGTTAGACGTCCTATATCATATGAGTCTTGTGGTATATATCTTGAAGCAAAACTGTCATAATAGCACC -CTGTCATTGTCACCGATGATATATACCCAATTATTCCTCCGGTGTATCCTCCTTTTGAACTTGTTATTAT -ACTTCCTGTACAATAACAGTTCTTCAATGTACCACCTGACACATACCCCAGTAGGCCTCCTGCATACGAA -TTTGTATCGGTCCCAGTAACACTTCCAAGTGAGAACGAATTACTTATAGTACATGCATAAGTTATTGAGC -TGTATGAAAAGGCTAGATTAGCTTGCCCTACCAACCCACCTATATAACTTGTCCCCTTTACATTTCCCGT -AGCATAACTTTCTGTTATATTTCCTGAACAGTAGCCTGCAATTCCTCCAACAATAGAACTAGTACTTGAA -ACATTACCAGTGGTATAACATCTTATTATACCAGGTAAATTGGATTCACTATAAGATAAGTACCCAACAA -GTCCACCTGCATAACTCCCGGTACTACCTACATTCATTGTAGAATAGCAATCCCTAATGCTTCCATAGAA -ACTTCCCACAAGTCCTCCAATATAACCTGTACCGGTAACAGCACCTGTTCCAGTGACGCTACATCCCTCA -ATACTGCCAGTTCCACCAGTCGCATACCCTATTATTGATCCTACGTAATTTCTTCCTGATATACTTACAT -TACTGATATTCACATTCCTAACAGCAGCATTGCTGGTATATCCAAAAAAACCAATGTAATCGGAGTTTGG -TTGGTTAATAACCAAATTACTTATGGTATAACCATTTCCATCAAAACTACCTGTAAAAGGATTTGAAATG -CTACCTACAGGCGTCCATTCTTCTCCTCCAAAATTAACATTGTTTGATAGTCTGTAGTGAGCAGTCAAAT -TATATCTGATTGCACCAAGTTGATCGCTTGTTGATATTATATACGGATCATCTACTGATCCAGACCCCTG -CATACTTGGTATAGGAGCGATATCTACAACTCTACTAGCTGTAACAGATGATGTATTATCACCAGTAACT -GTTACCTGATAGTTAAGTTTCCCTGAAGCAGTACCTGGTACAACTTCAACTTTCCATGATATCTGTTTTT -CCAGTCCCGTTGTTAGTGCACCTAAACTTATCTCCTGCTGCTGACCACTAGATAATACTAAACCTACTGG -TAAAGTGATTTTAACTTTAGTATTTGAAATACTTGTATCACCGTTGTTTCGAACATATGCTGTAACCATG -AACGGATTTGGATTATATCCACCTGCTAATAAATCAATATTGCTGTCACCTGTTAAATTAAGTCCAAATG -CACCGTTTGATACTTGAGTCAAGTCGCTTAACCCATAATATGTAACAAATTCTGCACTTCCATTTGGTGC -TAAAGTTCTTGGGTTCCAGTAAATACCTACAGCACTATCTCCTATATCCTGACTCGTATTTGGAACGTAA -TCCCAAAGTGAATTATTGATTCCGCTCCATTTAACAAATTGAACTTTATCAGGCTTCAAATATTGTGATT -TCAATAAGGTACCATGTGCTACTACCGAAGGAGAATTTAAATTATCAAAAGCCTGCCAGTATTGTGGAAT -ACTGTTTCCTGTAATCTCAAGCTCCTTTGTTACAGCACCAATACCGGGCACTCTGAATGGTGCACTATCG -TTGTTTCCAAGTTTTGTATCCAACATAATTCTTATTCCAACATCATGTTGATTATTGTCGTTATTCGTCA -CAATATACTTAACCTCAACTATATCTTCACGATTAGTACTTGAATTTTTAACAATCCTCAGAACCTGCTT -TACGCTTATATTACTAAAATTACTTTCTGAGGTATTACTAAGCTGTGTTTCATCTACAGTAGGGCTTTGT -ATATTTGGATTGTATACATAATCATTCCCATCTACTCTTATAGTAGAGAAAGACGTATGAGGTTCTGGGT -GATTGTATAAAAGAATTTGATTGTCATCCGTTGAAATTGAGGGATCTCCACCTGTTGTACCTATTGTAAA -TCTTCCATTATAACTTCCTCCATTAGCAACGGCATATTCTAAATAGTCGTTATATACTTTTCCATTACTA -TACCCCATTAAATTAAGTAAGTTAGTTTTATTATTTTCCTCAACGAACAATCCCTTCTTCCAAGCATCAT -ATAATGCTTGGTCAGTCTGAATTTGACTTTGAGGCTTTAACTGGTCTGCTGGAGTTTGTTCATCCGCCGG -AGTTTGCTCATCCATCGGAGTTTGTTCACCTGCCGGAGTTTGTTCACCTGCCGGAGTTTGTTCACCTGCC -GGAGTTTGTTCACCTGCCGGAGTTTGTTCACCTGCCGGAGTTTGTTCACCTGCCGGAGTTTGTTCACCTG -CCGGAGTTTGTTCACCTGCCGGAGTTTGTTCACCTGCCGGAGTTTGTTCATTCGGAGCAGTTGTACTACC -AATAGTATTTACACTATTGTCTGTTTCGCACATGGCTGTTCCTAAGCTCATAAATAACATTGATAAAATA -ATAATAAAACTTATTAATATTTTCCTAATTTTTTCATATTATCCCTCATACTAGCAAAAGGGAAGTCGCC -AAAATACGCTTTTGACGCATTTCAAAACCTAAAAGAATGTTTTTAATAGTACAGGCATACAATGTACTAA -TATCTTGCAAATATTCGAGGGGATGAAAATGGTAAAGGTATTTTTATCATGCAGCAGTCATGATCAAACA -TATATTAAATATATAATAAATGACTTGCAATCATTGCCTGAAAAGTATAAACTATTTTACTTTTTACCTC -CTTATAAAAAGGACATCCCTATTGATAATATCATTAAAACGCTATATGAGATTGATTTATTCATTTTGTT -TATAACCAACAATTCACTCAATAGTCAATTCGTACAGCGTGAATTGAGGCAGGCAATTTATTTAAATAAC -TTGAGCACAATAAAAGAAATATGCTCGATTTCATTGGATAACAGTATTAATGTATTTCAGGACAGCCGAA -TACCTGAATATATTAAAAACCGTATTCATTTATCAGAATCACCTTTAAAAACAGTGCAAATAGTAAGGAA -TTTTATTATGAATTATTAGGTAACCGATATGAATGACAAAAACAGATTTTACGCTAAAAATTACTTATAC -AGAAACCTTAATTATTACGATAAAAAGGCAGCCTCCAACAAAAAGCTGTACAACCTTTTTGTCATACTGG -ACATAGTTATTTCAGCCTTTATACCTTTTACAGCCTTATTTAATGATGTGTTTTTTCAGACCAAATATAT -TGTAGCCCTGATGGGTTCATTTATTACTATTTTGTCTGCTTTTAAGACAAGTTTCGGTTTGCACAAGAAG -TGGGTTGAATACCGTACAACGGCTGAAATTCTGGAATACCATAAACGTCTTTACTTAACCGAATCAACTC -CCTATAACAAGTCAAACAAACATGAATTGCTTATTTCAAATGTCAATTCTATTGTTGAAAAGGAGAACCG -GACGTGGAGGTCTGCTGAGCTTAGTATAAAAAAGCCCACCAGAAACTAATATATTAAACGTTCAGTATAG -TATAGGTCTTTAAAAATATTTCTTTTTTACATGGATATCTTTCCCCGTCGACTCCCGTTATAATGTAGTC -TCCCTTACTAATGTAATGCTTTCCTTCTAAAGTAGTTATAAACGGAATTTCATTACAAGTATCAGGGTTT -ACATAATTTTCAGTATCCAATCCCGCATTAATAGCTGTTTGAATGTCGTCAAAACCGTCTTCCAACCCTC -GTCTGTATTCAATTGCTTCAATTGGTATAGGGTTTTTAATATATTTTGCCAAAATTGATTCACCTCATGC -ATATTATCGCTCATTACGGTATTTTTTATTCAAATTCACCGTAGTCCTCTATACATAATATGTAAAAAAA -TATAAAATGCTATACTCAATTAAAATTGTTCATTATTCTTTACTTTATGTTTATGGTAAAATTAACATAT -ATTTTTATTGTGGGGTGAATCTCAATTAACGATTTTATTGAAATCAAGAATGCAAGAATACACAATCTTA -AAGGAATAGATGTAAAAATCCCTAAAAACAAACTGACTGTTATCACAGGAGTATCAGGCAGTGGAAAGTC -CAGTCTGGCATTTGATACCCTTTATGAAGAAGGAAAACGCCGTTACCTAATGTTTTCCGGCACACAGTTT -ATGATTGACAGTACGCCGACCTTTGACAGTATATCAGGACTTTCCCCCACTGTTGCAGTTGAACAACGAA -TTATAAGGCAATCCAACCCACGCAGTACTGTAGGTACCCGGACTAAAATCGGTAATATCCTCGCTATGTT -ATTTGCGGCTTATGGAACAAGGGATAGTAAATATGACGACGGTCTTCCCTTGTCTATGGAAATGTTTCAG -AAAAATTCTCCAAAGGGAATGTGCGTTAAATGTTTGGGTTCAGGGACAGTAAAAAAAGTGGATGAAGACA -AATTGTTCGGAGATTTGTCTTTAAAAGTTGAAGATGTATGTCTTGGCTTGGGTAAACGTGGAAGTACAAA -GAAAATGCTGGATAGTTTTTATAAATACCATAACATATCTCCAGACCAGAAACTATCATCTCTTACAGAT -GAGCAATTATTTTGTTTAAAGTATGGAGACAGCGGAAAATCCTCTTTTATGGGATTTATACCATGGATAT -TTCATGTTACCAACGGTGCATTTTCAACCAATAGCCGTCTTTCTCATTTACTCACCGAAGCAGGATACAT -GACAAAACCTTCCTGTCCGAAATGCGGTGGTACAGGACTTGGAGTACATGCGTCCAGTACTACTATAGGC -GGTAAAACTATTTCAGAACTTGAAAATATTTATATTAAAGATCTCTTTGATTTTCTCAATACTACTCCTT -TAAAAAGGTCACCGTTGCTTAATGAGATACTTACCAAACTTTCATGCATGGTTGACGTGGGACTTCACCA -CCTCTCCCTTTCCCGTCCGGTACCAACCCTTTCCGGCGGTGAGATACAAAGATTGTTTCTTGCTTCATAT -ATTATTGCTGAAATGGACAGCATTATATTTGTTTTTGATGAACCCACAATAGGTCTGCATGAAGTGGAAA -AAGAAAAGCTTATTTCAATAATAAGAAACCTTGTAAACCGCGGTAACACCGTAATAGCCGTAGAGCATGA -CGAAAACTTTATGCGTTGTGCCGATTACATAATTGACCTTGGCCCATTTGCAGGAATTAACGGTGGAGAA -AGGATTTTTCAAGGGAGCTTCGAAGAATTTCTGCAATGTAAGCATTCAAATACCGCACCATATTTAAAAA -ATAATGATATTCTTAATATGAAATCAACCTACAGAACAGTTAATTCTGACAAAATACTCAAAGTCGAAAA -CGCAAATATTCATAACCTTAAGAATGTAACTGTCGATATTCCATTAGGCTTAATGGTAGGTGTTGCCGGG -GTATCAGGCAGCGGTAAGTCAAGCCTTATTTCAGATACACTTGTTCCCAAACTAAAAATTTTACTAAATA -ACAAATTTGTTGGAGACCAGAACGAGGACAATGAAGGAATTCCAGAAGATAATTCTGTCATAAGCGGTTG -GGAACGAATAAAAAAATGCTTGGTTATAGACCAAAAACCCATCGGCAGAAGTCGTACCTCATGTCCTGCC -ACCTATACAGGAGTTTTTGACCGCATCCGTGCTTTATTTGCAAAGGAAAGCGGTTCGTCTGCCGGGCTGT -TTACTGTTAATTCTGAAGGTGGCTGCAAGGTGTGTAAGGGTGACGGTGAAGTTCATTATCATGTAGGTTT -TGGAAATTTTATTGATACGGAATGTGAAGCGTGCAGCGGAACGGGCTTTATTCCTGAAGCTCTGGAAGTA -ACTCTAAATGGTAAAAACATAAAGGAAGTCCTGTCTTTTACAGTTGATGAGGCTGTATTATTTTTTAAAG -GCAGAGACAAACAGATAGATAAAATACTTGCTACTCTCCAAAGGGTAGGTATGGGGTATATAACTCTAGG -ACAAAAAACACCAACCATATCGGGAGGTGAAAGTCAGCGTATAAAGCTTGCAAAGGAGCTTTCAAAGGGA -CAAGCAGCCAAGGATGCAGTTTATATTCTTGATGAACCCACAACGGGCTTGTCCTTTCACGATAGTGTAC -GGCTTATGAAGTTGATGGAAGAGCTTGTTACCAAAGGTAATACCGTCATTGTAACCGAACATGACCCCTA -CATATTGTCTAACTGTGATTACATCTTTGAAATGGGCCCGGGGGGCGGAAGTGACGGAGGAAAACTGATT -GCGGCAGGCTCTCCTGTGGATTTGAAAAACAACCAAAATTCCATAATAGGAAGGTATTTAAAATGAAAAA -TGTTCTGTCAGAATATATTGATAATTATATAAAACAAAAGCACTATCGACTTATAAATAGTATACTGCTT -TTTAGAGACGGCGAACCTGTTCTGAAAAAATACTATAATAACTTCAATGAAAACAGCCGTAATAATATAA -AATCCATTTGGAAAAGCATTTTATCTATTTGCACAGGAATATGTCTTGATAAGGGTTACATAAAAAACCT -TGATGAACCTGTTTCAAATTATTTAAGTGAATTTGCTGCCAACAATCATCCGTACCACAAGTTGATTACC -ATACGCCATTTACTAACAATGTCATCGGGGATATACTGGAACGGTGGTATTCATTACCACTGCCCCATGC -TTGAACAGCTCTGGCGTTCGGATAATTGTCTGGAACACTTGGCTGACACAGCCATGGCAAATGTACCGGG -AACAAAATTCGTATATAAGGAATGGGATGTCATTTTACTTTCTGGAGTCATTTCCAGAGCCGCAAATATG -AATACCTACGAATTTTGTAAATCTTATTTGTATGAGCCTCTTGGAATAACAAGAGGTGAGTGGGCGAGGT -TGCCGGGAGGTATAGATTACAGTATAGACAGAAATTTTGATATTGAGGCTCAATCCGATTTATCAGCCGG -TGATTTGGCTAAAATTGGTTTCTTGCTTCTTAATAAGGGGAACGGTATTTTGAGCGAGAGTTATATAAAT -CAAGCTGTTTTACCTTCTACAAATACGCCGGAATACGGATATCTTTTCTGGCTGTTCGAAGGAGGCTTTG -CATGCAGAGGCTATGGAGGTCAGGAAATAAATGTAGTCCCCGGCAAAAATATAGTATATGTTATTCAGGC -AACACCCACAAGCCGCAGCAAAAGCTATGGAGATGTTTTCAAGGTATGTCTGGATTTAATGGACAATGGC -AATATGTTGTAGTAATCTTCAAATAATAAAATTAATTACAGATGGAGGTTCAAGATGAAACAAAATACAC -CTCATAATTACAGAACAGGTGATTCAAACGAAATTACACGCCAGTACTTTGATTCACTTTTAATTGAAAT -GCGTCATATTGATTCGGTAATACCATCTACTACATTTGAACTTTATGGCGAAAATTTTTCTACACCGATT -ATGACAGCTGCACTGTCCCATCTCAATAACAGCCGTGCCAACGGAATGGTTGAAATGGCTAAAGGAGCTA -TGGCTGCTAATGCGGTTATGTGGACTGGAATGGGGGATGATGCTGAGCTGGAAGCAATTACAGCCACCGG -TGCCAAAACAATAAAAATAATAAAACCTCATTCCGATAACAATACAATTTTTAAGAAAATTGAACATGCG -GAAAAATGCGGCGTACTTGCCCTTGGCATGGACATTGATCATTCCTTTAACAATAAAGGTGAATTTGATA -ATGTTTTAGGCCTTCCAATGTCAGGTAAAACACTTGATGAAATAAAAGAATTTGTAAATGCTACAAAGCT -GCCTTTTGTAATTAAAGGAGTGCTTAGTGAAAAGGATATATACAAATGTCTGGAAGCAGGTGTCAAGGGT -ATCGTGGTCTCTCACCATCATGGAATTATGGATTTTGCAGTTCCTCCCCTTATGGTGTTGCCCAAGATTG -CAAGAGTAGTAGACCGCAGTATTCCTATTTTTGTGGATTGCGGTGTCGCCAGCGGTATAGACGTGTTTAA -GGCATTGGCCCTTGGTGCTGATGCAGTTTCCGTTGGTCTTACGTTGATTCCCCACCTTAACGAAGCCGGA -GCAGATGGGGTGCAGAATGTAATTGAAGAAATGACACAAGAATTGGCAGGTGTAATGGCAAGGACATGTT -CAAAGGACATTGCCTCCATTGATTCTTCTGTGATTTGGAATATATAAAGAAAAAGGGCTGTCGCAGAATT -AATTTTTATCTTTTTTAACTTGTACGCGAGTATAAATTGTATCAATGGAAGCTTGGTTAAAGATATTTGC -AGTTGTTTCTCGGCGAACGCGGGTATTTTACCGGAAAACCTACACGATGTAGGTTTTAGCGAAACCATGA -ATCATGGACGATGAATGTGAGCGACGGTAAAATACCCCAAGCTGAGCCGATAGAAAATCAAGCAAATATC -TTGGAAGCAATCATTGATATAATTTTATACGGGAGTACCGGTTGAAAACTGAAGAACTATGGTTTGCAAC -AGCCCTTCAGATTGCCTACTTATACCTATTTACCTAATTTTTGCTTCTTCAGTCTCTACCTTATTCACAA -AGTCCATATTATAACGGACAGCACCGTGGTCTTTAATTACCGTTGCTCTTGTAATGTGGATCGCCAAAAT -AACGCAGTTTTCATCCTGTTCATTATTTGCATGGTCATACCATTTGGCGAATGTTTTGCGAAGTTTAGTC -CTTAGCTCAGCGTTTTTCGGATCTAAAACCCATCCGAGGTTTTCGCCTATTCCATTTCCGGAAAACCACT -CTAAGCAAACCGAAAATGCAACTTCATTGTTTTGAGCTATCTGCTGCATTTTAGTTGATGTGGCCCAAGT -AGTAACATAAAACACGCCATCTTCATAATGAGCATCCACATCGCGGACATAAGGACGGGGTTTTCCGTCA -GTGTTTGGTTCCATTGCGATAGTTGAGAGAGAGATGACATTATCCTTTCCGTTGCCGCATCTTTCCTCAA -TTAATTTCAATCCTTCTTCGTACCTGCTCAATTTTAACTCCTCCTAATACTAATATTCCATCATTTTTCA -TATGACGAATTAGTTAACACATTTACAGCTTAAGCCACAAATCGGGATGAACACCACCTGTACATTTGCC -ATCACTGATGTTGCCCTTTAATATATTGTTGCCTTGTATACCTATATTACCGTCAGTCCCGAAGATGTAC -ACTGCTTTTACGCTAACGCGACCGGGGGATCGAAGCCACCACCACCAACCCCATTCCGTACCCTGAAGTC -TTGCTATTCGCTTACTGTTATTTTCATCTTTTCTTTCAAACCAATATCTTTTATTTTTCCTCGTTTTACA -ATATTCTACAAATATTTGATTGTATTATAGCATAGCTAGTCTGGTGAAGCTACCAAAATATTTAATCCCT -CACCTGAATAAGACGCAGCTGACGGCGTGCAGAAGATAATTGAAGAAATGGCTGAAGAACTGGCAGGTGT -AATGGCAAGGACATGTTCAGAGGACATTGCCTCCATTAATTCTTCATTTATAAATTACTCAACTGCTTGC -ACTTGAGTAATTTCTGATTGCAACCTTCCACAAGAGACGTACCAATACAAAAGCCACAACGGGAGCAATT -AGTCCCCATGCAAAATACAGTGGGCTCATCTTATCGAGAATAAAAAGAGCTGGAAAGTTTGTTACCACAA -AGATAGGAATTACAAAGATTCCGATCCTTTGAAACCATTTACCAAAAACTACCATAGGTACATTATTTAT -ATCCCAGAAGGAATTAAAGGTCTCACCTATTGCACTTGTGTTTATAAACCAAAAGGTTAAAATCTGAGGA -ATAAGAAAAAGTGAATAGCCTATAGCAACACCGCAGGCAATAAACATTGCGTAGCCAAGAATTTGAAGTA -TCGTCAGGGAAAGCTTCATCCTGATAACTCCCAAAGCTACTAGAATAATACCGGCTGTAACGTCAGTCAC -GAACAACCCCATATCCGAACGTCGTAAAGTTGCAATAAACTGGACTGAAACAGGTTTAACCATGTAAAAA -TCCAACATTCCCTCACGCACCAAAGTACGCATACTTATAAAATTGACCATGAACAGCCCTGCATGGAAGC -CTGTCAGAATGATAAATGTCCCTGCAAAAATCAAAAGCTCATTTGGAGTAAAGCCATTTATATTGGCACC -TGAACGGAAGATTACAATAACATAAAGAAGCTTTACAAAGAGGTATCCGATTTCCATTGCTATACCTGAA -AAAAAATTAACTCTGTACTCCATTTGTGCCATTATATTGTTTTTTACAAATATCCAATAGACAATAATAT -GCTTTTTTATAGCTTTAAGAATTCTCTCCATTTTAGCTTTAGCCCCCTACCGCTATGTACTTCTTTGACC -CTATGAGCCAGAATATATTGGCCAGCAGTGCAATACACAATATCCACCCCACCTGTATACACAGGCCTCT -TGCTATTCCCCAACCCGTAATTTGGGAATTCAAAACATCAACGGGAAAGTTGATAGTATACTTAAACGGC -ATCAAATCCAGTATGGACACCACTTTTGCACCGAAAATACTAAGGGGAAAAATACCACCGCTTAAAGTAA -TAATTATTATTCGTACTGCCTCAAAAATAAATCCGATTTCATTGAGCCAGAAGCAAAGAGTGCTTACGCA -AAAGAAGATTAAAAAATTAAGGCACAGAGATAATATCAAAGAAATAGTAAACGCCGCCATAGCCTGTCCT -GTAAGAACGACACCCAGCGAAAACTTCAGTACTAAAATGGAAGTAATGAATAGAATCATCATTACGACAA -GATTTACAACCTTTTGCCCCATAAAGCAGCAAAGCTTATGGGTAAAATATCCTATCGGACGGACAATAAA -TTTGTTTAGCCCGCCGTTTTTTATATCCTCATTTATTTCAGCTTCAAAATCAGTTCTGACAAACCGTGAT -ACCAGCTGGGCTATAACTGTGTATTGGATAATCTGAGCAAAAGAATATCCAAAGACTACAGAATTGCCTG -AATTTTTATAGACAGATATCCACAGAAAGGTTTGTATAAAAATAGGAACTATTGCAGCAAGTATGCTTAA -GAAAAAATTTGCACGATACTCCATTGCATTCTGCATTCCAATTTGAAATGAAAACAGATATTTGTTAGAT -GATCTCATTAATTAATTCTATCCTTTCTGAAGCAGCATTGCTATCCCATCCTCAACAGGGACATCGACAA -TATTAAAATCCTCAACCGGGAGGTTATCCTGTATACTCTTTGTCAACTGTAACGCATTTTGGCGGTAAAC -CTCAAAGGTGGCTGATTTGCCGTCAGTTTCAAGCAATTCTCCGAAGCTTTTCAGCACAGGCAATTCCACT -TGCCGGGATAATTGCAGACGAATCAGCTTTTTTCCTCTGAATACATCATTTATCCTTGCCAATTCACCGT -CATAAACCACGGCTCCTTTGCTTATAACAACAGCACGCCTGCAAAGATCTTCAATATCCTTCATATAGTG -ACTTGTGAGAAGTATTGTAGATTTATACTGTTCATTGTAGTATTTCAAAAAGTTGCGAATTTTCTTTTGT -GACATTATATCTAACCCGATAGTCGGCTCATCAAGGAACAGAACCCTTGGTCTATGTATAAGAGCTGCAA -TCAGCTCCATTTTCATCCGTTCACCAAGGGAAAGACGACGGACCTGGATATTCAGCAAATGCTTTACGTC -AAGGAGTTCTGCAAGTTCTTCCAGAAACTGTGAATAAGCCTTATTATCTATTTCATAAATACACTTATTC -AGATAAAAAGATTCACTGGCGGGAAGATCCCACCACAGCTGATTCTTTTGACCCATAACAATAGAGATAT -TCCTTTTGAATTCAACTTTTCGTTCCCATGGCACAAAGCCGCATATTCTGGCTTCTCCACTGGTAGGAAA -AAGTATTCCCGACAGCATTTTCAAGGTAGTTGTTTTACCTGCACCGTTCGAGCCTATAAATCCTACCATT -TCACCTGCTTGAATTTCAAAGGAAACCTCTTTTACAGCATCTTTATATAGTTTTTCTCTATGAAAAAGAT -TTTTTACGGAGTTTCCAAGTCCTGTCTGTTTTTCGTAATATGAAAATTGCTTTGAAAGTAATCTTACTTC -AATTTCGGACATTTTTAGCTTCTCCTGTATAAGTAATTTACTTTACCAACTATACCATAACTGGCAAAAT -AAGTAAATATTGCGTATATTTCTTGAATTATTTCTTTTGTTGAACTATGTTTATACAACTTCCTTAGTTT -CGTCACACCAGTTTATATTATTTTGTTTTAGAGCATCCATCAAAATATCTCTCCATCTCCGCATATCTTC -AGGTCCGAAGGTGTTTGTCCTGATTGCATACCCTGTTAGTTTTTCCTTACCTACCTGTATGTAATTTGAG -AAATCTCTATCAATCCATGTTATACCATAATGATCAGGTCTTGAATACAGGTCTGTACCGGGGTACGGCA -AACATGGATAAACTGTAGCCTCGCCTAGTTTCAGGTCTTCAAGCGATTTAATGGTTTCGGAAATAGTCTC -ATTGCTTTCGCCGGGAAATCCTACTATGAAAAAACCTCTAGTCCTTATTCCTGCTTCAAATGCATTGTTG -AGTCCCCATTTAATACGTTCGATTGATGTTGCCTTCCCCATTTTAGACAGCATCGATGCCGACAAGGATT -CAATTCCTACACTGATATGTGTACAACCTGAATCAAGCAGAGTTCTGCAAATGTCAAGGCTTAATGACTC -CGCCCTGGCAAAAATCCTCCACTTTATATTTAACGGTTTAATCAATTGACATATTTTCATTGCACGCTTA -GGATCGGCCAAAAAATTATCATCATTAAACCTGAAAGCCCGCCAACCCTTATCATAATGCATCCTCACTT -CTTCTATAACGCTTTCGGGACTTCTGGCTCTCCAATATCCACGTTTGCTGACATTGGAATTGCAAAACCG -GCATGTGAAGTTACAACCCCTGGAGCTATCGAGGCATATTACAGGCATATTGTCTATTCGCCTAGTATAT -TTGCTCATATTGCAGAAATAACCATAGTCAGGAAAAGGAAGATCATCTAGGTTTTTGATAACCTCCGCTT -CAATAATTCTCTCAGGCATTAATCCTTCTTTTACTTTTTTTATCAAGTCATAAAAAACATATTCGCCCTC -ACCGCAGATAACTACATCAAAATCTCTTGCAACCTCTTCCGACAATGCACTTGCGTGTGGCCCTCCTGCA -ACTACAATGGACTTAGGGTATTTTTCTCTTATTTCCCCCAACAGCTTTTGTGCTATGCCATAGGTAGCTG -AATAGGTCCCTATACCATAAATCTCAGCTTCCTCAATATAATCAATTAAATTATCTTCTAGTACGCCTGA -TAAATCACATACCTTTATGTCAAAGCCCTTTGATTTTACATATGTTGCAATTGAAACAAGTCCTCCCGGC -GGCTGACGTTCATCATCATCAACAAATGGTATCGGCAAATTTATTAATACTGTTCTAACCTCTTTGTTCA -TTAATTCACTTATCCTCCTCATTTAAAAATAGACTGCCTTTTGAAAAAGTCTTCAACTATATCTCTGATA -TTAAAGCCTAACTGTAATTTATTTATCTCATCACGACTAAAGTAACCTAGTCCTGCACCCTCATTCAGGT -TAACCCTTGAAATATCCAAATCCATTTTCATATGATAAACGAATTGCAAATGCTCCTCTTCCTCGTCGTT -ATAATGGTAATTACCATAAAATATAAAATTAGATATATCCAGATTCAGTTCTTCCATCAGTTCACGCCTG -ATAGCTTGTTCAGGAGTCTCACCAAACTCCTTTCCGCCTCCGAACAGTACCCATGTTCCCGGGTACTTGA -TTTTTGGATTACAGTCCCTGTGATGAAGTAGGAGCTTTCCCTGTGAATCTTCAATTATTATTGCTGTTCC -GATTTTATGTACTTTGCTCTTTTCTGGTGGACAGGCTTTTTTATACATTATGTCAATAAAACACAGAGGA -CTTTCAGCATTTGGACTTCCTCCCTGGCTGTATGAATCCACCACGCAATTTCCAAAACATCTCTTTTTAT -AGTGATTACACTCCAGACACTTTGAACTTTTATTTATGCTAAGATTCCTGTACACATTCCAACGGGAAGA -ATCAAGCCAGATATCAATGAAATTTCCATCTGACAGATTACCAGCAGTAAATAATCTCTTAGCAGGAGTA -TCCTCTGTCTCATTGGCAGGTGAAACCACGCAACCGTAAACTTCTCCGAAGGGAGATATTGCTGCAACTT -CTATCCCAGCTGCACAGCTTTTCTTATTAAGTAATGAGGATGGAAATTTCTCAGATAAATCAGGGGCTTC -AATAATATCATAATAGGTTTGTATTTTAACCTTACATTTCTTACGAAGCTCTGTTACTTTTGCAACAACA -GAATACATATCGGCAGGTAAAAGGGGTGTGCCGTATTCTGAGCCGTCTGCCCTGCCTGAAACTCGCAGAG -GGGCAAGGTTGACTCCATCAATCCCCAGTTCGTCTGCCAAAGCAACAATTTTCTCCAGCTGATCTCTGTT -TTCCCTGCATATGACACTGTTTATTTTCAAGGTTATGTTTCCGAACTTTTTTAATTGTTTTATGGTGTTG -GTTATTGCCTTAAAGGTTCCTTTACCCCTGGACTGATCGTTATATTCTTCGGTACCGTCAAGACTTATTA -TGACGACCCTTATACCTGACTGACCTATTGTTTCTATCAGCCCATCCCTCCATACACCATTAGTCCCCAA -AGAAATAAAAAAGTTTTTACTCTTTATATATTTGACTATTTCAAAAAAATCCGGATGAAGTGTAGGTTCA -CCACCCGTAAGCCTGATTTCAAAGGTTCCTGCTTCATACAACTCATCTATGAGTCTAAAAATCTGCTCTT -TTTCAAGTTCCTTGGAAAAATCCTTCCGGCTGTTGTTGTAACAGTATACACATTTAAGATTACAGCGTCT -GGTTATTTCAAAATATACCTTTGAGGGAGCTGACAAGCAGTCTGAAGGCAAGGCTTCCCGGTCTTTTTCT -GGCCTGAATATTGAGAACAAGGGGGTATTGTTTTCAGTAAAAAGATATTTGAATTCATCTGAATTATTCC -CCAATATGCTCTGATATTGCAATTCAGTTAAGTATGATGTTGAGCCGGTCAAGCTGTCAAACAACATAGC -CCCTTCTTTTTCTTCACGAATCTTATATGTTTTCATATTATTTATTCCTACTGTTTAAAATATAATTTAT -CTGATTCTCACTTTTTACGGAATCAGAGAAGAGCGGCTGACAATATGTACAGTTGCCGCAAGGCAGGTTA -TTTGTAAAATCAACTAATTCAGGCTTATTTTCAATCTGTGAGGTGCGTATTTTGGCCAATTTTTCACCAT -GCCATATTTCCTGAATTGACTGTTTCTTCAAATCTCCCAAAACTAGGGTTCTGTCCATTTCCGGACCTTT -AAACAGCTCATTGAAACAGACTACAACCTCACCATTTGTATCAACATTGAACCTTCCCCAGTGGACATGA -CATGCAACGACCTTGTTATCCTTGATTTTATCTTCTATGAGACTGTTATATGAGTGATAAGACCTTACAA -AAATATCGTCGGCATAACCAGTTTGTTTCCAATATGACAGGAATTTCTGATCGTATTCCTTATCATCGCT -TTCAACACGGCTTAATAAAAACCTTGTATTTAAGTGATTTTCTTTAATATATTTATGCATGTACTCAACG -TTTTCCTTAACCAGTTCAAAAGCATCCACACCTTTTGTTTCTATATAGTCCAATGAATCTACACTGTTAA -CTGAAACTTCCACAACACTGCACTCAGAAACAACTGTTTCAAGCAGCTTCTTATCTGTTGTAACCGCATT -TGTAAATATCCAGGTTATGATTCCCTTTGAGTGGGCATACTTAACAGCTGCAGTCAGATTTTCCCACATA -AGCGGTTCTCCAACAGAATGAATACGCAGGGTACAGTGTGGATATGCTGCTACTTCATCTGCAATTTTCT -TAAATACCTCCAAGGTCATAGACCCGCTTCCAAATTTCTCTTTTCTTTCACTAATTGCCGTAATACCAAT -AGGGCAGTGAACACAGTTTGCTGAACATTCACCCTTAAATATACAAACATTGATTATATTTGGAAACTGA -TATTGTTCTTCGGATGAAAATCCTGCCGGTAAATTAATCATAATAACCTCCTAAATTTAAATGTTATTTT -ATTGAATTATTCTCATTTATATCAACCCATAATTACCTGAACAGTATTTACTGCCTCCATACAATCTAGC -GGGATAAGGCAGCTGTTCAATATGGTTTTATCGTTTATGCTGATTTTTTTTACACCTTTTTCTACACCAC -CGGAATTCTGTACAATAATATTCAGTTTCCTTCCTCTGAAATGCCTGACCATACTAAATTCTTTCCACTC -CGATGGAATGCACGGATCAATAATCAAGCCGTCGTAGTCGGCTTTAAGTCCCAAAATTTCTTCAACTACG -GCAGTCATTATAGATGATGCGGAACCTGTCAACCAGTGCCCGTGAGATCTGCCGTGGTTCGGGCTTTCCA -GTCCATCAATAAACTGACTGTAAACATACGGCTCTGTATGGCGTAAATCAGCCGAGTCATTTTGAGCTGC -AGGATTAGTGCTGTTATAGTAATCCCATGCACGGTTTCCGTGACCCATCATAGCTTCTGCCTGGATAATC -CAAGCTTCCGCCATTAAAAATATACTGGCATTTTCCTTTATTCCGGGTGGATACAAGCTCATAAGGAATA -TAGGCGGTCCAATCGTCTTTGTAGATGGATAGAAAAGCATTGCACCGTATTTGGTTTTGAGGATATCGTG -TACTTTGTCTAATGCTTTTTTGGCCTGGTCATGTGTTGCAACGCCACTAATAACTGACCATGTTTGTGGA -TTCAGCCACAAAGCAGCTTCCTTGCTTTTAGGCGAACCAATTACCTGATTGTCCCCTGTAAAGCCTCTTA -TAAACTGGCCGTCCTCCCAGCAATATTTCTGTAGACTGTCATATAGTTTTTTTCTGTTCGTTTCCGCCCA -ATCTACATCCTCACAGTTCCCATTACTCAGTGCAATTTTTTTGAATTCACATATTGCCAGATAAAGCTGA -AAGGAGGCAAAAACAGATTCTCCGTTCTCTCCAAGTCTCAGACAATCGTTCCAGTCTGTATCAATGCCCA -GTACCAGGTTATGCCGCCCCAATCTTTCAAGGCTAAAATTTAGAGCCTTCTTTAGATGCAGGTAAACAGT -ATCTTCGCCTTTGTCGGAGTAGGGAATAATCTTGTTGAGAAAATCAAGCTCACCGCTTTCCCTTATGTAT -TGGGGAACAGCCTGAAACAGCCAAAGTGCATCATCACAGCGATATTCCTTATAGCCTGTCTTTTCTTGAT -ACTCTGAAGAACCTGGAACAGGTTCGGCCCCGGGCTTATGATCAAACCTTACAAGAGGAAGAGCTCCCCC -GTTTGATACCTGCCCCGATAACATTGTAACCAATCTTTCACCTGCAAGCTTACTGTCAAGATGCATAATA -CTCTGAATATCTGCCATTGTATCTCTGTAACCAAAGCCATTTCTCAGGCTTGAATAAATAAGGGAAGCTG -TTCTGGACCAGAAGGTATTCACAAAGCATTCATAGCTGTGCCATACATTCATCATGCTGTTAAAGGCAGA -ATCAGGCGTTTTTACCTGAAATACTTCTAGCTTACCATGCCAGTATGCCTTTAACTGTGCCAGCTCCTCT -TCAACCACTCCCCCGCCCTTGTAATGCTTTACCTTCATTTCAGCCGTCTCTTCATTACCCTCCCCAAGAA -TAAAAACGATTTCCTTCTCGGTACTGGGCAATAATTCCAAATCTATTTGAAGAGAGCCACAGGAGTTTCC -TGTATAATTCAGCGAATTACTGCAATATCCGTTCTTCAGTGCCAAAGGGTTACTGTATGACCCGTAGGGT -CCTACAAATTTTTCTCTTGAACCATCATATCCTGAAACCTTCACTCCGCCGCTTGCGGCAAAGAACCGAA -AAACCCTTTCCTCGGTCAGTTCTTTTAGTGACTGTAGTATGTAGTTGTCCTTAAAATACGTACGGCTTAG -AAACCGGGTGTACTGGATATTCTCCATATCCAGCATGGAACTATTATCACTTGTAAATTCCGCATAGCTG -AAAACAGATATTTTCCGTCTTTTTGTATCATTGTTCCTTATTTTAAAATGCCAGACCTCGTGGTTTTGAC -CCAACGGAACGTAGTAAAGCGTCTCGGAAGAAATTTTGTCATAGCCTGAAGAAATTACAGTATAAGCTGT -ACCATGCCGACAAACCGATTTATAGTCACTCAACTCCTTACCTGTCGGCTGCCAGGAGGCTGACCAGTAA -TCTCCCGAATTCTGATCCTTTATGTAAATAAACCTACCTGGCATATCCTGTGTAACTGAGTTGAACCGAA -AACGTAAAATTCGCCCCTCAGAGCCGGATTTCACGAAGCTATAGCCGGCTGCGTTATTAGTTATTAAAGC -CCCATATTCCATTGATCCTAAATAATTTGACCATGGAGTAGGTGTATCGGGTCTTGTAATAACATATTCC -TTATTACAATCATCAAAATAACCGTAATTCATAATCATTCCTTTTACATTTTATAGTAAATTGACCATTA -TTATGTACTATTTTATATTTTTGTAAGAAATATGTCAATTAATATATTATTTTAATATATTACATTTGTA -ATTAAATTAAGAGAGCAGAAAAAAAACCTCCCACCGCATTTATTCCTGCGATAGGAGGTTCATTTTTTGT -TTTTATCCCTATTCCACTGACTTCAGTGATTCTATCATATCAATTGTTTGCAATTTGAAATAAGTTACTA -TTTGCATTACTACAGAGAATATGACAGTAAGTAACGCTGCCAGTAAAAAGCTTAGCCATTTTATTTTTTT -GAACAACACCAATGAGTTTTCTCCAATTACATCAATTACTAAACTATGGATATAAATTCCCAATACCAAG -CCTACTCCAATACTTATTAATGTAAGTATAAAGGCTTCACGGTAAATATAACCGTTTGTTTCTTCATCGG -TAAAGCCAAGTACTTTTAGTGTTGCAATCTCTCGGGTTCGCTCGCTTATATTTATCGATGTCAGGTTATA -AAGAACAATGATTGCTAACAGTGAGGCAACTACCACAATCAACAGAATTATACTATTAAGGCTTTCGTTG -CTGTCAAGAACCTTCTTTATCAAGTCCCCGTTAAACACCACATTTAAAACTAAGCCGCTGTCAATAAGTT -TTTCTGCAAAAGCCGTTTCATCTGTTTTATGATTTGACACAATTGCATTATAGGATGCGGCTTTGCCGAA -AATCCTATTGTACATTTGATTGTTCATATAAATATAATCAGCTGTATAGTTTTCTGCAACACCGGTAACG -GTCAACTTATAAGAATTATTTTCGGCATCCTTTACGGTAATAGTATCTCCTTTCCCCGCATTATAAACCT -CCGACAGTTTTTGCGTAATAATAACACCGCTGCCATTCAGGGTTAACTGTACTCCCTCGGAAGGAGTTTT -GAGATTAAAATATTTATAAAATACATCCTCATTAGCAGGTACTATTAAAAAAGCATCGTAGGATTTATTC -TTTGTTTCGCATTTTAAAGCAGTCTGTTTAAGCAAAAGTGGCTCTTTTACTTGCTCCCTTGTTAAAAGAT -TCTCCAAGTCACCTTGTATATTTTTTATCTCATTTTTTAAAATAAACATATTATCATAACGGAAGATTTC -TCCATACTGCTTTTCCGCCACGCCATTCATGCTGTCCCTCAGACCAAAACCTACAAGCAGAAGGGCCGTA -CACCCTGCTACCCCCACAATTGTCATAAAGGCTCTCTTTTTATACCTGAACATATTTCTCAAAGTTACCT -TCCAAGTAAAGGACAAACGCCCCCACAGAGGCTTGATTCTTTCAAGAACAATTGTTTTACCGTTTTCAGG -AGGAACAGGGCGCATCAGCGTCGACGGCTTCTGCTTAAGCTCTTTGTTGCATGAAACAACCGTTACTATG -CTCATAAGAGCAAAGGTAATAAGTAAAATTATCGAAAATGTTCCCATGCTGTATTTAATAACAAGGGGCG -GCAGATTAAACCTGAATGTTGAGTAAATCAACGGAGGGATAATCCCACAGCCAGTGAAAAATCCTACAAC -TGCCCCCAAACCAGACGCAGACAGTACATAGAACAGATATGTTGATATTATACTGCCGTCTTTGTACCCT -AGTGAGGTTAATGTACCCAGCTCACTTCTTTCTTCCTCTATCATCCGTACCATTGAGTTTGATGCCATCA -GCATAACAATAAGTATGAAAAAGAATGGAAATAGTGCTGCAACCGAAGTAACCACATCGATACCTGATTT -TAATTCGTTGTAACCCCCAGCCGCCTCTCTGCCAAATATGTGCCATTTTGGCTTTTCAATATCAGAAACT -TCTTTTTTTGCATCTGTTAGCTTTGTCTGTGCATCTATTATTTCTGTATTAAATTTTTCCACATTTTTAC -TGTATTCTGTATATCCGTCCTTCAATTTCTTTTCATTCTGTGCTAATTCAATTTTACCCTGTTCTATTTT -TCTTTTAGCTTTAGCGATTTCGCTATTAAAGGTGTCAATACCGTTATCCAGCTTTGCTTCTTGAGCGGTT -AATGTAGTTATTGATTGCTTTAACTTTAGCAAGCCTTTTTGCATTTCGGAATATTGATTTATAGTGGCAT -TGAGCCGGATATATTCCTGACTTTCAACGGGCAGTTGACTTAGCTGTGCTTTCATTACCCTAATGGCGGA -ATTCAGCTCATTAATTTTAGTGTCTATTTCTTCTTTTTTTATTTTATTTTGATCAAGTGCATTATTTATA -TCCTTCCAGCCTGCCGATATTTTTTCTTTTGCGGAAGCAAACTCCGCATTTTGCTTTTCGGTATTTCTTT -TAAGTTCTGCCTCGTTGGCAATAAGTTCAGATTTTCCTTTTTCCAGTTTCTCTGCATTTTCATCAAGAGT -AGCTTTTGCATCCGCCAGCTTCTTTTGTCCCATTTTCTTTTCATCATTCAATTTTGTTTCATTTTTTCTT -ATTTCACTGTCTGCTTTCGTATAAATCTCCTGATATCTTGCATTTTCTCTGTCTGACTTTATTTTAAGAA -GTTCGTCTTTGAGCTTTGAGACTTCAGTATCATACTCTTTAGAATATGCTTCTGTTTTATCTGTGCCTGC -TGCAATAAGATATATTTCCGTATATGCATCTAAAATAAAATTATCCTTGTTTATAAATATAAATGAGGAC -AGCTTTCCGTCACCGATAGTAGTGTTTCCATAATCTTCAGCAAGATACAATACTGATCGAACTATACCTG -TAACGGTATATTCCTTGATCTTTAGCTTTTTGTCCGTATTGCTTGTAATTTTTATTTTGTCGCCAATTTT -GTAAGTTTTACTATCTGCAATACACTCATCATGTTTTTGAGGCATTCTGCCGTCCTCAAGCTTGAAGGTA -TTAACCTTATCTTCTATTGCGTGAACTCTGGTAGCTTTATCCGTATCCAAAACATCTAGGGAATAGCTTG -GTATAACTGCACCTACATTACTAAGTTTCTTAATTGCATTAACATCTTGGTCAGTCAAACCTAATGTACT -GACTACTTTAAAGTCCAAAAGATTACTTTCTTTATAATATTTATCCGCTACGTCTATAATATCAGGCGTA -GTGGCTTGTATTCCCGCAAAAAAACCAACACCTATCATGACTATAATAAAAAGGGAAATATACCTTCCAA -AGGATTTCTTTATTTTTTTAAGAGTGTTTTTATACAGCAAATTAATCACCACACAATCTCTGCGGCTTTT -TTAGGATTTTCGTTTCTAATTACGTCCACGACCGTACCGTTTTTTATTTTTATAATCTTATCTGCAATAT -CTGCAATAACTGCATTGTGAGTAATTAAAACTGTGGTCATACCCATTTCCTTACAGGTTTTTTGTAAAAG -CTCAATAATCCGCTGACCTGTTACGCTGTCTAACGCACCTGTTGGTTCATCACATAAAAGTAACTTTGGG -TTTTTTGCAATTGCCCGTGCTATAGCTACTCTCTGCTGCTCTCCTCCCGATAATTGACTTGGAAAGTTTC -CCATACGATCAGATAGTCCTACCTGTTCTAAAACCGTTTTTGGATTAAGTGAATCAGGGCATATCTGACA -GGCAAGCTCAACATTTTCAAGTGCAGTGAGATTCCCCACAAGATTATAAAACTGAAATACAAATCCTATA -TCCCTACGTCTGTAATCTACCAGTTTCCTTTTGTTATATTTATGAATTTCATTACCATCAACCTTTATTT -TTCCGCCACTTGGGCTATCCATACCTCCAAGCAGATTTAAAACTGTCGTTTTCCCTGCTCCTGACGGCCC -AAGTATGACAACCAACTCACCTTTTTCTATGGAAAAAGAACAATTATCAACTGCCGTAATCCTGACATCA -CCTACTACATATTCCTTCTTAATATTTTCAAATCTTATAAGTGACATTTAACGCCTCCATTATTAAACAG -TGTGTTGACAATTCAACATTCATATATTATATTAACAGTGTGACATTAATACAACAATCAAATTCTTAAT -AAATGTAAGTTACCCGACAAATATTAAATAAATGTTTAGAAAATAACAAATTATTTTTTTGCAATTGGAG -GACTTTATGGAAACTCAAAAAACGGACAGGCGTGTAAGATATACGAAGATGGTAATTAAGGACAGCCTTG -TTAAGTTTTTAAGAGAAAAACCAATATCAAAAATCACCGTAAAAGAAATTTGTGAGGATGCAGATATTAA -CCGTGCTACTTTTTACGCACATTATACGGATCAGTATGATTTACTTCAGAGGATTGAAAATGAAATAATT -GACGATATAAATTTATATTTGAAGGATTATGATTTTAAAGAAAATAACCTTGCCGATGTTGAAATAATCG -AAAGAATTCTGGAATACATTGCTGAAAATGCAGAGCTTTTTGACCTTTTGCTTAATTTAAACGGAGACAT -TAAATTTCAGCGGGAGGTCATTAATATAATAGGACAGCAGCATTTTTTACCAATAATAGGATCTAATTCC -ATGGAAAAAGAGGATGCGGAATATTTATATCATTTTTTAGCATCAGGTGCTGTGGGTGTCATTCAGATGT -GGCTGAAGGACGGTATGAAGAAATCCGCCAGAGAAATAGCAGAATTGATACTTAAAACTTCAATTAATGG -CAGGACCTCATTTATATAGGATAAGGTAAAAAGGGGCTGTTGCAAAACAGTCCCTTCTTTTGTAATCACA -TGTATTAATAGTCTTCTTCATCATATACAGTGATTTTTTGAGTCTTTGTTATATCACCGCAAGTTATTGT -GATTGTGGCCGTTCCCACACCTACCGGGCTAATAAGACAAATGCCGTCCTCATCAAGCTTACCAACGGTA -ACAACCTTAGTGTCAGATGAAGAAACAGTAATGGTTCCCGGTGCATTATACGGATCTTTTGAAATCTCTA -ATTCAACCGGATCATCACCGACATACAATTCAGTTTCTTCAAAATCACAATCAAGGTCTTCCAGTACAAC -TTCCTTTACCGTAAGCTTACAAGTACCAATCAGCTTGTTTTTATCAGGAGTTTTTGTATTTTCATATATT -GTTACGTTTGTTTTTCCTACTTTTTTACCTTTTAAATAAATAGTGTCACCTGATTTGGATTCTTCAACAA -TACTTTTATCTGAGAATACAAACAGGTAATTAACATCTGTCCTATAATTATTTATAAGTTCAAAAGCCCA -TATACTTGAACCTAAATCAACTGAGCTATCTCCGGAGAGTGTTGCTTTTTTAACAGTATACTTTATTTTA -CCAACTGTTCTGGTACTTTTATTATAGGTTTCTTTAACTGTAACGGTATATGTTCCGGGTGCTTTTGCAG -TAAAGCTTTGTGAAATGAAATACATACCGTCAAATTGACTGAGTTTTTCTTTCATAGTAAAATTCTTGCT -ATTTGAGACGTATGTATATGTTGCATCGTTATTACGGTAAGAGAATTCAAGAACTTCCTTTGAAACACTT -GTTCCCATAGGCACTACAGGTATGTAATCCTGAGATACTGTTGAATTTTTTACTGTAACAGTACAAGTAC -CTACTTTAGTAGTTTTTCCGTTTAATTTCTGATTACAGGTAATAGTAGCATTTCCTGCTTTTACTCCAGT -CAAATATGCAGTTGTGCCACTCACTTTAACTTTAACGATATTATTATTACTTGAGGTGAAGCTGTAGGTG -GCTTTATTAACTGAATTTGCTACCTTTAAGGAATACTTGTCGTCTTTTGAATAATAATCATAATTTCCGA -CAATACTTCCAGCTCCAATAGTCAGTTTAGACTGGATTGAAGGCTTGGCAGCGGCATTTGCTACGTTTGT -TGCTAATCCTGCCGGCAGTATTAGTGTTACGACCAACAGCATGCAAATAAAAATTCTTGCAGTTCTGTTT -CTTTTTAAGTGGTACATCGTTTTAACCCCTCCAAAAAGTATTTTTATTACATTTACTGGAATGTTATACC -TTCCAGCTTCATTTAATTACAATTATATCGTAAATCTTGCAATTTACAACAATATTTTTCTAATTCATTC -CATTATTAGTCTTAAAATGTACTTAGGGTTAAAAAAGCCCATTAAGGTTCCCAATTTATTTTATACATAT -GAGCTTCAACAAGTCTTTGCCGGGTTAGGATCGCACTCAAAAGAGTATAAACTATAGCTTGAACTGTGTT -CTTTAAAGATGTGCTATTAAATGCACATAGAGGGGCTACCTTATTAATAACTTTTTGATATGACCTTTTA -AATAAATCACTTCAATTATATGATTTAGTTCGCTTAATACTTATAGATCTGTCCCGTACATAAAAATTCA -CCCAACGAAATTAACACGCCCAAACAAAAAGTAAGTTGCTCTATTGGACTTATTGATGCCCATTCTAAAC -CGTTTGATGTTCATAGATAGACACAACTTATTTCTCCTGTATACATGTACGAGGTATAATGGATGCCTCC -GTCTCCCCTATAAACACCGCCTTCAAAATGTTCGTCACTATGATCCCGTGTAGATGTTGGAATTGATGAT -TCGATATATGCAAAGGTCACTGAAACAAAAACTAATATTATCGTTAAACAAAGTGTTACTAATCTTGTTA -ATCCATTTTTCATGATTTATTCCTTCTGTATAAATATTTAAACATGCATGGTATTTCATGTTAATAAATG -TAATTAATTGTTTAATTTGTATATTGTAATGCCAAATGTAAAATTATAGAATGAAGTTGTTAACAAGCTT -GCTAATATATGAACATAGAATAAATGAACTATTTTTTTACTTTTCACTTGGCTATTGTTCTTAAAATATG -CCTCTAAAAAATTTAAGTAATAATTCATTTATCCAAAATATACTACATAGGAGGTCGTTATGTTAATTAA -AAATTACAAAAAATTAGTACTTTTAGTAATACTAGCATTTACTCTATCAGGAACATTTTTGTTAACTCCG -ATTGTCAATGCTCAGGTCACTGTGATGTATGACACACCTGCTGATGGATTTGACAGTACTCTACAAACCT -CAAATTGGTCTGCAATAGGATATTATTGGACGGCTGCACCAATAGCAACTCCCGGAAAACTTTCTGTTAC -TTACGATGGAAGTACTTTTCAGGCTGACGGTGTTACTTTAAATTCTGATAATTACGGATACGGGGCATAT -TCAACTATAATGCCCCCCAATGTCAAGACAAACATTTTTAAATTTTAGTTAGGTCTCCTTTCGATGGGTG -TATAGTGTTTGTTAGAGCTTGTCAAGGTCTTAAAAATGTTGTTTAATTGACAAGTTTGGATACCAACGTC -TATTCTTGGTAGCTTTATAAAGGCTCCTGCCTTACAGCGAGAATAGATATCTGCCTAAGCTTAGGCAGTT -TTTTCTGCTAGGGTTCTATAATAAACTTCTCCTGGTGTCCTATACTCTAAGGTCTGATGTGGACGGTAAA -TGTTGTAATAAGCTATATACTCCTGAATAATGTTACGTAATTGCTTAGGCGTGGAATATTCCTCAAGATA -TAGCTTCTCCCATTTCAGACTGCGCCAGAAGCGTTCAATACAGATATTATCAAGGGCTTGACCTTTTCCA -TCCATTGATACTTTTATGTTGTTCTCTTTCAAAAGATTTATATAATCTTCACAGGTAAACTGGGATCCTT -GATCACTGTTAATAATTTCGGGTTTCCCATGTGCTGTGATAGTCCTTTTCACCAGATTGAGGACAAGACT -TTTATCCATGGTATTGGATAATTCATAACCGACGATATATTTGGAATGCCAATCGATGATAGCTGCTAAA -TACATATGACCTTTGGGCATCCGACAATAGGTAATATCCACTGACCATACCTGATTAGGCCTATCAATTG -TAAGCCCTCTGAGAAGATATGGATGGACATACTTCAATCGGCCCCGTTTACTTAGGTTGGGTCCTGGGCA -GATTCCATAAATGTTCATTTCCCTCATATAACGGCGGGTACGCTTCTTGTTGATGTTTATGCCATGATCC -CTATGAAGGATATGCGTCATACGCCGATACCCAAGTGAAGAGTCTCTCGTATAGATTTCATCAATAAGCC -ATTTAATACGGTATTCTTCGCTGCGATCAGGTTCGTGCGGCTGATAGTAAAGCGTACTCCGATTAAGCCC -TAGCAACTGGCACTGTCGAGTAATGGTCAGCTTTTTATGTTTTTTATCCACCATGCTTTGGCGGCTCTGT -CGGCAGGCCGAATTGTTCAGATTTTTTTTTGAGCCAGTTACGCTCTACGGTTAACTGACCTATTTGCCTG -TGAAGCTCGTCAATCTGAGCTTCATGTACCTGCTTCAATTGTTCGGTTTCATCAGCATCATCACTGAAAG -CACGGTTGGCATTCTTTATGAACTCAGATTTCCAACGCGTAAGCTGATTTGGTTGGATTTCGTACTTAGC -AGCGATCTCTGTCAATGTTTGTGCCTCTTTTAAGACTTCGAGGACTATTTTGGTTTTCTGTTCAGGGGTA -AAAGTTCTTCTCTTTTTCATAGCTTTATTCTAACTAATTTTTTGGATTTTGTCGTCTAGTTTCTTGGATT -CATTATAAACAACCGTAAGCTTAAAACCAAATACTCCTTATGTTATGTCAGGTTATGTCAGAGCAACCAA -TGTTGTAGTAAATCCTAATCATCTACAATATGGAAATAAAAGCCCTTTCGGATTTTCTGTAAAAATTGAT -AATTTTGATAATCCGTGTCCCGATAAAACAAAAACCACACTTTTATTAAACTCAGAAACAAATAGTACTG -ACGGATGGAAAAAACTCGAATTCCATTTCATTTCTTTTCCATCAGGTAGTACAACTCTTAATTGCCATCT -TGGTAACTATTATGGTGATGCCAAAGGAAAAGTCGAATTTGCAGGAGTTACATTAAAAGAAGACGCTAGC -TACAGAAAGGTTTCTCACTCAGACTTTGCGGCGGCAGTCCCTGTAAGTCAACTAGTAAACCATTCTGTAA -GTGATTTAGCATTAGATAATTGGGGTCTTAAACTCAACGCTGCTACGCAAAAACTTAAAGAATTAACCGG -TATGAATTTAGGAGTAAGTCAGTGTTTCATGCATAATAATCAACAATTAGATATCGATTACAACGAACCT -TATGCATGTGCATATACAGGTGGATATCCACCTTGCCAGTTTAGCACAGCAGCCTCCGACTTTACTATGC -AATATGCTCCTAATCAAGATGCTGTAGAACATGGACAACTTCATGAAATTTCACATACTTATAATACAGA -CCTTAATCGTGTATGGAACTTTAATGATGAAATATTTACTAATGTCCGTGCTACATATGCTGCTGTAGAA -AATAATTTAAAAGTAGTTTGTGCTGATTCTTTAGAATCATATAATAGTCCATATCAGGGAATGAGGTATA -AGCAATTATATGATTCCAGATTGGCAGAATATTTATCCAATCCAAATCAATACACAAGAGGTTACGAACT -CTATGCTATGGCCGGTATTTATTTAAGAATGGTTTACGGTGATTCGTCAGCCGGTTTACCTCCACTTGGT -TGGAATGTATTTAAAGAATTCTTTACAAATGGAATTCGTTACACTCCTAGGAATACAATGCCATTAATCC -CATCCTTAACTTATGAAAACGACTTTAAAGTTTTTAATGACGGTTTGGATATTATTGCACAGATTTCAGG -TAAGAGAGTTTCCGAGATTATTAACTATATTCCAAATGGTTTTTACTGGAACTGGTACAATTATCCTTCA -CAGTATCCTTTTAAAACTATAAAGGATTAGATAATTTTAAGTATAGATGTCGAATTAGTGGTAAGTACCG -CCAATTCGGCATCTTTTTATTTTCAGCAAATACGACAATTTATTAACAAGCATGAAACCTCCATGCAAAT -ATTATCCCATTTCAATTTGGTTACAATTATTGACAAATAGCTTCATCCTGGCTTAATATGCTAATGTAAA -GCAACTATATTTACAAAATCAGGTTAAAGGAGTGTTGAAAATGACAGTAAAAATTAATAATGAGGTACTT -GATATATAACTGAATATCGAACCCGAAAGCAAATTATATATATTTTTTTGAACATGCTTTTGTGGTCAAA -TCTATAGTGTATTTAGCATACACTTTTTGTAGCCGTCACTTGATTAGTAAATAATATGCTTTACAAATTA -CACGATGGGTATCGTGTTTTTTTATTGCAAAAATAACCGTGGTTACATGAATCACGGTATTTTTATGCCC -TCTTAGGGATTAAAACAATATTAAATGTAAGGAGTTTAAATTATATTTGAGTAATGTAACAATCATCTCA -TAAGAATTGGCTTGAGCACACTGCCATAAGCCAACTTAATAGTATCGCTTCTCTACCGGGCGTAGTAAAT -GCGGTGGGGCTGCCTGATTTACATCCCGGCAAAACCCCTGTCGGTATAGCTATAATCACGGAAGGAATTA -TATACCCTCATCTGGTTGGAAACGATATTGGCTGTGGAATGGCCTTGTTTATGACTGAACTAGAAAGAAG -AAAGTTAAAACTCGACCGGCTTGTAAAAAAGGCTGAAAGCCTTGAAAGCTTGAGAGAAATCTAGCTGCCG -GGCGAATTTGAGGATATTAATATCTGCAGACTGTCAAACCTTATCCAAGAAAAGAATGATGCAAATTTCT -CTGTCCAAAAAAGAAATATGTGGGAACAGCATAATGCTTTGGAAAGAGGTAATCCAATACGAATTTATGA -AGGAAAGGAATTCATAATAAAATAAATTAGTTAAGCCTTAGTATTGAATTATTATACTTTTTGCTTAAAT -AAAAGATGTGTACCAAATTTGATAATTACGTCAAAATCCGATACACATCTTTATTATTCAGTATATTACT -TTATTAACATCTCAGAATACTAGCTTTTTGTTGGTTCTATTCAACTAAACTGCTTATATGTTCAGCATTA -ACGGCAGAAAACGTGAATACCTTACTATCATCTTCCAGGTCAGCTTCTGAAATTTGGGCGTCGGTGAAGA -AAAATCTCCATGTCCAAGTTTTACTGTCATAGTAGTTAATAACACCGTAGTAATAGGCCAGACTAGAATC -ACTTACACTAAATGCAACTTGTTCCGTTGGCGGAGTATACACCTGATTGCCAATCATAAAAGTAACAGTA -TCAGCCAGATCTTCAAATTTCATAAACCAACCGTATGGGTTACAATATACATTTGAAGAATTTGGGATTT -TTATAGAGGCACCGGTTATCGCAGTTACATTTCCGATAGTAAAATATTCCTCTGATAAATCGCCGGCATC -ATTCTGGTATAAATCCAGCATTCCGCTGTTCCCCAGCTCAATGTCACCGACCAATACTTTTCTCTTATTC -TGTGAATTTACATCAATAGCAACGGTATATGTATCTGTGCCGTTGATATTTCCAACCTCTGTCATTCCCT -CGGAACCCTGTATATTGAGCTTAACTCCATCAGCTAAGGTAATGTTTCCTACCTTACCGCCCGTTACATA -TATTGCATAGGAATCTTTCAAAGCTTTAGTTACAATAATATCACCAATTGTGTTTCCGCCGCTGATGGTA -AGTTTTGCAGTATCTGAATCTAAATAAACAGGAACACCGCTTGGTGCAAAGTGACCAACCAAATCAATTC -CAATGCTTACGTCACCTACTACTTTTATAGCTTCTAAGGTTCCATTATCACCGAATTTGAACATTAATGA -ATCTGTATAATTAACAGTTTCACCATTAGTCAACATACTGTTTATTCTGCCGGCCACACCTTGGGCTACC -TTGTAGTATGTCTTTTCATCATTTGCATTGACTATCTCAACCCGGTCAGTATCAGCACTTGATACTTTGT -AATAATCACCCGTTGGGGCAAAGTCTGTTGGCGTTTCCGCAGCTGAAAGTCTTGCCCAAACATCGTCTTC -ACTAAAGCTAATGTTTGAGTCAGCAGGAGTAATCGTCTTTGTTATTTGATATCCTTTATTTGGCTCTGTA -CTAGAGTCTGTAACTAATTCACTATAAAAAGTAATTGAAGATACAGAATAACCTAAATCTTGAATTTTAT -CACTTCGTAATTTATAATGGTAATTTTGTGGCAACTGGTATTTAGCAACATATTCATCTGAATTGTTTAC -GATTGTCAAATTCCTTGAGAATTTTATAGTAGACTCAGAAGCCTTTCCGCTAACTGTACCGTTTATGCTT -GCCCATCCCAAATCAGCGACTAATTTATTGGTTCCTGTTGGTGAAGTAAAGTTAGCATCACCTATTATTG -CATTATAGTCCGCATCAGTTAAATTTATTTTTACATATGTTCCGTACAACAATTCATAAGTTCCGGGTTC -ATTTGGTTTTTCGGCCTTACGATATTTTGATAATTGATGTTTTTCGGAACCAATCATAACACTTATTTTT -GTTGTATCAATAGTCAAGTCACTTGCCAATGCACCATTATAGCCGGAATATGAGAATTGTATATTCTTGA -CTGCTGAATCCTTATTAAGGTTCGATACATATTCTACCTGCATGCCCGGCTCTGTGGGGGTTACTGCCTG -AGCAACTGCAATATCGGTATAATCACTGATATCAGAATTCTGATATGCTTTATTACCGTCTGTAACAATA -GCTTGTATTCGTGCAACATATGAGTTTCCGGCAACAATAATATTGTTCAACAATAATATCCCTTTAACGC -TGTTTTTCGGAATTGTTAACGTAAGGATTTTATCTGTCGGTGTTCCCAATGCTGAGAATGGAGTAACTTC -TATTAAATATTCTTTTACATTGCTGTCTTCTGCACCATTCGCTGTAGTGATTGTGTAAGCTAGCCCGCCT -ATTCCTGAAGTATTTGAGGATAGTGTTAGACTTGGAGTATTTAACTTTTCTAAAGCAGCATTTGAATATG -GATTTATACCAGTAATTGTAAGAATATTAGAGGTATTATCTGAAACATCTTCCATTACTATATAGGCTGT -ATATTTTTGACCGGCTGTCAGTCCTGTCAGATTAATCGTATAATACACAGGGTTTCCGGAAAATGCCGCT -TTTATATTTGATGTTTTAATCTCCGCCACGGTAGGAATACCTGCACTTGCATCTTGTAATAAACAATAGT -ATGTAACCCTACCAGTTTCTTTTGTAGCATGATATTTCAACGTAGCGGTTGTTCCAGCTGCTGAACCCAA -ATTCTCAACAGTTCCGTCAGAAAGTTCAGGCGGTGTCGTGTCAGCCGGTCCAACAGTTACGGTAGTTGTT -GCCGTTTTAGTGGGATCTGCAGCTGAGACAGCTGAGATTATAGTCGTACCTTCTGTTAATGGAGTTACTA -TACCATTATTTACGGTTGCAACCTTTGTATCGCTGGATGACCAGGTTACTTTTTTGTTTGTTGCATTTGA -AGGGCTAATTATTGCTATTATCATTCCCGTTGGCCCACCTGCTGTCAATGTTATAGGCGTTGTTAAAATC -CTAATATCACTGACTGGCGTTACCGGTGGTGTTGTGTCAGCCGGACTAACAGTTACGGTAGTCGTTGCCG -TTTTAGTGGGATCTGCAGCTGAGACGACTGAGATTACAGTTGTACCTTCTGTTAATGGAGTTACTATACC -ATTTTTTACAGTTGCAACCTTTGTATCGCTGGATGACCAGATTACTTTTTTGTTTGTTGCATTTGAAGGG -CTAATCATTGCTATTATCATTCCCGTTGTTCCACCTGCTGTCAATGTCATAGGCTTTGATAAAATCCTAA -TATCACTGACTGGCGTTACCGGTGGTGTTGTATTATCACCGCCACTGTTTCCGCCATTACCGGGATTAGG -TGTTGGTGTTACGACTGGCGTACCGTTTCCGGTACTATTATTTACAACTGAAGTTCCACCCGTTACAGGC -ACTCCTCCCGCTGTTGCCCCAGTTACTCCGGCTGCTGCTGTTATATGTGTGTTGGGTGTTGTAACACTAG -AATTATTTGCACCTTCCTTGAGAAGGACTTGCTCTACAGTTCCTTCACCACTAACATTAGTTTCCGCTTC -TGAAAATACTGTGTTAACAACGGCACCTTTTTCAGCCTTTATTGCAGTATTTTCTGCTGAATTATTTATA -GAAACAGATTTTATCTTTGATTCCTTATCTACAAAAATACTAGCGTTGGCGCTTACAACCTTCGTATCTG -AAATATTTGCTGCAATTACTTTAACAATTACATCTGGAGTTGCTATCTCCAATGTTCCAACGGAACCTGT -GACTATGATTTCTTCACCTTTTGCAATTTCAATTTCTTTTACAGTGTTGCCATCTAAGATTACTATTCTC -AGTTTATTATTGTTCTTTTCAATTTTGATATTTGAGATATTTGAAGATCCGGTAATATGTATGGAATTTT -CGCCACCGCCCCTAACAACAGTGTTCCCCTTAACGGTTACACTATCAAGAGTGACATCCCCTTCTCCGAC -GCCTTCTGCAATAATCAGATTCTCTGTAATATTAACTCCCTTAAGTGTAACGTCAGGTACCTTTATAATT -ACTGTTCCAGTCACATTGTCGTCATAAGTACCAGCTTTTGTATAATAACCTTTTACAATGTTATTTATGA -TTGCTACGATTTCTGCTCTGGTAATATTTGCTTTGGGATTAAACTTACCCTTATTCCCATTTACGTAGCC -CTTGGCTTCCATCCCAAATACAGAAGTCCTTGCCCAGGATGATACTTCTTTTTCATCAGAGAATTGCGTT -TTGGAAATAGTGCCTTCATTTACTGCAAATGCTTTTGCCATCATTACTACGGCTTCTTCCCTTGTAATCT -TATCTGTCGGGCGAAGTAGTGTGGCTCCATTACCATTAATAATTCCTGCGGCATTTGCCTTTAGAACTGC -ATTGGTATAGAACTGCCCTGGTTTTAAATCTGAAAAAGTGTTCTTGGAAGCCGACTGGTAGTCCATAATG -TTGTCAAGGATACATGCCATTTCTCCTCTGGTTATGGAATCATTAGGTCTGAAAAGTCCGTCATATCCGT -TAATGACACCTTGTGTTGACCATTTGTATATAGCATCTGATGCCCAGTGGCCATTTAGGTCTTTGAACGT -TTGTTGTACTGTTTCCATCGTTGTATCTGCTGCTGCAAATGATGTTCCAAATGAACTCATCAGCATGATG -ACAGCAACGATGATAGAAATTGTTTTCTTCATAGTACTTCACTCCTTATGGTTAATTGTTAAAGTACCTT -TATATTTTGACATTTATTTTAATAATTGTCAACCAAAATATGACAATATTTCCCCAAAATTTGTCTTTTA -CTAGTTGCTAAGCCGTGTAATATAGAACTGATTGAACACGACTCTATAGCTCTGGTAGAAATAGGATATT -TTAATTCCTGTTTAGAATAAACAATAGGCTTAATTGTTGAATAGCATATTCAAGAATAGGATTTATCAAA -TTCAACCATAATTCGACATTTTTGCAAATTTAATGTTAAAAGGTAGATGTAAAACGGTATTTAAAATTAT -TGCCGGGCTGATCTATATAATACATAAAAATAGAACAATCCGGCAATAATTTTAAATATAATATTAAATT -TTGAGATTTAAAACTTTGGAAATAGTTAGCCATTATTGAGTTTGAAAGGCTTGGTATACGAAATTATTTA -CAGTCCCAAAAAATTTTACACTCTCGTAAACCTGTCATTAGAACAACTAATAAATTCCCTTACCACCAAT -TATCATACTGTTTGTTACCATAAAAAGAGTATTCTCCTCCATTAATTGCACATTGATAAGCAAGATCTCC -TTTAAAAAATTGATTATAAACATTAGTTTCACCAGTAGTTTTTCCAGACACATATGCATAATATGCATAA -TTTCCAATAAGGAATTTACCTTCAGTACCAGAAAAACAATTACTTGATACAATAAAGTCAGCGACCTTAC -CAATTGTTGTTGGATTGCTCTTGAAACGAGTTATAATTCTCCCAGCAACTTCTTTTGCTGCCATAATGCG -ACCTGTTTTAAAAGATGAAAAGTCAGCACCGATTGATTTATCAGAATTAAAAACACCATAACCGGTGTTT -TCATGTGTAATACGTCTCCAAATGCCTGAGCTATCAGTTGTCCATGTACTATGAGCAAAAACGTCTGTAG -CAACATGTAATGCTACTCCATATATAAATGCTCTTCTATTAGCAGCATTATTAGGTATACCTATACTATC -AAAAATCTCATTCCATGTCCATCCACCGACACTTCCAGTTCCAACTCCCATTGTTGCATTACAAGTAATG -TATCCATTAAGGTTAGTATAATCGTTTGCGTACATACCATAACTTTGAGATACGGTTCCTTTGGCTACGG -CTTTGCCATTTCCTAGTAAATCCGCAATTTTTGTTAGGTATATGTAATTTCCAATATAATTGGCATTATA -ACCGTCTTTGTCCTTGGTCCATAAAGTTCCATGTAATGTACCTTTTCCCGCTGGGTCATTATATTCATCT -TCATCTGGAAATATGCTACCGAATTGCAGTGCTACTTTCTCCTCAGGACTGAGCGTAATTCCTACTGAAG -CAGCAGCGTCAGTTACACAAGTTTTATGATCATTTTTACCCCATGCAAAAGCATTCATGCTTAGTGATAG -TGTAGTCATAACAACTACGAAAAGAACTGCAATTTTTTTAAATTTTGTATTCATTGAAACTCTCCTTTTT -TTTGGTTAATCTCTTAAGAATCAATTCATGCATACATGACATAAGTTAGCTAACAAACTACATTTTATGA -AAATCGATGATGTTTGTCTTAAAATTTAATTTAATATTGAACACTTTTTATTGCTAAACCTAGATTTAAC -AGTGGTTAGGGATATGCGTGAAATAATTTTTATAAAGTTGGAAGACATTTATATTAATTATTGAAGATTA -AATTTTTTAATAATTTAGACAATTTGATTTATAAAGTATACATAAGCAGTCCCAAAGAGTGAACAATAAA -ATACGTGTGCCAGTATTTGGAATAATTATGTTATAATGTTTTTACATATTAAATAAGTTAAAATTTTTGT -TTTAATTTACCAGGGGGGGGATAAAACATAACATGTCAAAACATGAACATAACTATAGTAATGTACTTAG -AAAAATAACAGCTGATCTGGAAATTAAAGATGTAGATTTAGCTGTAGGAATAGGAGTTACACCTTCTACA -ATTAGCAATTGGAAAAATTCAAAATCATTGCCATATGAAAAAGATATTAAAAGACTTTCTAAATATTTAA -TGCTTAAGCTCGAATCCAAAAATTTACATGCTAATTATATAGATAAATGTCTTAATGATGTAAAAGTAAA -GATACCTGAGAGTAATTTTAATGATGCTTTAACTGCAAAAAAACAAGGGAAGTACGCGTTAACACTGTTT -TTAATACTTAATTCATTATGTAATTCAGATAGAAAAAATAAGAGTATAAAAGTCACTTCCAATATTAGTT -GTGTAATAGAAAACAACGAGAATTCAGTAAATAATGTAATAAATACTGAGGCATTATTAAGTTGCGATAA -AAATTCAGAAATCGTTAGTAGAAAAAACAATAAGAAGTCTTTTATACCAAGGGCATTAATAATAATGTGT -ATTGCTACATTAAGCCTTACTATACTGGTAATAGTACAGTTTAATATGTCATCACTTAAAACTAATGCCT -TTGTTTGGAGTGATCAGGATTTAGTAACTACGGGTATACAGATAGCACTGGATAATCCCCTTGAACATTC -TCAGAAGTATTTTAATAATTTATATAATCTAAAAAACAACCCAGAAGAACAATTGGTGTTGAATTTCGGA -TATGTGTTTGCTGATATTCAAGCCGGAGAAATTGAGACGGAATTAGGAGGAATTTTCTATTACAATTATC -CTTATGGCTATACAGCACTTCATGGAGGATACAATAATAGTAATTATATGAGTTGCTATATCTATTTAAC -AAAAGTTGCGAATGAACTTGGAAATGGAAATATACCTGAAAAAGCTTCAACAACAAATACTCCAGGTTTA -TCTGATAATGACGTTCAAGCCTTAAACGATTATTTTGCCAATGGAAAAGTTGGCGGATATGAATGGGAGG -ATATTTTTAACACAATTGGTATAAAATTTGAAACTTTAAAACCTTCTACATTAAATAAGTATAAAAAAAT -TTTTGTATTCGGATTAGCCTTGCACAGTGCTACAGATGTGTTTAGGCATAGTGCTTTTGAAGAAAGATCT -AAAAATAATTGGACTCAAATTACCCATGATAAGGATGATAAAATATATAAATCCTTATCAAATGCAGACA -ATCCATATTATGTTTATGGATGTAATATAAACAATCATATAGAAAATGGTTACAGTGACATCTATTATGC -AGCACAGCAAATTGCCAGAAAGGTAATAGCACGTTATGCTAAAGAAACTAATGGTACTATTTTTGATTTT -GGTATGCCATTAACATACATTGAGGATAAGAATTTTAAAATAGCAAATTACTGCTTATATGCAAAAGCAG -CAGGAATAGCAACGTTATACTCAAAATATGAAGTAAATTTTGAAGTGGGAAATTATACATTATTAAAGTA -GAATACGATTTTACTATCTATAACGTAAGAAAATCAGAACTACCTTCTGTCCGAATTTTACGAAAATATC -TCTATCTCATTCCACATCCAATTTTGCATGCAGTTTCAGTAGATATTATCCTGACTAAGTTGTTGATGCT -ACTGAAATTACCTCTTTCTATTTCTTTTTCTGATATGGAAATTCCAAATTGACTTTCTATATCTATGAAT -AAGACTAGTAAATCTCTAGGTTTTAATCCCCAGTCTTCTCCTAATAAATGTTTCTCATAATCCATAGTGC -TCTTGGATTTAAAATCAATATTAAATCTTGTGAAAAATATTTTTTGTAATCTTTGAAATATCTCTTCATT -CATATATTTCACCATCCTTACTGTTAAGAATATATAAGAGAGAATATAATCGGATTGAAACACACAATCC -GATTATATTTTTTAAATCTTTTTTTATGCTTGACGATCGGATATAAGGCCTATTTGTGGTGCATAGCTTG -GCGGACCGCTTGTTGGACTAGGTCTGCAATAATACTCACATGCACTGTCACAATTACATAAAAACGCCTG -CAAGGTTTCTTTTTTGGTGACAAGCTTTTTCCCAAGTTTTCTCATTAACTTCACCCCCTTTATTCTGAAA -TGTACTTTTATGTATGACCCCATCTGTTGTTTTGCTTAACAGATATTGGCAATCATCAGAGTTTTTTTAA -AACTATATTTTGTTAACCAACTCTATTTCCGAGTACTTTTCAAGGATTGATTCCGAAAATTCCCCAATGC -TTTGTGCATCCTTTGAATTAGATATATTGAACAAAATTTGATTCTGTGAATTTAATACAGCTTTAAGTTC -CTCAATATCTTTACTTGAAACATTAAAGTATTTAAGCCCTCTATGTAAGTACGATTCCGGCATGTTTAAT -TTAACATTAGCCACGTTCAAGCAATCAACGTCGTACCCGAATTTATGCTTAATTGAAGTATTAACATCTT -CAAATAAACTATTATCATATTCATCATAGTAGACACTTAAAATACATACATCAGGTCGAACTGCACAAGA -AACCATATACGCCAATATTCCAAAATCCTGAACAAACAGGTCGTTTAAAGGAATAATGCCTCCCGGAATC -CCAATTATGAAAAGATCTGGCTTTTCATCCTTTTCAATGCTTTTTACATAATTATTAAAACAAACAACTT -TTTGTGTTTCAGACATGGTTTTGTCAAACATAAAATCAGGAAATGAATTAAAACCTGCACATTCACAATA -CTGTCTTGTACCTATCTGACTTACCTTATATCCTTTTTCCAGATAATACTTGCGTAGTGCCAATTGAATA -TCGAATTTATTAGTTTTCTCTCCCGTACCTAAAATAAAAATAACGGGAATATCAATAGTTTGAATAGTAA -TGATTGATTCTTCAATAAACTTTTTATAAAACTTTTGAGATGATTCATTTTTATAATAACTGAACTTTAC -TCCCTCATAATTGCATAAGGTTTTAAGCTCAAGTTCTATATGCTCTTCCAAGGGTATAAGGCATATAATA -TCTTTCTTCTTATGAATACTCTCAAGTATTTTGGGATAAATATACTTATTAAAATCAAGTGGCAAGCTAT -AATCGCAAAAAACCACACAGTCACAGTCCTCCAGCTCGCTTTCAAAACATGACTTTACCGTTATCCCTAT -GTATTCTCCGTCATCAGCCCGGCTTGCATCTTTGTCTTTCATTCCCCAACCACCCGGAGCAACTAATCTG -AATTCTTTAAAATCCAGACTTCCATACCTTAAAAAAGGTGTAAACTGCCTGTTATAAGGATATACCAAAC -CTACATTTCCCATCTTCCGCCTCCTGATTAGTTAAAATTCACACCAATCTCCTTTAGTACACATATATCC -TTTAGTCTGCCTTCAACATCAGCTTTTACCGAATTGCAATATGAGAGCTTTTGTTTGCCCGACAACTCTT -TTAAATTGTCACATGAAACCATGCACAAGGAACAATAACGTATGGCCCAGCAATTTTTACATTTTTCCTC -AGTCAGCTTTCCGATATTTAATAAAATTCTGACTTTGTCTATATCAATTCCTCTATCAATATGGCCGATT -TTTACGACTTCTGATTCCTCGCTGACACGTTCACATGGATAAAATGTTCCGTCTACACTCATAAATAAGC -GTTGAGAGCCCGGGATACACGGCCCTCCATGATGATATTTATCAGGCAGTGATTCTGTTATTTCCATCTG -TTCGTTGAACATCTTTTCCAACATATTAAATCTGGAAGTAACTAATGGTGATACTTTTTCAGAATCAAAA -CGATTTATCTGTGAAAGAAATAATTTAAAAAACTCGTATCCCCTTTTTATGAAGTAATCTTCGGATATTT -CAACATTCTCTTTCCTGTAGAACATATTTATTTCACTTGCATTAATAATTGCATCCTGTATAACCTCATT -TCCTGAGAGAAACTGACTTGTACAATTGTAGTCATTCTCAGGGTCGGCTACAACATTAAATATTACCTTA -CTGAAATAATCCGGGTAGTTTTCCTTAATCTTCGTTATATTGCTGATAACTGTATCAAATGAACCGGAGT -TATCCGCATATACTCTATTCTTATCGTGTATATCCTTGGGTCCATCCAGACTTATCATAAGTACAACATC -ATTTTGATAAAAATACTCTATTATTTCCCTTGTAATTATGGTTCCATTAGTAGTGATGCTGAAATTAACA -TGCTTTCCTTCAAATTTAGTTTTAGCGTATTCTATGGATTCTTTTATTAAATCAAATTCGATGATCGGCT -CTCCACCATAAAAACCTATGTTTACATAATCACAGTCAATGGAATGTTCCCATAGAAAATCAATGCCTCT -TATGGCCATTTCTAAACTCATTTTTCTGTTTGAGTGTTGGCGGTTATTATATTTACCAGAGTATGGACAA -TATGTACATCGTAAATTGCACGCCTGTGTCACCTGAATAGTTATCATATTGATTTTATTGTTCAGATGGT -ATTCAAGAAATTTGTCTTCAGGATGTATTATAGTCTCGACATGCTTGTCCGATAAAAAACCCTTTTCTAT -AAGGGACTGTACTTTGGGATGCTCCATATCATTTTTGTTTAATGCATCAGCTAATTCCTCTGATATGCCT -ATAATTGAATTTTTGTTTACATCATAAAAATATTTGCTCCCATTAGTTTCGAACATATGAATAAATGGCT -GGTATTCTTTACACATTTGTTTTCACTTCCCTGCTTTTCGGCAGATTTAGCAGCCGTTATTTTTGTACTA -GTTCTAATGTTAAATACCTTCTATATTTATTCTACACATTTAATCCATATAAGTCAATTAATGGCAATTA -TTTTATTAATGACACACCTAATTTACCTCAATCAGAAATTATTTTAAAAGTTTTCCTCATAAGTCCTATT -TCTTCTAGTGCCTTTAAGAATCCCCAAAAATAAAAGTAGGCAAGGTGGTTATAATCCTGATGTGACCCCA -AAAAGTTAGACTTTATTGCGTAACAGATTTTGATATTTGTTACGCATTTTTTATGCAGCCAAGAGCCTAA -GTCTGTATTGAGCAGGACTCAGCCATCCTAGTTTCTCTTTAATTCTTTGCTCGTTATAATACTTTATGTA -TCGTTCTATTGCATTTTTTAAGTCCTCGTAGCTGTAGTACACAACTCCATAGTATATCTCTTGTTTTAGC -AGACCAAAGAAGTTTTCCATTACTGAATTATCATGGCAGTTACCTTTTCTAGACATACTTTGAAAAATCC -GTTCTTCTTTGAGACGATGTGAGTATACTTTCATCTGATAAGCCCAACCTTGATCTGAATGGAATGTTCT -TCTATAAGGACAATCAGATGTGATTTCAATAGCTTTATTAAGTGCACTCATAATATTTACTGCAGATGGA -TGTTTATCAATACCGAAACTTACTATTTCACTATTGTACATATCCATAAAAGGATCCAGGTAAAGCTTAT -GCATTGTCATATGTCCCTTGGAATCAACTTCGTAGTATTTAAACTCTGTTGTATCAGTTGTAATCTTCTG -GTGTGGAATATGAGTATTGAAACGTCTACGGATTCTGTTAGGTGCAACTGTTCCAACTTTTCCCTTATAA -GAACTGTACTTGCGACTTTTTCTGGTAAAAGAAGTAACTTGAAGACTAAGCTTTTGCATAATTCGCTGTA -CTTTCTTCTTGTTTACTATAAATTCTTGATTCCTGAGTTCACCATACATACGACGATATCCATAATTCTT -ATTATTCTCATGAATCTCCAATATCTTATCTTCCAGTTCTTTGTCTGGATTCTCTCTATCAAATCTTTTC -TGCCAATACATATATGTTGCTTTAGGAAAGCCTACTACTGCGAGAATGTCTTTTAGTTTGAAATCTCCTC -GGAGGCTGTAGACGATTCTCGCTGCTTTTTCAGAAGAGTTTCCTCCTCTAAACGCAGCCTCCTCAGTTCT -TTTAAATAGGCATTCTCTATACGTAACTTTAAAAGTTCATCTTCAAGCTGTTTAACATATTCAGCACTAG -TATCAACAATAATTGATTCAGTTGCATTGGTATCTGTTACTTTTCTTTTTAGGCTCAATGGTTTCTTCCG -ACCTTTCTTCTTAGGTCTCAAAGCATCCGGACCAGCAATCCGAAAATCGTTCACCCACTTAACAATCAGT -GCAGGATTACGAATTCCTTCTTGAATAGCTAACTCTTGATATGAAACCTCACTTGTTAAATATAATTCTA -CAACATGAAGTTTATATTCGAAAGAGTATTTTTTTTGTTTGCGAGAACGCACCAAACCTTCGTCGCCAAA -AGCATTATAATTAAGGACCCATTTCTTAATGTTGTTAAACGAGGGGATATCATACTGCTTTGCAAGATAC -TCGTATCCTCCTTCTCCATTTAGATAGGCTTTTACAATTTGTTTCTTAAATTCAAAAGAATATTTAGCCA -TAAAAATACCGACCTCCAATCGTTAGATTATGGTCTAACTTTTGGGGGTCGGTACACGAATTAATTTCGC -CCTACTTTTTTAAGAATTTGAGAATCTATTAAAACCTTTTAATTTGAGTATTTACAATCCTCTTTAAGTA -TTTCAATACACTCATCAAGTCCTTTTCCTTCATGTATTATCATACTTATAAGTTTAATAAGCAAGCCCGG -ATTATTATACTCAAAAATATTCCTTCCTATGGCCACTCCCGCTGCTCCTGCCAAAATTGAGTTATTTACC -ATGTTAAGCAGCTTTTCAGGATTGTTCATATTTTCACCACCTGCTATTAGCACAGGAATTTGAACATTCT -TCACCAGCTCGCTTATTTCTTCCATAGTTTCAGGACACTCAACCTTTACAATGTCAGCCCCAAGCTCTTC -TGCAAGACGGGCAGTGTGTGCGATATCCCCTGGTTTTCTTTGGTTTCTCTTAGCATATACCATGGCAAGC -AGAGGCATCCCCCATCTTACGCAGGACTCGGATACTTTGCCAAAATCCTTGAGCATAGAGCTCTCATCTG -TGTCCCCAAGATTAACGTGAATTGAAACCGCCTCAGCCCCCAATTGCACTGCTTCTTCAACAGAGCCTAC -AAGCACCTTACAATGGGAATCATTATTGAATTTTGTCGAAGCTGATAGATGTAGTATGTAATTTCCATCC -AAAAAAATTTCATCCTTACAAAGTCTTGTTAATATACCCTTATGAAGAACAATCCCATCTGCACCACCAC -TTATAATCTGCCCTATGAGTTTTCTGTAATCTCCGAGACCTGTAATGGGCCCCAATGTCACTCCATGATC -AATTGGAACAATACATGTCTTTTTGCATGAAGGTTTAATCAGCCGTGCCAATCTTAAGGCTTTACCATCC -ATAATGAAATCGATCTCCCTTTTATAAATTATTATAACCTATTTGTAAATTAATTTACTTTTCCTGAATT -GACTCATCAATTTTCAAGCCTACATGCCTGCCACCTTGGCATACATATGTAAGGAGTTCTTCACCTTCCT -TTATTGTTGAAGCATTCCTGACCTCTCCATCGGCTCCGAAAATCCTTATATGCCAATCATCCTGTACCAT -CGTATTAATACGCTTTCCATCCACCTCAACCTCAATCTTTAATAATGGCCTTTTCTCTACTTTTACCCTT -CCGACCACTACCTCCCTTGTGTTGCCTAAAGTATCCACACACAGCAGTTTACTTCCGCCCTTTAATTCCG -TAATGTACGAGGTTTCACCTTCGGGTGCCCATACATAGGAATGTACGGCACCTGCATTAACTCTGAAGGG -ACGTAGTTCCATATATGGTAGGAAGTGAGTTTCTGAACTGACCAAAAGCCCCCCTTCTGAAGTTGAGCCG -ATGAGCATTCCTTCATTTTCTTTCAATAGTCCGGTGGTGTCTATACATGCCCTGTAGCCAATTCCAATAT -GCAACACCTCGGTAACCCTACCTTTAGCCAGCTGAATTTTAGATGTTCCCATTTTTTCTATAAATGTGTT -TACTTTGATTATTTCACTATGATCCTCATTACTGAACACAACCCCATCGCTGCCCACTTCCATTACCCCG -AAAGCCAACTCCATATCTTGGCAGCTGTTAACTATTTTTAAGACCTTGGTATTTTGGGATTGGAGCTTTG -CTACCAGCAGTTCCAAGGGTATATTTGTTGTGTCAGAAAATTCTGCTACAACATAGTCGAAATTTGAACC -AGCCTGCCATGCTTCATCCATACTGTTTCTATCAAATATCCGGTGTAAAAGGGCGGTCTTGAAACCTTTT -TGAACTGATTTCTGCAGTAACTGCCTATCCGCTGACAAAACTATGTGCTCCTTGTTTAAATCCTCCATGT -CTTCTTCGCTATTTATTTCAATAATCAGATTCATTTTATGTGGTGGTGTTATGGTATCCAACATACCCCT -TTTAATTAGTAAGTTCTCAAAATTTAGGATATAAATCATATTTAAAATAGCTTCTTCGTTTTTTAAATTC -CTACCATCAAACCAAATCATATCTTTTTTCATAATTTTAACCCCTTGTAAATGTTGTTTTTTAGCACCTG -TTTTCGAAATATCATATTTTGCTTTCAACGTAGTCCACGATATCTCTTATAGTAGAAAACTTGGCAAAGT -CAAGATGCTCATTATCAAATTCAAACCCAAATTCATTTTCAAGCATCACCACTAATTTTACAAATTCTAC -CGAATTCAAACCAAACGTAGCCAAAGTCTCATCCACTCTGATATTATCGGCAATATCCGAAGCCTTGTAA -TTTTCCTTTATAACCTTTTTTAATCTCGTTTCCACCATTTCTGACATAACCCTCATATTCCTTTCTGAGA -TATAGATTTTTATATTTTTTCGGGTTCCCCACCCTGTTTACAAACTATATTATGGATATATTCTTTAGTG -CTTCAAAAAACTCATCACTGGTTTTACTTATGTTATTAATATTGTTAACTACCGTATTATCAAGTTTTAT -ACTCCTCCCCCTTATCAAACTGGCAGCACAGATATTAATCAAAGCATTTGATGTCTCCAATATATCGTTG -GACATACCTATAAGCTCTTTATGCTCTTTATCAAAGAAGTCTTTGAGTGTGCTGATTAACAATTCCTTGC -TTCCAAGAAAAAAGTACAACTTATTTAGTCCCTCAGCATCAAGTTGCTTGTCATCACTTGTCATAATATT -TCTGATAAAGATTAAATCTTCGCTCTGCAGTTCATTTTGCGAAATATATTCCAATAATCCGGTTATCTTA -TTTGTAATCCCACCAATACCCACATCCTGATGCTTTTCCATTACAAGTATTTCCATACCATTTGTGTTAG -AGTAAATTTGTTCCAAAATATCAAAAGTGGTATAAAACCGTCCATAATCTATAATCTTTTCTCCATTTTG -CATCAGGTGGTTGTAATCTATAACGGAATATAACCTTTTACTACTATCATAACCGTTAATCACAGCAAGA -TGGTTGGTGTGTTTGCTTAAATAGAAGGAAGAGTAGAATGTAAAGTATTCGTCAAAACAAACCAAAATAG -GCTTGCCTTTATCTATATAGCTGCAGATTGTTGTATGTAAACCTTCCAAAGTACGAACCTTCTTTACACT -AGCTCTTAAACCAAAGCTTTCAAGAAGTTGGTTCTCTACAAGATTACCGTTATAAAAGGTTTGTTTACTG -TAAATATCTCCTAAATATCCCTCTAGATTAAAACATCTCTTTATACCAAGAAATAATTTGAACAGTCTTA -ACAATTCTTTGTTCTGCTGCCCTAGCAGTAGTCCAAAGCCTCTGTCCAGGCAATTCATTTGCCGCCACAT -TAATCCGCTGATCTGATTGACTATGGATTCCTCAATTTCTATTTTACCTATTTGTGGTAAAATATTTACC -GTTGCTGCACGTTCCGTACGTACTTCTACATTATCCCCGTCATTCACCGAGATTTTCTCTCTAGCCGACT -CAGGATACTTTTCACTGATAAACATAGCCAAATCGACAATGCTGAAATGTTCAAATAAATTATTTATATC -AATTTCAACATTTAACTGTTCTTTAAGTTTACTTGCCATATTTATGGATAACAACGAGTTTCCGCCCAAA -TCATAGAAATCATCGTGAATGCTGAGCTCACCTATTTCCAGAATGGCCCCCCATATGTTCCCTATTAGCT -TTTCAAGCTTGGTATAGTTTCCGGACACTCCCCCTTTGAGTTTAACAGTGGGTAATGGACTCTCTTTTAC -AGAAATTAAGCTATTACTACTTACTGTACTTTCCAATTCAGCTGCTATATCCTTTTCAAGCTTGAAAAGC -TGTATATCTTCTGATATACCAGACAGCATCTCGAAATCAAGTTCCCCTGCAATTACATGGGTTGATTCGG -ATTCTAAAATAAGCTCAAAATCACTTAATGCCTGCTCTACGGAAATCGGTTTAAATAAGGATTTGTTTTT -ATCCGCCTTGTATTCAGCAGCCATCCCGGTATCCTTCCATGCCGGCCAACTAATGGATACAGTCCTTTTT -CCCTGAGTACTTCTCCACTGTGCAAATGAGTCCATAAATGCATTTGCTGCTGCGTAATCCCCCTGACCGG -GTACGTTTAGTATAGACATTACCGAGGAAAATGTAACGAAAAAGTCAATTTCATCCTCCCTTGTAACATT -ATCCAGCATGAAGGTACCCTCTATTTTGGGAGACAACACTTTGCTTAAATCAGCTTGTGACTTACCTGAA -ATAAGGCCTTCTCCGGCTAATCCCGCACAATGGATTATTCCATTGATATTATTGAATTTATCCCTTATTT -CATTAATAACACCCATCATCTGATCCTTTACCGATATATCCCCTGGATAGCTAAAAACAGCCGTTCCATC -AGCTTCAATACTATTTATTGCATTAATTCTTTGGCATAATTTTGTATCAGCACCCGCTTTAAGAATTTCC -GCCCATTCATGACGTTCAGGCATAGAGCTGCGATTTACCAGTGCTATATTTCCTGCCCCTTTTTGGGATA -GATGTCTTGCAATTTCAAGGCCTATCCCACCAAGGCCTCCTGTAATTATGTAAACACCTTGACTTTTAAT -ATCAATCCCTTTTCGGCTACCACCGCCCATTTCCAATCTTGCAAACTCCTGAATGTACCTTTTTCCATCT -CTAATTGCAGTCAAATACGATGTATTGTACCCATACACCTCACTGACAAGGCTGTTGGCATCTGTGTCTG -TATCAATGTCAACACCTCTGCACCTTATATTCTCGTATTCCGCAGATATTACCCTGCCCAGAGCAAATAA -TGCGGCATTGCCGGGATTGGCTTTTTTCTCCTGCTTGTCAACGCTGAAAGTATTCCGGCTTACCAATACC -ATCTCTACTGACTGCCCGGATTTCAGCTTCGCAAAACTTTTTACCATATAAAACAAACTGTATACGCCTG -TTATATGGCTCAATTCAAGTTCTTCAGGACTATCTCCGTATTGTTTACTTCTATTGCCAAACAGATGGAT -TATTTTTGATATCCTCCTGTCACCCATATCTTCAAAAAGCTTATAATAATCTCTTTCGCATCCTGATATG -GTATAGCTCAGTTCATTCTTTTTTTCATAGGATTCCCCAAGCATTACTTGAATAACATCTATTCCCTTGT -CCGTCAGATTAGAGGCTAGACCTTCGCCAATGCCTTCAGCATCCATGAATATAGCTACTGTTTTATTTGT -CAGGTTCATACTGCTTTTTGGTGCTTCGGTACATGGTACCCATCTGATTTCGTAAAGATTGTGTTTGTTT -TTTTCCGGCGTAACCGCCTTTGTTTTCTCTCCTTTTTCGTTGTCTATCCAATACCTGTTTCTCTCAAAAG -GATATGGAGGCAGATGAACTGTTCTGCCCCCTGTACCCTCATAAAACTTATTCCAGTCAACATCTGCACC -TATAGTATAAAGCCTGCATAATTCTTCTAATTCATGAACTTCGCCCTGCAAAAATGCCTTCAACTTTAAA -TCTGCTTTCTGTGATATTTCCCTTCTCTCGTGCTCTGTTATATCATTTGCTTCATTCAAGCCTTTTTTTG -AAGATACTATCTTGTGTTCACCAAAATAAATATTCTGTACATGAGTTTGTTTTATGTCAATTACTTCCCT -AAGTTGAATAAGCTTTTCCCTTAGCTCGTCCATACCTCTTACAATAATGGCTGCCCTGTAATTATAATGT -CCCCTGCCCACGGCTGTAGTGCTGCAAATATCCTTCAAAGAAGGCACTTCCGGCCTGTTGATAAATTTCA -AATATCTTTGTACCAGCTCTTTCATAGAAAATTGGCTTTTAGCCGAGAGTGTAAAAACCATAGGTCTGTG -GGATGCTGTCTCTGCTCTAATTTCCTTTTTTACTTCCTGTATAACCACATGGCAGTTTGTACCACTGAAG -CCAAAGGAACTCACTCCGCATAGTCTTATATTCTGGTCTGCTTCCCAAAACGTCGTCTTGTCATTTACAT -AAACAGGTGCATTACTAAAATCTATATACCTGTTTGGATATTCAAAATTCAAGGTAGGCGGAATAACTTT -TTTATTAATTGCTAAAACGGTTTTAATAAGCGATGCAATTCCAGAGGCACCTACCAGATGGCCCAAATTT -GTTTTTACCGATCCAATTCCGCAAAATTGATTTTTTTTTGTAAACTTCCTGAAGGCTCTGCTTAAACCCT -TAATCTCAATGGGATCCCCCAGAACAGTACCTGTTCCGTGGGTCTCAATATATGAAATATTTTCTGGATT -TATCCGTGCTTCCTTCCAAGCCTTTATCAGCAAATCTTCCTGTGCTTCTGCCTTTGGAGCTGTAATCCCG -TTTGATGCACCGTCATTATTAACAGCACTTCCCTTGATAACCGCATAGATTTCGTCCTTGTCCTCCATTG -CCTTTTTCAAGGGTTTCAGTATTACAACACCTACTCCCTCTCCCCAGACGGTACCACTGGCCTTATCATC -AAAAGCTCTGATGGTGCTGTCATTGGATTCTACAATCCCCATCTCATTATTTTCAATGGGCTTGTAGATT -ATATGTATACCTCCGGCAATTGCCATCTGACATTTACCTGTTTTTAAAGCATTACAGGCTTCATGAACAG -CTACCAGCCCCGAGGAACATGCAGTATCAATAACCAATGCCGGACCATTGAGGTTTAAAATATAGGATAT -TCTGCTTGCCAGGATTCCTGACCAAGAACCTGTTATAGCCAGCGGATCCCTATCTTGTATCATGTATTTA -TACGGTGAACCCCAGGTATGGTCATTCCCCGTATATACACCTGTGTTGGAGCCGTAAAGCCTGTCTCCCC -CGTATCCTGCATCCTCTATGGCTTCCCATGCCGTTTCAAGAAATACTCTCTGTATTGGGTCCATATATTT -GGCTTCTTTGGGTGAAATACGAAAAAATGCGGCATCGAACTTGTCGATTTCTTTTATATATCCTGCCTTG -CTGTAGCTACTGTCGGTACCTTCAGTTATTTCTACAGCAAAACTACCTCTGTCCGGTGGAATTTTGCCGA -TGCACAGCCTACTGTCCATGAGGTTTTCCCAATATTCCTCAAGATTCTCCGAACCCGGAAACTTGCCTGC -CATACCTATAATTGCAATTTCATCATTCTCAATATGCTGCTTGTTCTTTTGCAGTTCCGATAACAATACC -ACAGAATCCTGAGGGTCAAGCTTCTTGTCTGCTACCAGTTTATATATAATATTGTTAGCCGTTTTCACAG -TCTGCACCAATCCCTTCAAAATTAAAAGATACCAGACGCATTACATTAACCCTTTTGTTTTCATCAATTT -GTCTACTTCTTCAATAGTTATTTCTCCCCTTGAAAGCTGCTGCATTATTTCCTCCATGCCTGCTTCCCCA -TCCTCTGTCATAATCTGCTGATTTTCAACATCCGGCTGAATTTTTTCTTTCCCCGTCCTGCTTTCTATGT -ATTCGGACATAGCACTTATTGACGGGTAGTTAAAAATATCGGATATATCCACAATTCCGGGAAACTCTTT -CTCTAAATTTTTTAATAGAAGTGTTGCCATTACAGAATCTCCACCCAAATCATTAAAATTATCATATACA -CTCACTTCCTCAAGTCCCAAGGCTCCTGCCCATATCCTGGCAACTACGGCTTGCACCGAACTTATCCCTT -TATCCTTGCTCCCTTTTATCTTCAGAGGGGTTATTTCCCCTTCCCTTGCTGTGTTTCTTTGAGAATCTGT -GTTACTGCGTACTTTGTATTTATGTATTTTCCCTTGTATTTTATTAGAAAACCTTATGGCTGTGCCTGAG -TCCAACAAAGGAATTGTTTCAAAATCAAGCTGACCTGCAATTATTCTGGTAAGTTTTTTGGCAGTAATTT -CTTCAAACATTTGTATTGCGTCAGATGTGGTGGCAGGTAAAAATACACCCCTAATTTTCCCGTTTATTAT -ACCGTTATCAAAAGCCATTCCTGTTTCCTTCCACGCAGTCCAGTTTATAGAAACAGTTTTTCCTCCTGCT -GTTTTTCTTCGGTAATCTGCAAATGAATCCATAAAAGAGTTTGCCGCCGTATAATCACTCTGCCCTGCTC -CCCCGAGTATAGAATTGATTGATGAAAACATTATGAAAAAGTCCAGATTATCCTCTTTTGTTAACTTATC -TAAAATAAATGTTCCCTGTACCTTTGGCTTTACAACTCTGGTAAATATCTCCATGTCCTTACGGATTATA -AAACCGTTTCCGGCTATCCCCGCAGCATGGATAACCCCGTTAATCCTTCCGTATTTTCTTCTTATACTAC -TTAATACGTTTTTCATGTCGTTTTCATTCGATACGTCGGCACTGTAATACACAACTTGGGATCCACTTTT -TTCAATATCCTTTATAAATTCAATCTTTTGGGCCAGCATAGTACCGCTATTCTTCTTTAATATTTCATCC -CATGCCTCCCTGTCAGGAATATAAGTTCTGGCTATGAGCACCAGAGATACCGGTTTTTTGGCAGACAAAT -ACCCTGCAAACTCCCTGCCTATACCTCCGAGCCCTCCCGTTATTATGTATACACCTTTTTCACATATTTC -AATTTCTTCCGGCTCAGAATCTTCAAGGTGTACTTCATCCATTTCCTGATGGTATCTTTCTCCGTCACGA -TACGCAATCAAGCTGCAGCTATCTCTTGAATTCAGCTCGGAAACAAGCTTGTTAACCTCAGTTGTTTCAT -CAATATCAATACACCTGCATTTCAGGTTGCCGTATTCCTGCCCTGCAACCGTACAAATACCGGGTATTGT -GGCATTATAATAATTGATTCTTCTTTCCATGCCTGTCACCATATTTACGTAATCTGAAACAGCTATCAGC -TCTACTTCGTTGCGTATCTTGTTACTAATTAATGACCTGATAAGGTATACAAGACTGTATAAGCCTCTTT -TCTGTGTTTCGGCAAGAGAATCACTGTCTTCCGGCAGCTTTTCCCAACCGATTGATGACAGATGGATTAT -TTGTGAAATACCTTCTTCACGCAAATCCTTGATAAGCCTGTCATAGTCCTCCTCACCATACCCAATACTG -TATCTTCCTGTGGCGAATTTTTCATAACATCCGCAAATATCGACCTCAACTACATCGACTCCCAGGGTTT -CTTTTATATCCATCCAGAGACTTCCCCGGTCCTTAAACAGCAAAACCTTTCCTGCTGCAGGCTTATACGC -ATTGTGTATGGACTCAACTCCCTTTGTGGTGTAGTTCTTAATCCAATTCATACGATGGAACATATTCACT -TTTACTGATTTGTAATCAGGAGTAGTAAGCAGCTGATTTACTTTTTTCAGAGTATAGTTTTCTATGTCTG -CAAATACCCTGCCTTTTTCATCCATTAGAATTATGTCAAAAGAGGCAGTTTCCATGTTCAAATCTGCTTT -TCCCTTTTGTCTGATAAGGCTGTACAGCTTATCCGGCATTTTTCCATATATTATCAGGCTTTTATATGAC -CAGGGAAGGTAAAGCCCTTCTCCTATACTTCCTATTGCAACATTTACCGCACTATCCATAAGTGCCGGAT -GAATTATACATTTGTCCAAATCCCCTGTAAATTCGTCCGGCAGCACCAAATATGCCAGTACTCCATCATG -TAACGTATAAACTTTTTTCAGGTTGTTCCATCTGGGCCCTGTATCAATAAGGCCCTTTCTTTTCCCTGTC -AGTTCAATATCTTCTTCAAATATAGCGCTACGTGCCATTTCATCCGGATTGTACTGGACTGAATTTCTAT -CTTCATCTAAAAATACTTTTCCTTGTACATGCCTAACCCATTTGTCTCCATCCGGCCTGCTTGCAACATA -AAAGCCTAAATATCCGTCCTCAATTTTCAGTACCGTCTGTACATCTCTTGCCTCATTTTCTCCCACAGCT -AAAGGAAATTCAAAAATGATATCTCTGAATTCCAGATTCTCATAATACTTGTAATGCCCAACGGCCTCAC -TGACCATCTCGATATAACTTGTTCCCGGTACTATAAAGTTGCCGTTTACCTTATGCTCATTCAAAACCCA -GTGCCTATTCACCTGAAAGTTGGTGCTGTATACGGCACCCTCCATTGTCTCTGTGCTACATGAATCCAGC -AATGGGTATCCGAGTTTATTATAGCTTTGTTCGTATGCGTTTATTTCCGCTGCCTTTGGCGTATTCGCAG -TCAGCCAGCAACGCAGCCGTTCAAAAGGATAAGTTGGAAGACTTACTTTTTTCATACCTTTCCCGTCATA -AACTTTATCCCATTGTATGTGGTCACCGCTTATATACGATTTGCATATTTCGTCCAGATGTTTGTTGTAA -ATGTCCCCTGAAGCTGATGTCAAATCAGGCAGGGTGTCAGCTTCAGGAGTCAGATTTTCAAAAGTGGATA -TTCCCGGATGGTCAGTGGCATATTCTTTTGCAGAATATATACACTTTGTGTCAATATTGTATTTAATTGA -GCCTGTGAGAAATGCAAGCTTTTGTTTTAAATCCTTTATATCAGTTGTAATAATTGCGATTCTTACAGGG -AAATGCGTCCTCCCCGTATTTGCGGTATAACATATATCCTCTAAAGTTACATTTTTAATATTGTCCAACA -TATGCCTATAGGCTTCTATATAACTCTGCAAAGCACTTACATGGTTTGCAGAAATTGTAAGTACATTTTT -TCTGTATGGGATTATACTTTCCTCTGCCGGATATTGTGGTTTCTCCGATGAGGGGGCTTCTTCTAAAATC -ATGTGGCAGTTTGTTCCGCTCAATCCAAAGGAGCTTATCCCGCATCTTCTGGGAAACCCGTCTGTCTCCC -ATTGTGTTAAACGATCATTAATATATACCGGGGATTCCTGTATGTTGGTTTTTCTGTTGGGCCTTTTAAA -ATGCAGCATAGGAGGTAATTCTTTATTTGTCAGAGCCATAACCATCTTGATTACACCTGCCATTCCCGAT -GCATTATCAAGATGACCGATATTTGTCTTTACTGTTCCCAAAGCACAAAACTGCTTTTTGTCTGTGTACC -TCTTAAAAGCCGATTCAATTCCGTCAATTTCTAAGGGGTCGCCCAATTTTGTACCTGTTCCGTGTGCTTC -TATATATGAAATTGTTTCTGGATTCACTCCGGCATCCTTCCATGCCTTTACTATGACCTCCTCCTGTGCG -GCGGAGTTGGGAGCGGTAATACCTATAGAGTTTCCATCCTGATTGATGGCACTTCCCTTGATTACCGCGT -AAACGTTGTCCCTGTCTGCAATCGCCTTCTTCAAAGGCTTTAAAAGTATGGCCGCACAGCCCTCTCCTAT -TCCGGTTCCATCAGAAGAATCATCGAAGGATCTGGCTTTTCCGTCCGAGGATGTTATTCCAATGCCATCC -TGCCTGTTGATTTTTAAGGGCAGCAAATTGAGCTTGACCCCTCCTGCCAGAGCCGTTTCGCATTCTCCGT -TCCTTATTGCCCGACAAGCCATGTGTATTGCAACCAGTGATGAGGAACATGCAGTATCCACCAGCATACT -GGGGCCCTTCAAATCAAGATAATAAGATATCCTGCTTGCAATTATAGATTTTATATTCCCCGGTATTGCT -ATTCCTGATAATCCGGGATCTACTGTATGTATAAATCTTTTATAACTTTCACCGAAATCGGAGCTGTAGC -CAACGTATACACCCGTTTTGCTTCCTGACAGCCTGCCGTTTCCATATCCTGAATCCTCTATAGCCTGATA -TGCCGTCTGCAGAAATAGTCTCTGATTTGGGTCTATCAGGCTAGCTTCCTTGGGTGATAATTTAAAAAAT -TTATAATCAAATTTATCTACTTCATCAAGGAAAGCACCTATACTATATTCTATTTCTGACGGTTTCAGGT -TCATGTGGCCCAGCAGTGCATCTGTGTCCTTTTTCCTTTCCTCCGGAAAATCTGATACACAATCCCTTCC -ATTTCTGATATTTATCCAAAATTCGTCAATATTTGGGGCAAATGGTAATTTTGCTGCCATGCCAACAATT -GCTATATCATTATCACTCCTGATCTCATCATCTTTTAACAGCCTTATTATTTGGGCCGCAGCCTTTTTAC -TAATATTGCCGTTTCCTGTGTTTTCAACGATATACTGAAATACCCTGTTCAAAAAGCATCCCCCTTTCAG -CCCTCAAATTTGTCATGAGCCACGCTAAATATCATCTAATTTTGACAACACTTCATCAATTAATATATCT -CCGCTTTCAAAGCCGTCCAGTAATTTGATAATGTCATCATCACCATCGTCTGAGGTTGGAACAGTAACAT -TTTCATACTTCTTTTGTTCTGAGCCTTCCATAAAGTCTGCCAGCTTTGATATTGTTGGATATTTAAAAAT -ATCAATAACCTTGATTTTTCCGGGATATTTTTCATCAATCATTGAATGCATCTGGTTTACCAGAAGAGAA -TTCCCGCCCAAGGAAAAGAAATTATCTTTGGTGCCCACCTTCTTCATGTCAAGAAGCTGGCTCCATATAC -CTGCCAGAAATCTTTCCACCTCAGATTCCGGCACTGCATAATTCTCATTGCTTTGGAAAGGTTCGCCAAT -ATCAAGTGCGGCAAGTGACTTTCGGTCTATCTTCCCGTTTGGTGTCAGTATCATCTTTTCCAACCATATA -AATTGTGCAGGAATCATATAGTCAGGTAGCTTCTTCTCCAGGCAGCCCCTCAGTTCTTCATAGGTGTGTT -CTCTTGGGGCTGTATAGTAGCAGATAAGTTTACTTGTTTCTCCTGACTTCTTTGCCACTACCGCTGCCTG -TATAATTTCTTCATTTTGCAGCAGAACATTTTCAATTTCGCCTATTTCAATTCTATATCCCCGTACCTTA -ATCATTCCGTCTTTCCTTCCCAGATACTCTATGGTGCCGTCACTGAGATATCTACCCACATCCCCGGTCC -GATAAATAATACTCCCTTTCTCGCCATAAAGGGTGAAGACCTCCCTTGTTTTTTCCTCGTCCTTGTAATA -GCCTCTTGTTACATTTAAACCACTTATATAGATATCACCCGGAATGCCTATGGGACACATTTTTTTACAA -GAATCCAGTATTAAAACTTTGTTGTTGGAGATAGGTTTACCTATGGGTATTACTGTTGAACTACCGGGAT -TATCCCGGACATCATGGCTTGTTACCCAAATAGTCGCTTCTGTAGGGCCGTACATGTTTACTATCCTTGC -ATGATGAAAATATTCCCGAATATCTTTTGCCAGCTCGTAGGTCCACGCTTCACCGCCTATCATAATGCAC -CTTATACGTGAGAAAAGCTCCTGATTACCAAGGGTTTTCCTGCTCTTGACAGCAGTAAGCAGTTGTATCA -TCAATGCCGGAACAGAATGCCATATGGTGACCTTACCGGCATCTATGTATTCCATGAAAAGAGAGCCATC -CTTCATCCTGCTGTCAGGTACTATGCAAAGACACGTACCGCTTAAAAGAGAGCCGAATATTTCAAATACG -GAAATATCAAAACTCATAGAGGTCACTAATGCCATTACATCTTTATGGCTCAAACTCATATTTTCAATGC -TCCAATTCAGATAGTTGACGGCATTTGCATGAGATACTCCAACTCCCTTTGGAAGCCCTGTGGAGCCTGA -CGTATAAATTATATACATGAGATTTTTAGGGTTGGCTTTATTTTTGAGATTATACGGCGACAGGTTTTTT -ATATCCTCAGCCGTATACTTTATAAGCCCTGCTGTTTTGCCTGCTCCTTCGGACAGATTTATAACTACTT -CCAGACTATTTTCTTCAGTATTTATCATTTCTGTTTTTTCAAAGGAGCTTTGGTCGATTATCAAAAATCT -TGTCTGGCTGTGCTTCAGCATATAATGTATTCTGTCTGCCGGATAATCAGGGTCAACAGGTACATATGCC -CCTCCTGCCTTTAGTATTCCCAGCATTCCGATTATCATCTCAATGCTCTTGTGAACCATGATTCCTACCG -ATTCTTCCCTCTTTATACCTTCATTTTGCAATAACCGAGCAAGCTTGTTCGCCTTTTCATTCAATTCGTT -GTAGGTTATACCTGTACCCTCACACATTACAGCTATAGAATCAGGCCTGAATTCAGCCTGCCTTTCGAAA -AGCTCATGGACGGTAAGTTTTCCTCTATCACCGAAATCGACATCTGTAGCATTGAAAACACCTTCTATTT -TTTCCTTTTCTTCTTTTGTAATTATGTCAATATCTGATAGAGTAATATCAGGGTTATTCAGAACCTGCTC -CAGAATATTCAGGAAATGCAAAGACATTCTTTCCACAGTCTCCCTCATGAATATTTTTGTGCAGTATTCC -AGCCTGAAATGCAGGGTGTTTTCTTTTTCTACAGACTCTAATGTCAAATCAAATTTTGAGGATTTACTGT -CAAACTCCCGGGACTTAAATCTCAGTCCCTCTTCTTCTATCTCAGGAAAGCTTGTGTTTTGCATTATAAA -CATAACGTCAAATAAAGGACTTCTGCTTAAATCTCTTGGGACATTCAATTTATCTACTAATTCCTCAAAC -TGGTAGTCCTGATTTTCATAAGCATTTAAAGCATTATGGCGTACCTCCTGCAGGAAGTTGTGAAATGTTT -TTGTTCCCTCAGGTCTGTTTCTCATAGCCAGAGTATTGATGAATACACCAAGCATATTTTCCAGATCAGC -ATTTCCACGCCCGGCTACAGGCATTCCAACAATAATGTCCTCCTGTCCCGTATACTTATAAAGCAAAACA -TTAAAAACAGCCAGTAGTGTCATGGAGGCAGTAGTCTTTTCACTGGTTTCAACTTCATGAAGCTTTTTTG -ACATTTCTTTATTTAATTCAAAGTACACTGTGTCTCCTTCATAACTTTGCACAGTTGGTCTTGTATAATC -AGCTGGCATATTAAGAACAGGGATATCTCCGCTAAACATGCCCATCCAGTAGTTTTCCTGCTGTTTATAT -CTTTCACTGCCGTACAGACTGCTCTTCCAAGAAACATAATCCCTGTACTGTACTGTTAATTCCTTAAGTT -CCTTACCTCTGTATAGCTCTATAAACTCACGTGTAAGAATTCCTAAAGATATACCATCGCAAATAATGTG -ATGAATATCAAACATAATGGTCTTTCTGCCATTGTCAGTCAGCAGCACCTTTACTCTAAAAAGCGGCCCG -CTTTTTAAATTGAACGGTTTTATTAAATTCTGAATGTTTCCGTCTGAATCGTCTTCCTTAATCTCAATAT -ATGCAATTTCCGGCTCCATACACTCCTGTACTATCTGTACCGGAACCCCATCCACGGCGTCAAAGTAGGT -CCTTAGTATCTCATGTCTTGCTACCAGATTTTTAATGGCCTGTTCAAAACGTTCCCTGTCAAACTCCCCT -TCCAAATCCATTAAAACAGGTATATTATAGGCAGTACTTTCCCCTGTCACAGCTTCCATCAGATAAATTC -TTCTCTGAGCAGGTGACAAACTGTAAGAACTGCTCTTTTCAACCGGTATAATGGGTTGGTATTCACTGAT -ATCAGTTCCATTAATAGAACATGCCAGTTCTTTTATTGTTGGTGTTTTAAAAACCGCACTAAGAGGTATT -TCCGTGCCCAACTCCTTGTATATTCTGGACACTAGGATTGTAGCCTTTAAAGAATGTCCTCCAAGTGCAA -AGAAATTATCATTTACTCCCGCCCTTTGAATATTCAATACATCCTGGTAAATCCTCTGCAATGCCTTTTC -AGTTTCATTTACAGCATCAACAAAGCCGTTGGTATTTAAGCCAGTCAGGACAGGACAGGGCAGAGCTTTT -CTGTCTGTTTTGCCGTTTGGAGTCAAAGGAAGTTCTTCAAGTACCATAATATATGTGGGTATCATATATT -GCGGAAGTTCATTTTCCAGATATTTTTTAAGCTCTACTTCCGTTAAGTCCCTGTCAGCTGTCACATATGC -ACCAAGTTTTCTGCTTTCACTATCTTCACCCTTCACATCTACTACTGCTTCCCTCACTCCTGAATATTTA -AGCAGCAGTTCCTCTATTTCGCCTAGCTCAATCCTGTAACCTCTCAGCTTGACCTGATGGTCGATTCTGC -GTATATATTCTATATTACCGTCAGGAAGCCACTTTACAAAATCTCCGGTTCTGTACATTTTTTTGCCTGG -CATATATGGATTTTCTAAAAACTTCTCCAAAGTCAGTTCTGGTCTGTTTATGTATCCTCTTGATAATCCG -TCCCCGGAAATGCATAATTCCCCCGGGATGCCAATTGGCTGAAGGTTACCGCTTTCACTGACAATATAGA -CCTGTGTATTTGCTATGGGTTTTCCTATGTCAATTGTACTTCTGTCTGTCAGTTCCCGTATGGTAGACCA -TATTGTGGTTTCGGTGGGCCCATACATATTGTATATTCTTGCATTTGTACACCTTTTGACCTCGTCCAAC -AAGGCTTGTGGAAAGGCTTCTCCTCCTACCATCAGCACCTGGGGCACTGACAGACTAGACCGTCCTCTGC -TGTCACTCAAAAGCAACTGCAGACGTGACGGTGTCATTTGTAGCATTTCAATACTGTTTTGTTTAATTAT -TTCGCTTAACAGCTTTGGATCCTTTTGCTGTTCTTCACTTGCTATTACTACCTTCATACCTATACAGAGG -GGCAGAATTGTTTCAAGTATAAATATATCAAAGGACATGGAGGTTAGGGCCAGAATTGATTTACCGCTGC -CAAACTCAATTTTTTCAACCATACCTTCAATAAAGTTACATACTGCTTGGTGCTCAATCATTACCCCTTT -AGGCTTTCCTGTAGATCCGGAGGTATATATAACATAAGCCAGAGAATCCGGCCTGTTATTTATTGACAAA -TTTTCACAATTACCTGTATACAGTCCGTCATCATCCATATCAACTGAAATACCGTAAAAAGCAACTGTTC -CTTTTAACTTTCCGCTGGTCAGTAAAACCTTTACCGAGCTGTCATTCAGCATATAATTTATGCGTTCCCC -CGGGTATTCAGGGTCTATAGGCAGATATGCCGCTCCGGCCTTGAGAATACCAAGTATCCCCACCAGCATA -TTACATGAACGTTCCACCATGATACCAACTATATCACCCTTCATTACACCCTTTTCTAAAAGAGTCCTGG -CAATACAGTTTGCCAATGAATTTATCTGGGCATATGTATAAATTGTATTCCCCTGTATTATACATTGAGA -ATGTGGTAAAGCCTTTGCCTGAAGTTCAAAAAGAGTATCTATGCTAGCAGTTCTGTCATATTCCCTTTCG -GTAGCATTAAAGAGTGTTATGATTCTATTTGTCTCCTCCAGGGATAAGATTTCTATACCGTCAATACTCA -TATCACTTTCTATCAAGAAGGCATTAATAATATTTGTATAATATACTGCAAATCTTTCAATAGTTTGTTT -TTCAAAAAGATCGGTGTTATATTCGGCTCTGATTTCTATACGGTTATCCTCTTCCCTACAAAGCATACTA -AGTTCAAACATACTGCTGCCCTCAGTCTCAGGCGGAATTTTATCGTATAATTGAAAAACAGTTGAAAAAA -TAGGACTTCTGCTCAAGTCACGCTCAGGATTTAATTTCGATATTATCAGGTCAAAGGGGTATTTTATATT -CCGATATGCCTTCAGACACTTTTCACGTACACAGGTTATAAGGTCATTGAGTGAAGAAATATTTTCAAAA -TTTATACGGATTGATAAGGTGTTTATAAATACACCCATTATATTCTCCAGCTCTTTGTTTTCCCTTCCTG -TCACCGGTAAGCCTACAACTATGTCTTTGTCTGCAGTAATCTTTTTAAGCAGTACAAAATAAGCAGACAA -TAGGGCCATATTCAGGGTTATATTATGTTGCCTTGCAAATTCTTTTAATTTGGCTGTTGTATTCCCGTCT -ATGCTAAATTTAATGAAACTGCCGTTGTAGGTTTGCATCTGCGGTCTTTTATAATCCACGGGAAGATTTA -ATACCGGAAGCGGTTTGTACAATTCCTGCAGCCAGTAATTTTCCATCTCCACAAACTCCGAACTATCCTG -CCATTCAAGCTGCTGTTTTACCCAGTCCGTATACCTGAAATTCAGCGGCTCCAGTTCCACAACCTTTTCC -AAGACAATTCCCTCATACAATTTCATTAGTTCGTAACTGAATATTCCCATGCTCCATCCATCGGTAACAA -TATGATGTATATTGAGATAGAGGCAGTAGGAGGAACTACTCAACTTGTAAACAACAACTCTCATGGGTGG -ATTGGACAGATTGAAGGGTTTTTTATTTTCTTGAGCTATAAGCTCATTGAGCACGCTCTCCTTATGAGGC -TCCCCTGTTAAATCCACCACTTCAGGCTCATATTCATAAACGGTCAGAATTTTCTGGTAAGGCTCTCCAT -TTTCTTCTCCGAATACAGTTCTTAAGACCTCATGCCTCTGAATAAGCAGGTTAACGGCCTCTTTCAGTAC -CTGAACGTTCAACTCCGCATTTATAGATGATACCAGCGGTAGATTGTATACTGTCATTTGAGGATCATAA -TTCTGTAAAAACCAAATTCTTTTTTGGATATTGGACAGTTCATAGTAAGTATGCTCCTTTTCGGATTCCC -TGAGGTCTTTGACAGACACTTCCTTCTCAGGTGTCTTATCCTCAAGGAATGCTGCAAGCCTTTGTACTGT -CAAGTATTCAAACAGGTCACTTATCCTGATGCTTGCATTGAGCTTCTTATTAATCTCATTTGCAATCCTC -AATGCAATTATGGAATCCCCGCCCAGATTATACAGATTTTCGTATATATCAATCTCTTCAAGACCCAGCA -CTTCTCCCCAAACCGCTGCAACGCCCTTCTCCATGGGTGTGTATTCCTGATTTTGCCTGCCTTTAGGAAG -TACGATTTTCCTCTTTCCGGGTTGTTTTACCTGCTGCGGCATCTTTATATAAGGCTTCAAACTGTTTTTT -ATTTCCTGGGATAACTGTATATATGCATTGTCCATGGCGTATTCAGCCATAAATTCATAGTCCAACTCTC -CTATAACCACCCTAGGCAGACTGGCAGTCAAAGCCCTGTCAAAAGCCTTTATGGCCTTTTCTTTTGAAAT -GAGCTTGAATATTCTTCTTCCATCAGACAGATTGTATTGGGAAGCCATACCAACCTGATTCCATCCGGTC -CAATTAATCGAAATTACCTTTCTCCCTGTTCTGTTTTTATATTCTGCAAAGGAATCCATAAAAGCATTTG -CTGCTGAATATTCTCCCTGTCCATGACCTCCTATGAATGAAGCTATTGAAGAAAACATAACAAAAAAGTC -CAGGTTGTCGTTTTCCGTCAGTCTGTCTAAAATCAGTGTCCCGTTTACTTTTGGGGCAATGACCCTTTTT -AGTGCTTCAGTATCCTTTTTGATGAGTATTCCTTCCTCAAACACACCTGCCAGATTTATGACCCCATTAA -TGTTTGCATGATGCTTGCGTACTTCATCAAGAACCAGTCTTACTGACGCCATATCTGCTAAATCAGCACT -GAAACACAATACTTTGCTGCCCATGTCTTTCAACTCTTTTATTGACTGGATTCTGTCAATGATGTTATAG -TCTGTATCATTTATTCCCTCATAGGTGTTTTTAAGTAAATCGTCCCATAAACTACGTTCAGGCAAAGGGG -AGCGGTTAATCATCACCAGGTTCACTCTTTTCTCTGCTGCGAGATATCTGCATATCTCCAGCCCAATTCC -CCCTAAACCTCCGGCAACAATATACACACCCTCCTCCCTGATTTGAATCTTATCTCCGCCGTTACTATAC -GGGGATTGTCTTTGCAGGTTCTGAATATACCTTTGTCCGTTACGATATGAAACATTAAATAAAAACTTCT -TTTGGGCCAACTCAGAAATGATTAAGTCTGTATCCACAGCTTTGTCTATATCAATACACCTGCACCTTAT -GTTGTCATATTCCTGACCGATTACCCTCCCCATTGCATATAAGGACCCACTGAGTGCATTTATTTTTTCC -TGATATTCAACTACTTCCGAAGCATTATCAGCTATAATTACCAAATCAAGGTCATTTTGCATACTCTCGG -ATATGGCTTTTGTCAAACGGTGCAGATTGTAAACACCTCTTTCCATAGCCTCATCCAAGCCGTCTATATC -CATATCGGTATCAAAATTCAAGGCAGACAAATATATAATCCGGTTAACAGCTCTGCCATTTAACTCTGAA -AATAACTTTCTAAAGTCACCTTCGTCTGTGCCTGTCATATATTTGCTATGGTTTATCTGCCGGAAATCTA -TGCCGAATTCAACCTCCACAGTTTCCGTCCCGGCTGCTCTTAGTTTTTGTGCCAATTCCTCACCCATACC -ATATTCATCATTGAATATAATCGTAACACCTGAAAAATCAGCATTCTCACCTGTCAAAAATTCCTGCTCC -TGTTTCTCCCATCCGGTTTTATAAAAAAGGTTGTCAGGGTCTTCCGCTTCAAGCCCCGTATTATGAACCT -TTTTAACAGAATAATCTTCTATTTCCGCCAGTGCTTTTCCATATTCATCCATAAGCTTTATATCAAAGAT -AGCTATTTCATTATTTAAGGACATATTGTCTTTTCTTACTAAATAGCTATAAAAACTTCGGGGTAATGTT -TCATATATCTTCAGGCTTCCATAGGACAGAGGCAGATACAGCCCTTCTCCCACACTCATGTTAGCGATAT -TAACTGCACAATCCATAAGTGAAGGATACATGTGGTACTTGCTCAGATCCTCCGAATATTCTTCTCCCAG -TTCAAAACACGCCAAGGCCATTCTGTCCCCAGTGTACATTGCCTTTAGGGTATCCCATCTGGGTCCTAAC -CTGAGTATGCCCTCCCTGCTTCCCATATTCCCTATATCTATTACGTTAGGGCAGGCTTCTTTTATCTTTT -CAAAGTCAAAACTAAGGGAGCTTGCATCCTCTTTGGGAATTCCCGCTACTGCACCTGTAGAATGCTTCAG -CCACTGTCCATTTTCCTTCTGTTTACTTGCGATGGTATATTCAAGGGTATCTTCATCCCTTTTTATTATT -GTATGTACTTCTTTTTCTTCATCAGCTTTTAATATAAGTGGATGTATAAATGTTACCTGCTGCATTTTCA -AAGGATGGTTTCCGAAATGCTTTCGGCTCGCCTCCCTGATCATTTCCAGATAAGTAGTACCGGGAGCAAC -ATAATTGCTGCCTATTTGATGTTCATTGAGAACCCATTGCCTGTCCACTTTGAATGTAGTAGAGAATACA -TCCAAATCCACAGATTCAAGAATATGCTTGTCTATTAATGGATGCTTTGAATTGTGGCTGTTTGAATTTT -CGTGCTCTATCCAGCACCTTTTTTTCATAAAGGAGTACCCCGGGAGGCTGACTTTTGCATATGATCCGCT -TTTATAAAGCCTATTCCACTGCACATTCGCTCCATTTACATAAAGAGCACAGATATTTTCAAGGGAAACC -TTTTTTTGCTGACTTTCATTGTTTATAGCCTCATTCAGATATGTTTCAGTTTGAAGGCTCAAATCAGCTA -TTTCTTCTTGGGAATACTCGTTATTTCCTCGTGACTCCTTTTCTTTATCAACAATCTTGTGTTTACCGAA -GTAAACACCGTACTTTTCGAAATTTTCCAATCCACCCGTAGAAAGCTTTTGAATCTTTTCCTTGAGTTCA -TTTTTGCTAGTAATTACAAAGGCCAGTCTGAAATTGTAATGTCCCCGTCCGGTGTTTGTGGTGGAACAAA -GACTCCCCAGACTGACTTCCCTCTCTCTGTTAAGGTATTTTTCATAATTTTTAAGCTGCTCCATCAAACC -ATTGATGTTTTGTGAGGATAGTGTAAAAATGTGGTAATTACAACCCGGTGATTCCTCCGGAATGGATTTT -ATCTGGGGTGGTTCTTCCAATACTAAATGACAGTTTGTCCCGCTTAATCCGAAAGAACTGATCCCACAAC -GTCTTGGTCCACCGTGATTTTCCCATTGCTCCAGTGAATCATTTATATATACAGGAGAATTTTGAAAATT -TATTTTTTGGTTGGGTCTGTCAAAATGCAGACTTGGAAACAGTTCCTTGTGTTTCAGAGACAACACGGCT -TTCAAAAGTCCTGCTATGCCTGCCGCACTGTCAAGATGTCCAATATTTGTTTTTACGGAACTCACAGCAC -AAAATTGTTTTTTGTTGGTATATTGGGCAAATGCCATTTCGATACCGTCTATTTCAACTGGGTCTCCTAG -ATTTGTCCCTGTTCCGTGGGCTTCTATATAGGATATTGTCTCAGGGTCTATTTTGGCATCCTTCCATGCT -CTTATTATTACATCCGACTGAGCTTGAGCATTAGGCACCGTAATTCCCATTGATGTTCCATCCTGATTGA -CCGCACTGCCTTTTATTATTGAATAAATGTTATCCCTGTCTTCAATTGCTTTTTTCAGAGGCTTCAGAAC -TATTGCTGCTACTCCCTCTCCGAAGCCTGTTCCGTCTGAGTATTCATCAAAGGATCTTGTTACACCGGAT -GATGACTCTATTCCTATACCGTTCTGAGGATTATTATCCACCGGCAATAAGATAAGTTTAACCCCACCCG -CTATTGCTGTTTCACACTCTCCCTTTCTTAATGCCTGACATGCTAAATGAATAGCTACAAGGGTTGATGA -ACATGCTGTATCCACAAGCATACTTGGGCCTTTTAAATCCAGTAGATATGAAATCCTGCTGGCAACTATG -GATTTTATATTACCTGTTACAGAAAGGGCAGCCATTGAAGGGTCCATTAGCTGTACATACTTTCTGTAAT -CCTCATTAAAATCCCCGCAGTAGCCAACATAAACCCCCGTTCTTGAACTCCTTAACCTGTCGCCTCCGTA -TCCAGAATCCTCTATTGCATTCCAGGCAGTCTGCAAAAAGAGTCTCTGGTTTGGGTCCATAAGCCCGGCT -TCTTTAGGTGATATATTGAACAGACTACAGTCAAACTTGTCTATCTCATTTAAAAAAGCCCCTTCATAAT -ACACCGTTTCTTTCTCAGATATTCCCATGTAACGAAGTATGGTGTCGATATCCTGCTTTCTTCTTTGCGG -AAACTTACCGACCAGATTATCACCGTTCCGCAGGCTGACATAGAATTCATCCATATTGCCACAGGAAGCA -AATTTACCGGAAATTCCTATTATAGCCACATCTTGTGTTGATACTTCCTCAAAGCTGATATTCTTAAGAT -CCGGCAATTTATCTATTTTTATATCTTTCAGCTTCATTGATTTATTTATCATTTCATTCACCTAAGTATT -ATTTTTTGAATCATTATTTATGGCCAAACTCAGAAACCTTCCTTCTTCACATACCATAAGCTTTTTGCTG -ACAAATTCATTGAGGATTTCACGCAAGCCGGTTTCATTAAGTCTGGAACTGAACCTCTCCAAAATCTGTT -CAAAAGAACATATACTGTCACATAAAATGTAAACCTCACTGTTGAGATCTGTATAAATATATCTTCTTTC -CACGTTGTCCGATTCATTGAAGTCAAGCGGACGGCTGTCAACTATTTCTATACCTTCATTGCATGTATTG -TATTTACAAATTATTCTATTATCGGTGTTTATACCTTTCCAGAAATTTACTAAACGAATAAGTGAAGTAT -GATATTCCTCATCCCATTCTGAAAAACTGTCACATTTGTAGTCGAAGGTAAATACTATATTCTCCAGGTT -AATTCTGTCAGCGGGGTATATATATTTGTAAAATGAGCTGGGTCTTACTTCACTTATACCGTATTTTTCA -GGATTACAGAAATACGGACTATGCCTTTCAAGATCAACAGTGGTTAATCCCGGAGGTGGCTGCAGGTGGG -TGATCAAAGGAATAAGCTCCAACATCTGATTATAAGAAGAGCCCTTCTCACCGGGGATTTTATATAATAT -ATTCCACCGTACATCAATACCCAATTCAGCACAGAATTTTAAGAGCTGAATATTCTGCAGCGAAGTCACA -CCTTTATTCATTAATTTGAGCAATTCTGTACTTAGGTTTTCTATTCCGGGTTGAACAGAATAAACTCCAA -TTTGTCGTAATAGTTCAAGTTGGTTTTTACTTGTATTTGCTTTAACTTCAAAAAACATATTAAAACTCTG -CTCCATTTCCAGTATTTTAGGAAATAGTGTTTTATAATAATTTACGTCTAAGATACTATCTGTAAAGAAG -AAGGAATTACTGTTATATTTATGTGACAAATATTTAAGTTCATTAATAATTTTATCCGGTGATTTAGATT -TAAACTCGTACCTACCGAGAGTACTACTGCAAAATGTACACGGATTTTTGTTTCCCCACCAGCATCCTCT -TGAGGTTTCGAATAGAACAATATTTTCAAATTTTCCATTTAATCCGTATTCCTCAATCTGACTATAGTAA -TCGGTAAAATCAGGAGTGGGGATATCGTCCATAGCTATACTAGTCGGAAGATCATCGCTTAAAAATACTT -CATTACCCCTTCTATATGAAACCCCGGGAAGCTTTTCATAGCATTTTCCTTTGTCTATATTCAGTGCAAG -TTTCGGGAACACCTCTTCTCCTTCACCATCAATGATATAGTCTATCCAATCAAAATCTTGAATCATCTGC -TTTCCCTGTATGTCTCTGACATTTGCCCCACCAAAAATTATTTTTATTTCAGGATTAATTTCTTTAATCT -TCTTTGATAGCAATAATGATGAAATCTGTCCAAACATCCTGCATGTAAACCCTACGATATAATAGTCGTT -CCATGGGATATCGTTAATACATTCCTCTATATATTGGGGAATGATATTTAAGATTTCATCGAGTTCTGTT -TTCCTTTTCCTCATAGTTGCACCTGCTTCTGTATAGCCTGATTCAAGAATCAAAAATTTAGAAAAGTCTG -AGAAATCGTTTTTTAGTTCGCCGGTACCGTATTTACCAAAAAGGTACTGGGAAAAAATCCATTCACCTAT -GTAATAAGTGTTGTTTAAATAGTTATAAGTACTTAAATCCATATCTTTTGCCAATTTTAAGTTGAGATAA -AACACATCACAGCCAAAGCCTGCACCTTGGATTGCACTTTTTAAAATACTCAGAGCCAGAGACCCTGTTC -TTATGTCATTCCATGGCATAACCACAAGAGCGATTTTTTTCAAAGTAACTCACCTCTCAGAATTGTTTAT -TGGTTTGGCATTATAAAATCTGCGAAAAGGTGCCTTGTTCCTGTTTCGTCAAAAACTTGGTTATATCTCT -CAACCTGTTCCTGCACCGGTGTTTTTTTAGTTTCAAAAACCGACTTCAACATTTCCAAAGCTTCCTTCAT -TTGCTCAAGTGAAGGCTTGTCACCTGTCTTATCTAGTTCTTCCTGCAACCTCTGGATTCTTCTGTATGGT -TCTATTACACCCTTTTGATATTCTTCGTTATTCCAGTTTTTGTTTTTTGTGCAGACAGCTATTGCAAGGC -ACCTTGTAACAACTGTAGGCTGAGGTAAATTTTCACTTCTGTTAGATGTATTGTTTGTAATTATTTTTCT -AAACTTTTCTATATCCTCAGGCTTATCATATGAAAACGCCTTTATATCCGGTATGTTCTTTATGGCAAGA -TTCGCAAGAACCGTCTTGGGCCCGATTTCCATTACGGTCCTTACACCGTTTTCATAAAGAAATTTCATTG -TAGATTCCCACTGAACAGGCTGAACTAATTGTTCTGTAAGCAAGTCAACTAATATGTCTTTACTTTTATG -CGGTAAACCTGTTACGTTAGAAATAACCGTACCCTTAAAATCACCACAAGGATAACTCTCCAATACCTCT -CTGAACTTTCCTTTGATGGTTTCCATTAGAGGACTATGAAACGGAGCACTTACTTTAAGCGGAACAACCA -TGGCATTAATACCCTGAAGCTCAAGAGAAATCTTTTCCACCGCACTTTTATGTCCTGAAATAACAATCTG -ACTGGGAGAATTATAGTTTGAAATAACAACTATATTATTATCATTTGAATACTCCTCACATTTAGCCTGC -AAAATATTTTTATCGATTCCGCTAACTGCAGCCATTGCTCCAACGCCCGAAGCAGCCGCCTCCTGCATAA -GCCGTCCTCTTTGCCTGACTATTTTTACAGAATCAGCAAAGCTGAATATTCCGGCACAGGCAAGAGCTGA -TAACTCTCCCAGGCTGTGCCCTGCATAATATGTAGGCAATATTCCGAATTCCTTCATGTAAACCTCATAT -GCAGCGATACTGCAAGTAAGTATTGCAGGTTGTGCATTTTCGGTTTTAGTCAGTTCATCAAGACTTCCGC -TGAAGCACAGTTCCTTTAAATCAAAACCTAAAGCATCATTAGCCTCGTCAAATACGTGTTTTGCAACTGA -ATAGTTATCATATAGTTTTTTACCCATGCCTTCATATTGCGAGCCCTGTCCCGGAAATAACAAAGTAATA -TTTTTCATTTAAATCATCCTTTCGAATACAATATTAATTAAATTTATATACTTGCCTATTAATTCTTCAA -TTTTGTGTTTTTCTATTCTTGCTGCATTATACTCTGTAGTAAGAGAAATAACGTTTTTATCAATTTCGGG -GTTTATGATAATATCGTATATCCTGCAATCTGCCATACCCCTAGAGTTTTCACTGCTAAACAGCATTGTT -GCAGTGTCTTTTTCTTTATTCGGAGCTACGGTTTTCAACATATCGGTATCATATGAATTTTGTGTATCTT -CACACAAGTCGCTCACTAATGTGAACAAGCTATCCAATTCATCAACTTCACCTATATTCATACCTAAAGG -AAGAATCCTGTTTTCGTTATCCGTTATTGTATGAACTACTATTCTTTCTTCTTCAGAAACCTGATAAAGA -AGATAGAAATATAAAGCTAGCAGGATTTCCTTCAATCCTTGTCCCGAATCTAAAGAGAAGTTGGTAATTT -TATTACTCAAATCACTTGTAAAGGAATATTTGAAAGCTTTATTTTCATATTGTTCGTGCATACTGCCGGT -AAAATAATCTTGGGGTAATCGAGTTGCCTCCAATTCCAATTTATTAACGGCCTTTTTGTCATCCTGAGAT -ATGAATTCTGAAAGCTTTGCTATAGTATTGTGTATGAAAAGTTTTGAAACATTAATTTTACCCGGATAGT -GTTTTTCCAGTTCTTCATGCATTCTTACCAGTAAAATTGAGTTTCCTCCAAGTTGAAAAAAGCTGTCATT -TATACCTATCTGATCACATTTGAGTATACTTTTCCATATTTCTGCTATTTTCTTCTCAATCTCCGAATTT -GCTTCCTTGTACTCTGAATCAATATTGGGACGGGCTGTGCCGGCAGCGGGCAAAGCTCTGCGGTCTACTT -TTCCATTGGGTGTCAACGGTATTGAAGCAAGTCTGACATATATACCGGGAATCATATAGTCCGGCAAATC -CCTGCCTATGTGCTGCATTATTTCAGAAACAGTTATTTCCTCAGATGAAACGTAGTAGCAGATAAGCTGT -TTGTTTGAGAACTCATCCTCTTGTGCTATTACAACACACTCATTAATCAGATTATATTTTAATATGCATT -TTTCAATTTCGTCTAATTCAATTCTGTAACCCCTGATTTTTACCTGATTATCTATTCTGCCCATAAAAGC -AATGCTTCCGTCAGGCATCCACTTTGCAAGATCCCCCGTTTTGTACAGTCTTTTTCCGGGAACCAGTTCA -CTTGAAACAAACTTCTCTTTTGTCAACTCGGATCTGTTCAGATACCCTCTTGCCAGGCTGTCTCCACCAA -TACAAACCTCTCCGGCAACACCTATTGGCTGAAGGTTATCTCCATTCATAATTAGTATTTGCGTATTTGC -AATGGGTCCTCCGATACTTACACAGGAATTCTTCGTCAAATCCTTTATAGCTGACCACACCGTGGTTTCT -GTAGGCCCGTACATATTATATATTTTACCTTTGTATACTTTCCTCAACTCACGGAGTAATGTTTCTGGAA -ACGCTTCACCACCGATCATGACTTGTTTTACACTATTAAAACAGCTAAGATTTTTGAGCTCATTCATTAG -TATCTGAAGTGTGGAGGGTGTCATCTGCAGCATATCTATGTTTTTACCGGTAATCAAACCTCTTAACATT -CTCGGATCCTTCTGATGATCTTCATCCGCAATCACTACCTTTAATCCATGGCACAGCGGTAACAGGGTTT -CCAAAACAAAAATATCAAAGGATATGGTAGTCAGAGCCAGAATGGAACTTCCTTTTTCAATTCTTATCTT -ATCTGTTACTCCCGTCATAAAGTTGCAAACTGCATCATGACTTATCATAACTCCCTTGGGTTTTCCTGTT -GAACCTGATGTATACAGTACATATGCTAAATCCTTTGGATTATTTATGTTTGGCAGATTTTCTCCGCTTT -TTTGATTTATGCTCCCATGAGCAAGGTCTATAACTTCCCCGTGAAAACTGATTCCTGAATTGAGATTACT -ATTTGCAAGCAGGATATGTGCGTTACTATCCTCCAAAATAAATCTTAAACGCTCTTCAGGATATTCAGGG -TCTAGAGGAAGGTAAGCGGCGCCTGATTTAAGAACACCCAGTATTGCAGCAAGCATTTCTAATGACCTTG -ATACCAGTATTGCAACAAGGCTGTCTCTTTGGACACCTCTGTCTCTTAGAACTTCTGCAATTCTATTTGC -TCTGGTGTTTAAATCCATGTACGTTATTTCTTCACTATTGCAAATGGCTGCGATAAAGTCTGGATTTTGT -ATAACCTGTTCTTCAAATAGTTCATGAATCGTTTTGTTTTTTGGATAATCTGCTTTCGTATTATTAAACT -CATACAGAATCTGTCTCTTTTCAGTGTCACTTAATAAACTTACTTCCGTGATGGGTGTATCAAGGTTTAA -GGTTAATGCCTTAATAATATTTTTAAGATGTTCAGCCATCCTCACAATCGTTTCTTTTCTAAACAACCTT -GTACAGTATTCCATAATGAAAATAAGCTTTCCGTCGTCCTCCTTAACTTCAACCGTAATATCGAATTTAG -ATGTTCGGTTATCCATTCCGTAGGGCATAATTGACAGTCCATCAACAACCCTCTCGGATATATTCATATT -CTGCATGGTGAACATGGTATCAAACAAAGGATTCCTGCTTAAGTCCCTATTTAAATTCAATTTATTTATG -AGTACGTCGAATTGATATAATTGATTTTCGTACACCTGTATTGTATTTTCTTTTACATCGCTCAGGAACA -TCCCCAACGTCTTATTTCCGTCTACGTTATTTCTCATGGCAATAGTATTTGCGAACATGCCTACCACATT -TTCCAATTCAGTTTGTACTCTACCTGCAATCGGTGAACCTACTATAATATCGGACTGACCCGAATATTTT -GACAAAAGAATATTGTATGCAGAAAGCAGTAGCATAAACAAGGTTGTACCGGTTTTATTTGCTGTTTTCT -TTAACAACTGTAAAAGTTCACCATCAAGCTCAAAGCTTAAAGTGTCTCCTTCAAAGCTTTGTGTAGAAGG -CCTGGTATAATCAGTAGGAAGGTTAAGCAGGGGCAATTCACCCTTAAAGTAATCCAGCCAGAACTCTTCT -TGTTTTTTTATAATATCTGTTTTTAACAGTTCATTCTGCCATGTTGAAAATTCCTTGTACTGTACTTTTA -GCTCACGTAATTCCTTTCCACAATATGCGTCAATAAACTCATTTACCAATATTCCTATTGATGTGGCATC -TGATATAATGTGATGAATATCATATAACAAAATATGCTTGTCAAGATCAATTTTAATCAGAGCTACCCTC -AGCAGAGGAGCTTTGGATAAATCAAAGGGTTTTACAAACTCTTTAAATATTTCTATTATCTCGTCTGTGC -TCTCCTTCGTTCCAGGTACTTTTTCCACTTCAAGGAAGGTTACCTTTAAGTCAATTTTATCCTTAACTAT -CTGAACTAATTCTCCATTGACAATACTAAAAGCCGTTCTTAGTGATTCATGCCTCTGAACCAGTTTATTA -AAGGCCCTTTCAACCTTCTCTCTGTCCAGTACTCCATTGATTATTGCCGCACCGGGAATATTGTATGTAG -TCTTTGCATCTTCAATCTGATTAAGTATAAACAAACGTTTTTGAGCAGAAGATGCCGGGTAGTTTTCTTT -TTTGCCAACGGGCTTTATGGGTTTGTAGTTTTCTTTGACAGAGTCCGTAATAAGTTTTGCCAGTTCACGA -ATTGTAGGGTAGCTGAATACTTCTCCGAGTTTGACTTCAACCTGGAATGCTTTATGTATCCTGGATACTA -GTGAAGTAGCTTTTAATGAATGTCCTCCCAACTCGAAGAAATTTTCATTCACACCTATTTTTCCTATTTC -GAGAATCTCACTCCAAATCTCAGTCATTCTTTCCTCTACTTGGTTTGTGGGAGGTTCATATGCTGCTTCT -TCCTTCACATCAACATTTTTGATAGACAGGGCTTTCCTGTCAACTTTTCCGTTTGGTGTATGAGGAATAC -TTTCCACAGGGTAAAGCAGTGAAGGGATCATGTATTCCGGAAGTTTACTCTTTAACATCAACTTAAACTG -CTTGTTTTCTATGACCTCTTCATTCTCAGGTACATAAAATACAACTATGGTATTTTCCTGATTTGGTTTT -TCCAGAACTATTGCTGCACATTCCCTGATACCCTTCAAGCCACCAACTACAGATTCAATCTCTGTCAGTT -CTATACGCATACCACGAATTTTGACCTGGGTATCTTTCCTTCCAAGGTGTTCTATGGTACCACTTGGTAA -TAATCTGGCAAGATCCCCGCTTTTGTAGGCAATAACCTCTCCCGTTTCGGGATTCCTTTCAAATTGATGG -TTTGTCTTTTCATCCAAATTCCAATACCCTTGTGACAGATAGTGACTGTGATAAACCAACTCTCCGCACT -CATATATACCCGCAGCCTTATTATCGTCATTTAGCAGTTGTATGCTGACTCCTTCCAATTCATAGCCTAT -AGGCACAGTCCGCGTATTCACCTGGGTATTTTTATCTACCAGATAGAAGGTCGCAACTAGTATTTCCGAG -GCACCGAACAAATTTACAAATATACAGTCGTCGCTGAAAAGTAATTTATATTCCTCAATATCACTACTAT -ATACAACTTCACCGCCCAAAATAATTAGCCGTGTATCAGAAATACGTTTTGTTTTGTCAATGGATTTAAT -AAAATACCTGTAAATCGAAGGGACTGTGTGGAGTATTGATATACTGTTTTCCTCAATCCAATTTGACATA -TTTTCAATACTACCCTTGTTTTTAAGATCGTATGGGTATATTCCTGCACCATTGAGAAGTGCACTGAAAA -TATCAATAGCTGCGACTGTATGACTATATGATGTTGTTAGTCCTAGCCTGTCAGCATGGCTAATTAAAAG -CTCTTCTGCATAGTTCCCCACAAGTTCCATTATGTTTTTGTGGCTTTGCATTACTCCTTTTGGTTTTCCG -GTAGTACCTGACGTATATAATATGTAAGCAGTCTGCTCTGGTTCAATAGCTATTTTCGGATTATTTGCAG -GAGAAATTAAATCTACTTTATCAATATTGATAAGATAAACTTTCCTGTTCAAAATATGAACTAATTCCTC -TGCATATTTCAGGTTTTTATCATTTGTTACAAGAATTTCGGCCCCTGAATCTTTAAATATATCAACCAGT -CTCTCCTCCGGGTATGCAGGATCAAGTGGTACATAACTCCTTCCTGTCTTCAGAACTCCAAGTATACCGA -TAATCATATCAGCACCGTGTTCAAATAATAATGTTACCCGGTCATTACTTTTAGATTTTTTAAGGATAAT -ATTGGCAATATTATTTGCACTATCATTCAATTCTCCATATGTAACAAGCCTGTCATGAGTCTTTACCGCT -GTACTTTCCCTGTGCTCCTCTACTTGCTTTTCGATACTCTCTACTAGAGTTTTGTGTTCTTTTATTGTGC -CGCTTTTCTCAGGCCCATTATTCTTCAGGACTATGGGATTCCTTTTATTTACTATGGATTCCCTGCTAAA -TATATAATAGTCCCTTATTAATTTCTCAGGCTCATCTGCAATAATACCCAGTAGCTTGACATACTCTCCC -ATAATATATTCTATAGTTGAGCTTTTAAAAAGGCTGGTTCTGTAATTGCAATAAAATTTCAACCTTTCAT -CTGTTTCACTTGCATATAATACAATATCAAACTTGGCTACATTGTTCTTTACCTCATAGGGATACAGATT -AAAATCTGTTTCGTCCGACATGTAATTATTATCGGAATCATTCATGTTGTAAAAATTCAGTACAGTATCA -AACAGGGGATTCCTGCTCAGATCTCTCTTTATTCCAAGCATATCCAACAGCAATTCAAACTGAAAGTCCT -GGTATTCAAAGGCTTCTAATGAATTTTTCCTTACTTCCTGAAGAAAATCCATGAATGTTCTGTTTTTTCC -GGGGTTACTTCTGAGTGCAATAGTATTTATAAACATCCCCACTGTATTCTGTATATCTGCATGTTTTCTT -CCTGCCGAAGGAACACCGACTATGATATCATCCTGCCCGGTTAGTTTTGAAAGAAGTACGTTATATGAAG -ACAGCAGAATCATAAACATGGTTGTGTTGCTTTCCGATGCTAAGTTTCTGATTTTTGATGTTGTAAATTC -ATCGATTTCAAATTCATATACTTCACCCTTAAAGTCCATTATAGGTGGTCTGGGATAGTCTATGGGCAGA -TTCAGCACAGGTATCTCACCCTTAAAGGTTTCAAGCCAGTAGCTTTCCTGACCTTTCATTATTTCTGACT -TAAGGAGCTTGTTCTGCCATACAGAAAAGTCCTTATATTGAATTTTTACAGGAGGAAGATCCTTACCTTT -ATAAAGTGCAAACAAATCTTTCAGAAGAATATTAACGGATGTACCGTCAGATATTATATGATGCATATCC -ATTATCACAACATGCCTTTTTTCCTCCAAGGGTATCAAACCTATCCTTATAAGTAGAGCTTTACTAAGAT -CAAAGGGACGTATGAAACCTGTTATCTTGTTGTCCAAGTCCTCTGATTCAACATCATTATTCTTAATTAT -TTCAAGACCAAATTCAACGTCCTTGTGAACCAGCTGGCACGGCTCCCCATTTACAACCTCGAAGGAAGTC -CTTAATATTTCGTGCCTTTGTAATAGTTCCTTTGCAGCACTTTCGAGCTTTCCAATATCCAAGTTTCCTT -CTATTAAAACTGCTCCGTATATATTGTAGCTGGTTTGGGTATCTTCAATCTGATTGAGTATGAACATTCT -TCTCTGGGCTTGAGACATTGGATAATATTCTCGTTCCGGCTGAACCTCTATTACATCATATACTGCTTTA -TTTTCTTTCTGGTTTATATAATTTGCTAATTGTCTTATTGTAGACATGGTGAAAATATTGGTAAGTGATA -CTTCTGTATTAAACTCCTTATTTATTCGTAAGGACAGTATCATTGCACTTAGTGAATTACCACCAAGATC -AAAAAAGTTCTCAGTTACACCTAAAATATCTGTATTTAGTATTTCCTTGAATATATCCGCTAATCTCTCT -TCTAGCTCATTTTGTGGTTTCTGTCGTTCGGTTTCCGTCAGAGAAATTCTGTCAGGCTCCGGTAAGGCCT -TTCGATTAATTTTGCCGTTAGGGGTCAGAGGCATCTTTTCTATTTGTACAAAACGGGACGGAATCATATA -ACCAGGTAATGATTTTTGCAAGTAATCTCTTAATTCAGTTATGGATAGTCCGGTATCTGAAACAATATAA -GCACATATATATTTTCCGCCTGTACTATCCTCCTTGGCAATAGCAACTGCCTCCCTGATTGCAGGATGGC -TCAAGATGGATGCCTCAATTTCACCCATTTCAATTCTATATCCTCTTATTTTAACCTGGTTGTCCACTCT -GCCTAGAAATTCTATGTTTCCCTCCTGCGTCCACTTTGCCAAATCACCTGTACGGTATACCTTTCTACCA -GATATACCTTCACACTCAATAAATCTCTCCTTGGTCAAGCCCGGGTCATTATAATACCCCCTTGTCAATC -CTATGCCTCCAATGCACAGCTCTCCAACCATTCCTTGTGGAACAAGTTTTTGATTTTTATCCAAAATATA -TATTTGTACATTATCTATGGGCTTTCCAATCGGGACAGCTGTTTCCTGCTCAATTATATTATTATCAATC -CTATAAAAAGAAGCAATATCTGTACATTCTGTTGGGCCATAAGTGTTTACAATATCCGCACTGTATGCCA -TTGACTTTCTCCAAGGCAACAGTTTTCCCATATTTATAGGCTCCCCTCCCAGGAAAACTCTCGAAAGCGA -TTGGAGTCTAAGAAATCCTGAGTCTGCATTAAAGTCTATCAACGGATAAAATGCACTTGGGGTACAATTA -ATCATTGTTACATGCTCTTTATTTATTACCTCCGACATACGTTCATAATCATACAATCCCGGGGAGAATA -TGCAGAGACATCCTCCAGTAACCAGAGTACTGAAAAAATTCTTTTGTGCCAAGTCAAAACTTGCCGGGGC -AATAATCAAATTACAATCCTTTTCTCCAATGTCAAATTCTCTTACAAACCAATTCAAAAGATTCACAAAT -GAATGACTCTTTACCATTACCCCCTTTGGGTTCCCGGTTGAGCCCGAGGTGTATATTACGTACATCAGTC -TCTCAGGGTTATACTCAAGATTCAGATTTGTAACGGGCAGGTTGTTATTATCCAACACTTCACGCACAGC -TATTGTTTCGGTATTTTCAAGGTACATATCCTCCGAAATTTTCTTCCCGGTGAGAAGCATGGAGGTATTT -GAGTTATTGATAAGAAAATCTATTCTCTCTTTTGGGTAATCAGGGTCAATTGGCAGGTAGGCTCCTCCTG -CTTTCAGGATTGCCATGATGCCGATGACAAGCTCCATTGATCGTTCAACCATAATTCCTACTACAGAATC -TTCTCTGACACCTTTTTCTATCAGATACCACGCAATTCTGTTTGACTTTTCGTTTAATTCATGATACGTC -AATTGTTTTCCTTCAAATATCAATGCAATATTATGAGGCGTTTTCTGCACCTGTTCTTCAAAAAGCTGAT -GTATTCCACTATAAAACGGATACTCACGTTTAGTACTATTAAGGTCGAATAAGAGATGTCTTTTTTCTTC -TGTTGTCAGTATATCTATATCTGATAGCCTTATTTCAGGATTCAAAACAACTTGATCCAGTATTTTGGTA -AAATGTCGAGTAATTTTTTCCGCGGTTTCTCTCTTAAACAGTTTTGTACAGTATTCAAGAGAAAAGTGTA -TTACTTGCCCATCGTCAAAAGCATTTAGTGAAAGGTCAAATTTAGTCTGTCCATTGCTGATATCATAGGG -AAATAGTTTAAGATTTTCTAACTCAATTTCCTCAATATCATTGTTGAAGGAAAACATTGTATCAAATACA -GGATTTCTGCTTGTATCTCTGTGTAAATTCAAATTATCAACAAGTTCTTCAAACTGATAATCCTGATTAT -CGTATGCCTCCAGACAGCTTTCCTTTACCCTCTCCAGAAACTCTCTGAATGTACTTTCACTATCTATAGT -ATTTCTAATAGCAAGAGTATTTACAAATACTCCTACAATATTCTCCAAGTCAGAATATGTTCTGCCAGAG -ACAGGAGTTCCTATAATAATATCCTCTTGCCCCGAATACTTTGAGAGCAGTACATTGTATGCAGTAAGTA -ATACCATAAAGAAAGTTGCCTTTGTACCTTCTGCCATAAGTTCCAGTTTTCTCTTGATATTATTATCAAT -ATTAAATTCTACTTTGTCTCCCTCATAACTCTTAACAGACGGTCTTGGAAAATCTGTCGGTAAGTTAAGT -ACAGGAATTTCACCTGAAAATTTATTTATCCAGTATTTCTCTTGCTTTAGTATCTCGCCTGATTCAAACA -ATTTGTTCTGCCACTCAGAAAAGTCCTTATATTGAAATTTCAGTTCAGGCAGTTCTTTTCCTTCATATAG -TTGTAAGAACTCCTTTATAATAATATTAATAGATAATCCATCAGCAATTATATGATGCATATCAATTAAC -ATAAGGTGCTTACTATCCGCCAATCTAATTAATCCTACCCTGAATAACGGTGCTTTCGCCAGGTCAAAGG -GTTTTATAAAACTACCAATGGCCTTTAACAAGTTATAATCCGGCTGTATTTGTTCTATTTTAAATTCAGC -ACTAGCCGTAATTCGTTGGACAGGAACTTGTCCATTAAATTCGAAGACTGTCCTAAATGCATCGTGACGA -TTTATTAGTTCTGAAAATATTTTTTCCATGTGTGAAATGTCAAGGTCACCTTCTATAATAAACGCTGCTG -GCATATTGTAGCTGGTGTTTACTTCATCAAATTGATTTAATATGAAAAACCTCTTTTGAGCCGAAGACAG -GCAATAATAATCTCTTTCCTCTACAGGTTTCAAATTTATATATAAAGCCTTGCTTTTGCTGTCTATGTAT -TTAGCAATACCCTCTATATTGGGAGTAGATAGTAAAATACTTATGGGAACTTCTACGTTTAAATCTTTAA -AAATCCTGGAAGACAGAGTTATTGCCTTGAGAGAATGCCCCCCTAATTCATAAAAGTCATCTTTTATACC -TAATTTTTCTATTTGAAATACATCCTGCCAGATTGGAACCAGTGACTGTTCTGTATTGTTTCTTGGTTCT -ATATATTCTGTTCTCTTCTTTAAGGTATCCTTAGGATTTGGTAGTGCGTTTTTATCTAATTTCCCATTTA -TTGTAAGGGGCATTTTTTCAATTTGTACAAAATATGTGGGTATCATATACTCAGGAATTTTGTCTGAGAG -ATGCTCTCTTAATTGTGTTACTCCTAACTTCTCATTTGCTGTGAAATAAGCACATAAAACCTTATTCTCA -GAATCTTCTTTCCTGTCAGTTACTACAGCTTCCCTTATATTTTCATGTTTCTGTAGCTGAGCCTCAATTT -CACCCAGTTCTATTCGGTATCCTCGTATTTTTACCTGACCGTCTTTTCTTCCGATAAATTCAATATTCCC -ATCCGGCAGCCACCTTCCCAGATCCCCGGTTTTATACATTTTTTTATCAACATTAAAAGGATTAGGTATA -AAACGTTCCGAAGTCATTTGTTCCCTGCTCAGATATCCTACTCCCACACCTGTACCGGATATATATACCT -CTCCTATACAGCCCCGGGGAATCAGTTCTTGGTTCTCACCTAAAATATAAACTTGAACGTTTGGCATTGG -CTTTCCAATAGGTATGATTTTTGAACCCGCTAAATCACTGGGGTTCAAGGTATAAAAGGTGGAATCAACA -CAACACTCGGTTGGCCCGTATACATTGGTTATTTCAGGAGTATTGCCTTCAAATCTGCTGTAGAATTTCT -CTACAGTTGTGTAGTGTAGGGCTTCTCCTCCGATTATAAAGTGTTTGACCTTCATATTTTTAATATCTGA -GGACGCATTCAGGGCAAGCCCGGCCAAATGGTTTGGTGTGCCGTCAGATATGTCTATTTTGTTCTCAATA -TAAAACCCTTCAAGCTTTTTGCCGTCAGATCTCACATCATCAGGTACTATATACAAACTATGCCCAAACA -AAAGTGATGTAAATATTTGTTGTACAGAAGCATCAAATACGAAAGGAGCTACAATAGCAACTTTCAATCT -ACCAATATATTTTCTGTATATATTCAGCTCCAGGCCGTTCACAAGGTTTACAACGTTTTCCAAAGTTATC -ATTACGCCTTTGGGCTCTCCTGTGGAACCTGATGTGTATATTACGTATGCCAGGTCGTCCGCACCTCTCG -AAATCAGAGGATTATCACAGGATGAATTATTAAATGCTTTAGAATTTAAATCTATGATAATTCCGTTATA -CTCAAGTTCGTGAGAATGTGTATTCTGAACAAGCACAGCCTTTGCATCGCTATCCGTCAGCATGTATTCA -ATTCTTTTGACAGGGTAGCTTGGGTCAATTGGCAGGTATGCACATCCGGCTTTTAATATCCCCATTATTC -CTATAATAGTATCTGCTGATCTTCCGGAAATCAGACCGACTATATCACCTTTTTTCAGTCCTTTTTCAAT -AAGCATTTGGGCTGCTTTGTTTGCTTGAACGTTTAGCTGCTTATATGTCAAACTCTTTTCACTGCATACT -ACCGCAGTATCCTCAGGCCTTATTGCTGCCTGTTCTTCAAACATATCAATTATTGTTTTTTTATTTTCAA -ATTTGTAATCCGTATTATTAAAGGCATTAAGCAGGGTATCTTTTTCTTCTTTATTCAGAATGCTGAATAA -TCCAATCCTTTGATCAGGATTTTTGAGGCATTCCTCCAAGGTGGTCATAAAATAGTTATATATTCTTTTT -ACTGTGCATTCATTATAGATGGTATCGGAATATTCCAGCGTGAAATCTATTCCAATTTCACTATGTCTAT -AAGATATTATAAGATTATGCTTTTTATCTCGAACTGTTTTATTGTGGAGATTTTGAGATAGAAAAAGTAT -ATCATAGACATTTTTCTCTATGCCCAGTTCGCTTAGTATTTTTTCCAGGGGATACTCCTGGTTTTCATAG -GCCGCAACCACGTCTTCTTTGGTCTTTTTAAGTAATTCCTTATATGATTGGTTCCTATTAACCAGATTAT -GTATGATTATCTCATCATTAAAAAACAAGTCCTTACTGCTACCCTTATAAACGGGGCTCAAAACGTGCAG -ACTATTCTTCCCAGAGTACTTATACAGGAAAACCTCAAAAGCGGTGAGAAGAATTATAAAGATAGACATT -TCAGAGCCTTTACCTATTTTGATAATTCTATCCGTAATATCAGACTGAACAGTAAAATAAAGCTTTTTAT -TCAATTCTCTTTCAGTACTTGCGTTAAAATCCAGTTCAATCATTCTGGTTAACTCTATATCTGATAGTTG -TTTACACCAAAAATCCCTTTGTTCCCTATACTTTTTTGACGAAAGCAATATATTGTCATAGGTTTTCATA -AATGGTCCTCCAATAAGACTTTCCTGATTTTATATTCAAAAATTAAAGTCTATATCAAAATCATTGATAT -TTTTTTCTTCATCCTCGTTTATACCGGATTTACTTTCAATATTGTTCAGGTCTATCCCTATATCTCTTGC -AAGACGGTCCAACAAACCCTCCGGCGGATTAAATTCAAGGTCTTCTGCAGCTTGTTCCCTTGAAATTTCA -CCCTCTCTAATCAAAATTGAATACTCATCAGTGTATGCACTATAGTTCATTTTCCTTATATCCATATATG -TATTAAGCCAGATCATCTCACAGTTTGTAGTTCTTGCAGGGTAGGTTGTCTTTAAGGGTTTCCAGTCAAA -TCTGTCCATGCATATTTTTTTCAGGACTTCCTTGTCCGTCTTGTAAAATTTAAAGATATAGAATGGGATT -ATAAGAATTTTTTCGGCATTTATACCCGCTATCAGGTCATTTGGGTCCTTAAATATTTTTTGTCTTCCCA -GAAACTCATATTTTCTGGCAAACTCTTCAAAAAATTCCACATCTCCGGTATTTCTGATTACTTCTATCAT -TTTTTCCAACTGCTTGCTTCCTTTTTCCTGATCTCCTATGAGAGCAGCCTGTCCTTTAGAATATCCGTTG -ATTATTAGAGGTATGTCAAAATTAGAAGCCAGTTCAAGAGCGTTCAGATACAGTATATTTCCGCATACAT -AGCAGGCGTTCAACCCCTGAATATTACACTCATTAAAGTATTTCCATAACTTTTTCATAAAGGTAAAGTC -ATTCTGCCACAAAATCATATCTACGTTTAATTCTCGGCAAAGCTTTCTGACATTATCCGTTGCCGTTTCG -TCCTCATATCCGTGGTCATTGTGGAATACAAGAGGTCTTAGTTTGAACTTTTCAACTATATTAATCAAGG -CGACGCTGCTGTCAACTCCTCCGCTTAATGGTACAAGAACATCGTACTTACCCCTAAGTCCTTTGTATTC -TTTCAGTCTCTCAGCAAGTTCATCCTCATTTTTGAAGTACAATTTCTCCTGGCTGCTATTTTTCTTTTCC -ATGAAATCATTACAGTAATTACAAACTCCCTTTTCGTCGAACTCAATTCCTGAATATGTTTCAGGCAGAA -CACAGTTTTTACACTCTCTCATAAAAATCCTCCTGACAAAATTTTAAAAATTGCCTAGAACTCAAAATCA -ATTTCATCCATAATGCTTGCTTTTTGGTTTAGAGAGGTTCCGTCTTCCCGTTCCTCTAAAAAATCAATGT -CTTCTATTTTTATTTCTGGTTCTTCAATAACTATTTCAAGTAATTCTTTATAGTATTTAATAAAGTTGTC -CATACTGTCTGATCTAAAAAGTGCAGTTCTGTATCTGAAGTCGATTGCTATGTCCCCATCAACCTTCACA -GCATCAATTGTTAAATCAAACTTACTTGTAGTAACGGGAATATTAACAGGCATCATCTTGAAATCATCTA -CATCGATTCTCTCTTCTCTCCGAGTCATAAGTGCAAAAGTTATGCTGAAAAGAGAATTTATTTTGGTGTT -TTTTTGAGCCTCCAGCCTGCTTATCATCATTTCAAAGGGATAATCCTGATTTTCGAAGGCTCCAAAGCAG -TTATCCCTTACCTCTTCCAGAAATCCTGCAAAGGTTTTGTTACCGGAGGGGAAGTTTCTCATTGGAAGCA -TATTTACAAACATGCCTACGGTGTTTTCAACATCGGTGTGAATTCTTCCTGATATAGGTGACCCGATAAC -AATATCCTCCTGTCCTGTATATTTGGAAAGCAGTATGTTATAGGATGCAAGCAGTAGCATAAAAAGTGTT -ACTCCTTGTTTTTGACTGAATTTGTCAAGTCTCTCCGTCAAATCGGCACCCAACTTAAAACTAATACTTT -TTCCTGTATAGTCAGGGACGCTTTCATCATGTTCCTTTTTGTCCACGGGTAAATGTAATACAGGTATATC -CCCCGAAAAAATATTTAGCCAGTAATTTTCCTGCTCTAAAAATTCCTTACTTGAGAACAACTGATTCTGC -CATACCGAATAATCCTTGTACTGGGTTCCGGGTTCAGGTAATTCATTATCTTTATATATATCAATAAATT -CCTTAATAATAATATCGCTGGATGCCCAATCGGTTACAATGTGGTGAAAATCCATCAGCAATAGGTATCT -GTCCGATGAGAATTTTACCAAAAGAGTCTTTACTAATGGCCCTTTATTAAGGTTGAAAGGTTTGACAAAG -TCCCTGATAATAGTTTCAGTTTTCTTTTCATCAGCCTCAAAATATCTGAAGTCGGGTTTGTAATCTTTAT -GCACTATCTGGGATATACTTCCATTTACTTCTTTGAAGGTTGTCCTTAAAGACTCATGTCTTTGAATTAT -CCTGCCTATAGAATTCTCAACACGTTGGATATTAAGCCTGCCTTCAACCATAAGTGCCACAGGTATGTTA -TAGGTTGTACCGATGTTTCCGTATTGCTCCAATATATACAACCTTTTCTGACTGGATGACACAGGATAAT -AATCACTCTTTTCCGCCTTGCCAATAGGCAGGCTTTTCAATGATGCCTGCTTTGTTTCTGCAAATTCAGA -ATCTATATACTTTCCCAGCTCATAAATGCTTTGATTGTTCATTACATCTGTTATACTGATATTTATTCCC -CATGTATTGCGTATAACATTTGTTATTTTCATGGCGAAAATAGAATCTCCACCTTGGTCATAGAAACTGT -CATATACATTTATTTCGTTGGATTGGAATATCGATGCCCATATATATCCAATTGCTTGCTCCGTTTTTGT -TATTTGATCGTCGGTTTTTCCGGTGAGCTTTATGTCCACAGTGTCCTGCTTGGTGGTTCCAGCTATAATA -TCAGACTTCCGGGTTTTCTTACTCCTGTCAAGAACAGCACTTAATTCAGGCTCAAGTGTTACAGGAAGGG -ACTCCTTCAGTCCTGCCAGCAGGTTGTAATTCAACTGCCCTGCTATTACTCTCGGCTGCCCTGATTTCAG -TACCTCATCAAACACCCTTACCCCATTGGCAGTACTTAATACCATAAAAACACCATCTCTGTCTGCATTA -TGCTCTTTAGCCATACCGGTTTCTTTCCATGCCGCCCAGTTTATACAAAATGTTGGCTGGTTTCTTTTAT -TCCTGTAATAACAATACGTATCCATATAATAATTAGCCGCAGTGTAATCACTTTGTCCTGCACTGGTTGT -AAGTGTCTCCGCAGAGGAAAACAGTAAAAGGAAGTCCATATTTAAATTGCTTGTAAGACTGTCAATTATC -CATGTCCCTTTGACCTTGGCAGCCATTACTTCTTTTATCCTCTTTTCATCCTTCGTTATTGCAAGTCCAT -TTCCGGCAATGCCTGCGCTATGGATTATTCCGTTAATTTTTCCGTAGTTTTTTATTACATCCTCAATTAT -TAACTTCATAGACTGCATATCAGATACATCACCGTTATAGTATGTTACCTTACTGCCAAGGCTTTCTATA -TCCATAATTGATTTGATTTTGTTGCAAAGTTTTAAATCCTTCTCTGTTTCCAGAATCGTGTCCCACTGGC -TTCTTTCAGGCATTTCTGAACGGTTTATCATAATAACGTTCAGGTTTGTACCCGAAGCCATATGTTTTGC -TATTTCCAGCCCGATGCCTCCCAGACCGCCTGTTATAATATACACTCCATTTTCCCTGATTTTTACGCTA -TTGCTTGGATTCTGCTCCCGTTTCACCCTCTTGAGCTGTTCAATGTACCTTCGTCCGTTTCGGAATGCAA -TCATACGTGTCTTATGTACGGTTTGGAACTCTGAAATAATGGACTCTGCCTCACAGCCTTCGTCCATATC -TATACACTTGATTTTTAAATTTGGGTATTCCTTTTTTAATACAAAAGCCATGCCGAACAAGGCTGCATTC -TCAGGATTTAAGCATTCCTCATTTCCGGTTACACTATTGACGTATGTGGAAAGTATTACTATTTTTATAT -CCTTCCCTGTATTTTTTTGCATCCATGCTTTGGTGAGCCTGAATAAATTGTAAACACTATTTTCAAGCTT -GTTCTCAAGTATCTTTATATCGGAGGTATCAGGCAAGCCTGAATCTGGTGAATACACAATATAGTTTATA -TCCTTGATACTTTCCTGCGAAAATAATTGATAAAAGTCTTCTTGTGAGTACCCTACAGAATATTTGTCTT -TTCCCAGTACACCGTATTCTTCTCCGGTATTAACCTCTATTACTTTGATTCCCTTTGCTTCAAGCCTGTT -TATAATTTCATTGCAGCTTCTGCTCTTATCACTGAAAAACAAAGTACTTTTATTTCCGTCTAACAAATCA -AATGCTTTATCCTGTGCAGTATCCGAATATTCAACCCACTCAATAGAGTGAAGTAAATCGGTTTTGTTTA -AAAGTTGTCCGGCATCTTTTTTGGTTACATACCTGTCAACCTCCATTAAAACCCTTCTGTTTTCATCAAC -CAGAGTAATGTTATATTCAATTGTTCTGTCGGAATTATTCAATATTCTTACATGGCTTATGATCTTTGAA -GATATAGGGTTGTGTATTTTAACTGAATTAAAATGGAAAGGAAAATAAAAACCAGCCTTCTCTGCCTGGT -CTCCCGCAAAATTCAAGGCTGTGTCAAGCATTGGCGGATGTAACTGGAATTCATCAAAGTCACCCTTGTA -TTCCTCCCCAAGCTCAAGATATCCCAGTGCTTCATTTGTACCGCTAAAAGCCTTTGTCAGGCATTGCCAC -CTTTTGCCCACTTCTACAACCGCATTTTTTTGTTTGTTTTCTATATCCCATTCATTGGTACATCTCTGTA -ATGCCTCTGTCATATCATATTTATCTGACAACTTTTCGGTGCCATAAATCCTGCCCTGTGCATGTTCAAT -CCAACCGTTTTCAGCTGTCTTGGATTTACTGGCTATTACAAATTTCAAGAAACCGTACTCTTTCATAATA -ACCGTATGAAGTTCAACCTTATCCTCTTCGCCAACAATTAACGGAGTTAGCAGAGTAAGCTCTCTTATCT -CCACTGCCTTACCCGGGTAGTATTTTTTTGAGGTTTGCATTGCCAGCTCAAGATAAGCTGTTCCTACAAG -CATGTAGTTGCCCCCTACCTTATGTTCTCTTAACAGCCATTGATTTTCCACGCTTATCTCAGCAGTATAA -ACTTCCTGATTTATGGTGTCAGAAATACGGTATCCCGGAAGCTTGTACCTTTCCCCATGACTTTCCTGTA -CACTCTCCTTCATTTGTCTCTTTGTATCAATCCAGAAGCGTTTTCTGTTGAAGGGATAAGTGGGCAGGCT -TACCTTATTTTCAGATTTATAAAGGAAATCCCAATCAATATCCCCACCTGTTGTATATAAAATACATATT -TCCTCAAGAGTTCCCCTGTTATAATTACCACTGGTTACAAGTTCTTTCAGCCTTTCAGACGCTGTTTTGC -TTAATTCTCTCTTATCTGTTTCCGAAATATATCCGTCGTTTTTTATTCCTTCACTATTTCTTACCACTTT -ATGGTAACCATAGTATACGCCTTGCTCCCTTATACCTTTAGGCTGCAGGTCTGCAAGCTTGGATATTTTT -TCCTCCATATCATGCCTGTTTTCCAGTATCAGGGCAATTCTAAGCGAATGATGCATTCTGCCCGTGTTCT -GGGTAAAGCAGATATCTTCTATGGACACTTCTTTATTCTTTTTCAGGTATTCATCAAAGCTTTTTAGTAA -ACTATACAGGGATTTCTCATTTTTAGCCGAAAGTGTTAAAACCTGTAGTTTGCTTTGTGGGTTTTCTGAT -TTTCCTTTGCTGTTAGGTGCTTCTTCCAAAATCATGTGACAATTTGTACCACTAATACCAAAAGAGCTTA -TCCCGCATCTCCTTGGGTAGCCCATTGTCTCCCATTCATGAAGACGGTCATTTACATAAACAGGCGAATC -TTCAAACATTATTTTCCTGTTAGGCCTTTTGAAATGCAGGGTCGGCGGTATCTGACCATACTGAATACAG -AGTACTGCCTTTATCAGTCCGGCAATACCTGCCACGTTGTCCAGATGCCCTATATTTGACTTTACAGAAC -CTATTGCACAAAACTGCTTTTTATCTGTATATTTTTTAAATGCCCTTTTAATACCATCTATCTCTATTGG -ATCACCAAGTTTTGTTCCTGTCCCGTGAGCCTCAATATATGACAATGTTTCAGGATTGATGCCGGAATCT -TCCCAGGCTTTAACTATTGCATCTCTTTGGGCAAGTGAATTAGGAGCAGTAATTCCTATAGAACTTCCGT -CATTGTTAGCTGCACTTCCTTTAATAACCGCATAAATATGATCTTTGTCATTTAATGCCTGCTCCAGCGG -TTTTAGCAGTACAGCAGCCACCCCTTCTCCTATTCCTGTGCCGTCAGAGTTATCATCAAATGTTCTTGCC -TTGCCGTCTGACGAAGCAATGCCTACATTCTCACTGTCATCTGTTTTTAAAGGCAGAAGCAATGTTTTTA -TTCCTCCTGCTACTGCTATATGGCATTCTCCGTTCCGTATAGCCTGACATGCCAGATGTACTGCCATAAG -TGATGATGAGCAGGCCGTATCCACCAGCATACACGGGCCCTTTAAATCAAGTATGTATGCAATCCTGCTG -GCCAGCATGGAATTCACATTGCCTGCCAGGGATTCTGGTGCAAGGGAAGCTTCGCTTTCCCAAAGAAGTG -TTTCGTATGTGGGCTTTGAACCGCTGTACCCTATATATACACCTGTTTTGCTGCCCATAATTCTCTTGCC -GCAGTATCCTGCATCCTCAATTGCCTCCCAAACATTTTCCAGAAATAATCTTTGGTTGGGATCCATCAGG -CTGGCTTCTCTGGGTGATATATTGAAAAAATCGTTATCAAATTTATCAAGTTCTTTAAAAAATGCACCCT -TCAAATACTCGGTATTACCTTTTTTATTACTGAACTTACTTGCAAAATGCATACAATCACTTTGCCTGGT -GCCTGAGAGGTCTGTTATCAAATCTTTTCCGTCTTTTATGTACTCCCAATACTGACTAAGATTTTCTGCA -GCACCAAACCTCCCCGACATTCCTATGATAGCTATATCTTTCTTTGATATGTTCTCCTTGAGAATTCTAT -TTTCTGCAAGGGAAAACAATTCGTTCTTATTGAGATTAAGCAGTTTATTAACCAAGTCAATGCCCCCAAA -TTAATATTCGTTTACATTCAGCTCCTCAAGTATTTTTTCTAGGACTACCGTGTGTGCTGAAAACAATTTT -TCCATGCTTCCCATACTCAATCTTGAATAATCGTATGTATAAATCAGCTTTATACTGTCAGCCTCCTCTG -TCATTTTAACGTGAATGTCATAGGGTCTGTTCATTTCATTAGGAAGGTCGCAGTTTATGCTGAATAACGG -CAGTACGGTGTTATGTTGTTTACCGGCTATATTTATCCTCTCTAAAGAACAAATATTTTTTTTCTGCGGA -TAAATACGCTGTTGTCCGATTAATTCAACAAATTTCACAAGACTATCCGCTTGTGATAAGTCCGTGGTTA -TCAGGCAAATAGCATTTCCCCATTCACCTTTTGCATGAAGAGTTAGTTGATTATCCCCTATTATTTCGCA -AAGAAGGTATATAAATGCTCCCATTACAATATCACTGGATTTTAAATCGTTTTTTCCTGAAATAGCTTTT -AATGCACTGTATGTTTCACGGCTGAGTACATATTTGTATATTTTTTCCTCAAAGTCCTCATTTTCTTTGA -TAAAGTATTCTTCCGGCAGAATAATCCCGGAGGCTTCAACCGCATTTGCAAATTCAGGTGCATCCTTTTC -TGACGATATTAATTTAGCCAGCTTTGCGATTGTAGGAAAAGCAAAAATATCGGAGACCGTTAATTTATCC -GGATAAATTTCTTCTATCCGAGAGTACATCTCCATAAGTCGAATAGAATTTCCTCCTAAGTCAAAAAAGT -TTTGATTTGTACCTGCTACCTCTTTACCGAGAACCTCCTCCCACACTTTTATAAGCTCCTCTTCAATGTA -GTTTGTCGGTGCCTCACACAAATCATTCAGTACAGTTTCCACATCAGGCTCCGGTAGCATTTTCCTGGCA -ATCTTACCGTTAGGTGTTTTAGGGAATGAATCCAGTTTGATAAAGTGCTGAGGTACCATATAATTAGGTA -ATCTTACTGAAAGGTACTCTTCCAGTTCCTTATTTTTAATATTTGCATTCAATACTGTATAAGCACACAA -GGTTTTCTGTCCGTCAAGATCATTAACTGTAACTACAGCCTCAATCACATTGGTATGCATTTGCAAATGA -TGCTCAATTTCTCCGATTTCAATTCTGTAGCCTCTTATTTTAACCTGCTGATCTATTCTTCCAATAAACT -CAATATTTCCGTCAGGCAGCCATCTAGCCATATCCCCTGTCCTGTACATAGTTTCACCAGGTATGAAGGG -ATTATCAATAAATTTCTCAGCTGTCAGCTTATCTGCATTGAAATAACCTTTTGCCAAACCGTGTCCCGAT -ACACACAATTCACCCGGTACACCGATAGGCTGCAATTTATCATTCCTGTCCAGAATATAACACTTGGTAT -TGTTGATTGGTTTACCAATCAACACCTCCGTCCTGTCCTTGTCGAACTCATAAAATGACGTACAGACACT -GTTTTCCGTCGGTCCATATTCATTTACCAGCCTTACATTGCCAAGCTTTTCAAAGTGTTTACTGACTAAG -GTGCTGGTGAAGCTTTCACCTGCAATAGTGATAATTCTTACATTCTTCATACTGTCTGAAATCTCATCCA -GTAAAACTCTGTAAAAACTTGGTACAACCAGCAAGTTTGTAATTTTTTGCTTAATAAAAATTTCTCTAAG -CTGAGGAAGGTCAAACCTGTCCTCTTGGTTTATCAATACAAGTCTTGCACCTGAGATAAGTGCTGTAAAA -ATATCTTCAACAGAGCTGTCAAATGAAAAAGACGGAATTTGAAGTACTGCATCATTAGGATTAAAACCGT -AATACTTTCGTCTCCATTCAAGTGTGTTGACAATTGACTTATGCTCAATCATTACGCCTTTTGAATTTCC -GGTGGAACCTGAAGTATATATTATATAAGCCAGATTGTCAGGCGATGGCTTTATATTGGGCTCAATACAG -TCAAAGCATTCAATTTCCTCATTTTTTATACAGATAGTATTGTATCCGCTGTCAATTCTTTCAGCTAATT -CGTATGAAGTAAGTAATAAGTCTGTATTGCTATTATTTAACATATACTGTATTCTGTGACTAGGGTACTC -AGGGTCTATAGGCAGATATGCCGCCCCGGCTTTCAGTATTCCTATTACCCCGGCAACCATGTCTATAGAA -CGATTAACCATAATACCCACTACACTGCCGGGCTTTACTCCTCTACTCTGCAAAAAACCCGCTATTCTGT -TTGCCTTTGCATTTAACTCACAATAGGAAAGCTCAGTCTGTTCATGGACTATCGCTATATTGTCCGGAGT -ACGTCTTACCTGCTCAATAAAAAGCTCCACCAGAGTTTTATCCCCTCGAAGTGCGGTTTCGGTGTAATTA -AATTCATACAGTATCCGATGCTTTTCGCTATCCGTCAATATTCCTATGTCTGCAATCGTCTTGCTTGCAT -CCTTTATAATTTGCCTGAGTATGTTCATATAGTGCGTTATCATTCTTTGTGCTGTTTCCTGTTTGAAAAG -CTTTGTACTGTATTCAAGGTAGCACGGTATGGTTTCGCCTCCGTCACCTATTTCCAGTGAAAAATCAAAT -TTGGACATATTGTACTTGAAATGGTAATAGTTAAATTTCAGATTATCTATAGCTATGTCGGGCAGTCCCA -TATTTTGTACTATAAACATAGTATCAAACAGTGGATTCCTGCTTGCATCCCTTTTTATTCCAAGGTCATT -TACAAGGTCATCAAATTGATAATCCTGATTCTTAAAAGCATCCAGAACATTTATTCTAACCTTTTCAAGA -AAATCAGTAAATTTCATTTCGTATTTTGGACAGTTCCTTAGTGCAACAGTATTTACAAACATACCTATCA -TGGACTCCACTTCCGGCAGTTCACGTCCCGCAACCGGAGAACCCACAATGATATCCTCCTGACCGGTATA -TTTTAAAAGCAGGATATTGTAAGCTGCAAGAAGTATCATAAATAGTGTAGTATTGGTTCTCGCAGAAAGT -TCTCTTAGTCCGCTTATAATGTCACAATCCAATTCAAACCCTATTCTGTTGCCGTCAAAGGTTCTGCTGT -GCAGCCTTGGATAGTCAGTCGGCATACCAAGTACCGGTATTTCTCCTGCAAAGGCACCAAGCCAGTATTC -CTTCTGCTTCTTAATATGTTCTGAGTCAAGCATGTCATTCTGCCATTGTGCAAAATCCTTGTAACTCAGA -ATTATTTTGTCCAGTTTTTTACCCTTGTACAGGTCAACGAATTCCTTTACGATAATGCCCATGGATATTC -CGTCTGAAATAATGTGATGTATATCAAACATTAATATATGATTTTCCTGAGCCAGCTTTACAAGCTTTAT -TCTAAGCAGTGGAGCTTCTTTTAGATTAAATGGACGGATAAAATCTTTTATAAGAGATTCCACTTGTTCA -TCAGATGCTTCCTCATAATCAATTGTAAATTTAATATCCTTGAGTACTCTTTGAACCGCCATACCTTTTA -TACTTTCAAAGGATGTCCTTAGTATTTCATGACGGTTGATAATCTCAGAAAATACCTCCTTTAGCTTTAC -ACAACTAATGTCACCTTTTACCGACATTATCGCCGGAATATTGTAGCTCAGTCCTGAATTATCCAGTTTA -TCAAGTATAAATAACCTCTTTTGAGCAGAAGATACCGGGTAATACTCTTTTTCTTCTGCAGGTCTGATAG -ATACAGTATTATTTAAGGCGTCTGTCTCAGCCTCGCTACTTTCTTCCAAAAACTTTACAAATTCTGTAAA -ACCAGGGTTTCTCAACAAATCTGACACAACTATTTTTAGGCCCATCAGCTTATTTATGCTATTTACGGCT -TTCATTGCAATTATAGAATCTCCGCCAAGCTCAAAGAAATTATCACTTGTGCGTATCCTGTCATACCCTA -ATATACTGCCCCATATATTGGCTACACGTTTTTCCGTTTCAGAGTAGTTTTCATTTTGCCTACCTGACAA -TTTTATTTCGTTTTCTGCTACCACGGTGTCAAAACCTGATTGGGCGTTCTTTGCTTTATTTTCCTGAAGT -ATTTCATCGGACAGCATTATTGCATTTGCACCAAATTTGCTGTGAATCTCATTGTCATAGTCAATTTCAC -CAATCATTACACGGGACATTTTTCTGTTTATTACCAATCCGAATGCATTCACCGCCAGCCTTGTAGGAAG -AACCTTTGAACCTTCGGTATCTATCTCCAGATTTACAATCATGCCTACATCCTTCCAGCCTGTCCAGTTG -ATTGTAAGTGTTTTTCCTCTGCCGCTCCTGTGCCATGTATATGAATCAAGATAGCTGTTGGCAGCGGTAT -AGTCACCCTCACCCGGAGCACCGAAAATTGAAACCGCTGATGAAAACATTATGAAAAAATCCGGCTTGTC -CTCAATAGTCAGCCTGTCCAGCAGCCACGTGCCTTTTATCTTTGGTGCAAGCACCTTTCTAAAAGCCTTT -TCGTCCTTTCTTATAATGAACCCGTCACCTGCTATACCCGCACTATGTACAACACCGTTTATTCTGCCAT -ATTCTCCTCGTATACGGCTAATTACAGTTCTCATTTCAAATTCGTCAGATACATCTGCACTATAGTAATC -CACCGATGCACCCAGTTTTTCTATCTGAATAATTCCTTCAAGCTTGGTGCACAGCTTTTTTTCCTGTCCT -CTCTCTATTATATCCGGCCATAAATGCCGTTCCGGCAGCTTTGAAACACCTATAAGAACTATATTTATTT -TTTTAAGTGCGGAAAGGTATTTTGCTATTTCAAGTCCAATTCCTCCTGTTCCGCCAGTTATAACGTATGC -TCCGTTTTCAACAAGCTTTATATCCTCCTTACCATATTCGGACAGCTTGATTTTTTTGAATTTCTCAATA -TATCTTTCACCATTTCTATAAGCAACATGATAGCTTTGGTACCCGCAACTTATTTCATTTAGTAAAGTTT -CGATTTTTGTGTTTTCATCGATATCTATTGCTCTGCACTTCAAATGTCCGTATTCCTGATCCATTATCTT -GCCAAGTCCGAACAGAGAAGCGTTTTCAGGGTTAATATATTCTTCCTCACCTGTTACTCTGGTTATATAA -TCTGAAATAAGCACTACATCAATTTCATTCTTTATATCGTTATCAATCAAAGACCGACATAAGTGGAACA -AGCTCATTACACCATTCTCCACTGCTTCTTCCAGTTCATAAATGCTATCTACCGATCTGTTTCTTTCCAA -AGACAACATATGAATTATTTTAGAGATATGTATGTCCTTTAAGTCGTGGAACAATTTGTCATAATCCGCT -CTGCTGCCATTGATTATATATGATGTATCGCTTAATCTCTCATAATTACTGCCTGATACTATTTCAATTA -CATATTTATATTTATCTTTGAGCTTTTCTATAAGATCATCTGAAAATTCAGACTGATTTTTCAATATCAG -AGTATATCCGTCCTGTGAACCCCAATTACCGGGAATAGTGCCTGAGGGCACCCATTCGGTTCCGAAATAC -AGGTGATTAAAGCCTACGTCTCCGGAAGATGTATTACGTATGGATTTTTTACTTTCAACCCAGCACCTTT -CACGTTCAAACTGATACACCGGAAGCCGCTTTCTGAAATATTTGCCTGAACTGTACAGCCTGCTCCAATC -AATACTTGCACCTATTACATACAGTTTGCATAGCTCCTCCAACTGCTCTCTACTCTTATTTTCCATATAC -TTGTTAAGAATAGCTTTGGCCTTTTCAAAAATGTGTGTTTTTAATGATTTTCCATTTTCTCCATCCAGTA -TATATGAAACTTCGTTACCCTCATCCTTAAATTTTGCATAGTGGCAGCATACAGCTTCACCATCCAAATT -CATTCTAAAATCATGTATGTCAAGGCCATTTATCTTTTTGATAAAATCTTCACTATCTTCAGCTAGAAAT -GCTATTCTATAGTTATAATGAGCTCTTCCGTTACTTGCAGTAAAGCAGATATCACCCAAATTTGGTATTG -ATTCTCGACTAACATAATCCTTGTATTGCTTTACAAGCTGTTTAAGTGAATTTTCACTTTTTGCACTTAG -TGTAAAAATAAAAGGGCCAGGATTTGCCGACGTTTCAGTATCCTTCCTGACTGCCTCCTCCAATACTACA -TGACAATTGGTTCCGCTTAATCCAAAGGAACTAACACCGCACCGCCTTGCAACCCCTTCTGTTGTCCAGT -CCTCCAGCCTATTATTGAGATATACCGGTGAATCAACAAAATCTATTTCCCTGTTTGGAAAAGACAGATT -TATCATGGGAGGTAGTTCACAGTTTTTCAAGGCAAGCACTGCCTTTATCAATCCTGCAATACCGGAAGTT -CCCCCAAGGTGACCAATGTTTGTTTTAACAGATCCCAATGCACAAAACTGTCTTTTGGAAGTATATCTTG -AAAACGCCCTCTTAATCGCTTCGATTTCTATCGTGTCTCCAAGTTTTGTGCCTGACCCATGTGCTTCAAT -GTATGAAATGGTCTCGGGATTGATACCCGCTTCCTTCCATGCCTTCACTATAACATCAGCCTGTGACAGC -ATGTTGGGTGCTGTCAGCCCTGCCGAGCTTCCATCCTGATTTATGGCACTGCCTTTTATGACTGCATAGA -TATTATCATTGTCCGCAAGAGCTCTTTCTAAAGGCTTTAACAGTATGGCTGCGACACCTTCCCCCCAGCT -GGTACCTGTAGAATTGTTATCAAATGATCTGGTCCTGAAGTCACCAGCTTCAATTCCAACGTCTAAAACT -CCCTTTACAGGTATTATATTTAAGGTGACACCTCCTGCAATAGCATAGTCACATTCACCGTTCTGTATTG -ATTTACATGCATTATGCACCGCTACAAGAGACGAAGAACACGCTGTATCTATAAGCATACTCGGTCCTTT -CAAGTCCATCAGGTATGCAAGTCTGCTTGCAATTATGGATGAAATGTTGCCTGCAAAGGCTAATGACTGG -AGCACAGGATCAGTTTTTAAAACATATTGACCATACCAGGGAGCATCTCCATGACCCACGAAAATACCCG -TTTTACTGCCTGACAGTATGTTTCCCCCATAACCTGCATCCTCAATCGCACTCCAGGCAGTCTCCAGAAA -AAGCCTCTGTTCAGGGCTCATATATCTGGCTTCATTAGGAGAAATATGGAAGAAGCTGTAATCGAATTTA -TCAATATCGCTCAAATACCCTCCCTCAGGATATACAAAATCAGGATTGACAGAGCTTGTAAAGTGCAGCA -TAAAATCCTCAATGTCTCTTTTTCGTTCCTCAGACATTTTTCTTATGCTGTCGGTGCTGTTTATGATGTT -ACTCCAATACTCTCCCGCTGTTTCAGCACCTGGAAATTTTACTGACATACCAATTATTGCAATTCCGTCA -TTTTGTTTTTTATTGGTTTTCAGAAGCTTCAATAATTCCGCCCCTACTTGCTTGTCAATTTTCCCGGCTA -CGCTGTTCTCAAAAATGATTTGTGCGATTTTATCCATTTTGATCCTCCATTGAACTCAGACGGTCAAGCG -CATTATCTATACTCATTTCGCCCTTGGAAACCATATCAAAGAGATCGAATATGTTTTCATTTATATTATT -TTCTTTGTTCAAATCCAGTTGAGTGCTTTTGCTAGGCTTTTTACTTTCAAAACCCGATATGTATTCTGCC -ATTTTTGCTATGGTGGGATAGGCAAATATGTCAGCAATGCTTATATTTTGTGAGAACTCTTTCTTTAGCC -TTTCATGTATACTTGCAGCCAAAATGGAATCTCCTCCCATTTCAAAGAAATTGTTATATATACTCAATTG -CTTGTAGCCTAAAACACTCCCCCAAATTCCTGCAATTTTTCTTTCAGCCTCACTATATTCTCCACTGCTT -TTTCCAGTCAGTGTAAGCTCCTGCTTGTGGCTTTTTTCTGGCAATATCGTTTTCTTTTGGTGGGCGTCAA -TTTTTTCTTTTAATTCCGAGGAAAAATTGAAGGGCAAAAAATCCTCCAATTTAAATAAAGCTGCATCCAT -ATTCAGCTCTCCTGCAATAACCTTAGGGAGGTTCAAACAGATTGTCTCGTCAAAAGCCTTTAGTGCTGCG -GCCTGCGGCAGCACTTTGAATATGTGCTTTTCCTCAAAAGTCTTTTTGTCACCGATTGAATCACTTCTGT -ACCAGGGGGCCCAATCCAACGCCATATACTTTGTTACTGAAGTTTTCCTTTTAAACGAATAGGCGTCCAA -ATAGCAATTAGCTGCAGTATAGTGACTGCTGCCTCTTCCACCTATAAGTGTAATGGCTGATGAAAACATA -ATGAAAAAGTCTAAATTATCTTTCCGGGTCAATTTATCTAATAGCCATGTACCTCTCAGCTTGGGCTTCA -AAACTTCCCTGAAGGTCTCCTCAGTTTCTTCTCCGATTATTCTTCCTGTCATATTTGCACCAACTCCGGC -ACAATGGATTATTCCATTGATCTTGCCATGTTTATTTCTGATAGCTTCCAACACCTCAGATAGCTCTCTT -TCCAGAGATATATCCGCAGTGTAGTAGGCAACCTTGCAGCTGAACTTTTCCAGTTTTTCCATAGCCTCCA -ATTTCCCGGAAAGCACGGTATCCCGGCCATTACTTACAATATCCTTCCAATATTCCCGTTCAGGTAGTTT -GGTACGCCCAATCAATATAATGTTTGCATTATGTCTTTTTGCCACATGAACCGCTAGTTTTGTTCCTATA -TCACCCAGTCCGCCTGTTATCACATATGTTCCATTTTCTTTAAAGTAAATATTGCTCTTTTGAACCATAT -CCTTTTGAATACTCTGCAATTGTTCTACATACCTCTTGCCCTTGCGATAAGCAACTTTGAAATACTTCTT -TTGAGACCGTATCTCCTTTATTATGTTTGCGTAAGGCGTTTCTTTATCTAATTCAATACACCTGCTGCTA -AAGCCCGGATATTCAAAGGGGAGTACCATTCCCACCCCTGTTATGGCAGAATCATCAGGGTAAATATCTT -CATGCCCTATAATTTCATTAACAGGACGTGAAACAAGAACAAATTCCACCCTTTGTCCTGCAAACTTTCT -GGCAAAAGCCGCGGTAAATCTGAAAAAGGCGTACAGACCGTCATCCAGATTACTTTCAAACTGCTCCGGA -CTGTTTATCTCTATCTCCTTCTCCCGTGGTGTCAGGTATAAAACACGAGTTATATTCTCACAGGAGAGTA -CTTCTAATAACTTTTCATAGCCCCCTCGTGTGTTGACACACTCATAGGAATTCTTCCCCAAATCCTTGAA -TTCAGTGCCTTTAAAAACTTGTATAAGCTGGTCTCCGCTTTCTTGTAATCCTTTAACAATACTGTTATAG -AGTTGGCATCTCTCACCAAATACCAGGACTGTTCCTCTTTCAAGCAGGTCTGTCGTTTCAAGACAGGTTT -CATCGTGAATCCAAACATTTTCATACAGGATATCCTGACTTTGCACCATGCTCTGTGCAGAATGCGGAAT -GTTTATCCAACATCTGTTTTTTTCGAAGGGATAAGCAGGTAGACTTATTTTTCTCCTGCCTTCTCCTGTA -TACAGTCTTTCCCACTCAATCTCTGCACCCTTTGTATAAAGTTCCATTAATTCATGAAGTAGTTCCTGTC -TATTTTTATTTAGTAAGAATTCTTCCATTTTTGTCTTAGCACTATTTGTAATCTCTTTGATTTCTTTATC -AGTAAAATCAAATACGCCTGTCCTCGGTCTGTCTTTATCTATCATGAAATAAGCACCGTAATATATATAG -GCATTTTCAAAGCTATAAGCTCCACTATTCAGAAAGAAGTTCAGCCTTAAAAGCAGCTCATCCAAGCTGT -CTGCAAGCACAGACAACCTGTAATTATAGTGCTCTCTACCGGTATTGGCAGTGTAACAAATGCTATGGAA -ATCTTCTGCTTTGCAAGCCTCCAGATAGCCTATATATTGGGCCACCAGAGTCTTCAAGGCCGTTTGGCTT -CTGGCTGAGACAGTAAACACTCCTGTTTCAGAATCCTGAAATACTTTATGTTCCCGTAGTTCGGGTGCTT -CTTCAAGTACAATATGACTGTTTGTTCCACTTATACCAAACGAGCTAACCCCGCATCTTCTTTTGTCTCC -TGAGCGTTCCCATTCAGCTGTCTTATCTGCCACATAAACGGGAGAATCTATAAAATCAATTTCTGCGTTA -GGTTTATTGAAATGAAGGTTTTTAGGTATAGTTTTATGTTTCAGGGAAAGCACTGCTTTTACAAAACCCA -AAATTCCAGCTGCACTGTCTAAATGACCGTAATTTGATTTGGCAGACCCAACTGCACAAAAGCCGGTTCT -GTTTGTAAACCTTCCAAATGCCTTTTTTATCCCTTCAATTTCTATTGGATCGCCAAGTCTTGTTCCTGTG -CCATGTGCTTCTATGTAGGATATAGTTTCAGGATTTATGCCCGCATCCTCCCATGCCTTTATTATTACAC -TTTCCTGAGCACTTGCACTTGGAGCGGTAAGCCCCAAGGAGCTTCCGTCACTGTTGATCGCACTTCCCTT -TATAACCGCATATATATTATCCATGTCCAAGATGGCTTTGCTCAAAGGCTTTAGTATCACCGCAAGAACG -CCTTCACCTGTACCAGTGCCATCGGAATCAAAATCAAATGTTTTAGTCCTTCCGTCAGAAGAAGAAGTCC -CTATATCTGTTTGTTTTACAGGCAGTATATGGAGCTGGATTCCTCCTGCAATTGCCATATCACATTCGCG -ATTTATTAATGACCTGCATGCAAGATGAACTGCAACCAGAGAAGATGAGCATGTAGTGTCTATCAACATG -GTGGGCCCTTTCAGGTTCAGTATATATGAGATTCTGCCTGCAATTACAGGCCGCAAATTCCCTACCGCAG -CTACCGATATGGACTGAGGCTCCACTTTTGAAATCATTTCCTTATAATCACAATCGGCTCCACAGCCAAG -AAATATACCCGTATTGGTATCCTTTATCTTATTTCCTCCATATCCCGCATCTTGAATAGCCTTCCATGCC -ACTTCCAAAAACAGTCTTTGATTGGGATCCATCAATCCGGCTTCTTTGGGAGATAGTTTAAAAAAACCGT -AATCAAATTTATCAACCTCTTTTATGAATGCGGCCTGACCAATTGTTTTTTGGGACTCTCCGGTACTTAT -AAAATCCAAATAGGCAGTTATGTCCTTTTTTCTTTCCTCGGGAATTTCTCCTACACAGTCTACGCCAGCT -TTTAAGTTTTGCCATAGTTCGTCCACTGTTTCAGCCTTTGAAAGCTTGACTGCAATACCAATTACAGCAA -TATCCTTGCAGGATATTTCCTCTATAGTGTTATTCATTTTCTTGCTGCCAAGCTTAATTTCACTAAAGTC -CAACATAGGAATTCCTTTCTATTCTATTTGTCACACATAAGCTCTAAAAGCTCAATGTACTGGTTAAACA -TCTCCAGAGCCTTGTTCTTCAGAATTTTTCCGCCATTATACTCAAAGGAAAGTGTCATACCGTCAGTATC -CTTGATATATTGAAGAATTATATCGTATTTTTTAAATAGACCTGTATCTGTAGTCATAAGACTTTTATTG -TATATAAGCGGGCAGACGGAATAGTCCGTATTCTTGATCTCAAATTTGTCAATGTCGCTGACATCATAAG -AATCACTATTGTTTTCTTTAAATCTATCACACACTAATAAATACAGCTCAGAGAAATTCTTTACTTGTGA -AATATCTATTTCCATATCGACGATTCTATTAGGAGAACACATTACCTGAACTGAAACCTGTTCAGTCCCG -GCCGCCTGTGACAGTAAATAAACATATGCTGCTATGAAAATAGTATATACATCAACCTTTTCACGGTGTG -AAATCGCATTTAGCTTGTTTGCTGTTTCATCATCAAACCTTATTCTGAAAACTGAGTTTGGAATACTTGA -ATTTTTATTGCTCCTAAAGTCTTGTGGTAAATTTATGGAGCCAACAGTCAATTTTTCATCAGTATGATTC -TCATCCTTCGTCAATAGGACAGCCAGCTTTGAAACGGTAGAATTATCAAAAAGATCGGTAATTTTAACTT -TTCCGGGATAGATTTTTTCCAACTTTGCGTGAACCTGCATCAAGAGGATTGAATTGCCTCCCAGATCAAA -AAAGTTATCATTTCTGCCAAAATAATCTTTGTCCAGAACCTGCTTCCATATATCAGCTACCAGCGTTTCC -ACTGAATTATCGGGCGGCTGGTATAAAGCAGCATTTCTGTCCGCCCCTGAAATCTCCTGAAGTGCTTTCC -TGTCCAGTTTACCGTTTTGCGTAAACGGCAGTTTGTCCACAAAAATGAATTGGGTCGGCACCATATAGTC -AGGAAGTTCTTCTTGTAGGAATGAGCGCAGCGTTGATATCTGCAGCTCCTTCTCAGCTGCAATGTAGGCA -CATAGATATTTGCTGCCATCCCCATTTTCTTTGTCAATTACAGCAGCTTGCTTTATTGAACTGTGCTTTA -TCAGCCTGGCCTCAATTTCGCCCAGTTCAATCCTGAAGCCCCGTATTTTTACCTGATGATCTATTCTTCC -AATGTATTCAATATTTCCGTCAGGCAGCCATTTACCCGAATCACCTGTTTTGTACATAACTTTTCCCTGT -TCAAACGGATCAGGCACGAATTTTTGTTGTGTCAGCTCAGGCCTATTAAGGTACCCTCTTGCCACGCCAT -CTCCTGACAAACATATCTCCCCGGTCACTCCTATCGGCATGGGCTGATTGTATTTATTTAAAATATACAC -CCTTGTGTTTGCTATTGGACGGCCTATAAGGATATTTTCAGCTTTTTGTAAATTTCTGAATACCGTGGAA -GCAACACTGTTCTCTGTGGGGCCGTATTCATTCACCAACTCCAGATCTTCTCTTTTTTGCAAACTCTTTG -TAGCTAGCTTAGCCGGAACTTTTTCTCCTGCCAGTGTTACAACCTTCAGACTTTCCATATCATTACCGCT -CAGGTAATCCTGTATAGCCGTATATAACGTAGGGACACATATAAAATGGGTTATTTTTTTCCCCACTATA -TGTTCTTTTATTCTCATCAGATTTATTACTTCTATATCATCTGGAAGAACAACCATAGCCCCGGATACAA -TTGGAGTGAAAAAGCTGGTCAGAAATCCGTCAAAGCAGTGGGAAAACAATTGTAATACAGCATCTTCTTC -ATTCATGCTATATTCCGCTTTTCTCCATTGTATTGTATTAGTAATGCTTTTGTGCTCTACCATTACTCCT -TTTGGTTTTCCCATGGAGCCGGAAGTATATATTATGTATGCCAGATCATTTTCACTGTTTAGTTTATCAA -GATTGTTGCTATCACCTTTATACAATCCACAATCATCTATATCTATTGTTGTTACATCTGTCCTTATTTT -ACTTATCAGATGGCTTTGGCACAGCAATATATCAGCACCGCTGTCTTCAAGAATATTACGCAGCCTCTCA -TCAGGGTATCCTGCATCTATAGGTAGATATGCACCTCCTGATTTTAGAATTCCAATAATACCAATAACCA -TTTCAATGGAGCTGTTTGCCATAATTCCCACTATGGTTTCCCTTTTCACACCTGCATTTCTTAAGTGCCT -TGCCAATTGATTTGCCTTCTCGTTTAATTCACGATATGTGAATCTTGCAGTTATAAATTTATTGTGTTTT -CTTTCCTCATATGATTTCAACCTATCATTTACGTCAAAATAATGTTTGCTGATTTCCAAATTGAGTTTCT -CGTCCATAAAATCTATAAACGGGTAGTTTATACTGGACAAGTCCGGGTATTGTTTTAGCTTCATATTTTT -TTTGCTATATGTCAGGTAGTCATCAAAGCAACGAGCACTGGATTTCAGCCCATAATTGACTGCACTTTCA -GCAAGGTCTGCACCGGGCTGTGCATGAAGCTTTCCCCAGTCAAGTCCCTTAAAGAATGGATACCTTTCCA -GTATACTTTCAAGCATATGAATGCTCTCAGAAGCGTCTTCCACTGTAAAGAAAGGCAGTCCTGCTATTAA -ATTTATCTTGACTTCTATGTTGTCAAATTCAGAACAGTTGTTAAAGAACTTCAATATTTGTTCATTTTCA -GGCTGAGGTTTGACCATTCCCTGTTCGTTGAGCTGATTTCTATGTCTCTCGGACAGGCTACATAAGTCTA -TGTTAAGGTTTACGTATTTAAAGGTTTGGGAAATCAGTCTTATTACTTTCTTATCGGGCAAGGTCCAGAA -GTAGAAAGAGCAAAAATGTTTTTTAAGGTCTATTCCTTCCCAAATACTTTTGTAGTACTCCAAAGTGTCA -GATCCGGCTACCTCAAAATCAAACATAAATGTGGAGGTATAGCCCATGACCGCACTGATATCTTTTCTAA -CCTCTTCCGGTCTCCGCAAAAACGGCTTTACTCTTCCGAATGTTCTCTTTTGTGCTGTTCTGCACCCTCC -ACAGTAAAAGCAATTCGCATAACAGCCCTTACCGGTGAAAATATAGAAGTACTGAGAATATAGTGGGTCC -TCCTTGCGTACAAAGATCTTATCCATATGAGACAGATATATATCATGTGAATTTTCTTCATTTTGAATGT -AACTTATCTCATTTATTACAATTTTTCCATTTATTTTATAAGCACAATTAGGAATATATTCTGCCTTTTG -ACATATTTTCAAAAGCGGTAATTCACCGTCTCCCAGAATAATATAATCCACATGCTTATTCCCCGTTAAC -TCCCTCCAGTAGTAGGATGCTGTATTACCTCCTATCACTACAGATATTCCCGGATCATATTCTTTGACTA -TTTTGCATATTTCCAAAGAACGTGCAATGTGAGGAAACCATTTCATACTTATTCCCACCAGCTTGGGCTT -AATTGTACGCAAAAGTTCTCCTATATTCTCTTTTAATTCCTCATTAGTACCTGTAGTGTCATTCCACTGA -CAATACGCTTCTATGCCATTCCTTCTCAGATATGAGGCAAGATATAATATCCCCGTTGACGCAGTTCCTG -TAGTATCCCCCAAAAGCAGTACCGGTGCAATACTATCCCCAGGGTCAGCTTGTCCCGCTATCGCTTTTAT -ATCGGTCTGTATCTCCCTGTTTTCCCGGTTACCTGCTTCATATTCTTCAATACAGCAACTATCTGAACAG -GTTAATAATTTGTCTGTGCCTACAATATGCAACAAGTTACAAATATCCAGCTCTATTAGTAGCTTAATGA -AATCCATGAAACTCTTTGATATATTAAAAATCTTTTTGTTCCATTTAAAATAATCTTTTATAATGTCTGA -TTTACTTCTAAGAATAATATAATTCTTTTCATTCATTGCCAAGGATTCATAGATTTGCTTTAAAGTACTG -GTTCCGTCAAACAGTTTTAAAGCCGACAGTACAGGTGTACTTATTACGACAATATTGCCTTTATTTGTTT -TCACCATTCTCAGGTCTTCACTTTTTTCAACAATGTTTCTATTGCTAAACAGGTTCTGAGAATCAAACAA -GTGAATGTATTCATTCTTTGAGTAAACACAATCCTCCAGCACCTTTATCAAAGATGGACTGATTTTCCCT -GCAAGTACTTTATTATATACATCTCCCAGTGCCATATCAAAACAAACCGCTATACTGTCGGGTGTTCGTT -CTACCTGCTCCTCAAATAATTCAAAAAGGGTTTTACCCTTTTCATACGGGGTAGCTGTATCGTTAAATTC -ATTCAAAATACACTTTGTCTCTGAATCCTTAACAATACTAATTTCAGAGAACTCACGGAAGGGATTTTCC -ACTATATCCTTCAGTATATCCACAAAAACCCTGCTGATATTTGTTATTGAGGATTCTTCGAAAGCATTGG -AATTGTACGTCAGTGCCAACCTTATATTTTGTGTCAGCATGGAAACCTCAACAGTAAGGTCAAAGTCAGT -CATTTCTTTGATAGAATATGAAATTATTGACAGACCGGGACCTTTTTCTGTAAGCATTCTGTCAATAGGA -TAATTTTCTACTATAACAATTGAGTCAAACAGTGTGCTGCTTTTATCTACCTCACTATAGGATTTTATAT -CAACAAGTGCAGTACTTCCAAACTCTTCCCTGTCTCTCACTGCCTTATCAACCGCTTTTAATAAGTCAAA -TATTTTAGTATCTCCGTTACTATTTATTCTCAGCGGAATGGTGTTAATAAATAAACCTACTATATTTTCA -ACATTCTTGATACTTGACTGCCTTCCTGATATGGTAGTCCCAAATAAAACATCATCTACATCAGAATATT -TTTGCAGCAGAATCCCCCAAGTACAATACATGAGGGTTGCAATAGTTATTTCATTGTGCGTTGAAAAAGT -TACTACACTGTCGGCTAATTCAGCAGGAAAAATACTGACATGTTTGCCTGCCTTAAAAGCATCTGTACCT -ATACTACAATAGGGAAGGCTTGTCTTTTTATCAAACCCCTTTAAATATTCAAACCAGTACTCTTTCTGTC -TGTCCTTTGGCTGTTCCAAACACCACCGTATAAAATCTTCGTACTTTCCCTTAACCGTTCTTTGTATTTC -TCTTCCTTCACTGAAAGCGTTATAAGCATTTAAGAATTCCTTAATTAAAATACCATTGCTCCAACCATCA -AATAAAATATGATGATATGTGAGAACCATTTCTTGTTCATTTTCGTTAATTCTCAGTAGTGAAACCCTGA -AAGGATTTATTTCAAGGTCTACTCCGGTTTCCCAGTCACTTTTTAAAAAACATTCTCTGGAATCAGATAA -ATTATCGTCCTTCTTATCCATGAAGTCATAAAATTCTATTGGAATTTCAAATTCTCTTTGAACTATCTGT -ACAGGTTTTTCTATCCCCTTCCACCTGAAAACAGTTCTTAAGGCAGTATTAGTCTCAGCAACGTGTTTCC -ATGCTTTTCTAAATATATCGGGGTCCAGACACCCTGACAGCTTCAGGCATAACTGCTCTATATACAAGCC -ACTTTCAGGATTATTTATGTAATCAAATAACATTCCAAATTGCATATGGCTCAAAGACAACATGTTCTCT -ACATTTTCTCTTGATATCTTAGTTGACTGTATCAAACGTTACCCACCTTTATTTTTTATTTCTTAATAGT -TCTACTCAATATTTAAAAAATACTCAGCAATTTGTAAATCAATACGTACCAGGCTGGTAAATAGCTTATT -CTTTTCATTATTTAACCTTGAGGCAACTTCTTTTATGTAGGAAGCATTCAGCAATTCAGACGATATATTA -TTTGCCTTTTCAATATCCCAATTTTCCTGTGCTAAATCCAATAGAGATTTAAACCATTTTGCCATTGAGC -TGTTTATTTCTGAGCAGTTATTTCTGTGATTGACAATAAAGTCATTTAAGATATTCCGGGCTTTTTCATA -TTGTTTTGCGGCAAACTGTCTTTTCAGATATATTAGCAGTGTTTGAAACTGGCAAGAATAGTAATTTATG -AGCCTTAAGGAGTAGTCACTTTCCTTGTCCAGATAATTAGTATAATCAGAAAGATAATTATAAAAAGGTG -TAATCCTTTCATCAACAAATTTATATCCGTATTCATTATACTCAGGGGATAACAGCAATAGATTATCTTC -TTTTATTTTTTCATATAGTACTGTGCCGGTAAATATTTTTACCCTGCTGATAACTAAGTGTATAATGTTT -GCAAATTGATATTCTTCCATAAATTCTATATTACTTCGTAAACCCTCAAAGGTAGAATATGGATTAAAAT -TTATAAATCCTGGTACAACATTTATTTCATATTTTCTACAAGCCTCTGCTGCTCTGACATTGTCCGAAAC -TGAAGCATACTTCTGGTAGAATTTTAAGTCGTATTCATTAGCAGACTCATAACCTATACATGCTCCGCAT -AATCCTGACTTTTTTAATAAATCAATCAAAGCCTCATCCGCTTTTCTGAAAAACTCAGCACGCAGATCAA -CAAAATATGAAATATTGAGCCGTCGCCTAATTATTTCTTCTGCAATACCACGTACTCTTTTCAGGTTAAT -ACCTGGATCTTCAAAGCTTCCGTCAATGAAATTAAATGTTCTGACTCCATATTCCTTTACAATATATTCC -ATCTCATCAACAACATCTATGGGTTCCCTGCCTCTCCACTTCTTCCAGAATAACTGGGAAGCACAAAAAC -TGCATTTTCCTGTACAACCTCTGGAGGACGAGATAACTGCAGTCTTTAATTTGTTTTCTTTTAATATATC -TCTTGCAGGCCATGGTAGGTCTCCGATATTTTCTATCAGATTTCTTGGGGGATTAACTATAATACCTTCT -GTACTTCTATATATTAACCCCTCAATATTTTCCAAACTCTTACCCTTATTCAGATGTTCAACCAGCTCCA -GCCATGTAAGCTCGCCTTCTCCTCTGATTACAAAATCTATTAGCGGAATCTGTTCCATTATTTCTCTGAA -ATTGTATGTTGGCAGTGTGCCCCCGATACAAAATAATGTATCCGGCATTATATTGTGAATTGCTTCAACA -ACTCTGCAAACACCATTTTTAGAAATATCGTACATCGGCAAGCCTACTATATTGGGCTTGAATTCTTCGA -TTCTTTTATAGTCAATGTTATCCTCAGACTGTCCTAATAATAAAGCTTCAAAACCACTTTGCCTTAAATA -AGATGCAATATAAGAGATTCCTATTTCCTCAAAAGTTTCTCTCATTCCATAACAATATACTGACAGCAGC -AGTATTTTTATCTTTTTTTCACTGCACATTATGGCACCTCTCCCCTGTTTATTTAAATTTTGGTACACTA -AGCTGCATATTTTTCTCTATCTAACGTGAAATAAGAGTCACTTTATTATGGATACCATCCAATTCAATTT -CGTCATCATTTCGAATTAACCCAAAAGCTCCTGTTACCCCATATAAAGCCGGAATTCCCATTTCTCTTGC -AATTATCCCCATGTGGTCAAAGGGAGAGCCTTCTTCAAAAATTATTCCTTTTACCCTGCTAAGAACTTCA -AGTAAATCTCCGCAGTGTCCGTGGGGTAAAACAAGTATTCTGTCCTCCTCCAGATAATCCGGCATACCCA -CATGTACTTTACCCGTTACTTTTTTTCTCAGCCCTGAAATTCCTGACAACGTCACTCCTTCACCATTGTT -TTCCCTATCGGAGGTTTCTCCCGGCTCTTCGTGTCCGTAATTAAAATCACCGGGATCTCTGCCTAAAAAC -CAAGGAGCGAGCATTCTTCTTTGTTCATTGTATAATTGCTTTCGGGCTTGGATTTTAGCTTTATAATCTG -TATTATTCAAAAGCACAGTCTTAATCTCATCCAGCTTTAAAAAATATATATCTTCGGTATTTCCTATTAC -CCCTTCATCTGCTAATATTTTTGAAGCGGCATCTACGGCAAGCCTGAGATAACCTGATGATGAAAGATCT -ATATAAAAATTGTGGTTATCATTTATAAGGAAGGCTTTTTCAGCCATACTGAGCATTTTTAGAAATTTGC -TTTTTTTGCTGTCATCTACTTTTTCTAGAAGTCGTTCTTTTACATTTTCTTTATTTTTCATTGTTTCATT -TATTGTTCCCGACAAGGAATCTGCATCCACAAATAGGAATTCACGTATCCTAGGTAAAACAGCCTGGGGT -TTTTCAAGAACTACCTTATCCAGACATCGTGAGCCTATTCCTACAGCTGCAAAATCCTCTGCATACATAT -TTAGTTGACGAATTAATTCTTTTCCACCGGTAACATCACTTAACCGTGCATATATCAAATCTGTACTGTA -ACTGGAAAAGAACAGCTTTTTCAATTCAGCATTGTTGTTAATAGTCTTTGCCATTTCGGAAAGGTAAAGC -CTTTCTTTTGTCAATATGCTTATGTTATAAATCAGACTGCAAAAATCATCCAGGCCTATTTCACCGAATT -CCTTCCTGCAGTATTCTTTAAAAACATTTATATAATTGCCGGACTCAACAATTATCCAATGATACTCCAT -AGTCTTTTTAATATACGCAAGTGCAAACTCAATAAAATCACAAGCTTCATGTGATGAGAGCTTTCTTCCT -ATATAATTTTTCATCTGATTTATCAGATTTAAAAATTCGGGAAGATATATGTCCTGAAATGCAATTTCAC -CATTATCATATAGTGAGTCCAGTTTTTCCGCTAATATCCTTCTCAGTTTTTCTGTGTCCAAATTGTCTTC -TGCGGGTAAGTCCTTGCTTCTGGTATAAATGTATCCATTTTGGACAGTAAACTCATCACAATAGCCATGC -CCTGCTTCTGCAGCACCTTTATTAAAATAATGTCTCGACAGTATTGTCACTTCTTCTTCCAGAGGCCTAA -AGGGACTCTCTTCCCATAAAAACCAAGTATATTCAGAACATCCCATTTTTTCATTGTCAACGGGAAAATT -TTTGTTTTTAAATGTTGTTATGGGTCTTGCCTGTAATATGTATATTTTACCGTTACTTTCAGTCCATTCT -ATGTCCTGATAATATTTTAGTACCTGCTCAACTTTTAAAAATGTATTGAATAGGCTGCCTATCTCTGTAT -CATGAATTTTTTTCATGCTATCAGGTATATTACATTCCAGTACACAACCGTTATTTTTATCGATTTTATA -CAGTGAAGAAATTGTCTCCCCTACAACAAATTTGGAACAGATACCATTTACGACATTTATATCCATCAAA -TTTTCATTCATATCAATGGTGTCTGCTGTAAAAGTAACCCCTGACATTGTTCCATCAATAAATTCCTGGA -CGATTATACCCATTTTCAAATTATCAAGCCCAATGCTATTTTCGCATATATAAGCTAATGCCCTGTCACT -GAACAGAGACTGATAGCATTTTAATATTGCGGCCTTGACTTCATTGACATTATCCAGACCAACGTAGGAC -TCAAATATTCCTGCCATACTGGAAAAATCCAGGTCTTCGCAAATTGCAGATGACCTTACAGCAAATTTTG -CATGTGCATTTTCCTGCAAAATTTTATCTAAATGAACATCAATTATATCCTCAACCCTCGAAGGAATTTT -ACATTCTGCAATAAAATCACTTATCTCATTTGATTTTTGAAGATAGTCTTGTTCTTTGTAGCAGAAGTTA -TTAAAATCCATAATTTCCGAAAAAATCTCTTTTGATAAAGCAAATCCTCTTGGAACCAAAAACCCATTTT -TGAGTAATTTTGCCAACATAACAGCCTTGCTTCCAAAAATACTCTTATTTTCGGTTATTGCCTCTAAGTT -TCCAATCATAATAATCTCCTTTTACAAGTTTTATGTTCATTTCTCAGAATAGATACTTCCTGTTTCCATT -TTGATTATCCTATCTGCACAGTCAAAATATCTGTCATCATGGGTGACTGCTATTACACATTTACCGCGGG -TCTTTAAGTCCGGCAGCAAGGTTCTGTAAAAGAACCTCTTGAATTCGGGGTCCTGATCAGCCGCCCACTC -ATCAAAAAGTAAAACAGGTCTGTCTTCAAGGTAGGTAATTAAAAGTGCAAGCCTCTTTCTCTGCCCGGTA -GATAATTTTAACGTATCAAATTCACCGTCTTCTATATGAACCTTATCGCTTAAGTGCAGCAGCTCAAGAT -ACTTTTTAATATCATCAGATTTGTTGATAGAATCTACTCCATAAAGCCTTTTGAATAAATAGAAATCACT -GAAAACTGTAGAGAACTTTTCAACCAGTTCGCTAATCTCTGTTTTTACTTCGTTCAGAGTAATTTCACCA -TTATCAGGCTGATATAATCCTGTAATGAGCTTAGCCAGTGTTGATTTACCGCTGCCGTTACCTCCCGTGA -TAAATATAATCTCACCCGATTTGAAGGTACAATCTATTGGCCCAACCTTGAATGCTTCACTATTTTCGTT -TATATAACTGTATTCAACCCCTCGTAATGAAATATTTAGCTTTTCCGATGAATCAGCCCCCAAAGCTTTT -TTTTCATTTTCGGAATCTTCGATGCTCGGAAGCTGTTCTATCAATTCACTTATTCTGCTATAGCTGATCC -TCACCTGAAATATATTAGGTATAGTGCTTAATAGTCCATGTACAGGCCCTGTCATATAAAGGAAAACCAA -AACATAATTTTTTAGTTCAGTATTTTGTATGTTACTTAGGAATACCGGAAAAAAAAACACCACAACCCCT -ATAACCAAGGTAAACATCAACTCACCAATAATAAACACATTATTGAATTTCATGTCTCCGCGTATTCGTT -TTTCCTTGTAGATGTAACATTTATCTTTCATATCTTCTGAAAATTGCTTCCGTTTGAACTTGTTCAGGTA -TAATTCTTTAAACCCTCCGGTCAAATCATTTATAAACCCGAAAAATGTATTTTGTATGTCCCTTGTCTGT -TCCCAAAATTTATTTGCAGACCTCCCCATAACAAAATACAAGCCTGCTGCAACTAGTATTACTATTATAG -AAATAATAAGACCCATAATATTTATAATTCCAAGGTAGACTAAACAGCATATCAGCGTTACCAGACTTGT -AATGCCAGTGATAACAACATTTGCAAAGTTACTGATTACCTCGGTATCATTGTTCAATCCGGCATAAATT -CTACCGTTTTCAATACGCTCTATTGATTGGTATGGTGTATTCAGAATTCTGTCAATCATCATTATACGTT -TTGAATATACATCTTCATTTGTTATATTAACCAGCATGTTTCTCAATAACCTTTGCCCGGCAACATAAAT -TACTATGCCTGCCATAAAGTATAAAAACAGGCCTTTTTGAAACTCCCTGCCTCCGTTAACAGCCTGATTT -ATTATAAATATAATTAAGGCATTTCCGAACCCGCTGAACACGCTTAATATTGCCATTATAAAAAGTGGCC -TGTTATTTTTTTTGTTTTTTTTAAAGAGAAAGTTCAAATTTAAAAATACTATAACCATAATTGCAAGTAT -GAACAAACTTATGACTGCTGCCATTAAGGTAAACGGGGCCCACACCTTTACGAAGTCCCAGGGAAGTCCC -CAGTATAAAACCTCAGGAATACTATACAGGCAGTAGCCGAAGCCAAGTATAAAAACCGCTGATAGTATGG -TACTGACAAAGCATTTGATTTTACTTCCCTCAAATTTTCTATTACCTTTTAATATCTGGAAAATAAAATG -TAAAATCAGAACAAGAAGAATTATTATAATTGAAACCGCAATACAACTAATTGTAACTGAAACATTATCT -ATAATTAAATATATATCATCCTGCGGAGCTGCCGTTTCCCTGTCCAGTATAATATCAATAATTCCCTGTC -CCAAGGTTTGTACATAGCTTGAATTAAGATTTGCCAGAACTGCTACTCCAAGCTTTTCTTCAGGTCTGAA -AACAATAAATGAAGAATAATTGGGATTACTACCGCCGTGAGAAAGCTCACCACCGCCGCTTTGAAAAACG -GACCAGCCGGCTGCATATGAAGAGCCGTCAACATAAGGCCTCACAGACCTGTTTGGAATATGTGATTCCT -GAATAAGCTTTTTATCATTTACACTATTGCTTGTTCCCATCTGTATTTTCAGCCATCCAGCAATATCATT -TATATTTGATATCAAATATCCTGCCGGAGTGTTTCCCCTGTATATGGGTGCATTATATTCCAGCGGCCTT -AAAAACCCTACTTTGTAGCCCTTGGCTATAACACCTTTCTTACTGGCCTGTTCTCTGAAAAGAAACGTGT -TGTTAAGACCATATGTTTTAACTATATTATCATGCATGTACTTCTCATAGCTTTCTCCCGTAACAATTTT -TATCAGCAGTCCTAACACATCGTAGTTTATAGTTGCGTATGAATATTCCGTCCCGGGATAATATTGAAGC -TCACTGCCCACAAGAGTTTTTACAGTATTTTCTAAAGCATTCTCTCTCTGGTCTGGCTTTATGTAACCTA -TTGATTCAAAGGGAATTCCGCTTGTATGGTGCAGAAATTGTTCAACAGTAATATCAACAGCCTCTCCTTT -ATATTTCAACTTGAGCCAGGGTATGTATTTATTTATTGAATCCTCCAATTTTATGAGTCCCTTTTCCTGA -AGCTGCAAAATTCCAATGCCAGTGAAGGCTTTACTGTTTGAGCCTAGCTCAAACAATGTATTTTCAGTTA -CCTTTTCTTTCCTCTTTAAATCCGAATAGCCAAAGCTACTTTTATAAATATCTCTGTCATCCTTTACTAC -AACAACAGACAAACCCGGTATTTTACCTGATTTCATATATTTGTGTATATGATCTTCAATTCTGTCTACT -ATAGCCTTTTCAAGCTTATCTGTTTCAGTTTTGTCTTTTACCGTTTCTGCCGCCAAAACATTCAGGGGGG -TGAGAAAAAACAAAACCGCAAGCAGTAAACAAATACCATTTTTTGTTAATTTCATTTTTAAATACTCCTA -TTTATATTTATTCAACTAGCTGAAAAGGCTGTCAAGTTCTGTTTGTGAAATACCTATAGTATCGAAATCA -GATGTTGTAAACTCAACCGTTTTACGATTACAACAGTGTTCTATGACCTGCTTCAAGTTATTTATAAAAC -TAATCAGGAAGGTTTCCATGGTTACTTTTTTAAATTTATTATCACTGAACAATACCTCTATTTTCAGCCT -GTCATTTACAACTATCGCATTTATATCAATTAATGCTGTCATTACATTATTTCTGCTGCAATCCAGGCCT -GTGTCCCCATACCTTATACAAAACAGGTCATTTTCAAAATTTGTCCCAAAATCTCCAAGATAATTAAATC -TGATTTGTTTTTTTTGCAAGTCGCTTCTGTCTATCTTGTTACTATTCTCTCTTAGCTGATTCTTAATTGT -TTTAATCACCTGAGAAAGCTCACCGTGCTCTATCTCCAGCCTAAATACATCCATTTCGGTAAACCACCCT -ACAGTTCTGGTAAAATTAAAATCACCCGCCAACTCCTTACGCCCATGGCTTTCAATTTCCAAATACACAG -TATTGAATTTCGTTTTTTCACTTATTGTTTTTGCTAAGGCGACTATAAGCAAATCATTAGTATTTGTATT -GTATGCACCGTTGGCCTTCAGAAGCAACTTTCGTGTCTCTTCGTCTGTTAGCTCTCCTTTTACCGTACTG -CTGAATTCCATGAGATCATGACCTTTGTCAAAATCCACCGGATAGCAGTACTCACACAAACCCGGTTTAC -ATCTTTCTTTCAGCTCTGCTGAGTTATTTGATGCCACTTGGAGAAGTTCGGCCCATATTTGGTATGAGTG -GGTTTTTTCAGGAAGTACTATTTCCGAAGAATTACTCAGTTGTTTTAGCATTGTATAAATATCTTCCAGT -ATTATTCTCCACGAAACACCGTCAACAATCAGATGGTGTGCCGTAATCAATAAAAATTTCTCATTTTCAG -ATAGCCAGAAAACACATACTTTAATTAAAATACTTTTTTCAAGCTCCAAACTTGCCTTAAGTTCCTCACT -GATTTTTTCAATGGCTTCTGACTGTTTGTACGGCTTACATTCTGACAAATCATATTCCTTGATATGAAAT -GGCTGCTCCAGATAATCATTGTTGTAGAACAGTTCTTCTGTCTCTTTATTGTAGTTAACCCTCAAAATAT -CATGATGGCGAATCAGATTCTCAAAAACAGTCTGAAGTGCTTTCACATCGTAGGTTCTTTTGAGTTCCAA -CAAAACACTTTGGTTATAATAGCTTGGTTCCGCAAAACCTTGCCTGAAAAACCATGCAGTTATAGGTGTG -TGTCTGATGCTTCCCTTGCATGGCTCTGTATCCACCATACCTACTCCGATTTTTTCAATATTCAAAGCCA -TATCTTTAATTAAAGGATTTGACATTATATCCTTTACCTTCAATCTGAAACCATTATCGTTAAGCTTTGA -AGCAATCTGTATTGCCTTGATCGAATCTCCCCCCAAACGGTAAAAGTTCTGCCTTATACTCACTCTTTCA -AGGTTCAAGACTTCAGAAATTGCTGTAACAAGTTCTTTTTCATTTTCAGTTCTACTTGGAACAAATTCTT -CCTCTTCAGTACTGTCTTCATTAGGTTTCGGCAAAAGAGCTTTGTTTATCTTACCGTTAACGGTCAATGG -AATTTTATCCACGTTGATAAAGTATAACGGCAACATATAATCGGGCAGATACCCCTGCAGATGCTCTCTT -AATTCTTGTTCGGATACTTCACTTTTATTTACAATATATGCACATAGGTATTTTTCATTATTTCTGTCTT -GGAGAGATATTACAACTGCCGCTCCTACTCCCCTATGATTTAGCAGACATTCTTCTATTTCCCCTGTTTC -AATACGGTGTCCATGTATTTTTACCTGATAATCCAATCTGCCTGCATATTCAATTTTCCCATTTTTAAGG -AGTCTTCCTGAATCACCGGTTTTATACATTCTCTTTCCCTTCAAGAATGGATTGGTAATAAACCTTTCTC -TTGTTTGTTCAGGCCTATTCAAGTAGCCTCTTGCAACCCCGTCGCCTGAAATATATAATTCGCCCTCTGT -ATCTGCAGGCACTGGATTTAGGTTTCCGTCCAAAATGTAGACCTGTACATTTTTAGCCGGAATTCCTATT -GGAACTGATGTCCCGGTATCTTTAGAATAATCATATTTATGTATCATACATCCTACTACAGTTTCTGTAG -GACCATATTCATTATATATTTCTATATTACCTCCAAAGCTTTCATATATAGCTTGTACAAGTTTTACCTT -TAAATCATCTCCTCCAACAATAAACCTTTTTACCGTGGATTTTTTATTGTCCATATCTTTAAGCAGAGAC -AAATGGGCCGGGGTGAGTTTGATGACAGTCGACTTATTCTCTCTCATAATTCTATAAAGTACGTATTCCT -CATCCTCACTGTTCCCGTCGTATACAATAATTTTGCTTCCACTTATTAAAGGAGTGAAAATTGATGTCAC -TGTTAAGTCAAATGCAAGTGATGAGTAAAGTGGGAACACTTCAACGCTATCTTTTATGTACATTTTTTTA -GCCCACCAGATGTAATTCACAAGACCCCGGTGCTCGATCATGACTCCCTTTGGCCTTCCTGTGGAACCTG -ACGTATAAATTACATACGCCAAATCATCGGGCCTGTTAACTAATCCCGGATTTACAGCTGTGCTTTTATA -TATACTTTCATCTTTTAAATCAATTATGTCACCGTCAAAATTCAGGCTTTTTCCTATTTCCACATTTGTT -AGAAGCAAACAGGCCTCTGAGTCTTCAAGCATATAGTTTACCCTTTCAACCGGATACGTAGGGTCAATAG -GGAGATAAGCCCCTCCTGCTTTCAAAATACCCAAGATTGCAATTACTGTTTCTATGGAATGGGAAGTAGC -AAGGCCGACTATTTTTTCCCGTTTTATACCTCTTTTAATAAGATACCCGGCAAGTCCATTGGCCTTTTCA -TTTAACTCTTTATAGGTAATTTCTGTAGAATTGAAAACAACAGCTGGCTTGTCAGCTGACCTTTCTACCT -CATCTTCGAAGAGCTGATATATGGTTTTCTCATTGGGATATTCCGTTTGGGTAGCGTTGAATAAATATAC -TATCTTATTATTCTCTTCCTCGGATAAAAGGCTTAGATTGCCTATTTTTTTAGATGGATTTTTTATTATC -TGATTTATTAGATTTAAAAGTCTTATATACATTTCGGCAATTTGTTCATCGGTATAATCATTTACTTTAT -AGTCAAAATCCAGTATCAGACTTTCGGACCATTCTTTGATAACCAATTGAAAGGAGTAGGTTTGCTTTCC -ATTATAAAATTCAACATTTTCTATAGGGAAGTCATTTAGTTCCGAGTTTAGCTTTGTATTATAGTAGTTG -ATACAGACATTAAACAAGCTTCCATAACCCTTTTTCTTTAATTCCAAGTCCTGTACAAGAAATTCGTAGG -GGTATTTCTGGTTGAAATAACACTCCTTCAACTGTTCACTTACTTTAGACATGGTTTCTGTTATACTTGA -ATTATTATCAATACAATACCGAAATGGCATTGTACTTGTAAACATGCCAAACATACTCTTCTCTTTCTTG -CCTGACCTGTTCAAAACAGGTGTGCCAATGATAATATCCTTTTGCTGAGAAGTTTTGTATAAATATATCA -AATAAAGTGTAACAAAAAAGGCGTTAAGAGAATACTTGTTTTCAGCTGAAAACGAGTTTATTCCCGTAGA -TATTGACGGTTCCAATTCAAAGGTCTTTCTTTTTCCTTCTATTGAATCTGAGTTCTTAGTTGTTACGACC -TCCGGAAGCTCTTTGAACTTTTCATTCCAGAAAGCTTTGTTCTTTTGAAACCGATCAGAAGAGATATATT -TCTTTTCTATATCAATGTATCCTATGTACGATTCACCGCCTGAATCATTATCAATCTCTTCCTCATTAAT -TAACTTCATATAGCTGTCACAAATCTGTTGGGTCATTATATTAATGGACCATCCATCAGCTATAATATGA -TGAAACTTTGCCAGGTAACCATTATCATTATCAGAAAGCTTAAACATAGCAAAATAAAAAAGCCCTCTGT -TTTCCTTTGCAAATGGCTTTTCGGCTTGTTTATCAACCCACTTATTAAATTCTTTTTCCGGATTTTCGTA -TTGTGTAAAATCAAACAGGTCTAATTTTATCTTTTCATAGTCGCTTACATACTGCTTAACCTGTCCATTT -TTTTCAATAAACCTCAATCTGAGTCCTTCATTTCTTTTTATCAGCAAATTTATAGCTTTTTCAAGTATGC -TGAAATCAATAGTACCTTTTACCCTTACGGGCCCACCAATATTATATAAGGATGTCCCCGGATATATTTT -TTCCATATACCATATTCGCTTTTGGGGATGTGTTAGCGGATATAAAACTCTGTCATTACTAAAACAAATA -CCATCCATAATAATAAACCTCACTTATCAGCTCATTAATTTAAAAATGAAGGTTGTACAAAAAATCAAAT -ATATTTGGGTTCCAAGGAAGACAAGAATATCTTCCACATTTCATACTCTTTGTTTAATAAGTCCTTGCAG -GATTTATCAATCTCCTTTAAACTCAACTTTCTGTCTTTAAGAAGGTACGCCTTTACCAGTAAATTTTTCA -CCAATATCCATCCTTCTTTTAAATCATTGCAATATTTTACAATAGTGTCAGGAATCTCATAATTATGTAC -TTCTTTTTGTATATTACCGAAGAGTAATTGATTTGCTATCTGTCTATTCACTATTTGAAATAATTCCGTT -GCACTTAGATCACACATATGTCCGGCATTGAAGTCTTCGTCCCTTAACTGCCAAAATGAGCAGCTTTTTA -TAGTACTCAATTCATTTTTAAGTCTGTTAGCATTGTTTATTACGTCTTTTATATCAAAATTGAATTGTTT -GATATTTTTTTTAATTTTATATATATAACCATGAGGTTCAAGAGGTGAGTGTTGTATTGCGGTTATAAAC -CTGTCCACAGGTATTTCAAATTCACCAAATCCGATATCGTTTTCATCTAACACGTAAAATACATTTCTCT -CATCATCAAAACCATTAATCAAAGAATAATGCTCCCAGTGATGTCTGTTCCAACAACTGCTGTTTTCTAT -CCAATAAAAGAGATCGACTCCCACAATAACAAGCTCATTATTTTTAACAAGGTTTTTTAAATATTCAACA -TAGTTTTCATCATGTTTGAAATTTAATTGTTGGATAGAAGCTATTTCATATAAATATTTTTCTTGGAATT -CAACCATTGGATCTATCAGAAGCTTATTATATTTTGTTCCCGTAGGGGTCTCCTCCTTGGTAACTTTGTA -GCCATAGTCGTTCATAGATGCAGCAAGCCTATAGCTGGAGTCAATAGTTGATAGAATTGAGAATAACATA -TTATATCTGCAATTTAACCAAAAATCATTAAAAGGCCTTATCCCTATACTAAAGTTCACTTTTAATTCTC -CCTTCAAAACTCTTATATAAAATTATTTAATTTTCATTTAATCTGATAATATTTTTGACAATTCAGTTTT -CGTATGACCTTATTTCTACTAAAACATAGCTTCGCCCTTTCACACCCGGAAAGTGCTACAATCAATAAGA -ACTATTCAGTCCCAATAAGCAAACGCGACCCAGCGACGATTTGCCTCTTCAGATTTTTTAACATATATTT -CTCTATTTATTTCGTCACGGCTTGATATTTATCTACAAATTTATTAATTATATATTAATCAATTTTTTTC -TAATTGTCAATAACAACCATTTGATATTAATTAACCCATTTCTATCTTTTCTTGCAATTCATGGTTTATT -CATGGGAAAATGTTTAATTTTATCAATTAGCTAAACCGAAGTACTATAGTATCTAATCCGATTAAATCGA -CAGTTTCGAGAGGCCCCCATTTCAGGATTCAAAGACAATATAAGATGGGCAAATAGGAATGTACAAAAGC -ATTCCTATTTGCCCATATAAAAGTTCTAAATCATCCTTTTGTTAGAAATTGACTTTTCCTAATAAGAATG -ACTTATATAATGCCAAGTCCATAGCATCAACACTTCCATCATTGTTTACGTCAGCGTTTTGAATTGAAGT -ATCTCCATTCAAAAGAGCCTTCTTTATTAATGCAAAGTCTAAAGCATCCCTTTGTCCGTCCCCGTTGATA -TCTCCAAGGGTATCACCACCACAAATCACCCGTCCTTCTTCATCCAGAAAAGCTGACACCCATGCCAGTG -GGGCATTCCAGTTTATGGCTATTTCGTTTGTTGACCAAGACTCAATATTATCCAAAAAGCATTTTTCTGA -AGCTACTTTACCCGGTTGCCACCCTAAGCTCTTAACCCAAGAGTCTTGTAATCCTGAGTTAGGCCCACCT -GACATACATCCGGCAGGTGGATGCGGGAATGAGTTGTCTGCCTGATATGCCCAGAAACGGTGATGCGGAT -TTTCAAGGGGGTTATCACCATAACCAGTTACATAGCTCTGTACATTTGGGTTACGTCCAAGGATGTAATC -CATAGCTGTTATTGCACCATTGATATATTTAGTGTTCTTATTGCTGAATAAATAAGCATATGACATAACA -ATTGCTTCATTAATAACGAATGAGTTTGATCCACAAGGGAAACCTGAAACTGTGGATTGATCAAAACGAG -AAGAAATTACTTTTTCTTCTATTGGAACACCATAACCCTGTGCTTTTTCTATTGATATAAACTTATCAGC -TGCAGTCTGAATATTTGCTTTAGCTTTAGCTATATCAGCTGCAGGTAAACCATTAGGAACGAGAGCAAGA -GTTATTGTTCCCATACCAGCTGTATTATCCAAGTCGAAACATCCTGTAAATCCCATATCTCCAGCTGTTA -ATTCAGAAGGTTCCTGGAGGTAATGAGGTGAGCTATTTATGTAGTTCAAATATTTGTTACTGCCTGTAGT -AGCATACAATTCACAAGCTGCCCAGTAGAAATCATCCAAAAAATAGTTTTCACCATTAGTTCCAATACCA -GTGACACTATTGATATAAATATATTTATCAGGATGTTCAACAGCTGCATCCCATGCGGTTTCTGCTGCAG -TCAAACACTTAGTTGCAAAAGCAGCATCATATTGCTTCCAGAGACGTGAACCCTGTGCAGCTATTGCAGC -AAGGTTCAAGGTAGCAGCAGTACTTGGAGGCTGCAAGTAACGCTTCATAGTATCCTGGTCAGGACGTATG -GCAAGTTGTAGCCAACGCTCGTCACCAGCTTTGTAATGAACCATACCAGCCAATGTATTTCCTGTCGGTA -CCTGCATGTTCAATAAAGTATTCAAATTGTAACGAGCTTCATCAAGAATATCCGGGAAGCCATTGCCGCT -TTCAGGAATGTTCAATGAACCGTCTATGAATGGGACAACTGAAGTGTCTCCCAAGTAAAGTGCACGCTCA -TATGAATTCATAAGAGTCCAAGTAGAAATACCACCTTTAACCACGTATTTACCAAAGTCTCCTGCATCAT -ACCAACCACCTGTTACATCAAGTGTATAGTTTGCTCTGTAATCCTTTGTTGGGTCGGGAGCCAGTATATC -ATTTGTGTGTCCGGCAGGGCGAGCTAATTGCGGTTGATCACAGAATGGCATTTTTATTGGAATACCACTT -CTATTGTGATAGAAATACTTCATTGAGTCATATTTCATTTTGGAATAAATATCATTACTTATATTGAAGG -GCATACTTCCGTTATCTCCGATATTTGTTACAGGAACATCTGTTACTATTTTGTAGCCAGTTCCAGCTGT -TTTGTAACTTGAGAAATCAATGATATGAACATTGTCACCAGACGCATGGTCAGCACCCTTAACAGTTGAT -TTACCGGTTAAAACTGCTGTTCCTGCACTATTAACCAACTGCCAGTTAATTGGAGTTGTTGAACTTGATA -CTACTGTTGCAATCTTATCAGCATTAGGATAGAAACCTTCCTGATTTAAACGTACAACGTTAGTAGGTTC -AGGGATAGGAGCAGGATATCCAGCAAACTGTGGATCCGCAACATAAATGTCATCAAAAGTAAATGTTATA -GGTTGAAAACTTGCAGGATTCTGTGCTTCAGATGTACATATATCTGGAGCAAGGTGAAAAGCAAATTCAA -CGTTCTTCTTATCTCCCTTAGTCTGTATAAATGTCGCAGTTACAGTTTTAGGAACATTAGCCTGTAATTC -AAGGAATTGCCATTGCTGATTCATATTCCAGTATTCTTCATACGGATCACCCTGGTCACCTATTTTGGGG -TAGATTTTACAAGCTCTGCTGGCAGTAACTGTAAACTTTATAGTATAAGTATGTCCATTCACTAATGAGA -GTCCTCTGTGAAGGAACTGAACATCCCATCTTTGTCCTATTCCTGCAGCTCCAATCTTTGTAATTGTTAT -TTTGTACTTACCGTCTGCTGTAATATCGTAATCAGCTGTTGCAGGGTATGATTCAACCACACGCCACGGA -AACCCTACTCCGTTGTCAAAGGTGTGATTCCGAATCAAGTCGCCGGCACCTTCATACTCAACTGCAAATG -CTTGTAGTGCACATGAAGATAGGACAAACACTATTACCATAAGCATTGCTATTTTTTTTAATACCCTTTT -TTTCATAAAAAAGCTCCTTTTGTTTCAAATACAACTTTTCATTCTTCCCACTCATTCCCACTTATTGTAC -AGTTCTCAAAAGTGACAGAATTTTTATCATCACACAAATAATCACATCTATTGTTTGTGATTTCAGTATC -TTTAACTGTAATTTTGCTTGTGCTGACTCCGTCAAATTCCTGTGTTTTAAAGAAATATGCACTGGCATCC -TGTGTATCATATCTAGGTTGAAAATTGTTCACTATCTTGCACTTGTCTATTAATAACTCCGTATTCTGCC -ACACTTCAAAGAATCCCCATTCAAAATTGTTGTTGTCAGTGAATTCACACTTTTCAAAGGTAACTTCCTT -TGAACTATAAATATTCACAATATTGCTATATGCCTCATGATTTAATATTTTACACCCTGTGAAATTAATT -TTTTCAGATTTAGATAGGTTAATTGCCCTTAATGAGCAATGGTTAATTATCGTGTCTACGCAATTTAATC -GTTTTGTGCTATATGCTGATATACCTACACTCCCACACCCATAAAGCTCTGAATTATTTACTTCTATGTC -ACTGCAATTCGTAAAAGACAGCACTCCGGCATTACATGTGTATTCGCTCGGCGTGTGACCTGCTTTTATG -TTTTTTAAAGTAATATTTTTACAATAATTAAAGTTTATAATCTCTGCATATCTTGGGTTTACCTTTATTT -CAGCTGTTTGATTATTTATACCTTCAATTGTCAGGTTATGAATACCACTAAGGTTTAATTCTTTACCATC -ATCAACCTGTCTCCAGGTAACTGTTTTATCTTTATTGTCAAGTTGCTTGATTGATGACAAATTATATACA -CCGGGTTTTAAGAGAATTCTCTTATTAGATCCTATTTGCTTAATCAGTTCGTCCGGTGTACTAACGGTTA -CTTCTATCTGTTGTATTTTTTTAGTAGTAGGCGTTTCTTTTTCCTGCTTATCCAAAAGAACCTTCTTTTG -TGCTTTAAAGCTGTCCTTATCTGACTTATAATCTAAAAGATTTACTATTATAGCAGCTGCTTCACTTCTT -TTGAGGAAACTAAACGGATAGAAATATCTTTCATTATCCTTGACCGAACCCAGCATAAGGTATTCTTCAA -AGGCTCTCGTACAATATCCTGTATCAGTGGTTATATCACAAAACGGAGTTTCATTTAAAGTTTCTGCGGA -TAAACCCAGTGCCCTGCAAAGCATCTCTGTAGCTTCCTGTCTTGTAATAGCCTCGTCCGGGCCAAATATT -TCTCCCTGGTCTATTATATTTGCTGTAACCGCTGCTGTAATCCATTTCTTTGCCCAGTGTTTTGTTATAT -CAAGAAAGGTATCTCCATCTGATGGTGTTAAACCTATCGCCTTGCACAGGAATGTTACCATCTCTGAACG -TGTTACAATTTTTTCAGGCCCAAAACTATTACTTCCGACTCCTGATGTTATTCCCGAATTTACAAGTCGG -TTAACTGATGAATAGTACCAATCAGTAGACTTGACATCTTTGAACCCTGCCGCAGACACATATTGCGTGT -TGATTCCTGATAGAATTAGTGTTGCACCTATTAACAACACCGCAAACTTTTTCATAAATTTTTTCATTAC -GACCTCCACAAATCATTATGAATTTTAGAAAATTTGCCCAATTAATTTAATTTAATATTAATTTTACCAA -CAATATGCTTCATTGTCTATAATTTACCGGAGCTATATGGCATAAGATATAATATATGTATTTTTAACCC -ATTTATCTATTCACATGTCAATTATTTACTTAAAATGACTTTCTTCTTTAAAAAATGGCAAGATTCATTG -TATTTTTATGAAGAAATGAGCAGAAAGTGAGTAGTATACTTATTTGCAATAATATACAATAATTAACAAC -TATAATATAAGGGAGGTTTGAAATGAAAAATTACAAACCTGTATATTCAATTATCGCCTCAATAGCGATT -CAACTCTGCCTCGGTGTTGCATATCTCTGGAGCCTTTTTCAGACAGGTATCGCAAAAAGCATCTTTGACG -GTGACAATGCAGCTGCAAGCCTTACCTTCTCGCTCCTTCTTGCAACACTTACATTGGGAAGCATTTTAGG -CGGGAAGCTTGCTGCAAAATACTCAATCCGCACTGTAGTAATCATTGGTGGAGTAATACTCTCTCTCGGA -TTTTTCTTTGCTTCATTTGTTACCGCCTCTGTACCGTGGCTGCTTTGGCTGACTTATGGAGTCATGGGTG -GCGTGGGAATGGGATTCACTTATTCGACGACTATATCATGTGCACAAAAGTGGTTCCCTCACAAAAAAGG -GCTTGTTACCGGGGTTATCGTTTCAGCACTCGGCTTTGGTGGTGTTGTATTTACTCCGATTATTGAAGTT -CTCATCAAACAATTCGGCGGGCAACAGGTGGGCGAACAGAAAACTTTTATGGTTCTGAGCGGACTTTTTC -TTGTCATCTGTACAATTGGTGGCCTTATGATAAAAAATCCACCCGATGACTTTGAAAATAAGAAATCAGG -TCCAAGTAGAGCGGCTGGACAAGAATCTCCAGTGCTGACAGGTTCTGATCTTTCACCAAAGCAAGTTCTT -GCAACGCCTTCTTACTATTTTGTTACCCTCGCAATGGCTCTCGCCTGCATGGGCGGTCTTATGATGATTG -GATTTGCCAAGCCTATTGCAGTTGCTAAAGGACTTGAGTCAACTGCGGTGGTGGGAGTTCTTATAATATC -TATATGCAACTCGTTTGGTCGACTCCTGTGGGGTATAATTTCAGACAAGATAGGACGCAAGCTTACTCTT -ATTATCCTTCTTGCAGGTTCAGGGGGCATGTCCCTGTTTGTCAACGCAGCAAGCGATTACTGGATTTATG -TCGTTATCGCCTTTATAGGCTTTTTCTATGGAGGTTTCTTAAGTAACTTTCCAGCTCTTACCGCTGATCT -GTTCGGAGCACGCCATATGGCGACAAATTACGGCTTGGTGTTGCTGGGATTTGGCATTGGAGCGGTCGTT -TCCTCATATGTGGCCGGATATTATAAAAACATAGCCGCTAACGATATATCCTTGATGTTCCCGGCATTTA -TAATCGCGGCTATCTGTGCAGGTGTGGGAATACTGCTCGTTTTACCCTTGAAAGTAAAAAAAGCAAGTGT -TCAGTAAAGTAACAGTAATCAATACACGCTTTTTTGCCCTGTTGTCCAACGGTTCATTCCTGAAGGCATC -AGGGCTCCTTATTTTATTTCTATATATTTTGTAATGTTTCTTTTAAAATAAATAAAGTGATTTTAGTAAA -ACTTTTTCTAGAAAACACTAAAATCACTTTATTTTAGTTACATTCATCAAGGTAAAACTATTTGCCTAAA -TCATTTTTGATAGCATTATACCAAACATCTGCCATCTTATCATAACCTGTTCTACTACAATGAACTCCAT -CTGGTAAATCGGCAGTAGTAACTGCACTATACATATCAACAACAAACACTGGTTTACCTTGATTAGCCTT -GTTTTGAACGACTTGAGCAACTTGAGTGTTATAGTTCCTGACATCTGCATAGCTCAAAGGAATGACTTTT -GCAACATAGAGTTTGCCATCGCTGGGTAGTTTAGCACATATCTTGTCAATTAACGAACTTAATCTGTTAG -GTGCATTATTCAAATCATATTTTTGTGAGATATCATTTGTACCGATATGTAATAAAACGATTTTGGGCTT -ATATGTGGTCATCCAGGCATTGATATTGGCATCAATCTGATCAATACGCCAGCCTGAGTGACCTTCATGA -TTCTTATCACCAAGTTCCGTAGGTCCGTTTGACATAGAGCCTACAAAATCAACTTTTTGTCCGGCACTTG -TTATATTATTCCATAGCTTGATTCGGTAAGCTCCTGGTACAGTTATACCGTCAGTTATTGAATCTCCCAA -AGGCATTATAACAGTGGTAATGTTTTGAGGCGGAATTTTAGGAAACTTTGTAATGAGTCCTAAAAGATAT -TGCTTCGATAAGGCCAAATCCAATGCTGTTATTTTTGCATCTCCGTCAAGGTCAGCAGCATATAGATCAT -CCTGAACAGGTAGGTCGGTAACAGTACCGAGTAGGAATTGCTTCATTAAAGAATAATCCAGTGCATCGAT -TGCACCATCTCCGTTCAGGTCTCCAATAAGTCCTGATGCCGCCGCAGTTACACCTTGTGTAGTGGCCTGG -TTAGCATTACAAACTGAACTTACACAAAGACAAATACTTAACACCATTATTAATGATAACAGTCTTTTCC -TTAAACTATACATTATTTTTCCCTCCTATTAGTAGTTCTTATCTTACGGTAGAGATTAAGAACATTATTA -AAACGTTTTTGTTAACGTTCAATTATATTATAAGCTGTAAATGTTTTACATCTCAATGTAAAATCTTTTT -GACAATGGTATATAAATTTTGAAAATTACTTTTTAAGGGTTTGTGAATTTACTTTTTTAGGGAAACTGAG -TATCTACTAAAATCATTTAGTATCAAGGCTCACAGAGATTCTTCGACCAATTAAATTAAATTTAACTTGA -TTAAATTCTTAGTCGCTAAAATTATTTCCCATGTGTTTGTTGAACTCCGCTTGTATCAGCACTTACAAGG -GGTTGGACATCAGAAGGGTTACTGGGAAACGACCATATTACCCTTAAAATTTCCGATATTGGAAATGGAA -GTGGGTTTTTACTATTAGTTTGATAACTCGTTGTATATTGCGATTTACACCTCATCATAAGCATCCCCGA -GTGAATAAAATCCATTCCTTAGCCAATACCATCTTTGCCCCTTATGTCCACCCGATACCTAAAGAAAGGC -AGCTACCTCTATTGAGATAACCGCCTGTAGTGTATGTAAGTCATGAGGGCAGGCTGTTACACCTACCCCA -TTGACTTTTAGTCAACTATTCCATCATATGCATCACCATATGATACAAAATCATCTTTTAAAAAATACCA -GTAATCCCCTCCATTGTCTATAAAACGTTCTAACAATTCAGTAAAAGATTTGGCTACTATTGGTGTTCCT -CCTACTTCAGGATAACCATCCCAAATTGCTTTATAACATTGACCCACCCGCTCTTTATTGAAATCAATAA -CAATATAATCCGAATTATAGAGGTCAGCAATTATAAACCAATGTCTTGATATTTCACTTCATAAGTTCCC -TTTTGAATCTCAGCATTAATAATATCTTCTCCAATAATAATTGGATTAGCAAATACCACTTCTTCTGGCT -TTACAATTCTAACAGCATAAGCAGCACCTTCAAATAAAGCCATACCTCCACAAAGATTGTAAAATTCCTT -TATATCATCTGGAATTGTTAAATCATTTTCTACCTGTGGCAGTCCCGATGAAGGTAGTACAATGCAGTTT -GGCAAAGCCTTTGCTTTAGTAACTAATTGATTAATATTCATAAACTCTTCACTCCTTTACTTTTCTAGCC -CGTAAATATATCTATGGAATTCCTGATAGTAGTCTCTTCTAGCAGTTTGCGGCACTTTAGCTGCATCAAA -CATATCTTCAGACAATTTTTGTATTTGCTGCGGAGATACATTTCCCCAATCAACTTGTCCTTTGAATCCA -TAGTTTTCATATTTCCATTTCCCAAACACAGACCTTGTTGCATTGTGCTGATCTGGGGTTAATGCCATTG -CTGTTGAATCGGCAGGTCTACGTTTATAGCCGTGAATATTTTTCTGTGCCCACATATCCATTACCCTGTG -ATGATTTTGAATACCCGGTGTCTTATCTCCATACTTTACTATATCAAATGGTTTTACACTATCGGCCTTA -CTTACTCCCGCATTATAGATATTCTATACTGTGATTTTATTCTGTAATCACTTTATACCACTAAAAATCA -TAATCTTTTTGGGGCATAAATACACCGTCAAGCATGTAAATCCTGCTTACACAGATGCAATGCGTTCAAG -TTCTCCTATGTCAAAAAAAGATGATTCCTATGATGCTTTCTGTGTAGCAAAGATACTTAGGGATATGCTA -GATACTTTGCCTGATGAACATCGTAAAGTTCCGTCCAAAGCCTCTGGTATCCTCCAGACCGAATATTGGC -TGCAAGTCCCCGTATAACTTTTTCACATCGACCATAAATTTGTCATATGCCGATGGTCTGTTGGCGAAGG -TGATTTCACCTATCCTGTTAGTTCAGCAGTCTATAACCACCGCTGTATGTGTGTCCTTATGCATATCAAT -ACCAATAAAAGCCATCTTACGTTTTTGATAAATAATATCTCCTCCATTTCGTTGTTTGTCTCCATAAAAT -CTGCCGGCAACCGCACTTATGAGCGTTAGTCTTAAAACTTTTATGTTTTTGACCTCGCAAGGGAGTTTTA -GCCTATCCATTTTCTATGTGACTGATTACGTGATTTGAGGTCTCACGAGCCTTTATATTGTGTGTGATAT -TAACTCTGGTAAGAAATGATTGCAAGTAGATTCTGAAAAAAGACAAAACAAAAAAGCAGAGAAGAAAAAC -ATTTATCGTTTTAATCGTCTCTGCCTGTATCTGTTATTTTATTCTGTTTTAAAAAATGTTGTACTTTACA -GGGAATACTTTGAGGAATTTTCCCCCTTAAACCCCCGGCTGTGTCCCATTTTATCATGAGTCAAAAAACC -GGTCAAGGAGGGGTCCACCATGGACTGTGGGTGCTGTTTCGTTCCAAATTTTCTTGTTTAATCTTCAGAC -TCATTCACTATCAGAATTCTGTCCCGAAGTATCTTGCCCCTGTTTGGCGATGTGTTACCCTTGCTTCCGA -CTTTGGTGCATAGGCTGGGATAAGTGTACCCATCAGTAGATTTGAATGAATTTGAGGGCAATTTGACCAC -TGTTCCTTTCAGCACTTTTTCGAACAAATTGTGCTGAACCCCCATATTGATTCTGGTGCTGGATAAAGAG -AGGTGGTCGCGGTGCGCCCCCTCTCGGATTACATCAGCCCGCAATGCGGGCTGAAAGGCATTTGGCATAG -GAGTCGGATTGATGCAATTGAGTTGCTATCTGTGTCGGATTACGAGAATTACCGCATTTTCCAAGGGGTT -GCAAGGTGGTCATTACTGACACCTGTTGCTTTTACGGGGACATAAAGAAAAAGTCTTAACAGAGAATATC -TCTCCATTAAAACCACTGATTAAATAAATTATAAATCAAAGGGAAACTAACCTCTGCTGGCTTATGTATT -TTTATAAAGTATCCATATCTGAAGGTATAATTTTCAATATCTTACCAAGTTCACCTAGACTCTCTAAATT -CTTTTTAGCTACGTTAAGTGAAATGTTTTTCATCATTGTAAAAGGCAGCTTTTTCGATCCTTTCAATAGG -TCAAACAACCCAGTTTTAATACTATAACACTCCTGTATTTTCTTCAAATCTTGTGCTCCACCTTTTGGCT -GTTCAACTAATACGAGATTGTAAAGTTGTTCTTTATTTTTTATTTCTTCTATTAAATCGAAACTTTTAGC -CCCTTCATTTATCCACTCTGAAAAATCCGTAGTAACTAGTGTTGCATATTCTGGGTTCATAACTCCACAG -TCGACTTGTAGTAGCTGTGTAGACTCCTCATTCGCTAGCATCAAAAGAAATTTTCCCCCACCATTGCTCC -CTACAGCTATATATCCTTCTGCATATTCAGGTACTTCATATGTTAAATTTCTTTCTGCAATTATATCAGT -TCCAAAGATAGCAATACCATCATCAGTAACAAATCCATTGCTTAAATATAGTAACTCTTTAAATACTTTA -GGTAATTTCAAACCCATTTCAGACTCTATCCTATCAATTTCAACACTATTAACTGCAGGATATAGTTCAA -CATTTGATAACTTTGACAAGTCAATCATCTAAATCCTCCTAATCCATCAAAATATTTATACGCTTCTTTG -ATTGCTTTTTTTGCCATACTAGGATCTACACCTGCTTGTAACATTTCCCTATAACTTGTGTTAAATTCAT -ATCTAATATCAGTATTAAATCCCTCAGTTCTTCTTCTTATTCTTTGCAGTGAAGATAAAGTAGCATGATT -TGAACCAGAGATAGACTCAAGTAGTATTGTAGGTGCTTGCCCACTGTTATACGGTATACCGTTTGCCGCA -GCCCACTGTTTAGCCCATTCATCTTGTATTGGATGATGAGCTTGTACAAGTCCATCTGCTTTTGATGTTC -CATAACCTGGTGTACGGTTTATATTTGGTCCCATTTTTTTGTAAGCATCTACATCATAAGTCTTATATCC -ACCTTGTTTTATTGGACCATTACTTGATCTCTGAGAAAAACTAATACCAGCTCTTTCATTTATATTTGCA -TGTAATTGTTCTGGACTTAATTTCCCGTATTTAGACCTTAAATAGTCTAATCTAGCATCACTTGCTCCCG -CATCCTTTATCTTTAACTTAGCAATAAGCTTTTTAGGATTAAATATACCAAAAATCAATACATAACTACC -TTCAAGTTTAAACTCAAACCCTTTAAATTTGAATTTAGCAAGTATCTTACTCGTTAAGTCATTGAGCTTC -TTCATTCCCTTAGGGAATATATTACCCAGTCTCTTTATTACCAGCTTGCCTTTTTCTATCAGGAATTTAC -CGGATTTTGATATCAGTTTTTTACCGGATTTTAAAAGATTTTTTATACCTTTAACTGTTGACTTTGCAGT -CTTTTTTATGCCTGATGTGATGGCTTTTTTAGTAGCATTACCTTTTGCACTTGCTTTTGCAAAAGCCCCT -GTCTTTTTTAACTTTGAAGTTACAACTGATGCAAGTGCCAATAATCCTATTGCTAATGCTGTTGCCAATG -CCGGAGCCGCAACTCCGATGTTTCCTGCCCAGCCCTGTGACAAATATGTTGCTATGTTTTTTGCTGCCCC -TGTTATAGCTTCTATTATCGATGCCGCATTCATTACGTTGACTATTACTTCCAATATTATAGGTAGAGCG -GCAGTTATTGCCCCTCCTGTAAGTATATTCAGCAATATAACTCCACCCAGTGCTGCGGTTACACCAAGTA -ATAGCTTCAACCAGTTCTCTTTTAACCATTTTATAACAAATCCTTTTATTTGGTCAAGCAGCTTTGCTGC -ATTCTCAGCTCGCGTTTTTACACCATCAGCGAAGCTGTTGCCTGTTTTTCCAGTCTCTTTATCGCTATCA -AAATCATTCATTATACTATCAACTGTCTCTGGATTTTTACTTCCTTCTACATACTTTGTTTCACCATCCT -TTATATTCATGTCCTGCAGAAGTTCCGGATCAATTTCCCCGGTTTCCACATTTTCAATTTCCACATCATT -TTCTGTAAGCTTTTCATCTGCAGAGCTCTTAGTTGCTTCTACTTCAGGGGTTGGCTCTGAAACTTCATCT -CCCATCGGCTGTGTAATGTCTGCTCCAATCAGCTGTTCCCACAGTTTCCCTTCTATGTGAGGTAAGGATG -CTTCTGCAGCTTCACCCAATCTTGCGATTCCTGCCATTACTTCTGCTAATTTGCCTGCTATCATGCCTAT -TACGTTTAATGCCTGATTGTACAGGTATTGTATCGCTCCTAGCAGTGCATCTACTGTGTCGGCTAAAGCA -TCAATTATTGCACTGACACCCTTTTTAAATCCATCTGCTATTGTATTTACTACCTGCACTGCTTTGTTTA -CCGCTTTATCAATAAACCCGCATATCTTATTTGCAATTCCAGGGAATTTTGCAAATACTGCTTTTACCAG -ACCTTTAAGTATTGTGCCAAGGCCTTTTATTATATTAACTACCAGTTGCCTTCCTAGCTCTATTAATCCG -ACAACTGCAGCTTTTGCAGCTTCAAATATTGCTTTTACTGCTTTCCGGAGTCCTTCGAAAATAAAGTTTA -CTGCCTTTTTTAATCCTTCGACAAATTGGTTAGCTTTTTCCGCAAGCCAATCACCGGCTTTTTCAAGCCA -AGACTTTTTCTTATTTTCATGCTCTTTTTCCTTTTCTTTTTTTGTGTCATCTGCATTTTTCTTTGCAGAT -TTATATTCCGTGCTTGCATCTTTTTCTGCTTGTTTAAGCTTATCTTTTACTTCCTTGTCCTTCTGCTCTT -TTACTTTGCTTATTTCACTTGTTTTTGATTTTGTTTCTGATTCGGCCTCCTTGTCATATTCGGATACTGC -CTGGTCGACTTCATTTTTCCACTGACCCTTCAAGCGCTCTACTTCCGACTTGGCACCTTCCTGCTGCTCC -AGTTGCTTATTCTTTGAATCTTCTTTTAATTGTGTAATTTGATTATCTGAATCTGTTCTTGCGGCAGCTA -CATCTGTATCAAATTTTTCTTTTCCGGTGCTGTATTTGCTCTGCTGCTCACCGACTCTGGCTTTAAAATC -CGGTGCCAGTGATTTATTCATCTGGGCTTCCATGTCAGCTGAAATATTTAGAGTCCTGTTGACCTTGTTT -ATTTTAGTTTGTTTTGTTTGTAAGGTCTTTTTAGCCTTAAGAATAGAATTGTCTTCTTTAGGGAATATGT -TATGCTCACCAAACTCATTACTTAATAGGGTTAGTTCCTTCTGCTTCGCCTCTTCTACAGCCTGTGAAGC -TTCAGCATTGAAGTCCTCAGTCTGGGAAGGGTCAGCTTCACCCTCCAAGCTCACGGCAGGTGCGTCTGCA -GAGTATCTTCTAGCCTCAGCCATTATTTCCTCAGGATCAGGCTCTTTTTCAGAACCAATATTTATATTGC -CTATTGTAGCTTCCTTGCCGCCTGTCTTTACACCTTTAAAGTTTGTGGGTTCTATATGCTTTATTGCTAT -TGCCTTGCTTTTTGGAGCACTGCCCTTTTTCACAGGTGCAAGACCCGTAGGTGCAGCTACTTTAGGCAAA -GCAGCCTGTGTTTTCTGTGTCTGTTTTTCAAGCGATGCCTTGGAAATATCCGTAACCTGAGAGTATGCAT -GTAAAACCTGAGTCGGCGGAACATTTTCCATTTGTTTGAGTATGTTCTCCGGCTCTCCCATCTTTATATT -CACAGTTGGAGCTTTTTTAGCATTTTTATTACCCGCACCCAGTCCTGCGATTGCATTTGAAATTCCACCA -GAAGCAGGATTTTGCTGTTTTTTACCACTCGCTGCCACGGCAGGCTTATCCTGCTTTTGTGCTATAGCCT -GCTTCTGCTTTTCATTTCTCTTTTGTAACTCAGAAGTTTCTTTATGTGGCATGGAGCTGGATTTTTGGCT -TTTTGCAGCGTTTACTGGTCCCTTAGTCTGCTGGCTTTGCTTATCGGCTGAGGACTTGTTTTTTGCTTTA -GTATTTTGCTCCTTATTTAAGTCCTTTGGCTTTAGCTCAGCTATTGCTTGGGGTTCTGACTTTTTAGCAG -TTTCTTTTATTTCTTTCTTTTGAGGCTTTTCAGCTTTTTTCTTCTGCCCCATTGTCTTGATAGCTTTTCT -GCCCTGTTCCTCATTTGCCGGTTTTTCTGCTGCTTTTATGGCAGTGTCCTTTTCAGCACTGATTTTATCA -ATATTGCTGCTATCCTCTGCTTGCCCGGCTTTTTGTTTTTCTCCACTGATATTTTCCGCATTGTGCCTGT -CATACTTTTCTTCTATTGATAGCTTTTTATCCTGTTTATCTATTTTTTCAGTCTTATCCTGATTTTTACG -TCTTCTTCCTTCTGCAAGCAGACTGACAGCCTGTCTGTAGCCGACAGCCTTTTGGAATAGCATGAATTCC -TCCCGTGTTACGGTATCGGGATAATTAAGGAATATTTCTGCCATTTTTCTTAAATCCGTTGTTCTTACAC -CTTTGGGCTTACCTGGTTTTTGAAAATTAGGCCTATTCTGCAAGCCTTTATTTTCACTGCTCCAAGACTG -CTCTTTGCTTTGCTGTACTTTATTTGCAAATTGCATTTCGTATTTCACTCCTATAAATTCACTCTACTTA -AAAAGTAAATTTCAGGAAGTGTTTAACAGCTAATTTTGAAAATATTTTTAATTTTAATAAAAAGATTTTT -CCCAAACAGTTTTTATAGTAATTATCAACCCATTAAAGGCAGGAAACATGTTTTCGTACCTCGATTGAAT -GGATTTAACAAGCCCCTTAATCAAGTGAGCTTTTACAAATTACAATATCCAAAATTTCGTCTGCATACTA -CCTCTTCTTCTGAATGCAATAATTCCTCCATTTCTTCTCTAGTTGCAACGGGGAGTCTTTTGGTTCTTTC -TCTTCCTATGTATTGGCGATAAATTAGGAATAATATCTTTGTACAGTTTCTGATTCGCGTAGGTTATTAT -AAACCCGCCATATATAGATTCACAAATTAGTCTGTCGCATATATCTGTCATAATAATCTAATATAGAGTA -TAAGCATTCTTTCCAATAAAGTTTGCAATGTTCTCTGCTGTCATTTTCTCTCTCCATATCCTGCTCATTA -TAATTAAAAACTATTGCCCCAAATACAAAGTATTGCTGTTAAACATAGAAAAACCGCAGTTGACTAAGTG -GCAACTACGGATAGTGTAATTTCTACCGATTATACTCATGTCTCACCTTCATATTCATCGTAAGGAGTAA -ATGCTTTATGAAATCAAATCTGTTTAAATGGGAATACTACGATTGAGTTATTATTTTTTCTATGTTCGTT -GACTGGAATTAATTAAATAAGTTTTACAGATTGGTATGATCCAAGAAGCCGACTGAATAATAAAGTTTGT -TGATATTTGATAAATCAATTAAATATACTAATCAACATAAAGTATGATACAAAAAGACTTCTCTTTTTTA -AGAGAAGTCTTTTGTATCAACTTTTTAACAATTTTATTTTTATCTGTTCACAAAATAGTTAAATCAAATT -TAACTTGATTTATTTCTAGATCATAAGAATTATTTCCCATTATTTTTTGTTAAAACCCGCCTATATCAAG -CTTGGCGGAGCTTGTAATATTAGAAGGAATTACCCACACTTACTATACCCACAGCTCCTGCAAATAACGC -AACCGCCTTCATGCTCAAGTGCCTTACCACACTCTGGACATTCCGCAGATACATAATCACCTTCATTACT -GGGGTTTGAGCATAGCTCCTTCATTGTACAGCTATTGCATTGTAAGTCGCACTCACTTTGTTCAGCATCA -GCAGTTCTGGCAGATGGTCTTTGTAAAAGACTGTATTCAGTGGTTGCAGATATCTCTCCTTGTACATCGT -CGTCTTTACCGCTTTGGATTTTCGCTACTTTTTCTATGAGCCTGCCTATCGCATCCGGGCAGGATAAAAC -CTTCAAACCCTTCTGACGTATAGTAGACGGGCATCTTATGCCTTTGAGCTGTTCAACAATTGATTTCACG -TCCATACCTGAACGTAGTGCTACCGACACCAGACGGCTTGTTGCTTCAGATTGAGAAGGACAGCCTCCTG -CACGTCCTGTATTTGTAAAAACCTCGCAAATACCGTTTTCATCATAGTTAACAGTAATATAAAGATTTCC -ACAGCCAATTCCGACTTTTTCAGTAAAACCTGTGGTAATGTCAGGTCTTGGCCTTGGTTCTATTTTTCCG -GGCATATTATTAACCCTACAGGAATCGCAGTAAATATTCTCCCCGGCAGGCAACGACTTGTCAGCATTTT -CTTCTTTACCTTTAACTTTTCCAATATTGAGAACCTGCAAGTCACGGCTTCCGTCCCTGTAAATTGTAAC -GCCCTTACACTGGGTCTTATAGGCCAGAGTGAATACCTCTCTCACATCATCTGTAGTCGCATCATGACTC -AGGTTAACTGTTTTGGACACGGCATTGTCTGTATGACGCTGGAAAGCCGCCTGCATTTTTACATGCCACT -CTGGAAGTACATCATGGGCAGTAACAAATATTTCTTGAACATTCGTTGGTACCTCATTCATATTTTTAAC -AGTTCCAACCCTGGCAATTTTCTTCATAAGTTCGTCTGAATAGAAGTTTCCTGAAAGTGCCGCCTCTTTA -AATACAGGGTTAACCTCCACCAGTTCACTGTTGTCCATGACATTTCTGATATATGAAATTGCGAAAATAG -GCTCAATTCCACTCGAAACACCTGCAATCAAGCTCAGCGTACCTGTAGGTGCAATGGTGGTAGTAGTAGC -ATTTCTCATTTTTATACCTTTTTGGGCATATATGCTGTCCTCATAAAACGGGAATACACCCTTTAATTCT -GCCAAATTCTGAGAAGCCTTCTGTGCAGTATCATTGATAAAGGACATAACCTTATCCGCTAAATCAATTG -CAGCTTGGGAATTATATGCTACACCCAAAGCACAAAGTGTGTCTGCCCATCCCATAACGCCAAGGCCTAT -TTTTCTAGTTCCTCTTGTCATTCTGTCGATTTCAGGTAAAGGATATTTGTTAACCTCTATAACATTATCT -AGAAAACGAACTGCTTTTCTTACAGTGTATTCCAGTTTCTCGAAATCAAGGCCTTTATGTGCATCATCCA -TCATATTGTATAGGTTTATTGAACCCAGATTACATGCCTCATAAGGAAGTAATGGCTGCTCTCCACAGGG -ATTGGTACTCTCAATCTCCCCAAGCTTCGGAGTTACATTATCACGGTTGAGCCTGTCAAGAAAAATTATA -CCCGGCTCCCCATTTTCCCACGCCATTTCTACTATTATATCGAATACCTCTCTAGCATTAAGCTTAGCCA -CAGGCTTCTTTGTTCTAGGATCTAAAAGCTCATATTCCAGGTTGTGTTCAACGGCCCTCATAAAATCCTC -GGTGATTCCAACACTTAAATTGAAATTAGTAATTTCGGAATTGTCACTTTTACAAGATATAAACTCCATA -ATATCAGGGTGATCAATTCTTAAAATACCCATATTAGCACCACGTCTGGTACCTCCCTGTTTTACAGCCT -CTGTTGCAGCATTAAAAACCTTCATGAAACTTACAGGGCCGCTTGCAACGCCTCCGGTAGAGTTTACAGC -TGATCCCTTTGCACGAAGTCTCGAAAAGCTGAAACCTGTTCCCCCACCGCTTTTATGTATTAATGCAGCA -TTTTTTATAGATTCAAAAATGCCTTCCATAGTATCTTCTACAGGAAGAACAAAACAGGCACTTAACTGTC -CCAAAGGTCTGCCGGCATTCATCAAAGTAGGTGAATTAGGCAAAAACTCAAGATTAGCCATCATATTATA -AAACTCATGTTCAATTACCGCTAATCCCTTTTCATCCGTATACGCAGCATCCGCTGATGCTATCGCCTTT -GCTACCCGACGAAACATTCCTTCGCAGTCCTCAAGCAGATTTCCATTTTCGTCCTTCTCCAGGTATCTCT -TCTCCAATACTTTGACGGCATTTTCCGACAATTTCATCAATAAATCCCCTCTCATTAGTCTATATTTTGT -ATTCGAACCATCACTAAGACACTACATATTGTATCACTTAACTAATATATGTTCAATATTGCCGTATTCA -TTTATAAAAAAAGCCCTGCACCATTTATCAAATGAAGCAAGGCTTTTTAAGGAAATATTTTACTTTTCTT -TTTCAAAATATGATTCCTGATATTTATTGCTTGGATCCCAAAGTATCCATTCTTCATATCCGGCATCGTA -AATAGCCTTAATCTGCTGTTTAACCTGTTCTGAACCGTATGTCTGGAAATATCCGGCAGGCAGATATTTG -GCAGTAAAGGCCTGAATATATGGCCTTAATTTTGCCTTGTAGCCTGTGGTTTCAGATATTTTTTTCTTTG -CAGATAACAATGAATTGTAAACCACACCATACGGATCCAAATCAGGCTTGGTATATGTAACACCATTTAT -CATCTGACCAACACCATTACTCATTATTCCTTTTGGAGAGTTATTTGCATAGTGCGACGGGTAAATCATT -GGGCTTATGCAGTATATATCTTTTCCGACTTCCTGGAATCTTTGCCCAATACTTTCTCCATCCAATTTAC -TTTCAATAATTATTGCAAATACATCTGCTGAAACAGGTACTCCCAACTCCTGATGAAGCTCTTTTTGAGA -TTTTGCAAGGAAACCGTTTATTGCTTCAGCTTTTTCTGGAACATTTGTACCAAAGTTAAAGGATTTTTTA -CCTCCCGTAGGAAACCTTACGTAATCAAACTGGATTTCATCAAAGCCGTAGGATATGGCTTCCTTTGCAA -TAGCTAAATTATAGTCCCAAACCTCTTCCATATAAGGGTTTGTCCATGGTGTTGTACCATTTTCAAGCCA -AAGCTTTCCACTCGGAGCCTTAACTCCCAGGTCTGCTCTGTTCTTGGCCAGAACAGGGTCCTTAAAAACA -ACTATTCTGCCTATTACATAAATTCCATTGTCATGGAGTTTTTTTATAACATCCTTAGGATTATAATATT -TTACCTGCTTACCATATTTTTTAACTAAATCAAGGTTTGTAGTATAGTTTACAGCACCATCTTCCTTGAC -ATCAATAACCACAGTATTCAGTTCAGTGTTTTTTGCCATACTGATTATTTTATCAATTCTAGCTGCTGAA -CCGGCTGACGGCCCTGTAAGGTATACAGCCTTAACCTTTACTTGTTCAATACCAGGGGATAATTGCAACC -CTGTAGATTGAGGTATCTGCTCTTGTTTTGTTGAATCTGATGCTGCCGCTGTAGAGTTTGCAGATGTAGT -ATCTGATGGCTTTGTTTTAATGCTTGCAGCAGATGAAGAAGCAGCATTTGTTTGTTCAGCGGTTTTACCA -GATGTATTGACACTTTGAGGAGCTTTTGTCCCATTTTCATTACACCCTGTAAGGAAAAAAGCTCCTGTCG -CAACTGTCAAACTTAAAAAAAGTGATGTAACTACTGTTGTAATATTTTTCCTTTTACTCATTTAAAGTAC -CCCAATCTCCAATTTTTCTATGGTATTATGTAGTATAATCATGAATTACTAATTTCAATCAGATACATTG -AGATTATACAAAATCCGAGTAATAAAATCAAACCTTTTAAAACATATTATGGAATTTATATACTAGTAAT -ATTTATCACATTTACATTACTGATTAATATGCTACAAAAAAAGACTCAACTTCCTTTACAGAAAATCAAG -CCTTTTTTAAGTTATCGCACTCCTCAGGGGTTTAATTCAACTTGTCAGGGTTGGCAATTTTTACCTCAAG -GGGTGGCAACGTATTTCCGCTAACATCGGTTTTTATAGGTTTTTCACTGCTTCCATATCCATCTGCGTAC -AATCCTAACTCAAGCTGATACATGTTGCCATAGTAAGCTTCCACATCATCATCCTTATAAGTGAAAACCT -TAGGGCCAAACTCAATTTTCACCACATCTCCTGCATCATAAGTTCCGTTTACTTCTATTTTAACCACATT -TCTACCATTTACTTTAATGACTTTTTTAGTAATGCTATTATCATTAACTTTAAAAAACTCAATAGCATCC -TTTTTCTTTATAGTAACTTTTATATTTTTGCTGACCAACTCCAAGAAAAATGGTTTTTCATTGATATTCA -TTTTATTTACCATTTCTGTATCCATTACAATTCCGGGATTTGAGGTTGTGTTCTTGAGCTGTAGTTCAAA -AGAAACAGGTACATACGACCCCAGAACAAACTCAAGATTTGGGTTTTTTGAATTATTTATTATGTTATAT -GTTACAAAACCCAGTTGTGTTTCAACAAAAGGATACATAATAACACTTGCAATGTTGGAGCAGGGGCCAG -CAACACCGTTTGCCACAGCAGTCACCTTGTAATAGTACTTAACCCCACTGCTGTTTGTTGTTTCTGGCAC -AGAATCATCCTTAAACGACGTTCCGGTTATGCCTTCTTTAATAATTTCATACGTCCCATCCGAGCTATTA -CATCTTAATACACTATAGGATTGGGCTCCCTGAGCCGGATTCCACCTTAGCTGAACAGATTCTCCCTCTC -GAGCAGCTTTTAGATTTGCCGGAGCGTCAGGGGGTACAGCAATAGTTATTTCTCTTGATTTTGCACCCTC -ATAGCCATCTTTTATAGCCGAAACAAAATACTTATATACCTTTCCGTATGAAACCTTACTATCGGTATAT -TTACTATCTACCGAAAGAACTGTGGTTTGTATTCCATCGAGTACTCTGTACAGCCTGTATCCTGAGGCAG -TATCTACCGAATCCCATGAAAGGTTAATTGTCTTTTTGTTTACAGTACCTTTCAGATTCTGAGGTGCACC -CAACCCTACTACAACCTTCACAGACTCAGATTTTGCACTCTCTCCAGCCTCATTCCATGCACTTACACTG -AATTTGTATTCGCCGGATGCCAGGTTGAGCACAGTGTACGAATTATCTTTTACATTAATTATACTTGTGT -TGCCCTGCCAGTCGGTTTGGTATATTTTATATCCCTGTGCTTCAAGAACGCTGTCCCACGACAGGACTAC -ACTACCGTCATTTTTTAAATCCGCCTTAAGATTTGTTGGAGTCTTGGGTATATTAATAGTTCCGTCAACA -AACAACTGTGAGTTCGGAACTACTTCTTTTGCTTTTGACGGGTTGCTCCATAACAGCTTTGCAACGGCAT -CGTATTCGTTTTCATAGTATTCCATTCTTATTCTATATTTTTTACCCTTTTCCATTTGTACTGACCTAGA -ATTATTCTCTGTTTCAGAATGTTTTTGCCAGTTAGAAATCAGAAGTTCATTTATATCAAAAATCCCATTT -CTGTTTATATCAATCCATAGTTTCACTCCGTCGTCCGTTCTGGTATAGAATGTGTAGTCCGCGTCGAACT -CAGGCATAATATATCCTGACCAAACCACAGAATAGTGATCTGCATTTACCTTCGGATCAGGTGCTTTATC -ACCCCATCTGTAGTAGGTATCTGTATTATCTTTTGTAAAGTCAATTTTGGGGTCTATTCTGGACATGGCA -AGTTCCGTATTTTCCATTACATAATTAGTTGTAAAGCTGTTTCCCAAATCATAACCGTAGTTTGTCAAAC -TACTGCCGGCAACAGATTTCCAATTATAATATTCTGCGTACAGCCCGTTGCCCGTCATAATCAAGGCAGT -GGCGGAAGCCTCGTTTGAAAATGGCCCCAGTTGCTCTCCACTGTCTGAAACAGCCTGCACCTTATATGTA -TATGTTTCTCCCGGTTTAACGTTGTTATCAGTAATAGAGCTGTCAGATAGTATCTGAGGAAGCTGAACAA -AATCAGAATCGCCTGGTCCTTTTCGCCATATTTTATAACCTTCCGCACCGTTTACCTCATCCCATCTTAA -CAGTATGCCATCTCTTTTAGAGATTGCCTGAAGGTTTAAAGGTACGGTAAGCTCGTGTCCCGGTTCTTTT -CCCCATATCAACTCGCCTTTATAATATACTGTAACTCTTTCCCAATCCATTTCTTGTCCGGGATTAAAAG -AGTAGTGATTGGCCTGATTAAATTTCCTTATATTTGATGTATCTCCAGTTGTTTGAGCAATAAATTCCTT -GACTATTTCAAGCTCAATATCTGCATGTGAAGTATTATTACCGGATTTTGCACTAAGCTCATAATTTTTT -GAACTGAGAGTATAGTCCTGTCTCCAGTTCCACCACCATCTGTGTTTTTGGTTATCTGATGAACAATTGC -TTCCCTCAATATTTACATTTTTCCCCAGAATATCATCCAACCAGTTTAAATCGTGCTTTATAAACATATC -GTTCCACAAACTGCTAAAATACCTTAAAAACTTATATAAATAATTCGTGTAGCTTGAACCGTTACTTTTA -GATGGAAACCCAATTTCAATAAAGCAGTTGGCCTTAGGTGTTGAATACTCACCCATATTAATAAAAACTG -ACGGAAGGGTTTGTATAACATCTTCTTGTGGATTTGTCCGGTCAGGCTGGTAGTTATAAATCTTTCCCTC -CACCTTTTCAGTCTTTGGGGCAACCTTGTTTAGGTCTCCATCCATGTTAAAGTAGTAATGGATTCTTATT -TTATCCAAATCAATGACCTTGTTACCCTCGTTATACAGCTTCAGAACTGAATGAATCCTATCCTTCGAAG -CGAATTCTGAAGGATTAGTTGGATAACTTTTTTCTGTAAGCCTAACCTGAATTTTATTCTCATCAGGCTG -TCTTACAATACTACATCCAAGTTCGGAGAAATCCATCCATTTTACATATCCGTAGATTTCCAACGTTCCA -CTGCTTTTTATTGTTTTGTTGGACAGTAAGCTTGATCCGAAGGTATATTCCCTGTTTGATTTATCAATGT -TTTTATATGCAGAAAACTCATAAAGCTTTAACCCTAGCTCTTTTCCTGACTTGTTTGTAAACCTTAGTAC -CAGTTGATTATTGCTATTAAGCGTTATAGCAGAATTACTGGTATTAGTGATTTTTACTTTAATAAACTGG -AAAATACCATTATTATAGTTGTAATCACTGCAGGAATTATTATCAGGAAACCAGTCCTCATATCCGTGGT -TGGATATAACATTGTTGAACCAAAAGAGTGTCGAATCCACCCTATGAATCTGTACAGTCAGCCTTTGACC -ATCAGACTGTGTGTTTGTTCCTCCGTTGTCTATATTACTTTCAGCCCGTACTGTCTGTGGAATCATTATC -CCACTCATAATGATAAGAGCCATTAAGACACAAAATGCCTTCTTGAACATTAGCATCAACCTCCATGCAA -TTATTTTATTTTTCTTCCTTCCATGAAGTTATCTTTATATTTTTAACATTTGGTTTTTTAATTGTCTTTA -TAGATGAATTGCTCAATACAATCTCCGAAGCACTGTAATTAAACAGTCTCCCTGCATCAGGTTCCTCACT -CAAAAGTATATCTACGGTGTTTTCATCGTAGGATATGTCTGCTCCCCCAAGAAATACTATGTTGCCCTCC -GCTATCAATATCCCTTTGAATTTAGTTCCTGCCTCAACATATATATCACCTGCAGAATAGATAATTCCTC -TCACATAGCCATCATCATCTTGTAGAATATCAACACCGTTTACCTTGCTGCTTGATAGAACAACATTACC -GCTGCTATTTAGGAAAAATAACCCTGATTTTGATACTACAGTTTCATCCCATCTTATCAATTTATTAATA -AGACCTGCTGTCTTGGCATTTCCATCATCCGTAAGGCTCTTTGCAGGCTTCGCGTCCATAACCTGACCAA -ATTCCTGCACGAATATACTCATGTTATTTCTATATACAACAGACCTCATACCTTTTTCGATATAATACTT -GCCGTCGTCCTCCGTAAATCCCCCATAAGGCCCGTAAACCGTATCGTTGGCGGCTACAGCCCCAAAGCAC -CAGCCTTTAATTTTTCCCGTATTTTTAAAATACTTACCGTCATCAGCTTTTTCATAATGTACTATTTTAA -TATCCCCTGAATTCAGATAGGAATAATATCCGATATCGTCCTTCCAGAAGGCATCCCATACCCATTTGAA -GTGCATTGCCCTATCCAAAATATTAAATAGCGAATTCGACTGACTTCCCATCATCATTTGTACCGGGGGC -GAATCATCAGGCTGACTTTCGCTTTCGGACTTATACTTAAACCCGGCACTAATGAGCTTTTGCTGTTCCA -TGGGGTCATTGACATTTATATAGTCATCAGCATCAGGAATCCCGTTAGTATCCCGGTATTTGTCATAAAG -GTAAAAAACATTTCCAGGATATACTTCCTTTGAAGGTATTTCAATGTCATCCCATACGCGGAATGCTTCT -GCCGGTAAGCTTCCTGATTTCAATACTGATATTCCTGAAAAGTACATTTTATTGTCGGTTATACTTGTAT -ATTCGTTAAAGTATGTTGTTCCGCCGATGTAAAGGCTTCCGTTTATATTAAGATTTGAGTCCCCCGAGAC -TATTACAGCACTGGAAGTATCATAGCCAGAGGCTGAATCGCCCGGATTAAGGCCCACAAGCATACCCTCC -CCGGCTTTTTCTCCCTCCCACTCTCCAATGTTAACAGTAGAATTATTTGAATCAATCCTTAAATCATCAG -TCAAGAAAACATTCTTCAGGTTGACCTCACTCGAATGAGCCTTATTCTCTACTTTTACGCTTCGGGCAAA -AACATCACCCTTTTGAATGTTAATTTTTGATGGAGAATTTGCATTACTATACAGTGTATGAATATATGCT -GCAGTAACTGCATCACCTGCTTGAATATTAAAAGACCCCGGGAAATTTGTAAAATCGTAATCATACATAC -CCGGTATAGTCTCAATAATACTATCTTTAATGCTTTTGTTGTTATGACCCAAGTTGATATCATTCCAGGT -ATCCCTCGTCATCCCCGCCATAAAACCGCCATATTTATAACCGTCAGCACTATAGTTTATACCAGTACCA -TTTAATGTTGGGATTGTTCCGAAGCATATTGCATTTCCCTTCTCAATGTTAACGGTTCCATTTACTGAAA -TAATATTCTTACGTGATACAACTGCTTTATTTTTAAGTATTTCAGGCTTATTGTCCTTATTGACCTTAAC -CTTTGTAAGCTTACTGTATATAATGGGAATCTCCGAATTGTCATTTACTGATTCAGTCAAAAGACTGAAC -TCTGCTGAAATGCTTCTTTTGTAAGCATGCTTGCCTGACTTGTATTCTCCCGTTGATTTTACAGTAATTG -ATGATATTTCATTTGCCTCGTGTGTATATGAATTAACTTTGGATGAATAGGTTTTTTTAGTTGGGTTAGG -ACGTATAACGCTGTAATTAAAACTTCCGTCATTTATAGTAACGTTTTTCCCCTCTTTAGTAACAACATGT -TGGACGCCATGCGGTATGGTGCTGTCCCATTCTCCTCCGGCAGCTGTTTGTTCATTAATCCATTCCATCA -CCATTTTGAAAAATTGATATTTGTATTCAGATTCATAAATATTGTTCAGTTCTTTCTCATTCAATACCTT -TATATTATTGGGGTCAGTAGTATCAATTATTTCGTTGAACACAGGCAATTTTTTATCTATAGCCTTTTTA -ATCACTTCACTGGAAGTTACCCTTGCACTGTCCTGTATTCTTCCCACCTCGGTATCCAGCCTTTGTGCAG -CTTTTTCGGCACCCGCCTGTGCTGCAAACAAAGCCTTGCTCCGGTCAGATGTTACAGTACTCAGTATAAG -TTCTGAACCTGTAAGTGCCATGACAGCCAAAGCAGTAGCAGACAAAACAAACACTAAGAAAAGAACCATC -GCCAGAGTAGAACCATTACATTTTTTTAAAAAAACCCTCATTTTACACATTGTAACCACCTGTTACTTTT -TTTACATAGGATGAGGCAGTATAAATAACCGTGCCATCTTTTTTTCTGACTTCAACAACTATTTTAAGAA -GTTCATTTATCGGACCATAATTAAAGGCCTTTGTTTCCATGTAATTTATTTCATATTCCATATTGCTGCT -TTTATTAATAAAGCACACCCCAGGCTCCAGCTCTTTGCCATCCGTTACATATGCCTTCAGGTTAATCTCC -TGATCACTGTACGTAAATACCTTCAGCTGCTTATCGGAGTTTGGCTTACCATCATCATTTTTACAGCTTA -ACTTAAGCTTTATACAGTCCTGACTGGCAGGTGTAAATTCTACTGTTTTAACAGGAAAACTTTTGCCTAT -ACCACATATAATTTTAGAACCGTTTTTCTCAAACTGCATAACTAAATTATCTTTCCGATAATTAAAACCT -GTATCAATTTTTATTGGGTCAGTTTCTTCATTGAGTGCCTTCAGTTCAATCTTAGTTATGTTGTTGTCCC -CGCTTTTACCCTGTTCAATAATCAGCTCCAAATCAGGCTCATCTGCTTCAGAGTAATCATATGTATAGTC -ATTTTCAGGCGTTAACTTGCCCGTTTCTACGTTTTCAATCTTGTAGTAAGGTTGCAGCTTTGTGTTAACT -GCCTCTTTAAAAGGCTCAATGTTAAACGGTAAATAACTATCTCCCGTACTAAGGTTCTTTTTAGACTTTA -CTTCATCCATTACCATTTGTGCAATAGCAGCCGCTTTAGTCTTTTGCTCCGCATCTCTATTATAGTAATA -GGAAGACATGACCATGCTCAGTAAAGGTCCTGCAATCACCGCCAGTAATGTTACCGCAGCCAATACTTCT -ATAAAGGTTTCGCCCTTTTCGTTTTTAAGCAGCTTTTTGAATTTAATCATAAAAATCACCTACTACTATT -GCCTAATAACTTTTCCAACAGTCTTTCCAATCTCAACCCTCGGCAAATCTGAATCATCCATGAAAATCTG -ATAAACAAACTGCTTATCCGAATTATTAATTATATTTAGTTTTATCCCTGATTGGTCATTCTCATCTTGT -CTCTCGGAAGAAATAATAACAAGCTTTAAATCCTCTCCCACAGGTATAAACTCCATAGTTTGACTGTATT -GCCTATCGGGATAGCTTTCATGATCTGTTTTAAATTTACAATAGTATTTACCATTCTTCTGCTCAATAAA -AATTTCAGCGTTCTCTGTACCCTTGTTGTCACCGTATACTACCGAAAAAGAATTTTCGGAGGAAGCCGGA -TTCTTACAGTTAATTGATACACTTGGGGCAAGCCCGCCTCCAAAGTGAGATGCTACTACAGAAAAATCGT -ATGTACCCGGAATAATTTCATCCAACTGGCTTTTAGCCTTATCTTCAACGCTGTTTTTAGTGTCATTAAT -ACCAGTATTTTGTGTATGCCCGGATTGCCCTAAAACACTAAAACCACTATAGGACTTAAAAATATCTTTC -TTTCCATTAGCAGGAATAGGGGCCCATTTGCCGTCTTCAAGCATATAATAATCTCCTGCTCCTTTATCCA -TAATTCCGTAAAATACTATTTCAGCATTTAGCTTTAAGTTTTTTCTATCTTTATCGTTCTGACCGCCATT -TTGACTGGGTGAAATACTAACTGCTTTACAAATAGCCTTGTTTTTAAGCTTAGAAAGCTTATCAAAGTAA -GCTTTTATTTGCTCGTTATCCCCTGTCGCCTCAAGTTTAACAGAAACACCGTAGCTATTACCATCTGGGA -CAGCATCATCGACCACACTGTTTTTTTTGCTTTTAAGTCCCCAAAGGTAAAAGTAATTTCTGATATCAGA -TAATATTCCATTCCCCAATTTGCTTCCATCACCATTTTCCGAAATATTATCAACCTTTGCATCGGGAGTA -CCTTCTTCTTTTTGAGTAGTATCCTTGCTTTCTGACTCAGGATCGGCCTTAGAATCCGCCTTGGTTCCAT -CCATCCCACCTATATCACCGAAAGAAATTGACTTTACTTCCAGTCCGGCTTCACTTGTTAAATTCATCAT -AAGCACCAGTAGCTCATCACTGTCAATGCTTGGCGGATAAATTTCTCTCAAGTCACCTAGTTTTTTAGAC -AATATCTTGATATCTCCGTCAATTCTCTTTACCTTTGCCTTATAAGCCATATTCACTGCGTAGGAGTCAT -TTAATATTGCAATATCCGTTTTAAGTTGGCTGATAGAACCTAACTTTGGCAACATTAGGAATTTCAGAAA -AACAACGGTAAATATCACAACTCCCAGAACAATCAGTAGTTTTTTATCACGCTGAGTTAATTTCATATGT -ATCTCCATTTCTTTCATGATATGTAAAGTAATTACTCCAGCTGGATTAAAACTATTTAAGGACTTTTTAT -AGCAGTAAAGGATTTAAGTATACGATCAATTGTTCTTTCCTTGACTTCAAAACTATTGGGGTCGCTTTTG -TATTTAACTATATAACCCTTGCTGTCCTTGACTATTAAAAGTTCCGAATATTTATATCTGGTTCCCTTTT -CATCTCCCAGATACATTAACTTATAAGCTTCTTCCCCTGAGCTTTTGGTCTTGGTAGTATATATTTTCTT -AAAACCTTCAAGCTCATATTTCAGTTTATTCATCCTTTTATCTGTGAATTCCTTGGATGTAAGTTCAGTA -GATGTGACCGTTATTTCAAGAGAATCTGCATCTGTGGAAGTCAATCTCTTATTTGCGGTAAACAAAACAC -TATCATCCTTATCTACTTTTTTACTCCAGTCAGGCTCATAACAAATCCTGAACCCGTTATTCCAGTTATT -ATATATAATAAGGTCACTTTTCTTTATACCATTCAGGGTAACTTCAAAAGTAGTACCGTTATTTCCCTGT -TTATTTGAAATATTTGATAAAACTACATTGTTAAAATAATCATCATCCATTAAATTTCGTAAAAAAGAAG -CCAAAGTATTCTCATCCGTTGAAACACCCTTTAAAACAATTTTCGTATCTGAGTCGTTATTCCCGGTTGA -TACAAAATTCTGTATAAACAGCTTCTCAGGGCATGAATTTTCAATTGCGCTGACAATACCCAAAACATCA -ATCCGATTAAGGGATAGTTTCTTACCTTCAGCTTCCCTCTCTTCTACTGCCTTTTTAAGAGAATTGAACT -CATTCAAGGTTTCAACATAACTTGCCGTACTATTTACCTGCTTTTCAAGTTGTTGCTTATCGTTACGCAG -ATTGATTTCATAAATTGCAGGAGCCGTATACGCAGTGACAGCTATTAAGCCTATGCAAATTATAAGGATA -GAGAGATACGTCTTTTTAGCCTTATTTTTTTTATCAACAATCAAACTTTTAGGAATAAGATTTAAGTCTT -TCAAATACTATCCCACCCTTGCATGTATATTTTAGCTACTTTTCTATATTGGGGAATCTGTAGCCGCTTT -CAACCTCTACAATTCCACTTCTACCGCAAGATACCCTGACTTGAACTCTTAATTGATCATTATCGTTTAA -ATCTTTCTTATAAATTAGTTGAACAGTAAAGTCGGTTACGTTAATTTCCTTTCCGGACGAAGATTTATCA -TTAATCCTCTTACCGTTATATTTAATCACACCGACGTTTGCGTCCGGTTCATACAGGTAATCTCTGCTTT -CGGTATTAGAAGGAATACTTATACTGCATCCATTAGTAACTACTTCACTGATTGGAGAATTCGATTTTTC -CAAATCACCTATTATACCGTTGAAATTAATTCCATCACCATATAAAACCTCTCTTGCAACTTGCTGAGCA -GCCGCTTTGTCAGCCTCTACCACACATTTAGAGTAAGTCGTAGTAAAAATAAATGTTAGTGGTACCATCA -GCATAAGTAAAATCGTTACTGCCCCGATTACCTCCGTTAGGGTAACACCCTTTTCACTTTTAATATTCAA -TAATTACCCTCCCCACCATGTACCTTAATTCGAGAAGGCTTATTTAAATGCTCTTGTCAAACAGCCTATG -GCATTAATCAAAAATGGGTAGTCCTGTTCAAAAGCTTCTCTCTCCTTATGTCCCTTATAAACAATTTCCT -TTAACAAAGGAAAGGGTAAAACCGGCATATTGAAAGTACTTGAAAAGTACTCTGTAATGCCTTTTAGCTT -GCTGCCACCGCCATAAATATAAATCTTTTCTACATTATTTGAATTATCTCTGGAATTATAGAATTCTATA -AACCTGTTTAAATCGGATACTATGCTGTCAAGTGCTCCTGTAATAACCTCGCCTAAATCATTAAATTTAT -CTTCGGAATCAGACTGACTATTAAACCCTTTAAAAGAACGTTTAAGTTCTTCGGCAGCTTTAAATTCCAG -ATTATATTTATTGGCGATAATACTATCTACCTCTGAAACACCACTTAATAAAATTCTGCTGAATTTTAAC -ACGTCATTTCTGAAAAAACATACTCCAGAAGTATCTCTTCCTATATCAAGCACAGCATACTCTTCTGCGG -TTTCATCACTATATAGCGGTGAAAAAGATAAAAGCTTCAGAACACAATTAGATGGAATATCAATAGCTGC -CAATTGCTGTTTCAAAAGCTTTGTCAGATTAATATAAGTCTCAATTTGCTTATTGGGAGCAGCTACAACC -AGCACACGAATCTGATCGCCCATATTCTCCATAACCTTAAAATCAACGGTATAATCCTTTAAGTCCACGG -GAAAGTACTGCTGAGCCTCAAATTCAAGCATCTTTTCAATTTCCTGTTCCGTTGATTTTGGCAGCACTAT -ATCTCTTGTGATAACTCCCGTTCCTGTAACAGTCATTACAAGAGCTCCACCGCCTATTTTGTGAGTTTTA -ACAGCTTCTGAAATAACCTTGGACAACACAGCGGTATCAATTATCATACCGTCATTAACACACTCAGCGG -GAGTTTTAACAATACCGTATTCATTAATAACTATATTTTTTTTATTCGCTGAACCACTGACAACTTTAAT -GGTGTCATTTCCGATATCCAACGCTAAAAGATTTTTCCTAACCATATGTTCGCCTCTATATTCCGATTTA -TATAGCTATTTAAGCAAGGTCATATATCGTTCAAGTAAGTTCCAGCCATATATAATTGTTATAAAAGTCC -CTATTGCAATATATGGCCCAAATGCAATTGTAGACTTTCTGTTATTCTTTTTAATGATAATAAGTAAAAC -ACAGACGATAGCTGCCGTAAAAACAGAAAGCATGAGACTGATAATCGTCATACGCCAGCCAAGAAAAAGT -CCGATAACCGCAAAAAGCTTTATATCGCCCATTCCCATAGCATCATCAGACTTGTACACAAGCATCCCCA -CAAGTGAAACAATCAACAGAAAGCTTGTACCCACGATAAAACCCAGTATGGGGTTAAACCATACTCTGTC -TCCAAAGATGTCCACCGGATAAAATAAATTGTATAAGAGTAAAACCGACCCGCTTATTAAGCCTATGATA -ATAAACCCGTTTGGAATTATCTTATATTCCGCATCTATAAAAGCAATGCAAATAAGTATGCATGATAGCA -ATGCCATAGCAGCAAATTCAACCGTTAAAGAGTACTTTAAATAGAGTACAACAAAAACAGCTGCTGTAAT -GATTTCTACTATGGGATTTATGGCGGATACTTTTTCCCCACAATAGCGGCATTTTCCTCTCAAGAATACG -AAGCTGAATACAGGCACAAGATCAAGGTGCCTGAGTGTTGTTCCGCAACTGTTACAGCGAGATGAAGGTC -TTATAATAGACTGTTTTTGAGGTATACGAGAAATGCATACATTAAGAAAACAGCCTATTACAAGCCCGAA -TATTAATATGTAAATTATGAGTAATGTTTGCATTTGATTAAGGATTCAGTTCAATCCAACTTGACACCGG -ACTTGGGGTTGCAGTGGTAGCAGTAGCTTCACCTGTAGTCGGGTTAAGATAAAACTTTTTCTTACCATCG -TGAGGCTTTGGAATAGTTGTCAGTGCACTTCCAATTTTTTTCTTTACTCCTGTCAAATCAGCCGGAACCG -TTGTGTCTGAAGCGTCTGCCATACCGACTAAATATGCGTTTTCAATTGCTTTTTCATTAGCTGCATCTGC -ACTTGTTTTTGCCTTTGATATCTGATTTAATACCATCGGTGTTGCTACCGCAGCCAGTATAGCCAGAATT -GCCACCACCACAATTAACTCTGTCAGGGTATAACCCTTCTTATTTTTCTTTACCTTCTTAAAGAATTTAA -ACATTAGAACTCCCCCTTATTAGTTATATATATATATTTATTTTATTGGCCCACACCCTGATACATACTG -AAAATGGGCAATATCATTGCTACAACAATAAAGCCTACAATAATCGCAAGTACCATCATCAGAAGCGGTT -CCATCATAGCAACCAGTTTGCTTACAGATGTTTCCACTTCCTCATCATAGAAATCTGCCACCTTTTCCAT -GATGGAATCAAGAGAACCTGCTTCTTCTCCGACACTGATCATGTGAGTTACCATCAGCGGGAAAATCCCC -ATTTTCTCAAGAGGTGCTGCCAAATTTGAACCCATTTTAATACTTTCTTTAACCTTTATAAGACCTCTGG -AAACAATTTGGTTGTTTACTACACCGTCTACAACCTCAAGTGCATGAACCAGAGAAACTCCTGATTTGAG -TAAGGTGCTCAAGGTTCTTGTAAAACGTGAAGCCAAAATCTTCTGGACATTTGCACCAACCATTGGCATT -TTAAAAATAAGACTGTCGATCAAATGTTTACCGTATTCCGTACTTTTAAACCTTCTGAATCCCCACACAC -CAGCTACAATAACCAGAGCGAATCCCAGCAAAAACAAAGGGTTGGTAAAAAGTCCGCTTATAAATAATAT -TATTCTGGTAGGCATTGGAAGTGTTCCTCCAACACTGTTAACCATACTTACAAACTTAGGTACTATAAAG -ACAATCATAAACGTAACCATTACCAAGGCAATACACCCAATAACCGCCGGATACATCATAGCAGTTGAAA -CCTTTGACTTAACTTTGATGTCTTTTTCAAACTGTACGGATAGTCTTTCCAGAACTTGTTCAAGAGTTCC -ACTTACCTCACCCACTTCGACCATGCTGACCATTAGTACCGGAAAAACCTTTGAAAGTAATTTCATTGAT -TCAGAAAGTGTTTTTCCCTTCTGTACATCATCATAAAGTTGTGACATTGCATCACGCAAGGTGGGATTCT -GAGTTTGGCTGCGAAGTAAATCAAGACATCCGATAACTGAAACTCCCGCATTAAGCATAGTATGAAATTG -CCGGCACAAAATAGACAGGTCTTTAACCTTTACTCTTTTATGTACCTTAAACTCAATTTCCTTACCCGGT -CCGGTATTTTCATACACTGCCATAGGGAAATATCCTCGGTCTTTGACAAAAGCTATTGCCATATTGACGT -CGGATGCTTCCACATTGCCGGATACTGTTTCACCTGACTTGGTTTTAGCATTATAAATATAATTAGCCAA -TAAAAATCACCTGAAAAGCATATTATTCAAATTATTAAAGTATAAACCACAAATGTATTGATATGGAAAT -GTTTATATATTTAATATTATCACATCGTGATCAATAGTCAATAAATATTGCCCGTTTTACCCCATGTATC -TGATAATATTGTCTGGGTCCATGGCATAAGTCATTGCATCTTCCTGACTTATGATACCTTTTTTATACAA -ACTTGCCAGACTCGAGTCCATTGCCTGCATTCCGAATTTTGCACCTGTCTGAATCTGAGAATTAATCTGA -TATGTTTTACCCTCACGGATTAAATTTCTTACCGCAGGAGTAGCTACCATAATTTCAATAGCGGGCACTC -TTCCGAGCTTATCTTTTCTCGGAAGAAGCTGCTGCGAAATAACAGACTGAATAACCGTAGAAAGCTGAAC -TTTTATCTGCTGCTGCTGGTATGGGGGGAAAACATCTATTATTCTGTCAATTGTATTAGCCGCTCCGATA -GTATGCAGAGTAGACAGAACCAAGTGTCCTGTTTCGGCAGCAGTAACAGCTATAGCTATAGTTTCGGTAT -CTCGCATCTCTCCCACCAGAATAACATCAGGGTCTTCTCTTAAAGCCGCTCTAAGTGCAGCAGAATAGGA -TTGCGAATCATTTCCTATTTCTCTTTGATTAACAATGGATTTATTGTGTTTGTGAAGATACTCTATGGGA -TCCTCCAAAGTAAGTATATGGCAGTCCCTATTTTTGTTTATCAAATCAATAAGCAAAGCCAGAGTCGTTG -ACTTTCCACTTCCGGTAGGGCCGGTAACTAAAATCATTCCCTTGGTTTTCCTGCTCATATCCATAATTAT -ATTTGGCAATCCAAGTTCCTCAATTGAAGGAATAACAAGGTTTACCATTCTTATAGCAGCACAGCAGGTA -CCTCTTTGCTTGTAAACATTAACTCTGAATCTTCCCATACCTTTAAGTGCAAATGAAAGATCAAGTTCTC -CTGTATCCTGATATTTCCTCCACTGTTCTTCATTGAGCATACTTCTGACAAACGTTTCAGTATCCGAGGG -CATGAGTTTTTCCTCACCTATGGTAGAAAGTCTGCCGTTCTTTCTGATAGTTGGGGGAATCCCTACTGTT -AAATGTAAGTCAGAAGCACCAAATTCCAAAGTTTTTTTTAGCAAATCCTCTAATGAAAGCATAATAATCT -CCAAAGCCTTTCTAATCTAAACAGTATCAGATTACTAATTATGTATGAATTTAATCATTTGAATATGCTA -TGCGGACTAATTCATCAATGGTTGTATCTCCTGCCAGCACCTTTTTTACTAAATTATCTCTTAAAGTAAC -CATTCCATTTTGTATAGAATAATTCCTTAACTCTACTTCCGAACACCTATTACTAATCATTTCCTTATGC -TTTTTTGTAATTGATATCAACTCATAGACTCCATGTCGTCCTCTGTACCCGGTACGATTGCACATGGGAC -AACCTCTCCCCTTGTATAAAACAGTCTCTTTATCGGTAATGCCCAAGATTCTTTTCTCATCATCATTTGC -TGTATATTCTATTTTACAATTATTGCAAATTTTTTTGTATAATCGCTGAGCAATAACACCAACAATCGAC -GATGAAACCATGTAGGGTTCAATCCCCATATCTATCAGCCTTAAAACCGAGCTTGGTGCATCATTTGTAT -GGAGCGTACTAAGAACCAGATGTCCGGTTATTGCTGCTCTTACAGCTATTTCAGCAGTCTCTCTGTCACG -TATTTCACCAATCATAATTACATCGGGGTCTTGTCTGAGAATAGACCTGAGTCCCGTCGCAAAAGTCATA -CCTGTTTTTGTATTAACCTGAACATGATTAACCCCTTCGATAACGCACTCTACAGGGTCCTCAACCGTTA -TAATATTGATATCAGGGCTGTTAATTTCACTAATTGCACTGTAAAGGGTAGTAGTTTTCCCGCTTCCTGT -TGGCCCGGTTACCAGAATAATACCATGTGGATTAAGAAGCATCTTGTGAAACTGCTTTTCCTCATATTCA -TTAAATCCTAGCTGGCTCCTGCTTAAAACAAAAGCTTTTTTATCTGCAATCCTTATAACGATTTTCTCCC -CAAAAATTGTTGGAAGAATTGAAACTCTTAGGTCATATTCTCTGCCGTCAACCTCTATACTTATCCTGCC -GTCCTGTGGCAGCCTTTTCTCCGCAATGTTCATACCACCTATAATCTTTATACGTGCAGAAATCGCAGGC -ATTATGTCAATTTCTGGGCGCATTATTTCACATAGCTGACCATCAGTTCTGAATCTGATTTTAATATATT -CTTCAAAAGGCTCGATATGTATATCGCTGGCTCGGTTTCTTACAGCTTGCTCTATAATAGAATTAATAAC -CTTTACAGCAGGAGCATTATTAATTTCTTCAATATTCTGTTCTTCAGTAGTGTCTGAATTTATTTTTATA -GTAGAGACTTGTTCTTTTTTAAATTCCTCAACAGCCTTCATGGCTTTTTGAGCACTGTAGTATTTGTCTA -TTGCTTTGGAAATATCGTCAAAGCTTGCAATAACAGGCTGTATCACCATGCCTGAATAAATATTTAAGTC -ATCTATTGCAAACACATTGAGAGGATCACTCATTGCAACAGTCAAAGTTCCGTTTTCCTTTTTAATAGGA -ATCAGCCCATACCTCCTAGCAATACTCTCAGGTATTGCTAAATAAGCTGACTTATCAATATTATATTTTT -CAAGTTTAACATGTGGAATACCAAGTTGAAATTCAAGGACTTGAATTATATCATCCTCAGTAACATAGCC -TAGCTTTGTAAGTATAGAACCTAGCTTTTCACTGGTTTTTTTCTGCACTTCAATAGCGGACTCAAGCTGA -TTTGGGGTTATCATTTCGACTTCCAGCAACAAATCACCAAGCCGCTTCCGCGTCTTATTGAACATTAGCA -ATCACATCCAAATAAAAGTTTAACATCTTATATCTATTTATGTAATTTTTCTGGTTTAATGTATATATTC -CATATTGTTACTAAAAATCCTTTTATTTTGTCAAAAATTATACATTTCCCATACAGTTTTACTAGATATA -GTAAACATGTTTATAGTTATAAGCTATACTATAATAATAAAAATTAACAGATGATTAACAACCGATATTC -AAAAAATCATAAAAAAAATAGACCCTAAAGGATCTATTTCTGGCTCCTCAAGTAGGACTTGAACCTACGA -CCCTGCGGTTAACAGCCGCATGCTCTACCGACTGAGCTATTGAGGAATATAAATCTGGCAGAGACCTACT -TTCCCGGGCCGTTTCCAGCCAAGTATTATCGGCACAAAGATGCTTAACTGCCGTGTTCGGTATGGGAACG -GGTGTGGCCATCTCGTCATTTCCACCAGAAAATTTAAAATTGTGGTAAGCTTCATATTACTTCGTCAGAT -TTCGTTCTTGTGGTGCTCATTTATGCGTATAAACTTCGCTCCTCATCACTCATCTTCCTTGTACTACTCG -CTTCTTACAATTTTATTAACTTTTTTAAGATACTTTTTGTACCTTCAGAACTGATTAATGTTATCCTTTA -AGAAGACTTGAAGCTCTCTCATTTTCTAGTTTTAAGACCTTCTACTTTTGATATACCTGTTTTCTTTTGG -GTCAAACCCTCGACCTATTAGTATCAGTCAGCTTAACACATTACTATGCTTACACTCCTGACCTATCAAC -CATGTAGTCTACATGGGGTCTTACCTATTGCTAGTGGGATATCTCATCTTGAGGTGGGTTTCACGCTTAG -ATGCCTTCAGCGTTTATCCCTGCCGAACTTGGCTACCCAGCTGTGCCATTGGTATGACAACTGGTGCACT -AGAGGTTCGTCCATCCCGGTCCTCTCGTACTAAGGACAGATCCTCTCAAATATCCTGCGCCCGCGACAGA -TAGGGACCGAACTGTCTCACGACGTTCTGAACCCAGCTCGCGTACCGCTTTAATTGGCGAACAGCCAAAC -CCTTGGAACCTGCTACAGCTCCAGGATGCGATGAGCCGACATCGAGGTGCCAAACCTCCCCGTCGATGTG -GACTCTTGGGGGAGATAAGCCTGTTATCCCCAGGGTAGCTTTTATCCGTTGAGCGATGGCAATTCCACTT -TCATACCACCGGATCACTAAGCCCTACTTTCGTACCTGCTCGAGGTGTTTCTCTCGCAGTCAGGCTACCT -TATGCCTTTGCACTCGTTGTGCGATTTCCAACCGCACTGAGGTAACCTTTGGACGCCTCCGTTACTCTTT -GGGAGGCGACCGCCCCAGTCAAACTGCCCACCTGACAGTGTCCCTAAACCAGCTTATGGTCTCAGGTTAG -AGTTCCAGTACTTTTAGAGTGGTATCCCAACGGCGACTCCATAATGGCTGGCGCCACTACTTCTCAGTCT -CCCACCTATCCTGTACAAAAAATACCGAAACCCAATATCAAGCTACAGTGAAGCTCCATGGGGTCTTTCC -GTCTAGTCGCGGGTAACTTGCATCTTCACAAGTACTACAATTTCGCCGGGTACGTTGTTGAGACAGTGCC -CAAGTCATTACGCCATTCGTGCGGGTCAGAACTTACCTGACAAGGAATTTCGCTACCTTAGGACCGTTAT -AGTTACGGCCGCCGTTTACTGGGGCTTAAGTTCATGCCTTCGATTTCTCTAAGCAATTCCCGTAACCTTC -CAGCACCGGGCAGGCGTCAGCCCCTATACTTCATCTTTCGATTTAGCAGAGACCTATGTTTTTGATAAAC -AGTTGCTTGGGCCTATTCTCTGCGGCCTCAATTGCTTGAGGCACCCCTTTTCGCTAACTTACGGGGTCAA -TTTGCCGAGTTCCTTAACAACGCTTCTCCCGCTCGTCTTAGGATTCTCTCCTCACCTACCTGTGTCGGTT -TGCGGTACTGGTACCTTTAATCTGGATAGTGGGTTTTCTCGTCAGTGTGGAATCTGTCACTTCGGTACTT -GTTTTCCCTCCGCATCACGTCTTCGAATCATCCGGCGGATTTGCCTACCGGACTTTCTACCTCGCTTGCA -CGATCTTTTCCAGCTGATCGCTTGACTTATCCTCCTGCGTCACCACCTCTCTCATAACGATTAACGGTAG -TACAGGAATTTCAACCTGTTGTCCATCACTTACGCCTTTCGGCCTCAGCTTAGGTCCAGACTTACCCTGG -GCGGACGAACCTTCCCCAGGAAACCTTAGGTTTTCGACGGTAAAGATTCTCACTTTACTTTCGCTACTTA -TTCCGGCATTCTCACTACTGCTTCGTCCACAAGTCCTTTCGATCTTGCTTCTACCTACAACAGTAAGCTC -CCCTACCACCCATAAATGGATCCATAGCTTCGGTACACAGTTTAGCCCCGGTAATTTTCGGCGCAGGCTC -ACTCGACTAGTGAGCTATTACGCACTCTTTGAATGAGTGGCTGCTTCTAAGCCAACATCCTAGTTGTCTT -AGCAAACCCACATCCTTTCCCACTTAACTGTGATTTTGGGACCTTAGCTGATGGTCTGGGCTGTTTCCCT -TTTGACTATGGGACTTATCTCTCATAGTCTGACTCCCAAGTAACATCATTACGGCATTCGGAGTTTGATA -GGGTTCGGTAACCCGGTAAGGCCCCTAGCCCATTCAGTGCTCTACCTCCGTTTGATTTTCCCTTGAGGCT -AGCCCTAAAGCTATTTCGGGGAGAACCAGCTATCTCCGAGTTCGATTGGAATTTCTCCGCCACCCACAGC -TCATCCCAGACCTTTTCAACGGTCATGTGGTTCGGTCCTCCACGGGATTTTACTCCCGCTTCAACCTGTC -CATGGGTAGGTCACCCGGTTTCGGGTCTATAGCATGCAACTTATTCGCGCGGTTAACACTCGGTTTCCCT -TCGGCTCCGTACCTCTAGTACTTAACCTTGCTGCATACAATAACTCGCCGGACCGTTCTACAAAAAGTAC -GCTGTCGAGCTTTAACGCTCTTCAACTGCTTGTAAACATAGGGTTTCAGGTTCTCTTTCACTCCCCTCCC -GGGGTTCTTTTCACCTTTCCCTCACGGTACTGCTTCACTATCGGTCACCAGTTAGTATTTAGCCTTGGAT -GGTGGTCCACCCTGTTTCCCACGAGGTTTCACGTGCCTCGTGGTACTCTGGATTCTGGCCTGTCTTTTCT -CATTTCGCTTACGGGACTTTTACCCTCTATGGTCTCAGCTTTCCAGCTGCTCATTCTGCTATGAGATCAG -AATCATTATGCCAGTCCTCAACCCCAAAGGATATTGCTATCTTTTGGTTTGGGCTCTTCCGCTTTCGCTC -GCCACTACTTACGGAATCTCTTTTGATTTCTACTCCTGTTGGTACTTAGATGTTTCAGTTCCCAACGTAT -GCCCTCGTTACACTATGGATTCATGTAACGATGACCGAGTGCTTAACTCGGCCGGGTTCCCCCATTCGGA -TATCTACGGGTCGATGGCTATTTGCGCCTCTCCGTAGCTTTTCGCAGCTTGTCGCGTCCTTCATCGCCTT -CTGGTGCCAAGGCATTCACCCTATGCTCTTAGTAGCTTGACCTCTCAAAAGTTATATATACGTCGCATTA -CTGTGTCAGCCTTCCCTCCTGTGCTGCTCATTTACCACCGTAAACTCCGCTGCTCGTCGGTCGCCTTCCT -TGTACTGCTCGTATCTATTCCTTTTGTATTCGAATTATCTTCGATTTCATCAGATTCTCAATATCAATTA -CATAGTAATTGATTTAAAGTGATTGTCTTAACCTATCAATGAGTTAGTTTCCTAAGAGTTGCATGTTCCA -ACGTAAACTGCTTTACGTGTTTCAAAGGATTTCTCCTTCTCACATGTTACCCTTATTACTTTTACGGAAA -TACATACTTTCATATATATTTCTATGTCTTCTCATCTTCTTAAAACGTATTTCAAATAAAAATTTGAAAC -GCATTCTTTGAATAACATTATTCAGTTCTCAAGGTACAAACCTCGCAGCTGTTTGTGTTGCCACACTGAC -TGCGGAGTTACTATTATACCAGTTTCAATTATCATGTCAACTGGTATTTTCTTTTTTCAAAGTCCATTCT -CATGGGCTTTGAAAACTAAACAGTGATTGTAAAGAAACTCTAAGATAATGTTTTTATGTTCGGCGAGCTT -TGCTCAAGCCTTACTAACATTATCCTCGACCTAAAGATTACGATTCATCTCAGATTTCTCTGCATGAATC -CTGTCTCCTTAGAAAGGAGGTGATCCAGCCGCACCTTCCGATACGGCTACCTTGTTACGACTTCACCCCA -ATCATCGGCCCCACCTTCGGCGACGTCCTCCTTGCGGTTAGACTATCGACTTCGGGTGTTGCAGACTCTC -ATGGTGTGACGGGCGGTGTGTACAAGGCCCGGGAACGTATTCACGGCAGTATGCTGACCTGCCATTACTA -GCAATTCCGACTTCATGTGGGCGGGTTGCAGCCCACAATCTGAACTGGGACTATTTTTGGGGATTTGCTC -CACTTTGCAGCTTAGCTTCCCTCTGTTATAGCCATTGTAGTACGTGTGTAGCCCAAGACATAAGGGGCAT -GATGATTTGACGTCGTCCCCACCTTCCTCCGATTTGTCACCGGCAGTCTCGCTAGAGTGATCATCTTAAT -GTTATCAACTAGCAACAGGGGTTGCGCTCGTTGCGGGACTTAACCCAACATCTCACGACACGAGCTGACG -ACAACCATGCACCACCTGTATAGCAGTCCCGAAGGACTACGACATCTCTGCCGTATTCCGCTATATGTCA -AGCCTTGGTAAGGTTCTTCGCGTTGCTTCGAATTAAACCACATACTCCACTGCTTGTGCGGGCCCCCGTC -AATTCCTTTGAGTTTCAACCTTGCGGCCGTACTCCCCAGGTGGGATACTTATTGTGTTAACTCCGGCACA -GAAGGGGTCGATACCTCCTACACCTAGTATCCATCGTTTACAGCGTGGACTACCAGGGTATCTAATCCTG -TTTGCTCCCCACGCTTTCGCGCCTCAGCGTCAGTTACCGTCCAGAAAGCCGCCTTCGCCACTGGTGTTCC -TCCTAATATCTACGCATTTCACCGCTACACTAGGAATTCCGCTTTCCTCTCCGGCACTCAAGAAACATAG -TTTCAGATGCAGCTCCAGGGTTAAGCCCTGGGATTTCACATCTGACTTACATTCCCGCCTACACGCCCTT -TACACCCAGTAATTCCGGACAACGCTTGCCACCTACGTATTACCGCGGCTGCTGGCACGTAGTTAGCCGT -GGCTTATTCTTCAGGTACCGTCATTTTTTTCGTCCCTGACTAAAGAAGTTTACAATCCGAAAACCTTCAT -CCTTCACGCGGCGTTGCTGCATCAGGGTTTCCCCCATTGTGCAATATTCCCCACTGCTGCCTCCCGTAGG -AGTCTGGGCCGTGTCTCAGTCCCAATGTGGCCGATCAACCTCTCAGTTCGGCTACCAATCGTCGCCTTGG -TGATCCGTTACATCACCAACTAGCTAATTGGACGCGGGCCCATCTGTCACCGGATTGCTCCTTTGACAAC -AAAGAAATGCTTCTTCGTTGTGTTATGCGGTATTAGCACAAGTTTCCCTGTGTTATCCCCCTGTAACAGG -CAGGTTGCCCACGCGTTACTCACCCGTCCGCCGCTAAGTTACCTTCAGCACTGAACATTCTCTTCTACTA -TTATGTGTTGACACTTTGATAAAACGCGTGATGCAAAAACTCCAACTAAATAATTCATTAAGGTTGTTTT -TGCATGACGCTGTCGGTCAGCATCATATCCAAGAATACTCAGTGCTAAAGGTAACTCCGCTCGACTTGCA -TGTGTTAGGCACGCCGCCAGCGTTCGTCCTGAGCCAGGATCAAACTCTCAAATTAAAATTTATATGTTTC -GCAGATAATTCTGCTACATAGTTATCACATTTGATAAGCTTGTTAGCTCATTAAAATTGCTGACTTTTTT -TCTAGTTCTTGTTTCCAAAAACCAGGTTGTAAAGTTCGCAAGTTACTCAATTTTGAAATCGCTTTGCGAT -TTCGGAATTTTTCGAGTTCCTTTACATATTTCACTGTTTACTTTTCAAAGTCCATCTCAAATTGATACAT -ACTTCGCATTACTTCGTCAGATTTCTTTCCTGCACTACTCATTTACCATAGTAAACTCCGTTGCTCGGAA -ATTCATCTTCCTTGTACTGCTTGCATCTATCAATTTAAACCTTGCATGCATTGATATAACTGCTTTGTAA -GGTTTTTGCTACTTGCTTTAACGCAATCAGCTTTCTTATAATACCACGCTGTTTTTTCCATGTCAATACT -TTTTTTTATAAATTTTTTGGTAATTTCCTATTCTTCAAATCTATAAAATATAGTATTTCCTGTTCGACAG -CTTATTTAGTGTAACACCGGGATAGTTTTATTGCAATATTCGATATTTCTGTATAGACTAATAAATTTAA -TTTAGACATCTTTTTCTTAATTATTCGCACGTTTGTCCAATACTTATTTGCATTTGCTAGGGATCAGATC -CAAGTTTATATTAACCTATATCTTTGTCGTTAGACTAATGTGAAATACCCGCTTATTCGGATTAAATACA -TTAACTGTAGACAGTTTTTTTATTTCTTTTTTAAGCACCATCATGTCCTCATGATAGACATCTTTAAGTG -TTCTGTTATATATGATACTTGCAGGATGATATAGAGGAAAGATCTTATATACCTTTCCTGCCAAATTGCA -TTCATGCAGTACTCCATGCATATCTCCGATAGAAAGTCTGAAATTATCTGTTACAGCTTTAAGAGGTACA -TTGCCTAGTGTAACAATGATTTGAGGTTTTAATATATGGATTTCTCTATGAAGCCAAATTTGATTTTCCT -TTATATCCTTGATTGTTGCAGGTCTGTTAACTATTCTCCGGGTTTTTGGATTTAATCTTCCAAGCCTGTA -CTTTATTGCATTTGTTATATATAAATCATCTCTGCTTATTTCTAATACTTCTATAAATTCATTAAGGTTT -TTTCCTGCTGCACCTACAAATGGCTTTCCTAGCTTTACTTCATCCTTACCGGGTGCCTCTCCGATTATAG -CAACAGGACTGTCAATACATCCATGTCCCAGTACTATTTCTTTGTCGTTAAATGTTTGTACATATTCACA -GCACAATTGTTCTAATCTATTCTGCATTGTGTCCTTATCCACATCAGCCTCCGTATTCTTCACTTACCAG -TTGGTTTATTTTCTTTTTGACTTCCTTTATATCTTTAAATAGTAATTCTTTTTTGCTTTGATCTCTTAAT -AATGCTGCCGGATGAAATGTAGGCATAATCCAGAACTTTTTTCTCTGTATCCAGTGTCCTCGTATTTGGG -TTATTTTAGCATCCCTGGCTACTATATATTTGGCTGCAGTACTGCCAAGACATACAATTATACGGGGCCT -TATCAAGGCAACCTGATTTCTCAAATACGGCAGGCATTTTTCTGCTTCCTCTTCATTTGGTACTCTGTTG -TTTGGCGGCCTGCATTTTACTACGTTTGCAATATAGTATTCATCAGGTTTAAACTTTAATGCCTCAAGCA -AGGTATCAAGAAGCTGCCCCGCCGGACCGACAAAGGGTAATCCCCGCAAATCCTCCTGTTCTCCAGGTCC -TTCTCCTATAAACATTATGGGTGCATTAGGATTTCCTCTTCCTATTACTATATTTGTTCTGGTTCCGGCG -AGGTCACAGTTCCGACAATTATTACATGTTGAATTTAGCTGTTCCCAGTTAAACAAATTACCTCATCCTT -TTATTATTTTATAGTACATCTATCTAATATTATAATCTATTAAATAAAAATAGTCAGCCGGCCTTTTGTA -ACCAGTATTCAGAATAATAACCTTTAAAGTCAGCCATTTACATGGATGCGACCCGATAAGTTATACCACC -AATTCAATGCTTATACACTTTCTAACTAATAATTGTATTGTTTTACATACTATAATATAATTATGGTAAA -ACTTTTCAAATATAACGTAATTGGAGGCATACTCTTGGAAACGTATTTAAAAAATATTTTGAACTTTTTT -TCACATGTTAAAATGCCGGGCTTTGCAACAATGATGTCGAGTGTTATTATACTATTTTTTATAGGCATAG -GGATATGGGGTTTTTCAAGAATCCGCAACATCCAAAAGGGTAATTTGATAATTACTGAATATGGTCTACT -AGACAACGAAAAAGAAAAAAAGCCTTTGTTTAAGCTTGTTAAAAAAGATTATATTATTATGCTTGTTATG -ACTTTATTATACGCTATTCCTGCAATATATAACCTGGGCGGTTTTAAGATACCTGAGACACCATGGGCTC -CTGCTGAAAAGAATGACGGGTTTATTGTTGACCTTGGAAAAGAAGTTGATGTAACAAAAGTTATGATTTA -TCAAGGATATAATGAAGAAAAATATGACGGTGTCAAGTTCAATATTAAGTTTTTAAATTCAAACGATACA -TATTCGGACTCTGAGGCCCTTGAGAAATCAGGTTTTTTTTCATGGAAGGTATCTACTAAGGAATTTAAAA -CCAGTAAAATCAAAATAATTGCCGATAAACCCGGTTCAGCAATTAATGAGCTTGCTATTTTCGAAAAAGG -TTCAACAAAGCCATTTAAAGTCATGAGTATAACCTCTGTCGATCCATTAATAAAAAGTTCTATTAAAAGT -CCTGACGGGAAGCCTTATAAATTAAGCAACCTGATTGACGAGCAAGATAGAGTTGATTTGTATACTTTAT -CAGCTACCAATACCTATTTCGATGAAGTATTTTACCCAAGAACTGCTCTTGACTTCATTAATAAAATCCA -CCCTTTTGAAAGAACCCATCCACCCCTAGGCAAATACTTCGTTATGATAGGAATGCTTATTTTTGGTGTA -AACCCATTCGGGTGGAGAATTATCGGTACATTATTCGGAGTAGCTATGATTCCTCTTATGTACTTGTTTG -GTTATAAGATATTCAAAAAAAGGTTTCTTGCATTTTGTACTGCTTTTTTGATGATGTTTGACTTTATGCA -CTTTGTTCAGACAAGAATATCGACAATTGATGTATATGTAACCTTCTTTGTTATTTTAATGTACTACTAC -ATTTACGACTATTTTGTTAAAAAATCATACAAAGCTGGCCTTAAAAGATCCCTTGTGCCGCTTTTCCTCT -GCGGCCTTGCTTTCGGTATAGGGATTGCTACCAAATGGATAGCAATGTATGCCGCTGTGGGTATTTTTCT -TATACTAGTCATTGCCAAGCTCGACGAAATCGTTTATTACACAGCATACAAAAAGAGCGGGCTTTCGTCT -GACTTATTTAGTAAATTCTGGAGTAAGTACTTTTTTAAAACTGCATTATTTTGTATTTTGTTTTTTATAT -TAATACCCGGTATAATCTATTTCGCTTCATATACATCCATAATGCAGGTTCCGGATAATGGGATTAAAGA -GTTTTTCAACAATCAGTCTTTTATGTATAGTTTTCATAACGATTTGAATGCAAAACATTCATATTCTTCC -CAGTGGTTTGAATGGCCGATAATGACTAAGCCTATATGGTTTTATGGTTCAAAAGCACTTGCTGCGGAAA -AATTAACTTCCAGCATCATTTGTATGGGGAACCCGCTAATATGGTGGATAAGCATACCATCACTGATCAC -AGGAATTATTGTTGCAATCAAAAGAAAAGACAAATATATGCTCGTTCCTATTTTTGGTGCTCTATTCCAG -TATATTCCTTGGATGGTGGTACGCAGAATGGCATTTATATATCATTACTTTTCGGTTATACCTTTTATTA -TAATTATCATTGTATACTTAATTAAAGTATTCATGGAGCTTGGCGGGAATACAAAAAAGATTGTATGTAC -CTATCTTGTATTGACAGCAATAGTATTTATAATGTATTATCCGATTTTATCCGGCATGATTGTACCCAGG -TGGTATGCCAGCTTGCTGCAATTGTTCCCGGGCTGGAGTTTCAGATATTAACTTAAAAAATAAAAAGTAG -GAAGTGTTGTACCGACCCCCAATCGTTAGATTATGGCCTAACTTTTGGGGGTTGGTACATGTCTAAGTTA -TACTTCCTACTTTTTTAATAAATAATTTTATATTAATTTAACAAAATAAAAAGCCCTGCACACAGCACCA -ATTGCGAATGCACAAGACTTTGTGGTGGAGGGAGATGGATTCGAACCATCGAAGTCAGAGACAACAGATT -TACAGTCTGCCCCCTTTGGCCACTCGGGAACCCCTCCATATGGAGCTGGCGGACGGAATCGAACCCCCGA -CCTGCTGATTACAAGTCAGCTGCTCTACCTGCTGAGCTACACCAGCACATTTATAGCAGATACTTCAAAA -TTTTGTCGAGCAAATGCTTTGCCCAACTGCTTAAATATAATAACATGGGACTAAGTAACTGTCAACACTT -TATTTTAAAATTTTTACTGTATTTTTTAGGAATATTTTAGCAATTATAAAAATCAATTCAGAACGAAAAA -AGCAACTTCCTATAAACGAAAGTTGCTTTTTGTATAATTTAAATGGCGACCCGGAACGGGCTCGAACCGT -CGACCTCCAGCGTGACAGGCTGGCATTCTAACCAACTGAACTACCGGGCCATTTATTTAAAAATTATAAT -GGTGACCCATAGGGGACTCGAACCCCTGTTACCGCCGTGAAAGGGCGGTGTCTTAACCGCTTGACCAATG -GGCCTTATGTTTATCCGCCGAACGTCTCGTCGACTGACAAGCTATATTGTAACGGGGTATAGCTAAAAAG -TCAAGCAATTTTTTATCTTTTTTTATTTCTACTTAGCTTAGCTAAAATAGATGCTGATAAAGCAGTTATA -TATAGGTATGGCTTTTGAAAAAGGAAATAAAAACTAATTATATATGATATAATTTATCGCAAGAAGCCAC -TGCAATGGAATTATGGTTTACGATAGCAAATAATAATGAAAGGTTGGTAGAAACATAATGTGGAGTGAAC -TTTACAACTCAAATAACAAACCTACCTTTGAAAATGTTAATGATTTTGTTAATAGTACGCTATGGGATGA -GCTCTGTTTATTTGTGGAAAGTACTTATTCTATATTACCTAAATTAGAGTTCAGTAAATGTTCTATGCAG -AAGGGCTGGAACATTAAGTATAAAAAGAGTAGCAAGTCACTATGTACTCTTTATCCGATGGATGGCTACT -TTATTGTGCTTATTGTTATTGGTAAGAAGGAACTGACTGAGGCAGATATGGTTATTCCAACTTGCAGCCC -CTATACACAAAACTTGTTTTTAGAGACACCCTCTTCTTACTGTGGCAGATGGCTCATGATTGAAGTAAAA -GAGAAGTCTACACTTGAAGACGTGAAGAAACTAATACAATTACGTGTAAAGCCATTAAATAAATGAAAGG -GCTAAGTGTAATCTTAATTCGAAACGATACTATTAAAATAAAAAGCATGAATTTCATTTACTGAAATTCA -CGCTTTTTATTTTTGGTGACCCATCCGCGACTCGAACGCGGGACACCTTGATTAAAAGTCAAGTGCTCTG -CCAACTGAGCTAATGGGTCATACAAGTTTTCCGAATCACAAGTATAAATAATACTTAATAAATTCCCTTT -TGTCAACTCATTTTTTTAAAATAATTAAATTTTTTCTAAAAAAATAAAATATAATGGCAAAATGCCATTA -TATTTTATTTTTAGTTACATTATTCTATGGCTAGAATACCTTTATAATCTGTTCTCTGTCCTTTCCAACG -CCAATGAGACCTATCTTTACCCCTACAAGCTCTTCAATCCTATTAAGGTATTTTTGAGCATTCTGAGGCA -GGTCTGAAAACAATTTAACATTTGAAATATCTTCGTTCCATGGTTCGAATACTTCGTATACAGGTTCACA -CTTTGCCAGTTCATTAAGACTTGCCGGAAATGTCCTGATTATCTGACCATCCTTTTTATATCCAACGCAA -AGCTTTATCTCCTTGAGTTTACCTATTGTATCTACATGGTTTATTGCCAAAGCTGTTAAACTGTTTATTT -TTGCAGTATATTTAATCATTACGGTATCCAGCCAACCACATCTTCTTGGTCTACCTGTTGTTGTTCCGTA -TTCTAAGCCAAGTTCTCTTATCGTATCTCCGATTTCATTATTCTGTTCTGTCGGGAATGGACCTGCACCA -ACTCTCGATGTATATGCTTTGAGAACACCATAAACCTCGTCTACATATACAGGGCCCAGGCCTGAACCTG -TACATACACCACCGGCAATCGGATTGGATGATGTTACATAAGGATATGTACCGAAGTCCACGTCCAAAAA -GTTTGCCTGAGCACCTTCAAATAATATATTCTTGCCTTCGTCTACAGCATCTGCCAATATACAGGTTGTA -TCGGTAATGTATTTTTTGAGCTGCTCTGCGTACCCCAGATATTCCTTAATTATCGGTTCAGCTTCGAAAG -GCTCCCCCCCGTAAACTCTCTCTATAATAAGGTTTTTTAATTTCAGATTGGCCTTGACCTTTCTGATAAA -TTCATTTTCATCTATAAGGTCACACATTCTTATGCCTGATCTTTCAATTTTGTCTACGTAACAAGGGCCA -ATTCCTCTCTTGGTGGTCCCTATACTATCGCTACCCCTGAACTTCTCCTGAAGTACATCCAGTTCCTTGT -GATAAGGCATTACCAAGTGAGCCCTGTCACTTATTAATAGATGGTCTGTTGTTACTCCTCTTTCATTCAG -GCCCTTCATTTCCTGAAGCAGCACTGCCGGGTCTACAACTACTCCGTTTCCAATTATACAAGTCTTATCT -GTATGAAGAATTCCTGAAGGTATCAGATGCAGTGCATATTTTACTCCATTGGCTACAATAGTGTGTCCGG -CGTTATTACCACCGGAAAACCGGACAATTATATCTGATTGCTCAGCAAGCATATCAATATACTTACCTTT -ACCCTCGTCACCCCATTGAGTTCCTACTACTACTCTTACGGCCATTCTATTATCCTCCTATCCATAAATA -TTCAAACCATATCAAAAACGATGTTTCATTCTTTTGATATGTGATATTTGCTAATTCAACTATTAAATTA -TAACGTAGTAAAATTTATAATTCAACATAAAGAAATACAGTCTGCTAAATATGTATCCTTTCGGATTTTT -AAATTAACTGTTTGCTCAAAACAAAAATACCTGGGAAAAGGGTTCCAGGTATTTCTTATATTACATTATT -TGTTTTCAAGGTATTTATTTAAGTTATCAATTAATTGGTCTGCATCTATACCATGAATTGCACACGCATC -TTCAATGCTTTCACCTGAAGATGACGGACACCCAAGGCAGTGCATTCCGCTTTCGAGAAATATGGGAACT -GTGCCCTTATCCATGTTTAATACGTCAGATATAATCATGTCCTTAGTTACCTTAGCCATTATGATAAACC -TCCCTTATGATATTTTGCAATCAACAAATGCTGTCACTTTTGTATTATACACTATTCATTTTTAAAAATA -TACTACCTATTAACAGCTTGTTTATAGTTTTATTTTCCTATACTGTTTTCTCCCGCTTTCATACAAGTTA -TTTCCATGGCTGTCAATAACTACAATTAATGGAAAGTTTATAATTTCAAGATGTCTTACAGCTTCGGCAC -CTAATTCCGGGAAAGCAATAATTTCCTGCCTTTTAATACATTCTGCCATTAAAGCACCTGCACCGCCTAT -TGCACCCAAATAAACCGCACCATACTCTTTCATTGCATTTATAACATTTTGGTCTCTCAGACCCTTACCT -ATCATGGCAGTTTCACCAAGCCTGATTAGTGTGGGAGCATAAGCATCCATTCTGTAACTAGAAGTTGGCC -CTGCCGAACCAATAATTTCACCTTCCCTGGAAGGACATGGCCCTACATAATAAATAGTTTGATTTGACAT -GTCAAACGGAAGCTCCCTGTTCTCCTGTAACAATTCTATCATTTTTTTGTGTGCAGCATCTCTGGCAGTA -TAAATAGTACCACTGAGTGAAACAGTATCGCCCGCTTTCAGCAGCCTGGCCTTGTCCCTGTCAAAAGGTG -CCGTTAATATATGATGCATTCTTCTTCCCCCCCTATAATATTACATCTGCATGGCGTGTAACATGACAGC -TTATGTTAACTGCAACAGGTAGCCCTGCTATATGTGTAGGATATGTTTCTACATTGACTGCGAGTGCTGT -CGTATTCCCGCCCAACCCGGCCGGACCTATGCCCAAATGATTTATCTTATCCAGCATTTCATTTTCAAGG -TTTCTAACATATTCTATGTTACTACGTACATTTATCGGTCTAAACAATGCCCTTTTTGCCATGATAGATG -CTTTTTCCATTGTTCCACCTACTCCTACTCCTACCACTATAGGGGGACACGGATTCGGACCTGCCTTGTC -AACTGTTTCAAGAATAAAATTCTTAACGCCCTCAATGCCATCAGAAGGCTTCAGCATTTTTAATGCACTC -ATATTCTCGCTGCCAAAGCCTTTAGGAGCCAATTCAATTTTAAGTATATCACCTTCTACAATATCATAAT -GAATAACAGCTGGTGTATTATCACCGGTGTTTACTCTTTCAATAGGGTCGCCAACAACTGATTTTCTTAA -AAATCCTTCCTTGTACCCTCTCCTCACACCTTCATTTATTGCTTCTGTCAACCCTCCGCCTGCTATATGA -ACCTCCTGACCAATTGTTACAAAAAGCACCGCCATACCTGTGTCCTGGCATATTGCTACTTTTTTATCGG -CAGCCAGATTAGCATTTATCAGAAGTTTATCAAGTATTTCCTTGCCAATCTCCGATTCCTCGCATTCCAT -ACCTTTTTTCATGGCTGTTTTAATATCGTTGTTAAGGAAATAATTTGCTTGTATACATAGCCTGCTGACT -TCTTCTATTATTGTGGTAACATTAATCTCTCTCATGCTTCCTCCATTTAAACTGTTAAATTAAAGTAATA -CTTTCTTATTATACATTTACCAATTTGTCTCAACAACTGTTATTAAATATTTATATCCATTATAATAGCT -TTCAAAACCCGTAAAACTGCTAAAGACAAACCGCTGTTTTTTTAGTATAATGTTGATATAGGAGTTTTAC -TATATTATCCCCGAAAACATTTTATTACGGGTATAAGGAGGCCATTTTTTGAAATCAACTGCCAGTAATA -TTTTGGTTTGCGTAACACAACAGAAGACTTGTGAAAGGCTTATAAAAAAAGCATTGGAGTTCTCAAATGA -TGAAGATTCGCTGTTTATAATACACGTAGCAAAAAACGACTGGAGTTTTCTTGATAATGAAAAAGAAGGG -GAAGCTCTGGAATATCTTTTCGGTATTGCAAAATCGGTCGGTGCAAATCTTACGGTTTTAAGATCAGACG -ATATTGTAGATACTATTGTTTCCTATTCCCAGGATAACAACATAGATTTGTTAGTCATGGGTGATTCCAA -GGGAGACCACAGTGAAAATTACTTTTATAAAGCTTTAAAATCCAGATTGGACAAGGCTAATATTCATGTT -GTTCCTAACTAAAAACTAAAACGATTATATATTTCCTATTTTGATGGTACAAAATAACTATTTTAGGCTG -AAAGGCTTGACTTTAGCGAGCTTTCATTATAAAATATTGTCGAATTCCATTTTTAGGAGGTTGTATATAA -TGAATAAATCAGATTTAATCAATTCCATCGCTACAAAGTCAGGCTTAAATAAGAAAAATAGTGAAGCTGC -TTTGAATGCTTTTATTTCATCCGTAGAGGAAACTCTAAAAGCTGGCGATAAAGTTACATTAGTTGGATTT -GGAACTTTCGAAGTTAGAGAAAGAGCTGCTAGAAAAGGCAGAAACCCTCAGACTAAGGAAGAAATCACTA -TTCCAGCTTCCAAGGCTCCAGTATTTAAGGCTGGAAAGGGTTTAAAGGATAACGTAAACGTATAATACTG -ACTACATAAAGGGGGCTGTCCTAAGGCAGAATTAGTTTCTTTCTTACGACAGCCCCTTTTGTATTTAATT -GTTTTTTCTTATTTTGTCTATAATCTGGCATAAAACTTGCGAGTTTGTTGGTTTCTTACCTTCTTCGCTC -CCATCTATTCCTTTTTCAATGCAATTCCTTATTGCTCTTTCAACTTTCTGAACAGGGACACCGTTCTTTT -CGGCAATTGTCCTATATACTCCTTTTGGCAAAGATCCTGTTTTACAATAGTAGTCAAATGCTGCAGTTAT -TATATCTCTTATGTAGGAATATCCTGTCATATGTGCTTTCAAGCCGCATTCCCTCATATATTTTGTTGCG -AGAAGTTTTAGTTCATTATCACTCTGATTCTTTTGCTTATAATTATTTCTAATTTTATATGTATATTGGC -TTTTTCCAATTTGAGCTCTTTCGGAATCGGAATATAATTGCCTGACTCTGGTCGCAATGACACTTTCATC -GAAGGGTTTTATTATATAATAATTTGCCCCCAGATTCATGGCTCTTGATATATAAATCTCCTGACTTATA -GCTGAAAAAACAATAAATACTGGCCTGCTTTCCTTTGTTAATGTTCCGGCATATTCAAGTACACCTATAC -CATCCAATTTCGGCATAATTATGTCCAATAAAACTACATCCGGAGAATCCTTTTCTATAAGCTCAATGGC -TTCAAATCCGTCCTGAGCTATATTGGTTACCTCGAAGTCATCATACTCATTTAAATTATCCCTTAATGTC -TGTGCAGCCAACAGATTGTCGTCAGCAATTAAAATCCTTATCTTACTCATTGTACCTCTTTTACCTTTTC -TTTTAATTTACAGTTTATTTGGAAGATATGCTCCCAAGTATCGTCTCCGAAACGACATCAGGATCTACAG -AATCACAATTTATTACTGTATCTGCATATTTTTTGTACAAAGGAACTCTATTATTATAAAGTTCAAGTAA -AGTTCCCGTTGTTCTGACTAACTTTCTTGATGAATCCATTCTCTCTCTAATGATATCATATTTTGTATCC -AAATATATCATAATTCCAATGCTTTTTAAATATTTCATTGAAATTTCACTATGAACAAGACCTCCCCCTG -TTGATATTATACAATTATTATTGTTTATCGAAAGAACAGCTTCGTCCTGAATTTTCATAAAATTTTCAAG -GCCGTCTTCTTCTACAAGCTGTCTGGGGGTCTTGTCCGTCAGTTCACAGATGAGCTGGTCGGTATCGACA -AAAGTGTATCCAAGCCTGTCAGACAATATTTTTCCAACCGTTGTCTTCCCACTTCCCGGCATACCTATCA -ATACTATATTTTTTTTAGGATTTGTCATAGCTTATCCCACCTGTTATCCATATCTGTTATGCTCCTGCTA -CCTGAAGCCATTAGTATACTATCTACCAGTGCCATTCTAACCATAGCTTCACAAATAGGGTATATTCTCG -GTACAAGCGAAGGGTCGCTTCTGGACGCAAATTTATGGGTAACCGGTTCAAGAGTTGATACATTCACTGT -CAGCTGATCCTTTAAAATAGTTGGTGTCGGTTTGACAGCAACACGAATTCTAATTTCTTCACCGTTTGAT -ATTCCTCCAAGCATACCGCCCGCTCTGTTTGTTTTAAATCTGATACGTCTTGTTTCCTCATCGTAATAAG -GCGTGTCATTACATTCTGAGCCCTTTTTGGATGTTACTCCAAAGCCATCTCCTATCTCAATTCCTTTTAC -ACCGCCTATAGACATAATTCCATGTGCAATTGTGGCACTTAACTTATCGAATACAGGCTCTCCAAGTCCC -GCAGGTACTCCCTTTGCTATTATCTCTATTGCACCTCCGCAGGAATCCCCCTCCTTTTTTACTTGAAGCA -AGTCATCAATCATATGCTTTGCAATATCCAAATCGGGACAGTTTATATCATTAGCTCTGTAATTCTGTTT -GGCCGTTTCATATGAAAACGGTCCTGCTTTTATTCCATGAGACTCAATCGTAAACGCTATTACATCAATC -CCCATACTATCGAGAATTATTTTAGCAATTGCTCCTCCTGCCACCCTTGCAACTGTTTCACGCGCCGAGG -CCCTTCCTGCTCCAAGATAGTCAGAATGTTCCCCATATTTTTTATAATAGGTATACGCTGCCTGTCCGGG -TCTTAACAAGTCCTTATTACCCTTGTGCTGTTCTATATGATAATCCCCAATATCACTGCTGGGAATCAGC -ATACATACAGGTGCTCCTGTTGTTCTGTCATCCTGCATTACACCTGAAAATATATAGACCTTATCCGCTT -CAGTTCTGGGTGTGTGGAGCCGGGATTGTCCAGGTTTTCTTTTATCCAGTTCCTCCTGTATAATCTGTGA -AGTTACTTTCAGTCCGGCGGGAACACCGTCAACTATTACTGCCAGTCCGCCCCACAATTCAGGCGGAATA -TCTGAATTCTTCCTAAAAGCTCCCGAATAGGATTCTCCGCATGTTGTAACCCTGAATAATCTGCCAAATG -TATTTCCTAACATATTTACCTCCATAGGCCGCAAATTGCGGCTGTAATTATTAGCATTAGATTAATTCAA -TTTTTCCACCGCAGCTTTTTACTGATTCTACAAAGCCGGGATATGTAACATTCATTGCTTCGGCTGTATC -AATTACAGTTTCTCCACTGCAATTCAAGCCTGCTATAGCCAGTGACATTACGATCCTGTGGTCATCATAT -CCCTTTACTGCAGCGCCGTGTAACTTGCTTTCACGTATAACCAATCCATCGGGAAGCTCGGATATGTCAG -CACCCATTTTAGTAAGTTCAGAGCACATTACACTTATTCTGTCGGTCTCCTTTAGCCTTGCCTGTGGAAC -ATTTACCAGTCTTGTTTCACCTTTTGCAAAACATGCTGCAACAGCCATGGCAGGAAGAGCATCAGGTATC -GAATTCATATCTATTTCTCTTCCTTTAAGACTTTTTCCTTTTATTTTTATATTGTTATGATCGTATTTTA -TTTCAGCACCCATATCCGCAAGTATATCAAGAACAGCTTTATCTCCTTGTGGGTCAGACATGTCAAGGTT -TGTCAGAACCAGCTCTCTTTCTGATATCGCCGCCTGTACCATAAAGAAGGTTGCCGATGAAAAATCTCCG -GGAATGGTACACTCAAAAGGCCTGTACTGTTGGCCTCCCGGTATGAAGAATTCCTTCATTGAATTGTGTG -AATATTTGATACCCAGCTTATCAAGCCACCATAGTGTAATTTCTACGTAAGGTATTTCGTTTAGACGAGT -AATTTCAACATGGGTATCCTTTTCTAGCAGAGGAGTATTCAATAAAATAGAGGACAAGTACTGTGACGTA -ACGCAATCAAGTTTTGTATATCCTCCGGTTGCCCTCCCTTTAATTACTACAGGTGCCGATTCATTTCCTC -TGGTTGTAAATGCCTTACCTCCCAGGTTGTTTATGGCTTCCACCAATGGCCCTATCTGCCTTTTACGAAT -TTGATAATCTCCTGTAAAAACAGTGTAGCCATCAACAAGGGCAGCAGTCATCAGCCCCAGCCTAAGACTT -GTTCCGGAGTTGCCCACATCAATAACATTTTCAGGAACCTGCGGACATGCTCCCATTCCATTAACCACAT -AACTTTCATTATTAAGATCATAAGTAGAGCCAAAAGCTCGGCATACATTGACTCCGGAAACTGCATCTGT -AGAAAGCAAAGGATTTCTAATAACACTTGTACCTTTTGCTAAACCTGCTAAAAACAATGATCTTATTGTG -TGGGATTTTGATCCGGGGATACTTATACTACCCGAAATATCTGATTTTTGAACCTTTAAAAACATAAATT -CACCTACCATACTACCGTATTTTTACTTCTAAATTTTACCATACTACCGTATTCCTACATTAATATGTTA -TCTAAAGAGGTTAAGTCACGTCAACTGTTACTTAGCTTATTTTATTTAAAATAAATAAATTATTGCTGTA -AATTGTTTATTTGTTTCGGCGGAGGCGGTCCAAAAAACTGATAATAGTTACAAAGAAGTCTACCGTTATA -TAACTTACGTTTTTTATCTGCTCTTTTACCAAACAGTTTTTCAAATTCCATATTGGAGGTAATGACATAA -TATGACCACGTATCCAGCTTTTTAAACACTTTACCCATTTCTCTATAAAGGTTTTCTACGGCTTCCTTTT -CACCTAGCCTCTCACCATAAGGGGGATTACATATAATAATCCCGTATTTGTATCTGGAGCTTATATCGGC -CATTGCTAGCCTCTGAAGATGTATTGCATCCTCGACACCTGCTTTTTTCGCATGGTATCTGGCTAAACTC -ATGGCGTCTTCATCTATATCCGATCCGTGAATTCTAAGTTCCTGATCCTCAACCATCAAATCATATGCCT -CGTCCCGTGCATCATCCCACAGGTTTTGGGGAATAAATGGCCACTTTTCTGCATCGAATTCACGTCCCAG -ACCTGGTGCAATATTCTTTCCTATCATGGCTGCTTCTATTGGAATAGTCCCGCTTCCGCAAAATGGATCG -AGTAAAACTCTGTCCTTATTCCAATGACTTACCAGAATCATTGCACATGCAAGAGTCTCTTTCAAGGGAG -CACCTCCTACTAGCCTTCTATAGCCCCTTTTATGAAGTCCTGATCCGCTTGTATCTATGGTAAGAGTAAC -AATATCCTTTAGTAAGGCTACTTCTATTCTATATCGGGGGCCGTTTTCTTCAAACCATTCACATTTGTAT -TTTTGCTTTAGCTTTTCAACAACTGCTTTTTTTACTATAGCCTGGCAATCAGGAACACTAAAAAGCTTTG -AATCGATTGACTTACCTTCTACCGGGAATTCTGCATCAATAGGTATTATTTCGTCCCATGGCAAGGCTTT -TGTTTGTTCAAAAAGTTCTTCAAAACTCAAGGCTTTGAATTCACCCATTTTTAGTAATACACGGTCTGCC -GTCCTCAGCCACAAATTGGTTCTGCAAACAGCCGATTCATCACCTGAAAAAGTCACCTTTCCGTTCTCGA -CTTTTTGTTCGAAATATCCCAGCTTCTTTAATTCTCTTGCTGTTATAGCTTCTATACCAAATGCTGATGT -AGCGATAAGTTGTAATTTGCTCATCTTTTTACCTTTCAATATTTATATCTTGAGATTTTATTTACAAAAA -TAAGTAATATTATTATAACCTTACGGATGATTATTAACAACAGTATTTGCCATTGTACATTACTCATAAA -ATAAATGACACCGTTTTTGAGGTCTCTTGCAATTATTTGATTTTTTCTTAATCACTACACCTCATGTGTT -GTTTTTCATCTCCGCTTGAAAACCTTTGATTTCAAGGCTTTTAAAAGTAACTTGAATTTAACTGATTTAA -CCACTTAATAAAAATTGCAATTTTTGTTTTTTACTCTTGCATATTATAAGTCCTGATGATATAATATGAA -GGTCGAAAAAGTTAATAATTGGTGTACAATGGAGTATGTAGTTTAACTCAACATATCCTTTTAATTGTAT -AACAGGGTATGAAATGTTAGCTTTTGTGGTATCTCTTGCATATATGTAGATAATATGCCATGTTTATATA -ATCTCCTGTCACCAAATAATAATTATAATTAATACATAGCAGGAGGTTGTTTAGATGAAAATATTACAAA -ATGTAATGGATGAAGTTATTAAAAGAAATCCCGGCGAACCAGAATTTCATCAGGCTGTAAAAGAAGTTCT -CGAATCTCTTGAGGTTGTTGCCGAGAAAAATCCTGAATGGGTTGAAGCAGGTATATTCAAAAGAATAGTA -GAACCTGAAAGACAAATCATTTTCAGAGTACCTTGGGTTGATGATAACGGTAAAGTACATGTGAACCGTG -GTTTCAGAATTCAATTCAACAGTGCAATTGGTCCATATAAGGGTGGTTTAAGACTTCATCCTTCCGTAAA -TGTAAGTATCCTCAAATTTCTCGGTTTTGAACAAATCTTCAAAAATTCATTGACAGGTCTTCCAATAGGC -GGCGGTAAGGGCGGTAGCGATTTTGATCCAAAAGGAAAATCCAATCTTGAAATTATGAGATTCTGCCAGA -GCTTTATGACAGAGTTATCAAAGCATATCGGTGCTGATACTGATGTTCCCGCGGGCGATATCGGAACTGG -TGCAAGAGAAATCGGTTATATGTACGGACAGTACAAGAGATTGAGAAATGAATATACAGGTGTTCTCACA -GGTAAAGGATTAACTTGGGGAGGAAGTCTTGCTCGTACTCAAGCTACAGGTTACGGTCTCTGCTACTTTA -TGAATGAAGCATTAAAAGCAAAGGGTAAGTCATTCAAGGGTGCTACAGTAGTTGTTTCAGGTTCCGGTAA -CGTTGCAATTTATGCTACTGAGAAAGTTTATCAATTGGGTGGAAAAGTTGTCGCTTTAAGTGATTCAAAC -GGATATGTCTATGATCCTGACGGAATTAAGCTTGATACTGTTAAGCAAATTAAAGAAGTTGAAAGAAAGC -GTATCAGTGAATATGTTAAAATTCATAAGAATGCAACCTACACAGAAGGCTGCTCAGGTATCTGGGGCGT -TAAGTGCGACATTGCTCTTCCTTCAGCTACTCAGAACGAAATAGATGAAGCATCTGCAAAATTGTTGGTA -GCAAACGGCTGCTATGCAGTTGGAGAAGGTGCAAACATGCCTTCAACTCCTGGAGCTGTTGAAGTTTACC -TTAAGAATAATATTATTTATGGACCTGCTAAAGCTGCAAACGCAGGCGGCGTTGCAACTTCTGCACTAGA -AATGTGTCAGAACAGTGCTCGTTATTCATGGACTTTTGAAGAAGTTGATTCAAAGCTCAAGGATATTATG -GTTAATATCTACAAGAACGTAAGCACTGCTGCAAAAGAATATGGTATGGAGGATAATCTTGTTGCCGGTG -CTAACATTGCAGGTTTCCTGAAGGTTGCCAATGCTATGTACGCCCATGGAGTTGCATACTAACCTAAACC -CTCATATAAAATGGAAAAACCATGGCACGATTTATGTGCCATGGTTTTTTGCTTTAATACATATTATACT -AATTCAGTCCAGGGTTTTTTTTCCGGTGTTCCACAGCCAAATGTCATTTCTTCCTTTTTAGTGGGATGCT -CCAACGTTAATGAGGACGCCCAAAGTGCTATTTGTTGTCCGGGCTTGTTTACATAAATTCCATACCGTTG -ATCCCCATAGAGGGGGTACCCTGAATGAGAAAGCTGAACCCTTATCTGGTGCGGTCTTCCCGTATGAAGC -TGTATTTGCAATAAACTTAATTCACCATTTGATTTAAGTACCTCATAATCTAGAATAGCTTCCTTGGCGT -CCCTTGTACCTTCCTTTACAACATGAACCATGTTCTCAGAGCTGTCTTTTAAAAGAAAATTCCTTAGTTC -ATCTTTCTGCTTTTGTGGAACGCCTCTTACTATAGCAAGATATGTCTTTTTAAATGTTCTAGTACGTATT -TGATCAGAAAGCCTTGACGCACATTTTGATGTTTTGGCAAATACCATTACACCACCTACAGGCCTGTCAA -GTCTATGTACCAGACCAAGATAAACTTCACCGGGCTTATTGTATTTTTCTTTAAGATACTGTTTCAGTAA -CGTAAGCATGTCAATATCCTTTGAATTATCGGCCTGAACAGGGATATTTACAGGCTTTTCTACTACTAGT -AGATGATTGTCCTCATATACAATTTTAGGAATCATCTATTCTCCCACCTTCCGTAAATGCCACATGGAAG -TACCAGACCTGAATTGCTTACGGGTATTCCAACCTCGCCGCTGCTATATGTCCCTTTAAATCTCCTCCCA -ATTGTCTTTTTTAAAATGTTACTTAGTACTGTAGGAGAAAAGCCTGTAGTATATGAGTTTACCAAGAAAA -ATAACGGTTTGTCCGATAAAAGGCCCATACATTGTTCAACAAACCCATACAGGGAATCTTCTATTTTCCA -TATTTCTCCTCCCGGCCCTCTCCCGTAGGAAGGTGGGTCCATTATTATTCCGTCATATTTTTTGCCTCTC -CTAATCTCACGCTGTACAAATTTCATGCAATCGTCGGTTATAAACCTAACCGGCCTGTCAGCCAAGCCCG -ATAATGCAAGGTTTTCCTTTGCCCAATTTACCATTCCCTTTGCTGCATCAACGTGACAGACCTCAGCTCC -CGCATATGCAGTTGCAACAGTAGCACCTCCTGTATAGGCAAAAAGATTTAGAACTCTGATAGGTCTGTTT -GCCTTCTGAATACTGTTAATCATCCACTTCCAGTTAACTGCCTGTTCAGGAAATAAACCTGTATGTTTGA -AACCTGTAGGTTCTATATAGAATTTCAAGTCATTAAACGATATCGTCCAGCGTTTCGGAACCTTTTTCTT -AAATTCCCACTGCCCTCCTCCGCTTTGGCTTCTATGATAATGTGCATCCGCCCTGTCCCATACCTTTTTA -TCCTTTATAGGCCATATTATCTGCGGGTCAGGTCTCCTGAGTATAATATTCCCCCAACGTTCAAGCTTTT -CACCGTCTCCGGTCTCTATTAATTCATATTCCTTCCATTCGTCTGCCAGTAACATTTATTTTCCTCCGTT -TATTTTAACTTCGTTAAGTATATTCAAATTATAATATTGCTCCGGGCCGGAAATTACATACTTTATTTTC -AACCCACAGTCTATAATTCTGCTCTGTATTTATTCATTACATTTTTAAACAGCTCCGCACTTGTAGGCGG -TGTATAGGTTATTGTATTGGCACCTGCCTCAATTGTTTGCCTTATACTTTCAATTGTGGGGCCTCCCGTT -GCAATTATGGGCACCTTCGGGAATCTCTGTCGGATTTCCCTCACAACACTCGGTGTTTTTCCGGCACATG -ATACATTGAGGATGGAACCACCTGCGTTCAGCCTGCTTTGTATATCCGTATTTTCGGTAGCAACGGTAAT -TACGATAGGAATATCTATTTTCATATTTAATTGCCTGATAATTTCATTTGGTGTGGGAGCATTTACAACA -ACTCCTATGGCACCCTGAAATTCAGCATCCATTGCAATGTTTATAATTCTTTTACCGGTTGTGGTGCCGC -CCCCTACTCCGCAAAACACAGGGATATCTGATGCCGCTATTATGGCATGAGTAATTACCGGTTGCGGTGT -AAAAGGGTAAACTGCAATAACTGCATGTGCATTGCAATTCTTAATTAAAGCAACATCGGTAGAAAACAGA -AGAGATTTTATATTTTTCCCGAAAATATTTATTCCACTGGCCTGATTTATTATGTCAGGTATTTTTACCA -TGTGTTTGCGTAGATTACCTTCAATTTCCGGTATGAACATTTTAGTATTCCTCCGCTATTAATCTTGTAC -TATAATATCCTTTTTACATAAATTGCATACTTTATCTCTTTAATAGTATACTAAAAAAATGTAGACATTC -CTATATTCATTTTGGTATTGTAATTCGGACCATTCATGGTAGAATTATATTCGGCTGTAGATAAACAGAT -AATAAGGAGTTTGATTTATGATAAATAAGAATACCCTGCCAACAAATTTTCTTGGGTGCGAAAGCCGCTT -TGAGGATTCTGATATTGTAATTTTCGGTGCTCCATACGACGGTACAACTACCTTTAGACCCGGCACAAGA -TTTGCCCCTTCTGCCATGAGAATTGATTCTATAGGTCTTGAAACGTATAGTCCATACTTTGATGCTGATA -TTTCCGACTATAAAATTCATGACTACGGCGACCTTGATCTGCCCTTCGGTTCACCAAATAAGGCTTTGCA -TATGATATCCGAAACGTCCGGATTTATTTTTAAACAAGGTAAGAAGCCTCTTATGATTGGCGGTGAGCAT -CTTGTTACACTACCTTCAATTGAACAGGCTGCAAAATTATATCCTGATCTCAGAATTATTCATTTTGATG -CTCATACTGATTTAAGAGAAGAATACATCGGAGAACCTTTATCACACTCTACAGTTATAAGAAGAGCATG -GGATATCCTGGGGGACAATCGCATCTATCAGTTTGGTATAAGAAGCGGAACAAGAGAGGAATTTTACTGG -GCAAGGGATGGCCACACCAACCTTTGTCTCCATAATTTTGAAACACTTGCAAATGCTGTATCCCAAATCA -GTAATGCACCGGTTTACCTGACAATAGATCTGGATGTTCTTGATCCGTCTATATTTTCCGGAACAGGTAC -TCCTGAAGCTGGGGGAGTCACCTTTCTTGAATTGATAAATGCACTTAAAACAGTATCTGCATTGAATATC -ATTGGTGCTGATATAGTTGAACTGTCTCCCCACTATGATCACAGCGGTGCATCAACCGCTGTTGCATGCA -AGGTTTTAAGAGAAGTAATTCTTGCCATGCAGAATTTCTAGTATGGGAAAAATGTTTAGGGAGGTACGTT -ATGACTAATTCTGAATCTAACGATTACATTAAATATATGGCTGAACTTGCCAAGCTATCTCTCGATGACA -GCGAAATACAGTCACTGGCTGAAGATATGCGAGATATTATAGGTTTAATGGATACAATTAAGAATATTGA -TACAGAACAAATAGATGCAACTGAACACATATCCCGTGTTACTAATATTATGAGGGAAGATCATCCAGGG -GATTCTCTAGATGCCAAACAAATTCTATCGAATTCAAAAAAGACTATGGAAAATTGTTTTGCTATTCCTA -AGATGATTGAATAAGACTAAGGAGGTCCTCTCATGGATATAACCAGATTAACCATTAAAGAGGCCCGAAA -GCTTCTTGATAATAGAGAAATAAGTGCTTTAGAGCTGACCCGTACATATTTGGACAGGATTAATACTCTG -GACGGTAAAGTAGAGTCATATCTTTCGGTTACTGAAGATATGGCACTAAAGCAGGCTGAACAAGCACAGA -ATTTAATAGACTACGGCAAGGCCTCCTTGCTTACTGGTATTCCTCTAAGCATAAAAGATAACATATGTAT -TGAAGGAACAAAAACTACATGTGCTTCAAAAATGCTTGAGGATTTTGTTTCACCATATACAGCAACGGCA -GTAGATAAGCTTTTTGCAGATAATGCAGTTATTCTTGGGAAAACAAATCTGGATGAGTTTGCCATGGGAG -GCTCTACAGAGAATTCAGCGTTTAAGATAACAAAGAACCCTTTTGACTTAACAAGAGTCCCTGGTGGTTC -TTCAGGCGGTTCCGCTGCTTGTGTATCTGCTTCTTTAGCCCTTGGTTCTCTTGGCTCTGATACAGGCGGA -TCAGTAAGGCAGCCTGCCTCATTTTGCGGTGTTGTCGGTATGAAACCTACTTATGGATTGGTCTCAAGAT -ATGGTTTGGTTGCTTTTGCATCCTCCTTTGACCAGATAGGCCCCATCGCCAAAACCGTTGAGGATTGTGC -AATAATTTTAGACAGTATCTGCGGAAATGATCCTAAAGACGCTACTTCCTTAAAATACGAAAATGATTCC -AGCTACAGTTCTTCTGTTTCAGGTGATATTAAGGGTTTTAAGTTTGGCTTGCCCAAGGAATACCTGACAG -AAGGCTTAAACGCCGAAGTAAAGGAGTCATTATATAAATCAATTGACAAATTGGAGAGTATGGGGGCAAA -AATTGAGGAGTTCTCAATGCCGGTATTGAAACACGCCGTACCTGCTTACTATCTTATGTCCTCTGCCGAG -GCAAGCTCCAATCTATCAAGATATGACGGAGTAAAATATGGCTACAGAGCCGACAACTGCAAATCCTTTA -ACGAACTAATCGGTAAATCAAGAGCTGAGGGCTTCGGAAAAGAGGTCAAGAGAAGAATTCTTCTTGGAAC -CTACTCTCTTGCATCAGGTTACTATGATGCCTATTACAAAAAAGCCCTAAAACTTAGAACATTAATAAGC -AACGGCTTTAATGAGGCTTTTACGAAATATGATGTTGTTCTGCATCCTACTACTCCTGAAACTGCATTCA -AAATAGGGCAAAATTCTAATAGTCCGCTTGCAATGTATCTTGCAGATATTTATACTGTTGCCGTAAATAT -AGCAGGACTTCCTTCTATATCACTCCCATGTGGCTACGATTCAAACGGACTTCCTATAGGTCTTTCTTTT -ACGGGTAAGCCATTGGGAGAAAAAGATATATTCAGAGCTGCTGCGAGTTTTGAGGCTGAGTTTTCCGATA -AGTTCAGAGTTCCCGCTATATAGCAAGAAAGGAGTATTACGATGAAATATATACCTTCTATAGGCTTGGA -AATACATTCGGAGTTATCTACAAAATCAAAAATTTTCTGCGATTGTCCCGTAAGTTTCGGGGGCGAGCCA -AATACAAGGTGTTGTCCCGTTTGCACAGGAATGCCCGGAACTTTGCCTGTTCTCAACAAGCAAGCCGTTG -AGTATACCGTAATAGCAGGCTTGGCCTTAAACTGCAAGATAAATGAATTTTCGAAAATGGACAGGAAAAA -TTATTTTTATCCGGATTTACCCAAGGCTTACCAGATATCGCAATTTGACCTCCCCATCTGTAAGGACGGA -GGATTGACTATAAATACACCTGATGGCGAAAAATTCATCAGAATTGAAAGAATTCATTTGGAAGAAGACG -CCGGAAAGCTTCTTCATGACAACTATGACAGATATAGTCTTGCAGACTATAATCGCTGCGGAGTTCCTCT -GATAGAGATTGTAACTAAACCTGATTTGTCCTCTGCAGAAGAAGCGAAGGAATTCGTTGAAAAGGTTCGT -TTGATGCTCCTATACTCCGGCGTTTCAGACTGTCGTATGGAGGAAGGCTCTTTGAGGGCTGATGTAAATG -TGTCTATTAGACCGATTGGTACTGATGAACTTGGCACAAGAACAGAAATGAAAAATATCAATTCCATAAA -AGCTATTGCAAGAGCTATTGATTATGAAATCAACAGACAGTCAGAGCTTCTGAATGAAGGTAAAAAAATA -ATTCAGGAGACAAGACGCTGGGATGATAGCAAAGGCGAAAGCAAGGCACTAAGAAGCAAAGAAGATGCAC -ATGACTACAGATATTTTCCAGAACCGGATATTGTGCCTGTAACCTTTAAAAGTGAGGATATTGAGAAGCT -GAGAAAATCCCTTCCGGAGCTTCCCGACAAGAGATTTGAAAGGTACACGAAAACCTACTCTGTTAACCAA -GCTGATGCCAATCTGCTGCTTACTTCGGTAAGTCTCTCGGATTTCTTTGAAGCTGCCGCAGCCGAATCGG -GAAATCCTAAACAGGCCGCTAATTTTATTGTGGTTGAAGTATTGAGAAGGCTCAAAGACAGCAACATGTC -GCCCGAGGATATTCCCTTTGACGGAAAGCTGCTGGCAAGACTCTTAAGATTGATGGACAGCGAAAAAATT -ACTCCCAACAATGCTAAGAAGGTTTTGTCAGAAATGTTTGAAACAGGTAAAGAACCTGATACCATTGTAG -ATGAAAGAGGCTACAAAATAATAAATGATACTGCAGAAGTTGAAAGCATGGTTAAAGAAATAATCTCAAG -TAATGAAAAAGCGGTTGGGGAATATCTTGAAGGTAAAGAAAAGACTTTTGGGTATTTGATGGGGCAATGT -TCAAGGGCATTGGCCGGGAGAGGCAATCCTAAAGTAGTTCAGGAGATCCTGAGAAGCGAGCTTAACAAGC -TTAGAGATATTGATATAAACGTTCATTAACTTTTTAAAGCACATATTTTCTCTCTTTTTCATATACTGAT -AAGAGCGTTGGGACAATGACGTCAGCGATGATAATTGTCCCATGTCTTGTTTTAAAACAAGTATTTTCCG -GAGGATTAAATATGTGCTCAATTCTTGGTTTGGTAAATTTTAAAGATGGTACAAATAGTGTCTCTCAGGA -AACCCTTGAAAGCATGAGATTGACTACTGTTCATAGAGGTCCTGACGAGTACGGTTTTTTTAGAGATAAA -TATGTTTGTTTTGCCCATAACAGACTTGCTGTTATTGACGTTGTCAACGGTTTACAGCCCATGACTGCTG -TTTTTGAGGGTAAATCCTATACTGTTGTTTATAATGGTGAGCTTTATAACGCAAATGAATTGCGGTCAGA -ACTTGAAAATCTGGGAGTAGAATTTAAAACCCGCTGTGACACGGAGGTTTTGCTTTATTCATATATACTA -TGGGGTATGGGGTGTTCGGAAAAACTTAATGGTATTTTTGCCTTTGCAGTTTATGATGATGATAAAAAAC -AGGTTTACGTATCCAGAGACAGAATGGGCGTAAAACCGTTTTTTTACACTTTTATCGGAGATACTTTAAT -TTTCTCCTCGGAAGTAAAAGCTATTTTGAAACATCCACAGATTAAAGCAGAGGTGGACAGTGAAGGCATA -TGGCAGTTGTTATACCTTTCCCCCATGCGTCCGTCCAATAATGGAACTTTTAAAAATATATTTGAAATTT -CACCCGGTTTTCATGGGGTTTTTAACCATAACGGACTGGAGTTAAGAAAATACTGGTCCCTGCACGCTTT -TGATGTGGAAGATAACGAAAGTACTATAATTGAAAAAACAAGATTTTATCTCACAGATGCAATTCAGAGA -CAGCTTGTTTCAGATGTACCCTTATGTACTTTCTTATCCGGGGGACTAGACTCTTCTATAATAACAGCTG -TTGCCCAAGCCGACAAAAAAAATGGGGATTTACTTAGCACCTACTCTTTTGAATATGAAGGTAACAAGCA -GCACTTTTTATCAACAAATTTCCAACCAGAAAGTGATGACAGCTATGCAGTCTGGCTTGCTGAATACCTT -GGTACAGACCATACAGTTCTTAATGTCACCCAGAAAGCTATTGCAGACCTTCTTTATGATGCGGTAAAAT -ACAGAGACTACCCTGGAATGGCGGATATTGACTCCTCTCTTCTGTATTATTGTAAGCAGATTAAAAAAAG -GCATACTGTTGCTTTAAGCGGTGAGTGTGCTGATGAAATATTCGGAGGATACCCATGGTTCTATAGGCCT -GATATGCTTCACAGGAATTTTTTTCCATGGATTCACGACCCTGAATCAAGAATTTTCCTGTTTGATGCTG -ACTTTGCAAAACCAAAACAAGGTTTAGATTTTGTAAAACAGATATATAATGACAGTTTAAATGCATGTCC -TGTTACAGGAAATGAGACCGAGGAAATGAAAACTGCAAGGATTGCAAATTGGCTTTCTGTAAACTGGTTT -ATGGTATCTCTTTTGGAACGAAAGGATATAAAAGTAAAGCATCAAATCTTTTTTCATTTTTTGATATAAA -ATATGGACTAAGTAATTTTACTCAGTTCATATTTTATACCTGATTAGATAAAGGAAATGAAACAGTAAAC -CTTTTGCTTAATAAATTTAAAACTATCAGCATATTTATAATGGGTTTCAATTAAAACCCTACCGTAGATT -AAGAAAATAAAAAATAAGTGCAATTGTTTTAATTACTTAACAATTGCACTATATGGTATAGATAATATTC -TTTTAAGTTGACATTTATTTTTTTTTAATAAATTTGCTTGGTCCGAATATTATGACAACAGCGGTAAGAA -TTATTATTATTGAATATGCATTATCTGAGATAAAATGTACCCTTTTTAAAATAAGTGTCGTTATTAATAA -TACCGATAAAATAATTCTAATAATCAGAAGCTTTTTTCTATTTTCCATATGTAATTCTTCCCTCCTTATA -AATAACACATTTTTATTATATTTATGCATAGGTATATGTCAAGCTTGCAAATCTATTATAAGCTACAATA -ATGGTTATTTTATTGGGCTGTTGGAAAATTAATTTTTACCTTTTTTAACCTGTACTAAAGAGTATAAATT -GTATCAATGGAAGCTTGGTTAAAGATATTTGCAGTTGTTTATCGGTAAAATATCCTAAGATGATCCGCTA -GAAACTCTTGCAAATATCTTGGAATCAATCATTGATATAATTTTTATACGGGAGTACCAGTAATAAAACA -GAAAAACTTTATGTTTTGCGACAGCCCCATTCAATACCGGGTATCAAAACTTAACAAGTGCTTTAGACTA -TACCTTATAAAATGTCTTTTATTAAAAATCGTTATGTGAGTCGATATAAAAGTAAAACATCAAATCTTGA -ATACTATTTCAATCTCTTCGTCGGTGATAACTACCTTTTCAATTAAGGCCTTTGCAACACTTTTCTTTTG -CTCAAGGTTATAGTTGTCCCAGTTTTTCAGGTATTCTGAGAGGTCTTCCCTCTTTATTCTTTGTGAAGAT -TTCTCGATAGAGATTTTGTTTATTTTGTTTTTTAATATTTTCTTTTTATTATCAAGTTCATTAATCCTTT -CATTTACATAGCTTCCCGCTGTTTCATTTAAAGTCAACATCCTATCAATGAGTTTGTTTATGTTTTCTTC -AACTTTTGCAAGTTTGATTTTTAAATCATTAACCTCTTTTGAATTAGAGCTTATCTCAACGTAAAATTCA -TTTTTTAATGATTTTATCTTTTCCAAAAGTTTTACTTCAGCTATTTTTTCTATGTCTCTTAAGTAAATAA -CCCTTTTTCTTTCAAAACAAAAACCATTTTTCCTTCCTCCACAATTAATGTAAATCAGCCCACGACTATT -TACAACAGTAGCGGCATACCCGCAGTATCCGCACTTCATCAGGCCGGATAGCCAACTATTTTTTCCTTTG -CCGCTATTCTTTATAGCTCTGTTTTCATCGGCTCTATATTGGCATTTTAGCCATAGTTCCGAGCTTATTA -TACCCTTATGCGGTGCTATGGTTACAAAATTATTTGTCAGATCTGTAAATTTGCTTGTAGTTTTTGTTTT -TCTTTCCCCGTATACATAGCAGCCATTTTCGCCAATAAAATCATTTATATCACTGTTTATAATGGCTCCT -TTATTTTTAAGGTAAACATAAACATCTGCATTTGCTTTAACAAATACAGGATTCCTGATTAACCTCCCTA -CAGTTGTCGGCGTCCAATTATACCCTTTGTTAGTTTTCAATTTTTTTATATTCAAGTATCTTGCTATAAC -GCCTAAGGATTTGGACTTCTCTGCATACATGCTGTAAATATGTCTCACAATCTCACATTTTTCTTTATCC -ACTCCAAACATATAAGTTTTTTTACCATTTAAAAATGTTTGAACCTTATTATACCCATAGGGAGCTATAC -CCCCAAGATATAGCCCCGCTTTACCTCTCTGATAATAGTTGTCCTTTACCCTTTGCTGTATAGTTTCTCT -TTCCAGTTGGGCAAAAACCATTACTATTGACAGCATTGCCCTGCCCATAGATGTACTGGTATCAAACTTT -TCCGTCTGACTGATGAATTCCACCTTATATTTATCAAAACACTCAATAATATGTGCAAAATCAAGAAGTG -ATCTACTTATACGATCAAGCTTGTAGACCACTACTTTCTTGATAATGCCTATTTTGATGTCTCTTATCAT -TTCTTCGAATGCCGGTCGGTTTATATTACTCCCACTGTAGCCCTTGTCGGTATATATCTTATAGTTTTCT -GAAGATATCTCTTTCATACAAAACCCTATCTGGCTTTCTATGGAAATACTATCTTTTTTATCTACGGATT -GTCTTGTATATATGGCAATCATAAGATATCCCCTTTTGTTGTTTAAGTTTCTGAATGCTCCATAAGGCTA -TTGATAATGTTGTTAACAATAGTGTATTCCGCCATTTTGTACTCATTTTCTGTTAAATCCGGCCTTTTAG -TAATAACCTTAAACCCATTTAAAACTTCTTCCTTTTCAGTTATTATTAATACCCTCATATATCCGTCCCC -TTAAATTCTATTGTTTTATTTTATTAAGCATGATGGATGTCCTATTACATACTTAAAGTAAATGCTCAAT -AGGCCACTCCTTTTAATTCTGTTATGTGCCAAAGTGTGTTATTCCATAACAAGGCGATAAGAGAACAGTA -TGGAAACATATAAAGGAATTTAAGTATACTTTTTCCTAATGCTTGTAATTAAAAAAGTAGCCCCTTTAGT -AGAGACTACTTTTTTGAAAATTCAGGTTAAGATAATATAAAATGTATCTACAAATATTTTATATGAATTC -TCTTTCGGTTTTAAATTTATTTCATTAATTTAGCTGCTGCTTAGGAAAAATATTTATCTGCCCAAGGATA -TACTTTCTAATGAAAGCAGAATCAATCATATTTATGATACCGTCGCCATTAACATCTGCAGCCCACATGT -CATCTTCAACTGGGAAATCATTAATATAGCCTAGACTATAATCTACAATTAATAATTGATCAGCATCATC -AATAATACCGTTTCCGTCTACATCCCCTACAAGTGCCCAGCTGTAATCTACACTGACATAGCTGTTGTCC -CCGTCATTCTGAAGTTCAGGACCTCTGTAAGTTGAATATTTATTATTAATTTTGTCGTGAACCCTGAAGC -TTTTTAATGTGACAGGAGAGCCATCTTCCTCATTGTCTCCCACCATTAAATACCACTTGTATCTTTTACT -CTTGTCCAAATTGAACTTCGTGATGAAGTCCGTCATGTCAACCGCAAAGTTGCCATCACAGGCAGTGCCA -TCGACATTAAAGTCGAAAGGCTCTGTATGACTGAGATAATTTAAGCTACCGGGAAAGAAATATGCTTCAG -GCATGTTTTTGTCCATATCAGAATAACCAACGGCAATTCTAAGCTGATCTGCTTTTGCATGGCTCACCGT -AAACTCCGCAATAAGCTGGGGTACGTAATCTCTTCGTGGAGTCATCCACTCCAATACATCCTTAAAAATC -GGCATTCTTGTGGAGCTGTTAAACTGGCTGAATTGAGAATTTCTATATATACTGTCATAGTTAACATACA -CAAAGCCATCATAACCGTAATTTGATCCCCAACTGTTGGCTATTTTAAAAAGACCTTTCTCTTCAGGCTG -AGGGATTCCATCACCATTTACATCACCCCACCAAATATTGTCATCGTACCCCACAAGGGTCATTTGATGT -CCCGAGTTAACTCCGTCAACCATATAAAAGAAGTGCTTTCCAACGGCGTAATCATCATTTACCGCTGGGT -CAGGGTTATCCAAAACTACATTCGGATATTGCATGAAATTGTATGTACCTGTATCAAAGGACATCACATA -GCCATTGTTCAGTAGCTGTTTTATACGCTCTAAACTGTTTTCATTTGCATCTATATATCCGTACTTATCC -ATTCTGTAGTTTATTGCATTTTCCCATGAATCTAAATCGGTACTCAGTTTGAATCCGTCCACACCATCAT -TTATATACGGTGCATCAGCCAATGTTGCACAGCCTGAATCCAAATACGTTTTATATACTCCGGTCATAAG -TCCGGTGCTACTAGGTGCATTACCTACGCTAAAAGCAAACTTAGGAGAAAAGACCTTGCTTCCTGTAGTA -TCGTTTTTGGCATCCCATTGTCCTCCCGCATTTACCTTGGCGAGCCCTACCATATGTGTCATCGTATAAT -ACCCAGTAGACCAGATAACGCAGTCGCCGTATATCTGATTGTCTATTCTGGGGAAACACTGCAGTGTACT -GTTGTCCACAGAAGAAGGAAGCGACTCGGCGTATATTGTATTCAAATCTACCGAATTTCCCTGAACAATA -ACATTGTTAGGAGTACTGTCTGTCATAATTTCCTCTCCCACTTGAACAGGATCAGCTTCCACCAATGGCT -TGTTTTGCTGCTGGCGTTTAGTATTCATACGTTCTAAACCAATGGAATTCAATCGGATATTAGTAACATC -AGCCGATGATATTAAGGCATTCTGAGACACTATTTTTATAGTGCTATTTTCCGGCGACCTATTTCCCTTG -GCATCGACTGCAACCACACAGAGATCAACGGTATTTTTAAAATCAATATTCGGGCAGATGGATTTACAAT -CGTGTGTAATTCGTTTTAGACTACCATTTGAGTAAATCTCGTACAACACTGCTCCTGAATCATCAGAGGC -TTCATCCCAAGCTAGTTGGCAACTAGGCTGGGATTCATAAACCACCCTTAGATTGGTCGGTGCCAGCGGT -GGGGTATTATCTGTATATTCAATATCGATATTTTCAAACCTGGCCGTACACAGCTTGTTGGGGTCTGTTG -ACGTTGAAGCAAAACCTAAATATACTTTTGAACCCATAGCTATTGTCTGAGTATTGCCTGTTTTTGTCCA -ATTGGTCCCATCTGTTGACATAAATGCTTCAAAACTGTCTCCCACCCTTGTTAACTTCAAATAAACCGGG -GCATTGCCGGAGATACTGGCATCAGATGCGGTGGCACCTCCTGTCATAGCCCTGTACTGGTATTGGATCT -GATTTGATTTAGATAATGCAATAAATGCATTCTTACTATCGGTATCCAGACTCTCTCTTATCATCAGTCC -GGCTTTAGCCAAAGCATCCGTACTACTTTCTGAGACGATTCTTGCCTGAATTGTGCAGTCACCATTTACA -GGTATGTATGAATAAGTGAAGGAGTCCTCAGTATTAAACACTCCAGACCCGCTGCCTGCAACAATTACTT -TATCCGTAAAAACATCAGCGGTAGAGTATTCATTTGCATTACCTATATTCCTGTAATTCCAGTAATCTTT -ATTAATAATACCAACCGCTCCGGCTTGAATTGTTTCAAACCCAAGATTGAACATCATACACTGGACTAGA -ACTGCAAGAGCCAGTACTATACTTGCTTTCTTTAGCCTTTTTTTCATGTAGCCTCCTTGAAAATGTAATA -GAATATATTAGAATAACATATTATATATACCATTTTTAGTATATTAATGTCAAATATATGCTTTTTTACA -ACTTCTTGGCTTAAATCGCAAAATTAAAACTTTTTTCAAACCTTTAAAATTGTTTTTCTTTTATGGCTTT -ACGTGAAAGAAAGGACCGTATGTCAATGGCAAGCGGTCTTGAAGTAAGAGTTCCCTTCGCAGACCACCGG -ATTCTGGAATACGTGTACAATGTACCATGGAAGCTTAAATTCAAAAATAAAGTTGAGAAATCACTTTTAA -GGGAAGCCATGAGTGATTATCTGCCTGCCAAGATTTTGCACAGGAAAAAGAGCCCTTATCCTAAAACCCA -TAACCCTGAATATGAAGCAATTATTTCAGAAATGTTCGAGGAGGTTATGTCTACCCCAGATTCCATACTC -AAGGATATACTTCACCCGGATACACTGCCTCTCCTGCGTTCCGGCAGTAACATAACATGGTATGGGCAGC -TTATGGGAAGACCACAACTTATTGCCTGGCTTATACAGTTGGATTACTGGTTTAAGGAGTATAAAGTAAA -AATAGTCTAAAATAAAGAAGGTACAGGAATTATATAAACATTCCTGCGTACCTTCTTTTTTTATGAACTT -AAATATTAGAATTGCTAAATTTGAATTTGGATATGCCAAACATACTTACTATTAAAACAATCACCGCTGC -TAAAAAGAGCATCTGCATATTACCGATTGAAAACCCTCCAAGAGAAACTCCTCTGGTATCCATAACCTTA -ATGAAGAGTGAACCTGCTAGAGTTCCTAGAAATCCAATTATACCATTTACCGCCGACGAAAAACCCATGT -ATACCGTTTTATTATCGGCAGGTGAATAACTGTACTGCAAATTATTCACAGAGATATTTACTCCTGAAAT -TGCAGCTCCACCAAGTATATGAGCTACAGGCATTAAAATGTATACCGTATCTGGATTTATAAAAAACCAT -GTAAGAAAGCTTAAAATCTGTAGAACAATCATAAGCTTCATAATATACAGCCACGATTTTTTATCTGCAA -TTTTTCCCCAGAACCTAACGGATACTACACTTGTGATTGATGCCAGAACAGCCATTACCGTAACAAGTCC -ATATCTCAAATGAAGGATTGATACCATATAAACCGAAGTAAATGGGAAAGCTATCTGATAACCTAAATTC -CAAAATAGAGTTATGAAAGTTATTTTCATGAAATTCTTGTTTTTAACAGGTAGCGAAAATAAATTTTTAA -ATGAAACCCCTGGTTTTAAAACAGGATTAACGGGTTCTTTAATTTTTGAAAACAAAACAGTGTTTATAAT -GGCGGTAACAATAACAAAAGCATATAATACAATAAACCCGGTAAATTGTTGTCCCATTCGTTCAAATTTA -TCGAGAACCTGTCCCATAATAAGGGTAACAACAGTAACGGTACCCAGAACTATTGACTCCCGTTTTCCAT -AATAATCACCTCTTATTCTTTTCGGGGTTATATTCAGCAACCACGTCTGTGCATAAGGAGTTGTAAAAGC -CAGGATTAAGTTTGCAATGAAGAATACCCATATCAACAATTGAACCCTTACTGTTTTGTATGGACTTATG -AAAGGTATAAGTATCATAAGCCCCATCATTAATCTTCCAATAAAGCATAGCATACAGGTCAGTAATTTCC -TGCTCTCCAGCTTCTCAATTACTATAGGGGAAAAAACCGTTACTATTCCTGCTAATACAGGAATTGCAGC -TATAATTCCAGCTTTTTCATCGCTAGCACCAAGATACTTGGCGAATCCGACTAAAAAAGCTCCGCTGGTT -AGGGTAAGAATACTTCTGGCGGTACAGCCCTCAAAAATAGATAAATTCCTTGACACCCTCATATCTTCTT -CTGAAAGACTTTCTTTATTAAAATATATTTCCTTGAACTTCGTCAATAAATTCACTGCTATGTACACCTC -GGTTTTTTTAAGAAAATCTAACTTGCCCAAACATGTTGACATAAATATTATATATCATAAGTAAGCAGTT -GTGAAAAATTTTTAGTAAAAATGCCATTTTTATTGATTTTCTAAATTAAAGGGACTTGTTGAGATTTAGT -CTAGCATGATACAATAATAAATGTGAGATTTCTGTTTGATAATAATCTACCATTGTAGGAAGTCCGTTTT -AGGATTTCCTTTTTATTGTTTTAATGGAAAATCCACACATACATAATATTGACCGTGCATCAAAAAGAGA -AAAGAAGGTGTAAATTTGGAAAAGGTTCTTATTGATATTGCCCTTATTCTTATTTTTACAAAAATAGGAG -GACTTGTAAGCAGAAAATTTAAAATGCCGGAAGTACTAGGAGCATTAATTGCAGGTGTTATTCTCGGCCC -TGCGGTTTTGAAGCTAGTTGACTATACTGAACATATTAGGCTGCTCTCGGATTTAGGCGTTATCATGCTT -ATGTTTCTAGCCGGTCTCGAGACTAATGTGGATGAGCTGAAAAAAGCAGGAAAAACCTCCTTTGTTATTG -CTATCGGAGGAGTAATCGTACCTTTGATACTGGGAACAGCTGCCGCATACCTGTTTTTTACAAACTTCTG -GGAAAACCTGTTTGTGGGTGTTATTCTTACGGCTACCAGTGTCAGTATATCGGTTGAAACACTTAACGAG -CTTGGTAAACTGAATACAAAAGCGGGAGTAAATATTCTTGGTGCAGCTGTTATCGACGATGTTCTGGGCC -TGATTCTTATATCAATTGTTCTTGCTGTATCTAAAACCGTCGGTAGCGGTGCATCTGGTTCAGATGCTGT -ATTAAGCCTTGTTCTAACCTTTGTCAAAATAATTGTATTCTGTGTAATTGCAGTAATTATGATTGCAATA -GTGCCTAAATTTATTAATAAAATCAAAGCAGACGGTAACCACAAACGTGACCTATTAACCTATGCCATAG -CTATGGCACTTATTCTGGCATGTGTATCCGAATTGCTTGGCATTGCTGCAATAACAGGTGCTTATATATG -CGGTCTGACACTTTCACAGTTCATACACAGAGATTATATTGAAAAAAATGTTAAAGCTATATCATCGGGG -TTTTTGTCACTGATATTCTTTGCAAGCGTTGGTATTGCAGCAGACATCAAAGGGTTAAACTTCGAGGTTG -TACTTATTACCCTTGTTATGTTTGCCATAGCTGTTGCGGGCAAGCTCTTTGGCTGCGGAGGAGCAGCAAA -GCTATTCAAAATGAGCAAGCAGGAATGTATTCAGATAGGTGTAGGTATGATTTCAAGAGGCGAGGTTGCT -ATTATTACTGCAAACATTGGAATGCAAAGCAAGATTATCTCCGAGGAGATATATATTCCAACACTTATTG -TAGTTATTCTTACCACAGTAATAACTCCGGCACTGCTAAAGGTTGTATTCAGCTCAAAGCATGGTTTGAA -TGATTCTGCTGCGTAAGACTGGTACAAAATAATCCTGCCCTTATTTCATAAGGTAAGCAGGATTATTTTT -ACATTTACATATAGTACAACTCTAATTGCCGCTTTCAACTTCTGCTTTCAATTTTGAATCATTAAATTCT -ATCTTTGCATTATTGTATAGATTTTTTTTGTAATCCTCAAAATATTTCTTTTTTGCTTTCGTTAACTCTG -CTGGTTTTACATTCTGAACCAATATTTTTTGATCATTTATAGCATCTTTTGTAAATTTTTCATACAGTGC -ATTTATCGTCAAATATTCTTTGAGTTCCTGCGCATGGAAGTCATTCCAGTATTCATCTTCACTTAGTCCC -AGTGCCTCTTTATACGCTAAAAAAGCCTCCAGGTTTTCTTTTCCGATGTTTCCGCTGTTTATGATTTCTT -TTTCCTCTAGCGAAGCTTTCCTTGCCTCTTCATCACTTATCTTAATACCCTGCTTTTTTGCTTTATCAAG -TAATAGTATTTTTACTGCAATAGCTTTTACATTTTCACTGTCTGTTATATCCAAATTACCCAGTGACTGT -TCCAATTCTTTTCTCTTATTTACTTGATCTACAGTTACCTCAAGACCATTAATTGTGAAAGCTACTTTAT -TATCCTTGCTGGCTAAATGCTTTTTAGTGATGTCTCCGAATTTGGTAACTTTCTCTTTTTGCGTTGGGCT -GGGTTCTCCACTTGCCATTAAAATAGACGAAAATACTGCTATACCTACCAATAGAACTGCTATAATCACA -ATTCTAATTTTTTTCATATTAACAACCTTCTCCTTTTATTTAGGTTAATTACAAATAGTAAATGTATCAG -TAATTGAAGGTTAACCATATTTTTTTTTGTATAAGGCCTGTATGTATAGATTATATCGTATATTACATAT -TTTGTAAATAATGTCATATACTTATAATATTATGTGTAGGTCACCTGTTTTTGGAAATCAATATTAACTC -CAAAACTCCAACTATAAGTACTCCTACTGCTATGAACTGGGCAACCAACTGTGATACATCTCCCTAATTT -ATGTCACCTATTGACTAGCAATACACCCTTTGATATTATCTATTTAAACAAAATAGCATATAGTTTTATA -GGGTTCCGCAGTTTAATTTAAACAACTGGTCTGGTCCGAGATAAAACGCACAGTTTAATGTGTTCACGGA -AGGATAAAAGCCTGGGAGATATTTATATTAATATCACTCAGGCTTTTTTATTTTTTAATTAAAAGGAGAG -TGTAGCAAATGAAATGGATAATGCTTATAATTGCGGGTCTTCTGGAAACTGGCTGGGCTGTGGGGTTAAA -GTATTCCTATGGATTTACAAAGCCTATTCCGAGTATTTTTACTATAGCGGGTATGATAGCAAGTTTTTTC -TTTCTATCATTGGCACTAAAGAATCTTCCTTTGGGTACGGCATACGCAATTTGGACGGGAATTGGTACAG -TTGGTACTGTAATTTTAGGAATAATTTTATTTAAAGAGCCTATTGATATAATCAGACTAATTTGTATTGG -GTTCATAGTAGTTGGGATAGTAGGACTAAAGGTTGTTTCTCATTAATACATGCTAAAAAAACCCCCCTGT -TCCTAACCTTTGTGGTTGTGGAATCGGGGGGGTGTACTTCGTACAGGAATTATTTTCCTGAAAGTTTCTG -ATTTAAGTTATTAAAAAGATCAGTGACATAGGCATCTGTTACTTCACCTTTCGGATTGAAATTGCCCTTG -TCATCCAGCTTGATTACATCAAATCCCACCAAAGCTTTGATAGCATTCCTAGACCATGTTGCTGAGGAAT -TAATATCTGCGATTTCAGGGTTTGCAGTCGGAAGCTGTACGCCGCTCAGAGTTGCTATTTTGTATACAAA -AACTGCAAGCTCTTCTCTTGTCAACTTTCTGTTCTCATGGTAGTTTCCCTTTTTATCGGCGGTTATCAGG -CCTTGTTGTTTGGCTATTTCAAGAGGCTCTGGAGCACCAGCCAAGACCAATTTAAAGAACTCACCTCTTG -TAATTGAACTATCTGACTTAGAATCCTCTTCCTGACCTACTGAAACTATACCATCATAAAGCTCCTTGTT -TTCAGTAAGTTTTTCCTTACTGCCTGCTGTTGAATATGCTCCGTTTTTAAGCATATTTTCAAGCATTGAA -GCCGTATCCTTAACATCCTGCACCGTAACGGATTTAATTTCTTTCAATATCTTTAAAATATCCTCTGATT -TAAAATCCATCAAATAGTAGGAAAGTGCTGTGCCGGCTCCCGATAATTCGCCCGCAGACACGGTGTAATC -GCTGAACGACTTCAAAATGTAACTATCCAGCTGTTCCTGAGTAAGATCAACATTTTTAACGAACTCCGGA -AGTCCATTATAAACCTCAAAGGTTTCTTTTACATTAGGGTCACGGAATGATGCAAGCATAAAGCCTTCTT -CTCCAAAATTGACAATATTATCATACGCACCATAGCCGAATCTTATCTTAGGAGTGATATAGTTTTCGTT -TATAACTGAACCTATTGGAATATATTTTCCGCTAAATACAGTCCCCATCTTTTCATATGTTGAATAAAGC -ATATTATACTGTATAGTACCGTCTACTGATATACCCTCTCTTTTTACAGGCTTTGGAAGTTTTGAATAAT -CCTGCTTCACAATATCCTTTGATGACATCCCGTCGGTTAAATTCTTGATTGTAGACTCAAACCTGCTGAT -ACTCTTTTTATTACCTGCGAATGTTATTATCAAATTCTTTTTATTTGTAACCAATGTTTTGATATTATTC -AGCTCTTTTAATACACCTTGGGGATTATTGGAAATTTCTTTTTCCAATTCTGTAAGGAAATTGTAATAAT -CTAATCCTGTACTATAATTAAGATAGTTATATACCTCACTAAAATAGGATCTGCTTCTCATTGCTTGTAT -ACTTATAGGACTGTTTGTAAATTGCATTTTAAGTTCCGATATTCTGGACTTGATTATATTTAAAATATCA -GTGTTTTTATTAAATTGAGTATTGAGCAGAATGTCTTTTACAACCTCAATCTGCTTATCATAGTCCCCCA -TTATTCCAGTCCATGAAGCACTTAGGACAGGAGAATAATTTTTATAATTTTTATCAGTCAAGGCGGATAA -ATTAAATGCGACTCCGCTGATATACCTTGTCTTAAGATTTCCTAATTCATCCTTTGTATGGGACTTGGTA -TCAAGGTTTCCCAATAAATCAGTATAAAGCTTCAAGTAATGAAGCTTATCAGCAGGAACAGCTGAAGTGT -CCAAATAGAGACGTGTGGATTCGATTTCACCAACATTAGCTTCCGCTGATATCAATCTTACTCCATCAGA -TTTAACTTCTTTAACGTTATAATTTTTTACTTCCTCCGGCAAATCAGAAATCTTCACTGCCTGAATACTC -TTAACTACATCTTTATTATCTTCTCTGCTGTTCCACTCGTTGTAGGTTTTTGTTTCTTTGACAATCGCAT -CTATTTGCTGTTGGCTCATTGATGCCTTTAAATCAGAAAGATACTTTTTCTGTTCTGCTGCCTGCTTTTC -AGCAAGTCCTGCCTCAGGAACAGTAGTAACCAGTGCTGTGTTTTTATTGTTTATAAGAAATCTCTCGGTA -AGGCCTTCAAAATATTTTTTGCCTGATTTAGCAGCCATAGACTTTATATTTTTAAGCATATCGTTATAAA -AATCAGGACTGCCTAAATTAGCCCAGAAGCTGCCCATTTGTGTAGACAAATTTACTCCAAGGTTAGGCGT -TTCGGTAATGCTCGATAATCCCCTTAATTCTCCGGCAATTACTGAATCTACGTCATCCGTCTTAAAGCCA -GATTTTACAACATTACTCAGATATTTATCAACAAGTGCTTTAAAATCAGCTTTTTTACTTTCATCAGTAT -TTTGTGCGGAGAAAGTCAAAACAGGTATTGATAATCCTGTATTAAAAGTAACTGCTATATCTCCTCCAAG -CTTTTTATCCCTGAATTCCTGTTTCAATGCAGAAGTATTACTTCCAATTAACTCATTCAAAATAGCTACA -CCCAGTAATTCTTCGTTGGAGATACTTTCCAGTGCAAAGCAATAATCGATCTGAGATGCATTTTTAGTAT -TTGTACCGGCAGCAACAGGATATTTATAGGTTTTTTCTACTGTTTTCTTAAATGGCTCCAGCTTTAGTTT -TTCAATCTTTATGTCTTTCTTTTCATATTTTGAAAGATAATCAGTATCAATCATTTTAAGAAACTTTTCA -TAATCCACATTTCCATAGAGAACCATCAGTGAATTGGATGGATGGTAGTATGTTTGATGAGTCTTTATTA -CGTCCTCATATTTCAGGTCTTTTACCTTCTCAGGATCTCCTCCCGAAATGGTAGATTGAGTACTGTTAGG -AAATAGGGTTTTTAAATCATTGTATGCCGCCGCAGTTGTTATATTTCCCAAGGCACCCTTCATTTCATTA -TATACTGTACCGCTGATATTAAGATCAGCCTTGCTGTCCGTCATTTCATATCTCCAGGCTTCTCTTTTAA -AGATATTTTTGTCATTATATACCGACGGATGATATACACAGTCCAGATAAACCTCTGCTAGCTTCAAGAG -CTGATCCTCACTCAGTGATGAGACAGGATATGTAGTAAAGTTTTGGGCTGTAAATGCATTTATAAAAGTA -GAATATGTCTGATTCAGAATTGTAAATAATACATTTTTCATTGGATACTTCTGTGAGCCGGATACGGTTA -TATGCTCTAGTATATGATTAACCCCCGTATCATTAAAAGCAGGTGTTTTGAATGAAATGTCAAATGTCCT -GTTAGTATCCTTATTCTGTATAAAAATAAACTTTGCACCTGTTTTTTCATGCTCAAATAAAACAGTTTTA -CTGTCAATAATATCCATATTTCCAATTTCCATAACCTTGAAACCGGAAACTACCTGACCTGCCTCCGGCA -ATGCCTTGAGTTCCGTTTGAGCAGCATTTACACTCGGTGCTGCATTAAGACAGAGGCTTAAAATTAAAAC -AAATGTCATCATGTACGAAACAACTTTTTTCATTACTCTTGTCTCCTTTTATTATTTTTACTATTAATTT -TGTAAAACTATACGATAATATCAACTAACAAGTCTTACAAAGTTTTCTAAATATTTAGTTGTAAGACTAG -TTTACATTAACAGAAATGGTAAGTCCATTCTTTTACATAAAATGATTTTAAAATATTCACAAAATATATT -ATTCCAAACTGTCTGCTAATTACCCCTAATAAGCGGCTATAAAATTCCATTTCTTTTTATCTGAATTTCT -TTAATAAAAGTGGTTATTCTAACAATGTAAATTAATTGAAAAACTAAAACCAAGGAGAACATTATGCCAC -AAAATCTTATTGAAAAAGCGTTTTCAAGGCCGGTAGAATCTTATTGGATTGGGTCAACACCTAAAACAGA -TTACCCGGAGTTGAATGAAAATATTAAAACCGATATTCTGGTTGTAGGAGGCGGAATAACCGGGATAGCA -ACAGCCTATTTGCTTCAAAAGGAAGGCTTTGATGTTGTTATAATAGATGCAAATAGAATCGTCCACTCAA -CTTCGGGACACACCACAGCAAAAATAACTTCTCTCCACAGCATAAAATATGCAAAACTGATAAAGCAGTT -GGGGGAAGAAGGTGCCGGCAAATACGGAGAAGTTAACGAAAAAGCCATCTCAACAATAGAAGATATAATT -AAAGAAAGCAGTATACAATGTGATTTCAGCCGACAACCAAACTTTGTTTACACAAAGGAAGAACAATATA -TAAACGTTATTGAGGAGGAGGTAAATGCAGCTAAATCTATTGGCCTTCCTGCAAGGTATGAAGCCTCTTT -GCCTCTTCCCTTTCCTGTTCAGGGTGCAGTTTGTTTTGATAATCAGGCACAGTTTCATCCTCGTAAATAT -CTTCTGTCCCTTGCAGATATATTTGTAAAAAACGGCGGGCATATTTTTGAGAACACGGTAGCACTTGACA -TCCATGAAGACCGTGAATGTACAACATCTACCCGAAACGGTTTCAGAATAAAATCAGACAAGGTAATAAT -AGCCAGTCACTTCCCCTTTTATGACGGATGGGGGTTCTATTCCGCCAGAATGTTTGCAGAACGCTCCTAT -GCACTTGCTGTAAAATCACCTATAAATGTCCCATACGGTATGTACATCTCCTATGAAGAGCCCACAAGGT -CTATAAGGACCCAGCCGGGAGAGGATGGCAGTCAGCTCCTGATTTTGAGTGGGGAACACCACAAAACGGG -AGAGGACAAAAATGAAAAGGAAAATTATATAAATTTGATTAAATTTGCAGAAACGGATTTTAAGGCCACA -GAAGTACCATATCGCTGGTCTGCCCAGGATTATACCGTCATGAACGAAATACCTTTTATTGGTCATATTA -CAGGTAATAAAATGAATATCTTTGTAGCCACAGGATTCCAGAAATGGGGTATGACAACCAGTCATGTATC -AGCGATGATAATACGTGATATAATTACCAACGGAAAAAGTGAAGCTGAAAATATTTTTATGCCCTCAAGG -TTTACTCCGGCAAGCTCGGCAAAGAACTTTATAAAAGAAAACCTTGATGTTGTTGACAACCTTATTTCAG -GTAAGCTGGAGTCACCACCCCAAGAGCTTACAATAGAACCGGGAGAAGGTAAGGCTATAAAGTACGACGG -TAAAAAAGCCGGAGCCTACATGGATAATGACGGTAATATCTTTATAGTTGATACAACATGTAAACATCTC -GGTTGTGAAGTTCATTGGAATTCAGCAGAAAAAACCTGGGATTGTCCCTGCCATGCTTCCAGATACAACT -ATGACGGAACGGTAATCGAAGGCCCTGCACTAAAACCTCTTGACAGACTAAAGTAGACGGGTTATAGGCA -TCACCTGTCAGCAAGAACTTTTTTGCTTTTTGTGGCTTTCAGACAGCGTGTTTTACGTCTTTCCATTACC -AAGAACGGAACATATAAAACCGCCCACAATACGCATCCCAGTATAAATGTAGGTATAAGATACCACTGAT -TTCCAACATGCCCTGCAAAAACTTCCATAAGCGAACCGGGGGCCGGAAAACGCAAGAAAAAGTAATTTCC -GTTGGTAATTATGTTTACAGGAGTAATCATCAGTGCAAAAGCAATGAGTATTGCAATTGTCTTTGGAAGG -CTTCTTATATCGGGTCTGAAACCCATGCCAAATACCATGAATACAGGGATAAAACAAATAATTCCATGAA -CAAGGATGGTTTGTATATATATGAATGAAAAGGTTGGATAATAAAAGACATCAGGTGTTAAAAGTGCCAT -AAAAGCCGGAGCCAGACCCATTGCATACGAATATTCCATAAGTAATCTGCTTCTGGTAATAGTCATTATA -GGAAGTATAATAAACATAAGGCTGCACAAGTGAAGGGGCAGCGTATACCCCCATGAAAACTTCCCCACAG -CGTTGTACCATAGCACCTGTGCACCTTCTGTCAAGGGCAGCAGCAAGCTGGTCAGTATAAGCATCCTCCA -CTTTTTTACCTCACTCTTATCCTTAAACAGTATAGTCATAATACACCACATGCACACCACCATAGCCACA -GCCAGAATATGCTGTATAGAAAACAAAGAATTGTGAAGTCTCTGTGGAATATCGTCTATGTACGTAAAAA -AATATCTGAACATTTCAAATCCTTCCTTGTCCGACCCTTTATATAATAATTTATATTCCTCGGACTGAAT -TTTAATCCTTTAGTATGAAAATTATTTTATTGACTTATGTTCCAATCTAAGTAAAATATTATATAGACTA -GTTAAGAAATTCTTTACAGTGTAAAGAATATGGAGGTTAAGATGAGAAGAGATGAGATCAGCAAGGTAAT -TCTGTCCGAAAAGGATATTCCCAAGCAGTGGTATAACATTGTAGCAGATATGCCCAATAAACCCGCTCCC -TATCACAATCCCGCAACACTGGATATCATTAAGCCCGACGATATGAAAGCCATTTTCCCCGACGAAGTAA -TCAGACAGGAAATGTCTACCGAACGTTACATAGACATACCTGATGAAGTTCGCCAAAGGTATTGCCAGTT -CAGGCCAAGTCCTCTATATAGAGCAAGGGCTCTTGAAAAGCAGCTTGATACTACTGCAAGAATTTATTAT -AAATATGAAGGGACGAATGCTACCGGGAGCCACAAGCTTAATTCTGCAATACCCCAGGTATATTACAATA -AGCTGGCAGGTATTAAAAGACTTGCAACTGAAACAGGGGCTGGTCAATGGGGCAGTGCTTTAAGTCTTGC -AACAAGCCAATTTGGGTTGGAATGTTCTGTTTATATGGTTAATGTAAGCTATCAGCAGAAGCCTTATAGG -CGTTCTTTTATGAAAACCTTTGGTGCAAATGTTGTAGCAAGTCCCAGCACACTAACAAACAGTGGACGGA -GTATTTTAGAGATAGACCCTGATTGTTCGGGCAGTCTTGGAATCGCAATAAGTGAGGCGGTTGAGGATGC -AGCAACACACGCAGATACCAATTATGCATTGGGAAGTGTTTTAAACCACGTCTGCCTGCATCAGACTATA -ATCGGTATTGAAGCAAAAAAGCAAATGGAATATTTAGATGAATATCCCGATGTAATTTTTGCTTGCTGCG -GAGGCGGAAGCAATTTTGCAGGTATAGCCTTCCCGTTTTTACAGGATAAGCTGAACGGACATAATTTAAG -AGCTGTTGCTGTTGAACCGTCAGCATGTCCTACTTTGACAAAGGGTGTGTTTGCATACGATTACGGAGAT -ACTGCAAAAGCAGCTCCAATAACAAAAATGTATACTTTAGGACATGACTTTATTCCCTCCGGTATACATG -CAGGCGGCTTGAGGTACCACGGAGGCTCCGCAATTGTCAGCCAGCTGTACCATGATGGAATCATTGAAGC -AAAAGCGTACGGTCAGAAGTCTGTTTTTGAAGCGGCAGTAGCCTTTGCACGTGCAGAGGGAATTGTTCCT -GCTCCTGAATCGGCACATGCTATAAGGGCTGCAATGGATGAAGCTATCCTGGCAAAGGAATCTGGCGAGG -AAAAGGTTATTCTGTTCTGTCTCAGCGGACACGGGTACTTTGATTTTGCGGCGTATGAAAACTACTTTAG -CGGACTGATTGATGATATAGAATTTTCCCCTGAATCTACTAAAAAGAGTTTACAGGATTTACCAAACATA -AAATAGTTTTTCAATATAACATTATACAATAAAGCGTACTTCACTGATTTAATTGGTGAGTACGCTTTTT -ACCTATATTTTAGCTTTTAGCACTTTTACGTCAAAAGGAGCAAGTTCCAGCATCCCCTGCCTGATTTCTC -CAGTGAACATATCCGTTAAACCTTTAGTAAGCTGAATATCTTGTTTTTCGTGATTGAAGTTCATAAGAAA -TATGTAGCGGTTTTGCCCATCTGTACGAAGCTGGCTTGTCACTCCGCATGGTAGTTCAACGTCCAGTGTA -CGTGATAGTGTTAGTTTTTTCATAAGGGCATTATAAAAATCCTCAAGGAAATCTTCTCCTGTACGGGCTG -CCATATAGTAGGCATTCCCCTTTCCAAAACGGTTAACTGTCAGTGCAGGCCTACCCGCATAAAACTCCTC -TCCATACCGAGCCAGAACCTCTGCGGATTCGGCATGAACCAGATCACAGAAATCTTGTACCCTATAAGTC -CCTGAGAGACCCAGAGAGTTATCACTCAGTATGAGACTATTGTTTTCATCCGGGTGCATAGTATCTATTT -CCTCACTCCAAATACCTGTAACTGCACGCAGCGGACCCGGAAATCCGCCCAAATGACATAGGTCATTTTC -ATTTACAATTCCACTCCAATAGGTGGCAACAAAGGTACCTCCCTCATTTACAAATGTCTCTATACGCTCT -CCGACACCGGGATGGGTCAGATAGAGCATTGGTGCAATAACTAGTTTATACTGTGATAAATTATCTCTTG -CACCTATAATGTCTACAGATACACCTCGTTTCCAGAAGGCTGTATAATGTGCGACACAGGTTTCCTCGTA -CTTTATCCTGTCACGTGCAAGAGCCTGTGCCTCCTCCATAGCCCACCGATTTTCCCAGTCGAATATGATA -GCAACCTTTGGATGAACCGTTGTTCCCACCACCTCATCCAGCTTTTCAAGAACTTGCCCTACTTGTGCAA -CCTCCCGGAAAACACGGGTATTCTCGTGACCAACATGATCTACCACCGCACCATGAAATTTTTCAAAACT -TCCTCTTGATTTTCTCCACTGAAAATACTGAACTGTATCGCTGCCATGAGCAACTGCCTGAAGTGAAGAT -AACATATGCATACCGGGACGTTTGAGTTTGTTTACTTTTTGCCAGTTAACCGTACTGGGTGTACTTTCCA -TCATCATAAACGGCTTGCCCTGCTTAAGAGACCTGTTGATATCATGGACAAAGGAGGTTCGTATGCCTAT -TTTCCAATCCGGCTGCTCCGAGGTATGCCAAGTCGGGTAATTATCCCATGAAACTACGTCAATCTCTTTT -GAAAGTTCCCGGTATTCTAAACCCGGAAAGGTTCCCATCAGGTTGGTAGTGACGGAAATTTCCGGTGTCA -GCTCCCGCAGAGGTTTAATCTCGTTTTTTAAAAAATCAATTGTCTGGTGTGAGACAAACCTCTTCCAGTC -CAGAATAAGTCCATGAGTCTCATGCTCACCCCGGGGAGATGGTGACTCTATTTGTGACCAATCTGTATAT -CGGTGTGCCCAGAAACCCGTCCACCACTCATGGTTAAGCCGCTCGAGGTCACCCTCGTACTTTTTCATAA -GAAAACTGCGGAACGCTTCCTGACATAATGGACAATGACATTCCCCGCTGTACTCATTTGAGATATGCCA -TAAAATTAGTGCAGGATGCCTTGCATACCGCTCTGCCAGCAAACGGTTGATTTGGCTTACCTTTTTACGG -TAAATGGGGGATGTAAGGCAATGGTTATGACGTCCGCCATGGAAATCCTTTAGCCTGTCCGCCTGAGTAC -GCAATATTTCCGGGTACTTTTGCGACATCCACGAGGGTTTTGCACCGCTTGGGGTAGCCAGAATGGCGGT -CATTTCGTTTTTAGAAAGTTTATCCATAATTTCGTCCAGCCAACTAAAATCAAACTTCCCCTCTTCCGGC -TCCAATGCCATCCACGAAAAAATTCCTATAGTCATTACATTACAATGTGCAAGCTTCATAAGACGAAAAT -CTTCATCCAATATCTTTGGCGCCTTCAACCACTGATCCGGATTATAGTCTCCACCATGCAGAATATGTGG -AAAATTCATACCAATAGGCATATATTTATCCATCACTTAACTCTCCTTTTTCAATCCTTGTAGTCATGTT -GGACATTTCACCCCAATAGTCTCTTGGTTTTCGCCCCACATAGTATTTAAACTTCCGATAAAAATAATCT -ATATTTTTGTAGCCTACCATATAAGAAATTTCATAAACCTTGTACTTACCCTCGGCAAGCATTTCTTTTG -CTTTACGGATGCGGACATGGTCAAGATATGAATTGAAGCTTTCGCCTGTTCCACTTCTGAAAATTCTTCC -AAGGTAAGAGCTGTTATAGCAAAAAATCTTAGCTAGTGATTCCAGCTTTAAGTCCTTGGCATAATTGGCT -TCAATGTAAATGCAAAGTCTCTTTACAATATTGTCCCTTGAGTTGTTGCCAATTTGCTTCATAAAGCTCA -GAAACTCGGACAATATGTAATCAGTAATCTCATGTAAGCTTTGTTTTGTATATATATCGTGTATTATTCT -TGCATCATCAGGTATTATAAGATTGTGATAGTTTTGAGACAGGATATCACGAACCCGTATAAAAATATTC -GAAAGTACTCCGGCAAATCTGTCAGGATGGAGGTTAAGCCTGCGGTATTCTGACTCAAAGCAGTGTATTT -TCTTCTGTAGTAACTCCTCCTGCCCGATTTCTATATAATTGTAAAAGACCTCTATGTATTCTTTTATGTC -AATAGAATTAAGGCTAACTCCTGATGAAAAATCCTCCTGTATATCATCCCATAGGACAAGGCTATCGGAC -TGTTGGTAGTAAAAACTTTGCTGTTGTATTTTTTTTGCATCTGTATAAGAAAGGTGGATTTCATCAGCTG -TACTGCACTGGCGTCCCACAGAAGCAAACAAGCCGGGCATCTTGCGGAAAATATCCGGCATTATGACTGA -GAAACGTGTAATTCCACTTCCCCATATTAGCACAACCCATAAATCATCGATGCATATACAGTGCATCTCT -TGTTCATTAGCAAAAAGTTCCGGGATTTTGCCATCAGACTGTATTGCTTTTATTACGGCAACACGGTATA -TACCGTCACATAGTTTTAGCTGTTCAAGATTTACCGAGCTTGCCGGCAGCTTGCCGCAAATAAAATCCGT -AAGCTGCTTTTCATAAATGAGATTCATGCTGGAGCGAATACTTTCAAGCTTTTCTTTTTCAGAAAGAATA -GTCTTGCGTACCTTAATAATAGCCTCCAGCAGATCGTCTTCCTCTATAGGTTTTAGCTGAAAGGAGGAAA -CTCCTGATTTGATGGCACTGCGGGCATATTCAAAATCTGAATAACCCGTAAGAATAATAACCTTGCCGCC -GAAACCTCCTTCTCTTGCCTTTTCAAGCATTTCAGTCCCGTATAGTCCCGGCATCTTGATATCTGTAATA -CATAGGTCAGGGTTAAGCTCAATCAGTAAACGAAGACCCTCATGCCCGTCCGCTGCTTCACCGATTATCT -CATATCCAAGGCTGTCCCAATCAATGATAGCCTTTAGTCCAGCCCTTACTGCCGGCTCGTCGTCAATGAT -TAAAACCTTGAGCATTCTGATTATCATTCCTTCCGTAGATTTTTAAGCACTGTTCCGGAAAAGAAATCCA -TACGGTTGTACCTGTTCCGGGACTGCTGTCTACCCTGATACCGTATGATTCACCGTAATAGAGCTTAATA -CGCTGATTCACATTTGAAAGTCCTATACTTTTACCTGTCTTACCACCCGATTCCTTAATCTTGCAGTGAA -CCTCCTCTAGCTTTTCAGCCTCCATTCCGAGACCATCGTCTTTGACAATTACCATTATATTTTCATTATA -TCTGTTAACTATAATGTCAATTCTCCCATGCCCCTCTTTTTGCTCAAGTCCGTGTACGAAAGCATTTTCA -ACAATGGGCTGTATTAATAGTGGTAATACCTTGAGAATTTTTTCATCTATACCGTCCTGAACGTCAATGG -TATAATCCACTCGTTCGGCAAAACGGAACTTCTGTATTTCCAGATAATTACGGACAAAATCAAGTTCACT -TTTCAGCGGCTGCGGATTGTCATCAAGCTCCAGAAGACTACGCATGGATTTTCCCAAAAGCTTTATTACA -GTGGCAATTTCACGCTGTCCGCAGACAAAAGCCTTCATCCGTATACTTTCAAGGGTATTGAACAAAAAAT -GCGGATTAATCTGACTTGCCAACATCTTGAACTGTGCCTCATTCTGTTTTGTCAGAAGCTTCTGCTGCTG -CAGCTTGTGTTCATAATTTTCCTGCAAAAGCTTTTTCATATCACCAATCATCTTAATGAGATCCTTATAT -AGCTCTGCTATTTCATCACTTCCACTGATACCGGGTGAAATATCAAGATCCCCCGATGCCGCTCTGTGAA -TTTGGGTCCGAATAAACAAAATACGCTTTGAAAAGTTTCCGGTAAAAAGCACCATAAGCATTACTGGTGC -CACAAGACTGATGAGTGCGATTAAAATTCCTGTGGTGTATGTATCAATCACCTGCCGAGTGATATCACTG -GTTGGTGTGATGTTGATAATCTGAATGGTACTGCGGGTTTTCTGAGGTAAAAAGGAGTCATGTACAATAA -ATACCTTCCTGTTTTCATAGGAAACATCCTTTAAAAATTGCTCACTGTCACCTGAAACGGCGGTAAGCCC -CTTTAAATCTATTTTTGTACCCAGCTTCTTACGATCATCTGCCAGCACAATACGGTCATTGTCAACAGTC -ATAAGCATTGTTGTTTTCTCATTCTGAATAACAGACGTTAGATAACTATAACTTACCCTCATGACCATAA -CGGCATAATTCCCGTTGTCATCAATACGTATACGGCGTACCAAAGCAAGATAATAAGAATTATTATCGTT -ATTATAAAAACACTGCCATATCATATTGCCACCGCTTCGAACAGCAGCCTTGTACCAGTCTTCTTTTCTG -ACAGTATCGGTGGTTTTCACAAAGAAACCGTTATCCCACATGGTGCTGTTATCTACATATAGGGTAATAG -CCTCTATCTGGCTGTAATACTGTATGTATTCCTTTAATGCAGGATAACTCTTACAGGCGTTATTAAATTC -CAAAAAACTGCTATATTTAGTTGAAATAATGTTTTTGAGCTGCTTATCAAAATAGATTTTGTCCGAGATG -TTCGTCATAAGATATAACAGCTCGTTGACACGGTCCCGCACCCGAACGGTATCTGTTTTGGCCTCGTTAA -CCATACGCGAGTAGACAGCATTAGACATGCTGTAGGTTAAATACAAGCTCACGAAAAATACCGGCAACAG -CACGGAAATTGCGTAGATACCGATCATTTTTTTACGTATCCGAATATTGTTCCAACCTTCTTTCAAGCCC -TTGACGAACACGATACTGATTCCACCCTCGCACCACACTGATAATTCTGTATAACAGGTTTATTATAACA -ATATTGTAAATTGTGTACAAACCTATTTTTCCCAGATAAATCACAGAGCAAGAGCTATAGCTATCGGAAG -TTCACGGGACGAAGTACCAATATGTATGGTATAGTTTCCCGGTACAAAAACCCAGCCTTCATGGGGGCGG -AATTCCGAGAATGTACGTTCATCAAGTTTAAATGTAATGGTTTTGGTTTCATCGGGATTGAGATATGTCT -TTTCAAACCCTTTCAAAGTACGTATCGGAGAGCCGTCCTTTTTTTCCGGCTCTACATATAACTGAACTGA -CTGTGCACCCGGCCTATTCCCGGAATTTGTTATATCAACATGGATTTCATACTCTGTACCGACACAAGGT -AGCCGCCTAAAGGATTCATTCGCCAATGAAAAAGTGGTATACGACAGTCCATATCCAAACGGGAAAAGCG -GAGGTATGTTGAATGCATCATGATAGCGGTATCCCACAAACAAGCCCTCGCTGTAACAAACCGTTTCACC -GCCCGGGTATTCCCCCAGAGCACTCGCTCCTGTTTCCTCCTCTTTTAAGGGAATAGTAAAGGGAAGATGT -CCGCTTGGATTTTCGTCTCCGAATAAAACCGCCGCAAGAGCCGTTCCGCCGTGCATACCAGAAAAAAATC -CCTGCATTACGGTAGGTGCCTTGTCAATCCAGCCGCTCATATTAACAGGTGAGCCGCTTATAATAACTAC -TACTGTATTGGGATTTGCGTCAAGTACACGCGACAGCAGCTTATCCTGTTCGTAAGGCAAAGCCATATCC -GGGCGATCACGACCTTCGGATTCCTGCTCATGTCCGTTCCCTCCAATGAAAATAACAGCATCGGCAGTTT -TAGCCGCCTGAATCGCCTCATCCTCAAGTCGCATTTGGATTTTTCTGTAGTCTTCATCAGCGGCTCTGGC -CTTTTCCTCTATATCAGCACGTGTTTTCTCATCAGCATTAGACGGAATATGAAATTCCTCCTTATAATGT -GTTTCATCAGGACAACCCGGATAATAAGTCACCTTCGCTCCGCTTGCCAGCCTCATAACTATGCCGGATA -GCGGTGTTACCTCGTAAAGTGCCTTGACTGCCGCACTATCTCCCCCGGAAGAGTGCTTTTTATCGGCATT -ACTGCCGATAACAGCAACTGTTTTAATACCGTCCGCATTAAGTGGCAGAACTTCCCTGTCATTTTTTAAA -AGAACAAAACTTTCCTTAGCGGCATCAAGAACCGCCTGCTGGTGTTGCGGTAAGTTGAAGCCGCCACGCT -TACGGTCCTTTGAAAACATGTTAAGTCTGAACATCAGCCTCAGAATTCGACGAACCTTATCATCGAGCAT -CCTTTCAGGAATTTTTCCGTCTTTGATTGCGTTTATAAGTGGTTTTGCAAAGAAATACTCATTAAAATTA -CTGGTTACATTCATTTCAATGTCAAGTCCGGCAATTGCAGGGGATTCTGTATCGTGTACTGCACCCCAGT -CCGATACTACAACTCCGTTAAACCCCCATTCCTCACGCAGGATCTCCGTAATCAACTGACGGCTATGGCT -GCAAAAAGTTCCATTGAGCCTGTTATATGCAGTCATAACTGTAAGTACTCCTGCCCGAACTGATGCTTCA -AATGCGGGAAAGTACAATTCACGCAGTGTAAGTTCATCCACCTCCGCACTGACGGCAAGACGTTCTGTCT -CCTGGTTATTGGCAGCAAAATGCTTGACACAGGCTGCCACATCAAAACGCTGTACACCTTTTATAAAAGA -AGCAGCAAGCTCAGCTGTCAGTATCGGGTCCTCACTGAAGTATTCATAATTTCTACCGCATAAAGGTGTA -CGTATAATGTTAACTCCGGGAGCAAGGATGACGTCCTTACCCCGACCTCGTGCTTCGCAGCCCAGTACTT -CTCCGAGACTCTCAGCAAGAGTCCGGTTAAAGGTTGCAGCAAGTGCGGTATTGGCGGGAAGGTATGTAAC -AAAATCTGTATTTCCTCCCACTGTGTTCCAATTATCGTCAGCAAACTCATTTCGGATCCCCATAGGGCCG -TCGGAAAAAACCAGAGGAGGAATGCCCAATCTGGGTACTCCTGCGGTTCTGAAAAGTCCCGCTCCGTGAC -ACATGCCGGCCTTTTCCTCTAAAGTCATCATAGAGAGCAGTTCATCAATTTTTTTATCTATCTGATCGTA -TTGCATTATATTCACTCCAAAAATTGTAGTCTTATCTATAGAATTCTTACTGTATAACTGCCAGTAGAAT -TCCCCGGCATAAATACAATACCATCCTGTTCCTTCTCAATAGTTCCGCCTGTACATCCTTTTGCTGTGAT -ACCACACAGTTTTATACTCCACGGTTTTCCGTCTCCCTCGGCAATCACAGTGATATCACTTTCTTTACGG -TTAACCGTAACATTTAGTGCCTCATGTCCGTCTTTCTCGTAGACAGATGTGCTTGCCTCGTAACCGTCAG -CCAGGGGCGTCAATAATAGGCGAACCCCTTGTGCGTATTCATAGACTGTTTCTTCCTCGTTGTCTCCTAT -GGCCAGAAGGCTGCCGGGACGGACAAATAACGGCAGACTCATGTAATTGTGCTTTTCTTTGCGATAACTG -CCACCCGTAACAATTTCCCCCGTCAGAAGGTTATACCACTCACCCAACGGCAAATAATACTCTACCAGCC -CTGATTTTGAAAACACAGGTGCAACCAGCAGGGAATCGCCCAGCATGTATTGACGGTCAAGGGTTGTACA -GGCAGGATCCTCCGGGAACTCAACAAACATTGCACGCGCTGAGGGCAGACCCTGCTGCGAGGCCTGAATC -GCAGTTTTATATATATATGGCATCAAGCGGCATTTAAGATTTGCAAAGAAACGCAGTACATCAACTGCTT -CTTCATCATATAGCCAAGGTACACGATAGCCGGTACTGCCATGTAGACGTGAGTGGGATGAAAGCATACC -GAAAGCCAGCCAGCGTTTATACACATCAGCTGTAGCGGTTTGCTCAAAACCTCCAATATCATGACTCCAG -AAACCGAAACCACACAATCCCAGTGACAGTCCTCCCCGCAGGCTTTCAGCCATTGATGAAAAGTCAGCAG -TACAATCTCCGCCCCAGTGAACCGGGAACTTTTGGCTCCCGGCCGTCGCAGAACGAGCAAAAACTACTGC -CTCTTTACCGACTTGTTTCAAAGTATCAAATACAGTCCTGTTGTATAGATAAGTGTAAAAATTATGCATC -TTCACGGGGTCTGAACCATCGTAATAAACAACATCCTCCGTAGGGATACGCTCACCGAAATCAGTTTTGA -AGCAATCTACACCCATATCTACAAGGTTAAGGAGCTTTTGAGAGAACCAATTACACGCATCGGGATTTGT -AAAATCAACGATGGCCATTCCCGGCTGCCACATATCCCACTGCCAAACACTGCCGTTCTTTTTGTGTATG -AAGTATCCTTTTTGCATCCCTTCATCAAACAGAACAGACTCCTGTGAGACATATGAGTTAATCCAAACAC -AGATATGCAGGCCCTTTTCCTTTAGCTTGGATAGCATCTTTTTGGGGTCAGGAAAAACATCTTTGTCCCA -AATAAAATCACACCAGTTGAACTCTTTCATCCAAAAGCAGTCAAAGTGGAATACTGATAGTGGTATACGC -CGCTTACTCATTCCATTGATAAAGCTTGTGACGGTTTTTTCATCGTAATTAGTGGTAAATGAAGTTGAAA -GCCATAGACCGAAAGACCATGCAGGAGGTATAGCAGGCCGTCCTGTAAGAGCAGTATAGTTTGAAATCAC -TTCCTTACAGTCTGAACCTCCTATTATAAAATAGTCCAACGATTCGCCTTCAACTGAGAATTGTGAACGT -GACACCACTTCACTGCATATCTCAAAAGACACGAGACCCGGATCGTTTACAAAAACTCCATACCCTCTGT -TTGTTATGTAAAATGGAATATTTTTGTAGGATTGTTCTGTACAAGTACCTCCATCCTGATTCCAAATATC -AACTGTCTGACCATTCTTTACAAAGGGTGTAAATCGCTCTCCCAAACCGTATACACACTCCCCCACGTCC -AGATCAAGCTGTTCTCTCATATAGGTTTGACCGCTTTCATGCTTTATGTAGGCCAGATGCCTCCAACCGC -TCCCGGTCAGACGTTCATCGCCGCGATAATAGTCTATATTATAGGTCTTTTTATCAATACGAGCCTTTAT -CTGACCGCTGCCAAACCACACAGCATCTTCATCTTCACTGATTGACGGAGAAATTCCGGGAGTATTAAGT -TCAAAATACGGTCCCGCTTTTTTGACCCCTTTATAGTGGTATACACTTATGCGAATTACATCCTCCGCCG -GGGAACTCAGCTCAATAGTCAGTGCAGGGCCACCTAAAGTATCACCCCTGTGATTTATCTGATTGCATGG -TGCAAAAATACGTAATACGTCTCCGCTTTTTTCAATACGGTATGCCTCGGACGGGTAATACAGAGAGTAA -CCTTCCTTACTCATCCAGTATCCATTTAGAAATTTCATGGTATAAAGTCCTCCTGATAAGTTTATCCCGC -TATTTTTATTTCCTTATTCTCAATTATACAGTCACATTTATATATTTAAAACGTAAAAAATCACAGTAAA -AACACTGTAATAATTCTAGAAGTTATTGAAAAGTAAAAGACACCTATAAATTTTACAGTGTTTTTGACCA -TTTTTTTAGGATATACAAATTTTATAGGGCAAGTTACAATATTTTTGTAAAATATTACTAATAGTGTTAA -ACAAACTTCGAGATTCCTTTGAATCCCAAAATAATATTTGGAGGATAACTTAATGTCCAGTCCGGCTAAC -AGCACCACCTGCGTAAAACTTAAAAAAAATAAGCACAGGGATCGGTTCAAGCTGTTTTTTATGGCTTTAC -CTTTTCTAATTCTTTGCTTTATATTTTCATATTTACCTTTATATGGGTGGATTTATTCACTGTTTGATTA -CCGACCGCCGTTCAAGCTTTATCAGTGCGATTTTGTGGGGCTTAAATGGATTACCTCCATTATCACAAAT -CCTGCTTACAGAAATGCCATCGGCGATGTTCTTCGCAATACATTTGCCATCAGCGGGCTCAATCTGTTGA -CCTCCGTTCTGCCACTAGCCTTTGCTGTTTTTCTAAACGAAGTCAAGCGTGGTTGGTTCAAACGCTCGGT -ACAGATTTTGACTACCCTGCCTAATTTTATCAGTTGGGTATTGGTTTACTCCGTTGCCTTTGTATTCTTT -TCCACCGGCGACGGTGTAGTAAATAAGATTCTGATTAATATGGACATTATTTCTTCTCCTATTAATTTCC -TCGCAAGCGATGACCATACATGGCTTGCAATGACGCTTTGGAGTTTGTGGAAAACCCTCGGCTGGAGTGC -TATTATGTACCTTGCTGCCATAGCGGGAATTGACCAGGAACTGTATGAAGCCGCCAAAGTCGATGGAGCA -GGTCGTTTTCGTATGATGTGGAATATCACCATACCGTCGCTCTTGCCAACCTTCTTTGTTCTTCTTATGC -TGTCGGTTGCAAATTTTCTTAATAATGGCCTCGACCAGTATTACGTATTCCAGAATGCAATGAACAAAGC -ACATATTCAGGTTCTTGACCTTTATGTTTATAACATAGGCGTGGGCAGCATGAATTTCCCTCTTGCAACT -GCTGTCAGTATGCTCAAATCTATCGTAAGCATAGTACTGCTGTTTACGGTCAACGGAGTATCAAAGCTTT -TGCGTGGCGAAACTATTGTCTGACAGGTTAAAAAGGAGGAAAATAACCATGTTACCTATTCTTGAAAAGA -AACAACGTTACTCTTTGGGAGATATTCTGTTTTTTATAATTATATACGTCGTATTTACGGTTTTAACAAT -TGCCTGTATTTATCCCTTTTATTTCTTGATAATCAACACTCTTACAGCTAATGATATCAGTTCAAAGGCA -GCAGTTTTACTTCTTCCCCAAAAAATCCATTTTGATAACTACCTGAAAATTCTGAATCTCAATGGTTTGA -CTGATGCTTTAATTGTCTCGGTAGCACGTACAATCATTGGTGCAGCACTAACAGTTTTTGCCTCTGCCTT -TTTAGGCTATCTGTTCACCAAAAAAGAAATGTGGGGTCGTAAATTCTGGTACCGTTTTGTTATTGTGACT -ATGTACTTCAATGCAGGGCTCATTCCATGGTATATCACAATGCTTAATCTGGGGCTTCGTAATAATTTCC -TTGCTTATATTTTACCGGCTATTGTAGCACCGTTTAATATCATACTTGTTAAGACTTATATTGAAAATAC -TCCTCAGGCCCTTCAGGAAGCCGCTCAAATAGATGGTGCAGGTTATTTTACAATATTTATTAAAGTTGTC -TGGCCCCTCTGCGTTCCCATTCTTGCAACAGTTACAATTTTTGCGGCAGTCGGTCAATGGAACTCCTTTA -CCGATACCCTGCTGCTGATGACAGACAGTCATCTGTATACCTTGCAGTTCATTCTGTACCGCTACCTTAA -TCAGGCAAGCTCACTAGCAAGTATAATGAGAAACAGCGGTGCAGGAATTGGTCAACAAGTATCAAGCCTT -GCAGGGTCACAAACGGCCCAGTCTGTCAGAATGACAGTTTCGGTTGTAGTTATACTTCCCATTTTGTTTG -TCTATCCCTTTTTCCAGCGGTTTTTTGTAGGCGGTATCATTATAGGTGCCGTCAAAGGATAGTTCTTTTA -TTTTGTTCAGTGGTGCCATGCACGTAAAGTGTAGCGTCACATAAAAAGAAATTGCTTTACTAATATAATA -ATTTAATGGAGGTTTATGTATGAAAAAGTGGCTTATCAAATCCCTAAGTGCTGCCATTATCCTCAGTTTT -ACCGTAAGTATGGCAGCTTGTACCAAACCGGGTACCGACAGCAGCTCGTCATCCGGTTCCGGCAGTTCTA -CATCCGGCAGTAACCCTTATAAGGACACTGTGACTTTAGATGTTTACACAATGACAGGCAATTTTCAGGG -TGAACAGATAGGATGGTTCGGAAAGGTAATCAAGGACAAATTTAATCTGAAACTAAACATTATTTCTGCT -CAGACAGACGGGAATGCCGATCAGTCCTTTCAGACACGTTCTGCTTCCGGAGACCTCGGTGATATCGTGG -TATATGGTGCCATAGATACAAAATTCACCGATTCTTTAAAGGCGGGTCTTTTAATGAAGCTGTCTGATAA -TGATTTGCTGGCAAAGCACGGAGATAACATTGTAAAGAATTTTTCAGGTGCTATTAAGCGTATTTCCGCT -AAATACGGCGATTATGCAATTCCCAATAATGTATCTAACGAGTCTCCCATTACTCCTTCCGAGGATTCTG -ACCTTACATTTGGTGTATACACCCGTTACGATTACTATCAGGAAATCGGTTCTCCTAAGCTTAATAGCTT -CGATGATGTATATCCGATGTTAAAAGCAATGGCAAAAAAGCATCCTACCAACTCAAATGGTCAGAAGCAG -TATGCTTTTTCACTGTTTAAAGATTGGGACGGCTGCATGATGATGTTCGGTAAAATGATTGCAGAGCTTT -ACGGCTATGAGGAAGCTCCCTTCGGCGGTTTCCTGCTGACAAACAATATGGCTACCGAGTATCAGAGTAT -TATTGATCCGGACGGTTACTATGTCAAGGCTCTTAAAGTTTATAATCAAGCATACCGTGACGGTTTGCTT -GACCCAGATTCAATCAATCAGACCTGGGATGATATTACCAAAAAGTATGCAAACGGTCAGGTTCTGTATT -CCCAATTCAGCTGGCTTGGCCCTAACAATTTTAACAATGCTGACAACATATCAAAGGGTGTAGGCTTTGC -CCTTGTTCCTATAGCTGATGAGAAAATCTGGTCAAATGGATTTACTCCAAACGGCAGCACCTACCTTGTA -GCTCTTGGTAAATCCTGTAAGAACCCCGAACGTGCCATGGATTTCTTAAATTGGTACTATTCATCTGAAG -GTGAAATGATAATAAAGAACGGCCCTGAAGGTCTTGCATGGAGAATAGAAAATGGCAAACCAACATTAAC -TGATTTTGGTAGAAAATGTATGCCATCCATTGCAGTTGAAGTATCTAGTGAGTTTGGTGGCAGTGATTGG -CAGACAGGGGAGTGTAAAGTCGGCTTTGACGGCTTAGCAGCAAACTCTATAAATCCAAATACCAAAGAGC -CATACTATTACAAGCTTTGGTCGTCGACCCTGTCATCCAACACAAGTACCCTTCAGAAAAACTGGAGTGC -AGCGATGGACGATGCTCTGTCCACCAAAGACTGGCTTATGAAGAATAACCATGTTTCAGTTTCTCCCGGC -ACTGATTATGTTGGACCTACCCTTCCTTCCGATATTCAATCAACTCAGGATGTTGTTAAAATGGATATTC -GTGATTATTCCTGGAAAATGGTTTATGCCAAGAACGATAGTGAATTTAATTCTCTTCTTAAGCAAATGAC -TGAGAAGGTAAAAGGCGAAGGTTATGACACCGTTGTTGAATGGAATAAACAGCAGTTGGCTGAACTTTCT -GCGGCCCGCAAGCAGGCTGCAGAAAACAGCAAATAAATTTAAATGAAAGTATAGTGAAATCCTGTTTTAC -CTGTCTAACAACAGAGACTTGAATAAAGCAAAGTATTCACGCAAACAAACATTTGGGTATAAATACCATG -GGGTGCCGGAACTGATTCCATAAGGTTTCAGTCCGGCTCTTTTTGCAAGTATCTTTGCTCTGAACATGTG -AAAATCATTAGTTATGATCATTACCTTGCCAAGGGGCTTGCCCATGGTATTTTCATATAAATTTTTTGAA -TACTGCATATTTTCATATGTGCTGGTAGATCGTTCTTCTTTTAAAATAATATTTTCATGTATATTATGCT -TCACCAGATACCTTTTCATTGCCTCGGCTTCCGTTATAGTTTCACCTTTACCCTGACCTCCAGAAACTAT -AATCCTCACATCAGGGTTAAGTTTATAGTATTCCAAGGTATAATCAAGCCGTTTCTTCAAAACCAGCGTC -GGCGTTTCACCTTTCAGACCTGCCCCCAATACTATTACACTGTCAACCTGCTGCTCCTTATCTGGAATTG -CAGAGGTTATTATGATAGCGGTAATAATAATAAAAGAAACAAGCCAAACCAGAAACAGACCTGTAAATAC -TTTTATCAGCTTGCCGAATAAATTTTGTTTTTTCCTGTATAATCCAGTTTTCTTAAACAATGCCCAAAGT -ATTATGCAAGCTCCGCCTACTGCTGGAAGCAAGATGCCTAGATCCATACCGCCACTTCTTTTGGCAATAA -TAATAGTGTCCGTTATACCTGCGACAGCCAATAGATACAAAAATATCCTTAGAAGTCCTTTTTTCATACC -TCACCTGCCGTGTAAAATTTATTTAATTAAACTCAAGAGTTTTTCCCGGATTATCTGACGGACTAAAAGT -GTACTTTTTACCCTCTTCAGGTTTAATAAAAGTACCGTTAAAGCTAAAATGGTCAGACTCAATACCTGCT -TCTCCGTCCACAGTTACCTGCATTTGTTCAACCCCCGGTAGGTTCAGTACTGTCATTGCAAGTATGTTGG -TATGGGTTATACCCCCTGCACTGCCTGAATTAAACTTTTTTACAGTCTCTTTGGGCAAATCAATTGTAAT -TTTCTTTCCATCCAAAACCGCCTTGTTGATTTTGATATCGGTAGAAGACAAAACATTGTTTATTGCAGAA -GTCATATCTGTTTCGTATAATTTTTTATCAAGAGTGATATTACGGATTTCCTTTGGTTTTTCATAATCGT -CAGCATCGTAATAGTAAAGCTTAAGTTCCAATGTTTCATTAACTGAAGTTGTTTTTGCTGCTGTTGTCTG -TGATGCTGTTTTTTGTGACTCTGTAGTTTGTGATGCTGTCATTGATGAGTTCGAAGGAGTACTTGAAGAT -TCAGAGGGTTCCTTCGACCGACCTACAGCATATACAAGCAATGCTACCAAAATTACAATAAAGCAAAAAA -GAACAGCCACGATAGTTTTTAATTTCTTTGAATTATTCATACAAAATCCCTCCCCGGATTAAAATTAAAT -GATTTATTGCACCCTGATGTGTGATTCAAAATTAACCTTCCCGTCAACCTCATTTATTCCTGTAATATAT -ACAGCCTTGTCACTGCCATCCATATCAACAGTATCCTTGTATAATGAAATAATATCTCCCGCAACTGCTT -CGTTTACATAATTTATTTGGATAGATTTAACACGATACTCTCCATGTTTTTCTACCGTAAAGCAGTCTAA -TATATAGTCAATATATTTTGCATTATTAACGTGACCGTTGATATCTATGTCACTAAATCCTACAAGCTTT -TTATAAGCCGGCTGCAACTGCCCCGAAGGCTTTAGCTTATCAAATTTTCTGTCTATCGCCTTTGATTTAA -GAAATTCAGGATACTGGGGCGGAATAACGGAATCGATTCTGACCATCTCACGTTTCTCCATATCCAGTAT -AACCCAGGTAGAGATTGCACTGGCAAGAATACTTCCATCCATGTCCCGTACAATAAAGTTTCTATCAATC -ATCTTTTTTTTAGGCTCAACAGGCCATGTTTCAATTGAAATTTCTTCATTGCATTCCGGCATCCTGTTTA -TGTCCATTAACATGCGAGTCATGACCCACGCAGCACCGTAATCATTTTGTAATTTCCTTATACCAACATT -TGTATTCTCTGAATGGAGACCTGCAATATTCTGAAAGTAATTAAAAAGATAACTGAGTTTTAATCTTTTA -TAAAAATCTGCGTCACCGTAATCTACATGATAGTTCTTTTTGTATATCGAAAGTGGTTCCATAAGTCCTC -CAACTAAACTGTAGCGTATTATCCAAGCTTGAATAAATATTTACCTACTATGTGATCCTGTGGTATAGGA -CCTATCATTCGGCTATCCTTACTTTCATTTCTATTGTCTCCCATAACAAATACTGAATCCTCGGGAACCT -TTATTGTATCTTCTGATTGATACAACATTGGCTCTCTTATGTATGGTTCTTCAAGAGGAGTACCGTTACG -GATAACTTTTCCGTCTTTAAACTGCAACTCATCTCCGGCCTTACCTATCACTCTCTTAACCCAGAACACC -TGCTGATTATTATCAGAAAATCTGGATACAAGTATGTTATATTTCAGGGGATCTATTACATTGTCCCAAA -AGGTTCTTTTTCTGTCTACTCTGCTGTCAATTATAACTATATCTCCGTAATTTGGTTTACTGCGGAATAT -ATTCTGTGTTTTATTTATGATTATTTTGTCTTTATCGTGCAAAGTATTATCCATCGAATGCCCATCCACA -CTGGTTGGCTGGAATATAAAAATTATAACTATTAATGCCAAAATAACAGACCCCAGTATTGTTCCCGCCC -AGCTTAATAATTCTTTCAAAATCTTCATTTCCAAAATATCTCCTCACTTGTTTCTTTTAAGTTTTTGTAG -TCCCTTGTTTTACCATATTTGCCTAATTATAATATATTTATTTAACATTTTATAGACAAAATTTATTAAC -TTTTTCTTAATAATTATACGGGAGCAACGGGATATAAGTCTGAAAAAAGCGGTCTGGCACTGCATATACC -CAATTGCCATAATTGCCTGGATCAGCACCTAATCTCTATATGCTAAAATCCAAGCAACTATTTTATTACT -GTTTATTATTTTACTTTTATTCCAAATATTTTTTTTGCATAACTCCCTACTACGATAGTATCGTTGTAAA -TGGCTGGCGAGGATTCAACATTTCCCTCCAAAGATACTGAGTCAAGGGTTTTTCCGTCCATTGGATCAAC -CAGTCGCATATACCCGGCATAGTCGGTATAGACCAAATAGGTTTTGCCATCAGAGCTTTTGAAATCAACC -GGTGAGCACCAACTGTATGCAGTCAGTTTTTTGTTCCATATTTCTTCACCAGTGTTTTTATCCAGAGCAA -CCATGTTTCCATCAGTATTTGAACCTGTAAAGCAAATATTGAATATTACCATATTACTTATATCATCTTT -GCCAAGTACAGGAGTTCCCAGTGCCCCACCGTTTATATAGTAATTATATAGGCACTTGTAGTCCTTCTGC -CACACAAGTTCTCCAGTTTTTGCATTTATTTTTCTTATATTACAATCTGCAAACTTATTTTTGCCATTTT -CTCCACGCTTGTCAACCTGATTTGCAGTGTAGAGGAATACTCCGTCCTTTGTTTCCTCTATTACTATTGA -GCTGTCGGTATCATCTCCGGTATCATATATCCATACTGGCTTCATGGTATTCAGGTCTAGGCATTGGAGT -GTACCTCCGTTGTCGCAGAAGTACATATAATTTTTGTAAACTGCGGGAGAATTTTCTATTCCCTGTTCAT -CGTTATACGGACTTCTATAACGATATTTTGTTATCTGCGGTGCTACTGAAAGAGTTCCCGCTGTCTTGTC -AAATTTTGTATTCATTTTGACTTTGTATACAAGTCCGTTTTCGCCACAGTCAAGGAGTGTATCAGTCTTT -TTGTCCAGAAGTGCGGAAGAATCGTTTGCTCCCCAGCCTCTGAATGCAACCTGATCCCTTCCGAAAATGG -AGTACATTTCTTTCTGGTTAAGAAGATTTATGATTCTGTATTTGTATTCACTTAACTTTCCGCCATTATC -GTTTATCCCCATCCCGGTATAAAGTATCGGATAGCCTCTTGGGTCAATCATAGCTGTTCCTTTTATCGGG -TAACCGATTTTAATTGGGTTTCTGGTAGGCTTGCCTGTATCCATATCAAGAAAATAAATATTCCCGTCCA -ATGTAGGGTATATAACCTCTACAAGATCCTTTGACTTCATATCACTGTTAATATTCATCATTTTTCTGAT -GTCCTCAGGCCAGTGAACAAGAAGCGGTTGTCCTGTCCATCCTGTACCGGGCCAATAGCTTCCTTCACTT -GAAATAGCTCCGAGTCCTGTCTTTTTCCAAACAATCTCAAGCTTTTTCTGTGTTACGGTACGTGTTCCAA -ATGACGCATTATCTCTGTAATTGTTTCCTCTGAATGCAGTTACCCCTTCAAGGTCTGAATATGTATCAGA -CGAACCAAAACTGATTTTGTTCTTGTCTTTTACTGTATATTCCTTCAAGGGGGTATTGTTTGTGAATACC -CAGCTTTTCATTTTAGTCCCGTTATTAAAAACGTTATCAAATGCATAGTCAGTAAATGCCTTTGCACCGT -CAAAAGTTGACTCTGTAGTCCAAGATGTTTTTAATTTAGTTTGGTCTGTTATTTCTGCAGGCATTGGGTC -TGCTACAGGCTCCGGTTCAAGCTCCTCTTCCTCGTCCTGTCCGTTACCTGCCGTAGTATCTGTAACAATT -GGATTCCTGATATTCCCCAATTTCCCTGAATCACTCAATTTGCTTAATCCTATCATTACTCCTGTAGTTA -TCAGTGACAGTATCAAAATAGTTAATATTATTTTAAGTTTATTGGTTGCCCTTCTTCTATGTCTCCTCAT -TTTCAATTTACTCCCCGGTCATTTTACTTGATTTTTACACCGTATATTTTCTTTGCATAAGTACCTACTA -CCGCCATATTATTATACACTGACGGTGATGCCTCTACATTCCCTCCAACAGAGATTTTATCCAAGTCTTC -TCCCGTTTTTGGGTCTATCAAATGCATATATCCTTTAAAATCACAAAATAACATATATGTCTTCCCGTCT -TCCGACAAGAAATCTACAGGTGAACTCCAGCTGTATGCATCCAACTGTCTCTTCCAAACCTCTTCACCGG -TTTTCTTGTCCAGTGCCACAAGAGTTCCGTTACTTGTGGAGCCAGTCAGTGCTACATTGAATATGACTAT -ATCGCTTATGTCATTTTTGCCTAGTACAGGAGTTGCCAAAGCTCCTCCGTTAATATAGTTCTGGTAGACA -CATGAATAGTCCTTCTGCCATACGAGTTCTCCCGTCAAGGCATTTATCTTTCTTATGTTGCAGTTTGCCT -TTGCACCTGATTTTCCGCGTTTATCAATCTCGTTTGCTGTATAGAGGAATACACCCTCGTCAGTTTCTTC -AAGAGTAATTGAACTGTCAGTGTCATCACCCGACCTGTAAATCCACACAGGTTCAAGTTTATTGATGTCC -AGACACTGTATTGTTCCTCCGTTATCGGCAAAGTACATAAGGTTTCTGTAGACTGCAGGTGAGTTTTCTA -TTCCCTGATCGGAGCTGTAGCTGCTCTTGTAACGATATTTTGTTACTGTAGGGTTTATTGAAATTGTTCC -GGCTTCCTTATTAAACTTTGTATTAAGCTTCGCCTTATAAATAAGACCGTTTTCACCGCAGTTTATAAGT -GTATCGGTATATCTGTTCAGCAATGCAGAAGAATCGTTTGCCCCCCACTGTCTGAAGGCAACCGGGTCAT -TTCCCGGCAGTGAAAATATCTCTTTTTGCTGTATTAGGTCAAAAATCCTGTACTTGAAAGTACCCTTCCT -GCCGTCATTCTCATTTAGTCCCTGCCCTGTATAGAATAACGGGTAACCTCTGGGGTCCACCATACCGGTT -CCTTTAACGGAAAAGCCTATGTTCATTCTGGGTCTTGATTCCTTACCTGTCTCCATATCAAGAAAATAGA -CATGTCCGTCAAACACCGGATATATTACTTCAACAAGATCCTTTTCCTTTAAATCATTGTTGATGTTCAT -AACTTTTCTTACATCCGGCGACCAGTGTGCAAGAAGCGGTTGTCCTGTCCATCCTGCTCCCGGCCAATAG -CTTCCCACTCCTGAAACAGCTCCTATATCATGGGTCCATACTATCTCAAGCTTTTTTTCCTTAACATCTG -CCTTTCCCCACGAAGGAGCTGTCCTATAGTTATTTCCTCTGAACGTAGTTACACCTTCAAGTTCCGAGTA -CATTTCAGGAGAACCGAAAGCAAGGTTATAAGAAGGTTTGTAGCCTGACGTTACTTTGTTGCTGACCAGT -CTCCAATATCTTATATTTCCGTCCTTGAATGTTTTCTTTATGGAACCGTCCCCCATAGCAGCCTTAGATA -TGAAGCTTGCCGGGTTCTTCCAAGAAACAAGAAGTTCATCAGGATTAGTACTTTCAGCCGGTTGCTTGGC -CTTATGGGTTTCCTCCGCCGGAACGTTTTCAGTCACGGTACCTGTAGTATCAGACACAGTGGCAGTTGCA -GAGGGTGTCGAAGCTGTCTGCGGCGTTTTATTTAAATCTTTTTGGGGAAACTTCCCTATATATATCAGGT -ATATTGCTGTCATAGCTACTAATAAAGCAAGTAAACCAACAACTAATGCGGGAAGCAGCTTATTAACATT -TTTTCTTTTTTTTCTGCTCATTTTCTATCTCCGTTTAAATTTACCATTTTGGCCACATTTGGCATATCCT -TATCTTACTTATTATATCAGACTGGTAAAGATAATTATATTTCTTTTTGTTAAAAATGTTGTAACCTTTA -CAACATATATTTGTTAATTTTTTACATACATCCTATATCTTAAACTTTCCCAATTTCTTTCGAATACAAT -CTATTTAAATAGTAAAAATTAATTATGTATCTGGACAATTCTTCTTAACCTAATTATAATTAGTAGAAAT -AATAAAGGGGGAAGTAAATGAATAACTACTACAACCTGTCAACCGAAGAAGTTTTAAAAAAGCTCACCAC -CGGTATGGAAGGTATTCCTGATAAAGAAATAGACCGTCTAAGGACGAAATACGGATTTAATGAACTGAAA -GCTGAGAATAAGGCAGGATTCTTTAAAGTATTTTTCAGTCAGTTTAAAGACTTCCTGGTAATAATTCTTC -TTATAGCGGGTGTTATCTCACTGTTTCTCAAGGATTATGAAAGTGCAACAGTAATTTTTGCAGTAACTAT -ACTTAATTCTATTTTAGGCACCGTACAACACTTTAAGGCTGAAAAGTCCCTTGATAGCTTAAAAACTCTG -TCATCTCCCGTAGCAAAAGTTATAAGAAATAATGAAAAACTTGAAATACCCTCCCGTGAGGTGTTAGTTG -GTGATATACTTTTGCTTGAAGCAGGCGATTTTGTAAGTGCTGACGGAAGAATTCTTGAAAACTACAGCCT -GCAGGTCAACGAAAGCTCTCTTACAGGAGAATCTGAAAGTGTACTCAAAGATACCGACGTAATTAAAGAT -ACTGATATAGCTATTGGTGACAGGAAGAATATGGTGTTTACCGGCAGCCTTATTACCTACGGAAGGGCTG -TAGTTGCCGTTACTGATATAGGAATGTCAACAGAGCTTGGCAGAATCGCACATTTAATGGAGTCTGCACA -AAGTAAGCAAACCCCTCTGCAGGTAAGTCTTGACAAGTTTGGTAAAAAATTGGCTGTTGCCATACTTTTT -CTTTGCGGATTAATATTTGCAGCAACTGTTTTTAGAGGTTACTCGCTTATTGACTCTTTTATGTTCGCAA -TAGCACTGGCTGTTGCCGCCATTCCTGAAGCACTAAGTTCCATTGTTACGATTGTCCTTGCCATAGGCAC -CCAGAAAATGGCAAGTGAAAATGCAATAGTCAGAAAACTTCACTCTGTAGAGAGCCTTGGAAGTGTTTCT -GTAATTTGCTCTGATAAGACTGGTACTTTGACACAAAACAAAATGGTTGCTGAAAAGGTATTTGTTGATT -CAAAGGTTCTGGAACCCGGCGGACTTTCCATGGAGGATAAACTCCAGAGGACTATTGTGAAAATGAGTGC -TTTAGCCAGTGATGCTACTATAACCGGAGACAAGGGCGTTGGGGATCCTACTGAAATTGCTTTTATAAAG -CTTGCAAATAATTACGGCTTTGAAGAAGAAGACCTTCGTAAGGAATATCCCAGACTTTCAGAAGTTCCCT -TTGATTCAGACAGAAAGCTCATGAGTACCTTTCACAACATCGAAGGACAGTACCTGATGTTTACAAAGGG -TGCCCCTGATATTATCCTTGAAAGAGTAAGCAGCTTCGCTGAAGAAAACGGAGAAAGGCCCGTATCCAAG -AGTGATATTGAGATGATAGAAAAGATAAACAGGGACTTCTCAAATGAAGGTTTAAGAGTTCTTGCATTTG -CTTTTAAGAAGTTTGATTCTCAGGTTTCTATTTCTACCAATGATGAAAAAGATCTTACCTTTATGGGTTT -AATTGCAATGATTGATCCTCCCCGCGAGGAATCAAAGCTTGCAGTTGCAGACTGTATTAAAGCAGGAATT -AAGCCTGTAATGATAACGGGCGACCACAAAATTACGGCATCTGCAATAGCAAGACAAATCGGTATTATGA -ATGAAAACGGAAGAGCTGTTGAAGGTACTGATGTAGAGAAAATGACCGATGAAGAACTTAGAAATAATGT -TGAGAACATATCGGTTTATGCCCGTGTATCTCCTGAACATAAAATAAGAATAGTAAAAGCGTGGCAGGAC -AAGGGAAATGTTGTGGCAATGACCGGAGACGGTGTAAACGATGCTCCTGCACTGAAACAGGCTGATATAG -GTGTAGCTATGGGGAAAGTCGGTACTGAGGTTGCAAAGGATGCCGCTTCCATGATTCTGGTAGACGATAA -TTTCGCCACTATTGTTAAAGCTGTGTCAAACGGTCGGAGTATATATACAAATATCAAAAATTCCATAAAA -TTTTTGCTTTCAGGAAATACTGCTGGAATACTTGCTGTTCTGTATACGTCCATTCTGGCACTTCCACTCC -CTTTTACAGCAATGCACCTATTGTTTATAAACCTCCTTACCGACTCTATGCCCGCAATAGCCCTTGGTTT -GGAGCCTTACAGAAAAGATGTGCTGAAATCCAAGCCTCGTGATATTAACGAACCTCTGTTGAGCAAAGGA -TTTCTATTCCATGTTCTTTTTGAGGGTGCGGTTATCGCCGCAAGTACCCTTGCAGCATTTTATTACGGGT -TGAATAAGGGTGGTGCCACACTTGCCAGTACCATGGCTTTTGCTGTACTTGCTCTGTCACGTATGATACA -TGGCTTTAACTGCCGCTCCAAGTATCCTATATACAGAATAGGCATATTCTCAAACAAATTTATCTGGGGT -GCTTTATTTATAGGAGTTATATTGCTAGGATTGGTACTGTTTGTTCCTCTATTTCAAAGCCTTTTTACAA -TTAATCCTGATGTATTGAAAAATTTAGGTGTAATCGTTATTCTCTCATTGGTTCCATTGGTTGTAATTCA -AATTTACAAGGCTATCAGAACCAGCATTGAGAAATAATAGATTATGCAAAATGTATAGAAAATTAAAATG -ACCAAACAATAAAACTGTACACAAATCTTGTTCAGGGAGGTCATTACTAGATGGGAAAAAATAAAAGTAC -AAAATCAGATGGTGTGGAATTCTTTTCTGACACACAGAATCTAGGAACCGAGAAACGAATTTCAAAGGGG -AATATTAAAAAGTCAGTTTTGGAGACCAAAACCAAATAAGCAAACAAAAAGTACCGGCCTATTAAGCCGG -TACTTTTTGTTTGATAGATATATTATGCCTCAATTAAATTATCTTGCTGTATAATGTGTATGAAGTAACT -TGTGAGCCTTGTGTCCGCCTGCTTCGCCAAGGTACTCTGCATACAGCTTCTGTATCTTCGGATTTTCATG -TGACTTTCTCTTTTCACATGACACATCTATATTATAAAGTCCCTTGATTCTTGCAGCCTTAACATCATCT -GTAGTTGACTTGTCCTTGATGATTGGCTGTCCTCCGCCGTTTATACATCCTCCTTCACAGCCCATTACTT -CTATGAAGTGGTAATTTGCTTCTCCGGCTCTTATTTTATCAAGAAGCTTTGATGCATTTCCTGTACCATT -GGCAACAGCTACCTTTATTTCCATTCCGGCAACATTTACCGTAGCTTCCTTGATTCCGTCCAGACCTCGT -ACAGCGGTATATTCTATGCAATCCAGTGATTTACCTGTAAGCTTATCTGCAACTGTACGGAGGGCCGCCT -CCATAACTCCTCCGGTATTACCGAATATGGTTCCTGCACCGGAATATGTTCCCAAAATACTATCCTGCTT -ACTGTCTTCAAGCTCTTCAAATTTGATTCCAGCCTGTCTTATCATCTTTGCAAGCTCTCTTGTAGTTATA -ACAGCATCAATATCCTTTAGTCCGTCAACGCTCATTTCTTCCCTGTCTGCCTCATATTTTTTCGCAGTAC -ACGGCATTACAGATACTACAAACACCTTCCTTGGGTCAACATCTGCCTTGGTCGGATAGTATGACTTTGC -GATCGCACCGAACATCTGCTGCGGTGATTTACACGAGGAAAGGTTTTCTATAAAATCATGGTAATTGTGC -TCGCAATACTTTATCCACCCCGGTGAACAGGATGTAATTAACGGGAGCTTTCCGCCGTTTTGGATTCTGT -TTATAAGCTCATTGCCTTCTTCAATTATTGTAAGATCTGCACTGAAGTTGGTGTCAAATACCTTGTCAAA -CCCCAATCTTCTGAGTGCTGCAACCATTTTGCCTTCAACATTTGTTCCCGGAGCAAATCCGAACTCTTCT -CCAAGAGCAACTCTAACAGCAGGAGCAGTCTGAACAACTACGTGCAGATCAGGATTTTCAAGAGCCTTCC -AAACCTTTTCAGTATCGTCTCTCTCCTGTAATGCCCCAACAGGACATATCTTAATACACTGACCGCAGTT -GATGCACTCCTGGCTTGCAAGCCCTTCTTCATATGCAGTTGTAACTGTCATATTTGCACCACGGAAAGCA -AAGTCGATAGCACTTACGTCCTGTATCTTTGAACAGACACTTACACATCTTCCACAAAGAACACATTTGT -TAGGGTCTCTTACGATAGGGCCGGAAGTATCAAGACATCCCTTATCAACCTTTCCTTCATATGGGATTGT -ATCTATTCCGTTGTCATTGCAAAGTGTCTGAAGCTCACACTTTAAGTTCCTTGGACATGAAAGGCATTCT -CTGTTATGGTTTGCCATAATCAGTTCAAGTATGTTCTTTCTTGCTTCTCTTACCGCACTGCTAGCAGTTT -TTACTACGATACCTTCGAATACCTTGGTTGCACATGCAGGATGGAGACCTCTCCAGCCTTCCACCTCAAC -AACGCAAACCCTACATGAGCCGGGCTCGTTGATACCCTTCATGAAACACAGGGTTGGAATATCAATATTC -AGCTTTTTAGCAGCCTCAAGAATTGTAGTATTCTTGGGCACAGTAATGTCAAATCCATCTATTTTCAAAT -TAACCATATCCATAATTATTTACCTGCCTTTCCAGACATGCTGCACACTCCGGCTCTGCATTTTCCGTTA -ATATGCTCTAAAAATTCTTCTTCAAAATACTTAACCAGTGTTATCAATGGCATAGGAGCACTTTGACCCA -ATCCGCAGAAACTTGTTGTCTTCATAGTTTGTGCAAGACTATTCATTTTATTAAAATCAGCCATAGTAGC -AGTTCCTTCTGTCATCTTGTCCAGAATTTCAACCAGTCTGTAGTTACCTTCCCTGCAAGGTGTACATTTA -CCGCAAGATTCCTCCTCAAAGAATTCTATAACGGTTTTCAGGTAATCTACTGCACAGTGTGTTTCATCTA -CAACAAGTACCGCACCTGAACCAAGCGAGAAACCTGCTTTTTTCAAATCATTATAGCATATCTTTGTATC -AATCATGCTTTCAGGGAAACAGCTTCCCGAAGAACCCCCAAGGTGAACAAATTTCAGCTTGCGTCCGTTA -GCCACTCCTCCGCCCAGGTTATATATAAGTTCTCTCAAAGTTGTTCCGAAAGGTATTTCGTAAACTCCTC -TGTTGTTAACATTACCAGAGAGACACATTAGTTTTGTCCCTCCGCTGTACTCAGTTCCCATAGAACTGAA -TTTCTCCCCGCCGTCCTTTATTATCCACGGAATACATGAATAGGTTTCAACGTTGTTGAGTATTGTGGGC -ATTTGATATAAACCGCAGTTCTTGATGTAGGGCGGCTTTTGTCTTGGCCTGCCAGTCTTTCCTTCGATTG -ATTCAACCAAGGCTGTATTTTCACCACAAACATACGCACCTGCTCCCGAAACAACCTTGAGTTCAAAATC -AAAGCCTTCTCTTCCTAAAATATTCTTGCCCAAATATCCGGCTTTTTTTGCGTTTTCTATAGCACTTCTT -ACTATTTTCTGAATGGCAGTGTACTCGCCTCTGATATAGATATACCCTTCCTTAGCACCCATTATATATG -CACCGATAGTCATACCCTCAATCAATTCTAACGGGTCTTCAGACAATATATGTTTATCCTTAAATGTTCC -GGGTTCGCCTTCATCGGCATTACAAACCATGTATTTTGGTCCTCTTTGAATAGCATATGCCTGTTCCCAC -TTGATTCCGGTAGGATAAGCTGCACCGCCCCTTCCAAAAAGGTTTGCCTTCTTTATTTCCTCTATTGCGT -CAAGGTGTTCCATTGACATTGCTTTTTTCAAGCCTTCATAACCGCCGGCCTGTACATATTCTTCAACACT -ATCGGGTTTAATTATCCCAAATCTCGCACTTAATACCTTATCCATTATGTTGGCCCTCCCTGTAAGAGTC -TACTATCTCTGATAATTTTTCAGATGTGAGATTACCATAAACCTTTTCTCCTATTTTTATGGCTGGAGCT -ATATCACATGCACCAAAACAGCTGGACTGAATCAATGTAAATACTCTATCTTGAGTCGTCTGGCCCGGCT -TTATGCCAAGCTTCTCTTCCAGCAGCTGTAATACATTTTTCGCTCCGGAAACATGACATGGTCCGCTTTT -ACATACTTCCACCAAATACCTGCCTCTTGGCTCGGTTCCAAACATAGAATAAAAAGTAATTACACTATAT -ACCTTGCTTACAGGCATATCCAGTGCTTCTGCTACAAACACAACCCATTCATGGGGCAGGGAATTAGTCC -CCGACATACTTTGCAGTTCCAACATCACTTGAATAAGATTGTCTTTTGAATTGCCGTGGCGATTCAATAT -TTCCCTAACCTTCTCCATTTTTGCCCTCCCGCAGGCCATTACGACCCCTCATATAAAATTATTTTCCCCT -TGCCACATTAATAAACAAGGAACAAAATACTATCCCTATAAGTACTTTGTATACAATTTAATTCTAGTAC -CTTATCTATAATACGTTCTTTCTTTATTTCCATTAATATTGTAATTACTGTGGTTTGTATTGTCAATGAA -AGTTTGATATTTTTTTCACAGAATTTTGCGAAGTATATTCGTTAATATTTACATTACTTAATTAAACGTG -ATTATTCAACTTATTTTGCTTATGCCATAATACCTAAACTCTTTACATGTGTTTATTTACCCAAAAATGA -TACATGAACGTCAAAAAAACCAAAAGTGACAATTTTGGTTCACTGTTGGTTTTCATTGCAGTTGTTTATC -GGCGAACACATATATTTTGCAACAGCCCTACACTAAATCATTTACTGCGGACTTATATCTTCCACATTGA -CGCCAGCCATTTTCATAAGATAAATTGCATTTTTCGTATCTGATACACCTTTTCTGAGCTGATAATCAAA -GAATATCTGATCATCTTTATAGTACTCCTTAAAATGGTAGTTCCTTATGCGGCCTTTACTCTCATTTTCC -ATATCGGCAAGTTCAAGGTCGTGGGTGGAAACAAGGCCCCAGGCCCCTTTTTTATCTAATTGGTTTATCA -GCATTTTAGCACCGGTATGTCTGTCCGCGGAGTTTGTTCCCTTAAAAATCTCGTCCAGGAGGAAAAACAC -CTTTTCTCCCCTTTGTACGGCTTCGACAATCATTTTGACTCTCAGCAATTCGGCATAGAATGAGGAAACA -CTTTGTCCAAGATTGTCACTGGTTCTCATACATGCATATACCTTTAATACCGGGCAGGTAAAGGATTCTG -CACAAACGGGTAGGCCCAGATAAGTTAATACAAGGCTTACACCTACCGTCCTGAGAAATGTACTTTTGCC -CGACATATTGGAACCTGTTATAAGCAGTATTGGTTCAGCTGAATTGATTTTTATATCATTGCATTTTCTA -CCCTTTGACAGCAACGGGTGTCCTAAGTGTAAAGCTTCTATCCGTAGATTATTTTCATCACAAATGCGGG -GCATTACGTATTCAGGATTGTCATGGCACATAAGAGACAGGCTACATAAAGCTTCAACCTCTCCTATTAT -GTCAAACCACTTTTCAACATATTTACCTCCGCCTTTTTTCCAGTTTTCAAGAGCTACAAGGCAATGGAAG -TCCCAAAGTGTAGCAATATTTATAATAGCATGCATCAGGTTGTATCTGTTTGCAATAAGCTCCCATATCT -TTGATAGCTTTTCAATTTGTCTCCATGCAGGATTTCCGTAATCATCTTTTAAGTTATTTTTTAAACTATT -TATGTAACCGCTTGAGAATTTCTCTGTTTCAAATTTCTTTAACAAGCTTTTATACACCTTTAGGGTGTCG -GAGTACTTTTCTACCAATTCAAAGGTCTTGTTTCTGCTTTCAGCTCTGAACCCGATTAAAATAAACTGTA -AAATATAAAGTGCTACAGGAACATAAACAGGTACAAGGCCCATGATCCCAAGTATAAGCATAATGAATGA -AAAAGCCGGCATTGCAAATATGAACAGCTTAAATTTAGGGGAGCTGTACAGGCTTTTTTCCTTTTTTACC -CACGAATATACATCATCCAGCTTATTCATGGTGTCTAAAAGAGTCTTTTTTCTTTTTTTATCACTGTCAG -TACCATCAGTCAATATTGTATTTTTATTAAGAATTAAGCCGTTTGAAAAAAGCCGATGCCTGAAAAGAAG -CTTTTTAGCCAACTCCTGTAAAGCTTCCTGTCTATTGTATATTTCTTCCTTTTGCTTTAAAGGATTTAAA -AACAATTCAGCCAGTTTGTGTCTACCTGAATAACTTGCTGTCATATTAAGCATCTGGAAAAGAGAACCTT -TCCCAAATATATCAAGATCATAAGTGTAGTCATGCTGAGGATTAAGAAATTCTTCACCTTTGTCTGTGAA -TTCATTCCATTCACCAATAGCCCTTTTCAAGCACATTTGGTTTATTTGAAGCATCGCCTGATAGTAGTTT -TTACTTTTGATAAGTGTATTGTGAATTGTCGAAAGGTACACAAACAATCCCCCAAAAATCAGTATTACTG -CTGCCATTAGTATATATAGCTTTAAGAAAAAGAAAACTGCTGCTCCTAACAAGCCCGTAAAAAACACCAA -TAGCTTATAATTACCTGTATTACTGCTTTTTGCGGTGTATAATTCAAGCTTTCTTTTATAAACATCTACT -CTTTTTTTGTACTTTTCTTCCGGTGTTCTCATTGTCAGCCTCCATAATTTGCTGGTTAGAAAATAATCTT -TACTGAATATGATACCAATCCTATCAGAAAAATACTATAGACCAATTGTAAATAATTTACTCATACCAAA -AATATATATGTAGTCAGGAAGATTTCCAGTCCCTTTAATTTACATAATAATGCACCTCTTTCATAACAAA -AATTCGTTTAAAAGAAGTGCATTATTGAATCAAGTTTATGTTTTTACCTTTCTCGCTCTTTGGTGACGAT -TTGCGAAGTTTTGCTAGTAGGTATTAATTTATATCCTGTATTACGTCACTTCGTAAAAGACGTGATATTG -AATTATAACCATTTAATAAATATTGCACTTTCCGGAGTTTGCGGCGAATATACTGAAGATATTTCTCCCC -ACTGGAATTTATATTTTATTCCCCAATCTTCACTTTCACGAGGCTTTCCCAACATATTCTCTAACCACTG -GTTATGAATATGTAGTCTTTTAATTTCGTTTTCCGAACAATAAGGTATTTCTTCAAAGCTACCGTAATGC -TTTAATGCACACATTTCTAAATTAGTGTCATTATATACAAGTTTCATTACAAGGTCTAAATTATTAATAT -TAACAAGCTTAAATGTATAATATCTCCATCCATGACAGGAGATTTTACAGCCGAAAATCAATTTAATTAT -AAAAATATACAAAAAACACCGGGCCCTATATTCGACCCGGTGTTCTCCTCATGTAATTTTATCTATTTTA -TGGCATCTAACAATTCCTTATGTATAAGCCCATTTGTTACAATTGCAGAGCTTTTTGAAATATAGGTTAA -ATTCTTTCCCTGCCAGTCGGTTATTCTACCGCCTGCCTCCTCCAGAATTATGGCTGCTCCCGCATAATCC -CAAGGTTGCAACTCCATTTCAAAAAATCCGTCAGTACGGCCGGCAGCCACATTACATATATCAAGAGCCG -CAGAACCGCTTCTTCGTATATCTCTGCACTTATTAAAAACATTCTTGGTTATCCTGAATGTCTCATCAGC -CTTTCCCCTGTCATAGGGTGAAGTTCCATAGCCCAAAAGGCTGTCGGACAGACTCCCGTTTGTAGTTACT -CCAATTCTACTGTCGTTAACAAATGCACCTTTACCCTTTTGGGCAGTAAACATTTCGTTTAAAAAGGGAT -TATATACAATTCCAGCATAGGGAACACCATCCACCACCAATCCAAGAGCTATGGCTGAATATTTATACCC -GTACATCAGGTTTGTTGTTCCGTCAACAGGATCAAGTATCCATGTATATTTATCAAGGGCAAATATATTA -TCTGCCGTCTCTTCAGCAATTATATTACTGTCAGGCAGCAATTTTAGCAACTTACCAAATAATATCTCCT -GAACTTTCAAGTCTATTTCGGTAACAAAATTAGCCGTACCGTTCTTGGTAATAACTTTCTTGTCATCCAT -GGCTTGCAATAAAAGTTGTCCTGCCTCGCGAACCATTTTTACAGCATCTTTTATTGCTGTTTCTACTATT -GTACTCACTATTTTTTCAGCTCCTGATACCTCTTTATTTTTTTAGTTGTAGTCTTCTCAAACTCTTTGTC -CCTAAGATTAAACTCTTTTACATACTTATATGTCACCAGTTCCTTGTTAATCCGTTTAACTTCACTGTTA -ATAACAGTTTCTGCATCACTGCTTTCAATGATTCCGTTTTTATAGTCTTCTTCAATTTTATCTCTATCAG -GCACAATCTGAGCACATACAACTACATCATCGTTATCATGTTTTCCAAAAACCAGAGATTCCTTGATATA -ATCACTTCTGTTAAGGAGTGTTTCGATTTCCTCAGGATAAACATTTTTACCATTTTTTGTTATTATTACA -TTTTTCATTCTGCCAGTTATATGAATAAATCCGTCGGAATCCATATATCCCATATCTCCCGTATAAAACC -AGCCGTCCCTGATAACTTCTTCCGTAGCCTCTTTATTCTCGTAGTAACCCAGCATTACGCTTGGTCCTGA -AACCTTTATTTCACCGACTCCCTCAGCATTAGGACTATCTATTGCCACCTTCAGCCCGGGTAACGGTAAT -CCTGCCGCATCATCCTTGAACCAGCAGTCTCTGTTTAAGCCTACAATTGGTGCACACTCTGTAAGACCAT -AACCCTGAACAAGCTGTATACCTATATTTCTGAATCCCTTTGATACTTCCGGGTCAATAGCAGCAGCTCC -GCTAATAAACAGTCTTAAATGCCCTCCCAATGCTTTATGAATTTCTGCAAAAAGCTTCTTCCTGACATCA -ATTCCCAACTTACCGAGAGTATTACTGAGCTTTATTCCAAACTTCAGTTTTTTTGCTCCTCCGGGTCTTT -TGGCAACCTGATGCATTAATTGTTTATAGATAGACTCGAAAATCAATGGTACACCGTTCATTACAGTACA -CTTTGATTCGCTTAGATTTTTGACAATATGACGCAGACCTTCGCAGAATGCAATTGTAGCACCTCTGTAC -ATCTGACACAGGAAACCACAGGTACATTCATATGTATGATGTGCCGGTAAAACCGACAGAAAAACATCCT -TTTGATCTATATAAAGCATGGAACACATAGCCATCAGATTTTCTGCAATATTCCTGTGAGAAAGCATAAC -AGCCTTTGACTTATCAGTGGTACCTGACGTAAACAATAGAATGTTCAGCTTCTCATTGTCTATTACAGCA -TCCAAAAAATCTCTGTTTCCATTCTTTAAGAGATCATACCCCTTTTCTAGCAATCTGCCGTATGACATCT -GTCCGTCTGCATCCTCATCAATATCCATGTTTATATAATATTTACACGTTGTTATATTCTTGAGAATACT -CAAAATACTTTTTGAAACTGCACCTGAGAATATTATTGCATCAGCATGGCTTCTTAAAAGGCAGTTTTCA -ATCTCGTTTTGGGGCAATTCCTTATCCAATGGCACTACAACACCTGTACCGTTACACACACTTAAATAAG -TTGTAACCCACTCGTACCTGTTTTCACCAATCAGGGCAACCTTTTTGTCCTTTAAGCCAAGACTGATAAG -TGCCGTTCCAAGTGCATCAATATCGTCCTTATACTTTTTATAAGTAACAGGCGTATATGCGGAGTTCCCC -TTTTGTTTAATCAAAAAAGCAGGCTTGGAACCATATAGTCCCGCACTTTGTTCTATCATATCTTTAAGAT -TTGATATTTGTCTTACTTCGTATAATGGTTTGGTTTTCACTATGTTACCTTCTCCCGAATTTTTTATATA -CATTTATAAAATATTTTATCATATATGCTACATTTATAGACAAATATTTTTTATACGCAAATATTTTATC -TTATCTACTTCTAATATAACCTAAGTACTCCATACAATATTCATCAAGTCCTGCTATCATTTCAGCGGTA -TAAATAGTGCTTTGAATCTGTTCATTAGTGATATCCACAATACCGCTGTCAAGTCCTGCAAATATTGCAG -CGGAAAGGAAAACAGAATTAATCGCTGTCCTTTTTGGGAGTCCGAAGGATACATTTGAAACGCCGCATAT -AATGTGAACATCAGGATTGGCTTTTCTGATCCCATCTATAGCCCTTATAGTTATAGCCGATGCTTCACTC -TCAGCAGCAACCGCTTCTGCAAGGGCATCTATATATATATCTGTACTTTTAATTCCTTCCTTGTTCATTA -ATTCAATTAACTTAAGAGAGTTTTCCACCCTTTTTTCCACTGTTTTTGGAATGCCTTCCTCATCTATAGG -CAAACCTACTACTCCTGTCTTATAGCTTTTGGCCAAAGGAAGCAACTCTTTTATCCTATCTTGAAGTGTT -ACGGAATTAATTATTATGTCCCTCCCCGATATAAGAGGCAGAGCTTTTTCTATTACAGCAGGCGATGGTG -AATCCAGCATAATACCGCAGTCCGTATTTTCCAGAACAATATCAAGGATATATTTGAGCATTTCAAACTC -ATCTTCTCTGAAAATAGCAGTATTAATGTCTAGGTATCCGGCTCCCGCCTCCTGCTGACTTATTGCTATC -TGCTTGATGGTTTCAGTGTCTTTTTCCTTCATTTTTTCAAACATTTTAGGTATGGAACTGTTTAACTTCT -CTCCAACTATTATCATTCTATATCTCCTTAATCTTTTTTATTAATTCACATATTACATTGGTTCTTTTTA -GAGGAGTCATGAGATAAATGCCGGAGACATGAGGATATATTTCCTTAAGGATATCCATTGTAATCTCCAT -TCCCAGCTTTTCTGATTCTTCACGGCTTTTATCCCGGAATTTTTCTATAGTTTCATTATCAATATCTATT -CCCGGAACCTCATTATCTATAAACAGAGCATTTTTGTAACCCACTATTGGCATAAATCCTGCAAATATAG -GTACTTTCAGGGTTTCAACCGCTTTTAGCAGATTATCAACCGCACTCTTAGTATAAATTGCCTGAGTTAG -AAGGCAGCTAATGCCATTTTCAATTTTAGTAAAAGCTTTCTTTAGCTCCGCACTAAAATTTACTGCATTT -ACATTTAAGGCCCCTGCTATTTTAATCTCCTGACCGCAAAAAACATTACTGTTTAAGCTTTTAATGTAAT -TTGCAAGGTTTGAAGAATTAAAACTGAAAACTCCTTTTATTCTGCTTCGCTCAATATTTGCAATAGGATC -TCCGGTAATAACAAGCACATTACGTATCCCCTCTATATGCACTCCCAAAAGGGATGCCTTGATTCCCAGA -AGATTCTTGTCCCTGCAGGTTATGTGCGGCATAACGGGTATAACTGCTTCACGCTGAATTTTTGCAGCCA -TAATTGTACTTTCCGCCCTAGCCTTTGCCAGAGGTGAATCAGCAATGGTTATGATATCTGCCCCCGCCTG -TTTAAGAAGAAGGGTATCTCTGAGCATGTACTCCCAATTTGTATCAAAGGGAGGGTCCACTTCTACCAGT -ATTGGCTTTTTTGTTTTAACAAGTTTGTCCAGAATATTTTCATTCGCAAGATTACAGGTTTCTATATGGG -TTTTACTTTGTGCATCAGTTTTCGTGGGATTCCTGCTTAATAATTGTGCTGCCGCAGCGATATGCTTTGG -TGTAGTTCCACAACAGCCACCGAAGATTTTAACTCCCAGATTCTTTAAATCCAGAAGCTTTTCAGCATAG -TACTCAGAATTGTCCGAATAAACGGTTCTTCCTCTCTCTGAACCCGGATATCCTGAATTTGGCATAATAA -TAATGCTTTTACCCCTGATATCCGCTTTTTTTATGAGACGGTACATATGGGCAGGCCCACTAATACAGTT -AAGTCCAACAGCATCAACAAGACCACTGGCATACATTTTGTCCATTAAATCAACATAAAAAAGTCCTTCC -TTCGAATAGCCGTCAGGATAAACTGCAAAAGAGGTAACAACGACAGCCTCTGGCAAACGCAATCGTATGT -AGGCAGCAACTCCAATTAAAATATCGGTATTGGCAAAGGTTTCAAACAAAAAGTTTTTCGCCCCGCATTC -CAAAAAAATATCAACGATTTTTATATATTCTTCTTTAGGATTTATTCCTTTTTCATCAGGAATTGGGCCA -ATATCCGCAAACACTACTACCTCTTGTCCCGAACATGCCTGAACAGCAATGTCATATCCTGATTTTATAA -TCTTTTCAACCTCTGACTGGTTGCAACCCAATGAAAATCTGTTGGCACTGAATGTATTTGTCTTAATGGC -ATTTACACCGGCTTGTATATACTCCGAATGGATATTAAAAATATTTTCTCTTTCATTTATATTGGCCAAT -TCACAGGGTGTATTGCTTCTATACTTTAATGAATAGTAGGTACCAATGGCACCGTCAAAAAGGAAATAAT -CTCTATTGCTGAATATATTCATGTCTTCTTTACCTTTTCGTTTTCTTTTTATTAGCCGGGTGCTCAAACC -ACCCTTCATTGCAATAATTATACTTTTTGTTGATAAAGCAGTCAAGGATGCAGTTCTCTTACATAAACAT -GGAACATTTGAACATTTGATATTAAAGATGTAAAATATATTTAAAGAAATACGCAAATATAAAAATATGC -ATGACTGTTTATGAGAGGAGTGTTTTGAAATGGATATTGCAGCTGTATCAATTTCAATGGCCCAGGCTTC -ATTGGCCCAAAATGTTAATATTTCCGTTGCCAAGCTGGCAATGAACAGTATGAACCAGGCAGGTGCAGAT -TTGACAAAAATGATGGAGCTTAGCGTAAATCCGGGTTTAGGTAGTAAGTTTGATGTTAGTATTTAAACAA -TGAGGCAAAATTTCCTCAGCAAGGGACAGGTTGTTCATCAAGCCTGTCTCTTGTTCTGTTTTTAGAGGTA -CTGTTTTAATAAGCTTATTTATGAAAATACCTACTCATTACCTTCTGTGAAATTTTGGCAGCAGCAACCC -CGCCATAACCGCCTTCTTCCACTATTACAGCTATTGCTATCTGTGGATTTTTATACGGAGCAAAACCAAT -GAACCAGCTGTGGGGGATTTTGCTTTCAATGTGCTGGGCGGTTCCCGTCTTTCCGCAAACCTGAACACCG -CTGACCTGTGCCCTTGTTCCTGTTCCCTTAGACACAACATCTCTCATATATTTTCTTATTTCGCTTGCAT -ATTGTGCAGATGTAACCCGGTCTATCTCCGATGGTTTAAGACTCTGTACAGTGCTGCCGTTATAATCGGT -TATCTTGTTAACTAATGTTGGCTTCATCATAACACCGTCATTGGCAATTGTTTGTGCAACAAGGGCCATT -TGTATAGGAGTAGAAAGTACTTCCGCCTGTCCTATTCCGCTTTGTGCCATATTACCCTTCTCATAGTTCT -TATACTTTGGAAATCTGCTCTTATCAATTACAATTCCGTCCGAGGGTATATCCCTGTTGAATCTGAAATT -CTGTGCTGTTTTAAATAAGTCATTTTCAAGCCTTATCCCCATGCTTCCGAAATAAACATTACTTGATTTA -ACAAAAGCTTTCTCCAGATTAATTTGTCCTAAGACTTTCCCATTGTCATTGCTGAGAGTATATCCTCCTC -CCAAATTCAGCTTTCCCTTGTCGTTAAAGCTCTCGTTTTTTATACCGTCTATATTCTCCAACGCACTTAC -TGCGGTTACCACCTTGAAGGTTGAACCCGGTGGGTACAGCCCTGAAACTGATCTGTTAAGAAGCGGAACA -CTTTTACTATTGACAAGTGTTTTCCAGTTCTTGCTCAGGCTGTTTGGGTCGTATGATGGCTTGGACACCG -TTGCAAGTATTTCTCCCGTATCAACCTTCAGTACCACTATAGAGCCCTTTAAAGAGCCGAGAGCATCATA -GGCTGTTTTTTGAAGCTGGTAGTCAATCGTAGTATAAACATCATCGCCTTTTTTATTAACCTCTTTAAAA -CCATTTCCTATCCACGCCAGCAGGGAAGCCGAGATATTACTGGACAAATAGCTGTCATAAAGGTTTTCAA -GTCCTGTTATGCCGTACTGTGGATCATAGTAGCCCAAAGCGTGAGCTGTAACCGCACCGCCCTTATATAC -CCTTTTGTAATCGTTGCCGCCTGACTTTTTCTCGCTGATGGAAAGTTCCTTCCCGTTTCTGTCGTATATG -GTACCCCGCACAACTTTATTCCTTATATCCCACATTCTTCTGTTATCAGGCCTTGTGACTATTTCCGGGC -CTTTTACCAGTGTAAAGTATGCAAGATAACTAATAAGGACAAAAAATACAACAAGAAAAATTATCATTAT -GCGTTTTATATTATTAGTTAAATTATCCATATATTAGTTAGCCTCCATTGCCTTTCAGGCTTCACCTTCC -GAAACCTTCTGAATAATGCTGAGAGAAAGAAAACTGATTAATAAGGAAGTTCCGCCGTAGCTGACAAAGG -GAAGTGTTATTCCCGTCAGCGGTATAAATCCTGTTACTCCACCTACAATAACCAAAGTCTGGGTTGCAAT -CATTACACTGAGTCCTGCTGTTAGAAGCTTTGTAAAATTGTTTTCTGCATGTATTGCACTTCTTATTGAA -CGGTAGAATAGCAGGAAATGCAGAATAAGTATGGCAAAACCCATTAGCAGTCCCATTTCCTCGCATATTA -CAGAAAAAATAAAGTCTGACTCATTCACGGCAACATATCCCGGATGTCCCATGCCCAATCCTCTTCCAAA -CAGCCCGCCTGTAGCAATTGCGTACATTGACTGCACCAGCTGATAGCTTTCGTTATACACATAAGGCCAA -GGATTATGCCATATCATTATCCTTCTTTTTATATGGTCGAACATTGCATAGCTTGCCGCCCCTCCAGATG -CGAACAGCGCCAGTGAAATAAATACATACAGCTTTTTTGAGGTTGCAAGATATACCATGGTTACGGAGAT -TGCAAATATAATAAGTGCAGTTCCAAGGTCTCTCTGAATTACCATGAAACCCAGTGATATTGAAATGACT -ATACCCGGTTCTATAAGCTTCTTTCTTGTATTTAAATTTGAAAGTGCAATAGCGAGATATAATATCAGAA -ATATTTTTCCGAATTCTGATGGTTGAAAGCTTACAGGTCCAATTTTAACCCAGTTTTTAGCACCCAATAT -TTCATAACCTATAAAAGTAGCCATAGACATAAACATGATAGTTGCCGTTAGAAATACATATTTTAGCCGG -GCAAATTGGGCAAGTCCTCTTTTAATAAAAAGTACTATAAAAAGAAAGGCAAGTATTCCCATCAACATCC -AGACCAGTTGCTTAGTAGCCAGATCTATGTTCAGTCTGTACAGCATGATTATTCCTATTGAACTTAATAG -CATGGCCAAAAGGAAAATTATTCTGTCTCCCATTGGGTAAAATCTTTTCAGAACCCATGTAGTAACTGCA -ATGATTACCACTAATATACCGAAAAAAATGCCCGCCTTAGGGTCAAAAGGCTTTTTTAAAACTCCCAGGT -TTAGAAACCCGAAGAAAAGAAATATATATATTAAAAATTGAAATGTCCTTAGTTTTTTAGTCATTTGGGT -TCTCCTAAAATAAAAGACAGCTTCTAATCGTCATCTGTTATGGTAAAAACCGTCTCTGAAATTCTGATTT -CGTCACCCGGCTGCAAGCTTTTCTTATCCACCCTGTTGCCATTGACAAAGGTACCGTTTGTGGAATCCAA -ATCTTCAATCATGTACCGGCTGTCCTCAAAGTAAATTTTTGCGTGATAGTTTGAAACTGCTCTTGAAGCC -AAAACCATTTGATTGTTTTTGTTTCTTCCGATGGTAAGCTTACTGCCGATTGGGACTATTTCTCCCTCTT -CCAGACTGCTCTTATCCGCAGAATACTCTATTCTCAGCTTCCACCCAAGATTTTTACCGGGCTTGCCCCT -CTTTAAGTCCTTGGATATTATTTTTAAAGCATATATTATTATTATAAAAATCAAAACGACCAATATTATT -CTAAATACTACCGAAAGCGAACTAAAATCCATAAGCTCCTGCTCCAGTCAATGAGTTTTTCTCTATTATA -TATAAATTAATTATATATTTCAAATCTTAAGACAGAATTTGTTACATTTTTTTCCATAAAGCATTATATT -CAATTTCTTTCGTTCTGTTGTTTTAGTGCCTCAAGTATTAGGAATATTGACTTATTTTTAAGATTTTGCA -GAACAAAATATACACTTTAATTGTATAATATTGTATGATATAAAATATAATACTCTCTTAGTAGTTTAAA -AAAATTACGAGGTGCTTTTATGCATAAATATTTTATCACAATTATAATTATTTTAAATATAATCGGTTTT -ATATTGGTTTTACTGGATAAATATAAAGCTAAAAATAGGTTATGGAGAATACCTGAAAGGTCATTTTTTC -TTCTGTCTATTTTGGGCGGAAGTATCGGTGTATATGCAGGACTACTTACATTCAAGCACAAAACACGCCG -CTGGTACTTCATGACAATCATTCCGCTGATAATAGTAGCTCAATCTATATTTATATATTTTCTTACTAAA -AAATGAGGTTTTAAATTGTAAAGCCTCTTTTTTATGTTGCCGTTTAATTTCTGATGCCGTGAAAAGGAGG -CATAAAGCAATGGAATAATGACGTCCACATTTGAATAACCTTTATTAACACAGCAAATACGAGGTTTATT -TAATGGGACTTGACAAATTTTATAAAAACTCAGCAATACTAACGCTATCAAATTCGGTAACAGGCTTAAT -TGGGTTTACTTTTTCAATAATTCTATCAAAAAAACTCGGAGCTGAAGGACTTGGTTTATACGGGCTGATT -ATGCCAATTTATTCCCTGCTGCTTTGTCTCACAACCGATGGTCTTATTACCGCAGTTTCTAAAACCTGTG -CGGTATATAACAGCAAAAGGGATTACAGAAACCTTCACAGAAGTGTAAAGGTTTCTATTTGCTTTCTTGG -GTTGTGGAGCATCTCTGTGGCTGTTCTGGTATTTTTCAATGCACCTTTTATCAGTAAATTTATCATAAAA -GATGTCCGTGCCTTAAATGCTGTGAGGATTATATGTCCCGCACTGGTTTTCGTGCCTATGTCGGCTATAT -TTAAAGGTTTTTTTTATGGTTTTGAGAAATTCACTATTCCGGCGGGAATTGATATTCTAGAAAAATGCAT -CAGGATTTCAATACTTCTGGTTACAATCGCGGTCCTTCAGCTTAACGATATTAAAAACACCGTAACAATA -GCATATTTTGCCCTTGCAATAGGAGAATTAATCAGTATGCTGTTCCTGTTAACAGGATTTAAGCTTGTTT -CACGAAAACTTAAACCCTCGGGAGTGAAGGTACAGAATCCCTTGCAACTGCTGGCAGATATCCTTGTCAT -TTCCTGTCCGCTGTGCCTTAATGGCTTTATTTCGTCCGCGTTAGCTACAGCATCCACCCTGATTCTTCCA -AGACGGTTAATGAGTGCTGGAATAAGCTATGATGTTGCCTTACAGCAAATAGGTAAATTCATGGGAATGG -CTCTTACAACTGTCAACCTCCCATTTATAATTGTAAGCTCCATGATGACAGTGCTCATTCCAGATTTGTC -TCTCAGCTTGAGTAAAAATGATATGTGGAGCACTGAAAAAAGGATTTCACAGGTACTTCGGATATCCTGC -CTGGTAGGCTTGGGAACGCTGATTGTTTCAATTTGTATCCCCGGGAAGCTGGGCATATTCTTTTATGGAA -GAAACGACCTTGGAAAAATGGTTATGGCAGCCGGTTTATGTAATTTCATAAGCTATGTGGCCTCTGCCTC -TTTTGGGATATTAAACGGACTGGGAAAGCAGAATATAAATCTGAAAAATTCGCTTATTGTCTCTGTGGAA -AACCTCGTACTGGTATTTATTCTAACCGGTATACCGGCAATTAATATATATGGTGTAGGAATTTCACTTG -CCATTACATCATTGACGGCTCTGATTTTAAATTTAATAGAAATACGTAAGTCCTGTGACATCAGATTTTC -ACTGCCTAAGGGCCTGATACTTGCCATATGCGGGTTTGCAGGGTTTGCAGCAATGAGGATAGTCAGTATC -ATTATACCTGATAACTTTATGGTATTTGATGTAATAATGTCTGTCGGAATTTGCTTCTTAGTTATATTCT -ACTTAACAAAATTCTATAATTGTAAACATAACTGGTAACGCTCCTCCCTTGATGTTATAATACCTTGTAT -AATCGAGGCAAATAATCGGAGGAAAAAATGATTAAATACGTAATATTTGATGTTGACGGAACAATGATTG -ATACTGAAAAAGCCATAAATTATGCATATCAGAGTATCATCTTCAAAAAGTACGGAAGATATTTCACCGA -AGAAGAGCTTTTGAAAGGCTACGGTGTTCCCACTGCTGTCTCTCTTGAAAGATACGGATTTACCGATATT -GAATCAGTTTTAAAAGAATACTACGGCTACCTTATGGAAGGATTTACAAAATGCAATACCTTCGAGGGAA -TTCCTGAAATACTGAATAATCTTAAAGAATTAAATGTACCATTGGGTGTAGTAACCTCAAGGTGTAAGTA -TGAAATCGAAGTTGACAGCTGTCTTCAGCAATTTGTAAAGTATTTCAAATGTATTGTCACTGCGGACGAT -ACAACCCTGCACAAACCAAATCCTGATCCGCTTTTACTTGCCATGGATAAGCTGAATGCGGTTCCTTATG -AAACTCTGTATATCGGCGACACTGTATTTGACAGGGAATGTGCAAAAAACGCCGGAGTAAAATTTGCATT -GGCTGTATGGGGTTCAAATAATTCTGAAAATATAAATGCAGACTTCCTTTTCAAGAAGCCTGCAGATTTG -CTTGATATATTAAAGATGTAAACTATTTGGTTTCAACATCTCTGAAATCGTAATCCTGAACATCAGAGTT -ATTATCATTGGAAGCAGCATTTTTCTTGGTTCTGTATAATCTGACTGCTGTGAGAATTGCGGCAATCAAG -GAAAGTGCTCCAATGAAAATATATGCTGAACTCATTCCGAAAATAAATTCTGCTTCCTTTCCTTCAACAA -AATTAGTTACCTTATAGCCCACCTTGAAACTCATCATCCCGTAAAGCACCAGCGTTGATACCGATACACC -GATAACAAGGCCAAGATTTCTGACAAGTGCATTAATACTTCCTGCAATACCTAGACGGCTCCTCGGTACA -GTTGACATAACAAGTGCATTATTCGGAGATTGGAACATACCGTTTCCTACAGCCATTAATGAAATAAACA -ATATAATTTTTATTGGATTAAATGTCTGGTTGATAGTAGCCATTAAAAAACAACCTATACTAAAAATAGA -TAAACCCACAAAGGTAAGCGTCTCCGAACCGGTTTTATCTGACAGATATCCGCTGACCGGAGATACCACT -AAAAGTATTAGGGGATAAGAAATGAGGTATATTCCCGTTAACCAGGGTGTCATTTTTATAATGTCCTGAA -AATAGAAGGGCAATATAATGTTTGAACAGCTCATACACACAAAAAGGAGAAATCCGCAGAAAATACTCAG -CGAAAACAGCTTATTTCTGAAAATGCTAAGCTGGAGAAGAGGACTTTCAACCCTACCTTCTATTCTTATA -AATAAAATAAATGATATAGCAGCCACCCCAAAGCTTAGCAGGATAACCGGCTTGAGGAACCCTATCTGTT -CGCCTGCCAACAACGCTGAAAAGAGAGATATTATACTAATTAGAAAAAGAATTGCACCTTTTATGTCAAA -TTTTGTGTCGGTAACCTCCTCATCTTTAGGGAGTACTTTTATTCCCATTATGAATGCGAAAATACCAATT -GGTATGTTTATCAGGAATATGTATTCCCAGCTTGCTACATCCACAATAAATCCACCCAGCGGAGGTCCCG -CAAGAGTACCAAGTGCCACAAAGGAACCTGTAATACCCAGTGCTCTACCTCTTTCATTTGCCGGGAACGT -CCTTGTAATTATTCCCTGGTTTGTCGCCATAAATGATGCAGCACCTATTGCCTGGATTATTCTGGAAATT -ACCAGTATATTTAATGTGCGTGAAACAGCACATAGTAATGAACCGAAAGTAAATACGACAATACCTGTTT -TAAAGATTTTTACTTTTCCCTTAATGTCACCCAGTCTTCCGAATATTAATACAGTCGCCGAAATAGCAAT -CAGGTAAGTTGATACTATTGTTGAAATTGAACCCATTCCCACTGAAAATTCATTCGCCATAACGGGCAGT -GCAACATTTACAATACTACTGTCAAGACACGACATAAAAGTTAATAATACTATGTTTAACAGGATTAATC -CCTTGTTCTTATACTGCTTCTCTGTATTTTCCATATTTTAGCTCCATTTAATAGTGTGTATATCAAAATT -ACTTACTTTTCCTGTGCCTTCAGCCCCGCCATATTTAGAAAATTCCACGGCTTGTTATAATTGGGCTGGA -AGAAAAAGTCTATAAACGCCAGTTCATCAATAGTTAATTTCTTTTGAATTGCCAGTGACAACGTATTAAC -AGACTGGGTTAAATCAGCCTTTGACATAATCTGTGCCCCCAGAATTTCTCTTGATTTTCTGTCATATATT -ACTTTCAATAATACCTCTTCATAATCCGGCATGAATTCTGGACGGTAATTCTCCCTGATTGTTACCGATT -CTATATCAATATTATAAAAATCTGCCGTACATTGAGTCAATCCTGTAACAGCACAATTTAAATCGTATAT -CTTTATAGCCGACGTTCCCTGTGTACCCATATATCGGACTGCGGGCTTATCAAGATTCAATGCAGCAAGA -GTACCCATTCTGACTGCATTGGTTGCAAGAGGGATGTACTGTCTGACTCCTGCGGGATTATAAATTGAAG -CACAGCAGTCACCTGCAGCAAAAATATCTTTTCCGCTTGTCTGCATATACTCATCTACAATTATAGCCCC -ATTTGGAAGCATATCAAGCTTGTTTTTGAACAAATCCGTACTTGGTCTGAATCCAATACAAAGGACAGCC -ATATCAGCCTTGTACTCTGATTTATCGGTCCTAACACTTTGTATCTTATTTTGATTCCCAATAAATTTTG -TTACAGTCTCACCCAATGCAAGATTTATTCCTTTGGATTTCATTTTAGCCTCAGCGATGTCAGTAAACTC -CTTGTCAAAATATTTGTTCAGTACTCTTTTCCCTGTATCAATTAAAGTAACATTTTTTCCTCCCAATGCA -AAGGCTTCCGCCAACTCGACTCCTATATATCCTGCTCCCACCACTACAATGCTTTGTGCAGATTTTGCCT -TACTGACTATTTCATTTGAATGATAATAATTTTTTGCTGGGAGAATATTCTCCAGTTCAATACCTTCAAT -ATTCGGAATTATAGGCCATGAGCCGGAAGAAATAATAAGCTTGTCATAGCTGTCTTCAAAAATACTGCCT -GTTTCCATATTTTTGACCGATAATGCTTTTTTATCCATATCAATATCCACAACCTTATGACGCATACAGG -TTGTAACACCCATTTCCCTTAGCTTTTCGGGAGATGAATAAAACAAACTTTCCGGGTCCTTTACCACACC -GCCCACATAAAGAGCTATGCCGCATGAAAGAAACGATATGTTATCATTTTTTTCGTAAACTGTTATTTCC -GAACCCGGATAAAGCTTTACCATATTATTAACTGCTGCCGTCCCTGCATGTGTACACCCTATAACCACTA -TTTTCATATACATCCTCCTTTGTTTGCTTGTAAATATATCCCATATATACCACCTAAATATATTTTATAA -ACAAATTCGGTATATCATTCTTTTGGTAAATAAAAAGTACATCCGATATTAGAATGTACCTAAAAAAAAT -TATTATTTTATTGTATATGCTTTATCTGTTTTCATTATATGGTTTGCTATCCATTCTACGGTAAAATCAA -GTAATTCCATTAAGTACTGATCCTGATCCTTGTCTATCCTGCTATAATCCGTATTACTGATTTTCTCAAT -AAAATCATGGTGTTCAACTTTGTGGGAGAGAAGCTTGCGATATCCTATGCTATGCATGTATTCTTCTTCA -TAGGTAAAATGAAAGACAGTGTAATCTTTTAGTTCCGTAATTAGCCGTACAATTTCATCATATTTGTCTG -TAATAAGCTGATTTTTCGTGGCCTCATAAATTTCCGAAGCAATCTGGAATAGTTTCTTATGCTGTTCGTC -GATTTTCTCAATTCCAAGAATAAATTCGTCTCTCCATTCTATCATATGGACCCTCCTAAATTGTAATGTA -TACCAAGATTATACATACTTCCTAGAATATAAACAATACAAGGATAAAATTTTAATATCGTATACCTACA -TAAATGACTAACTTAAAGCTCTCTAAAACTTCTTTTTTATTATTTCTATACTACTAAAATCAAAAATATT -CTCTAAAGTATTTCTACAAATGTTGTTTTTGCAACAAAGTAGTATACTTTTGCACCCAGAATGTTTTGTT -ATAACTTACAAATTAGGGGTATATTTATAGTAAATACTAAATGGAAGAGTAGGATATTGATTATGAAAAA -TAAATCTATAAATAAAATAGTAATTGTAGGTACGGGTTTTGTCGGTTCAACAACTGCCTATACTTTAATG -GTCAGCGGACTAGTTTCCGAGATTGTACTTATTGACCGTAACACAAGCAAAGCCGAAGGAGAGGCAATGG -ATATGAATCACGGTATGCCCTTTGTAAGACCTGTCAGAATATACAAAGGTGATTATCCTGATTGCAAAGG -TGCTGATATTGTTGTAATAACAGGTGGAGCAAACCAGAAGCCCGGTGAAACCAGAATTGACCTTGTAAAT -AAAAATACTGAAGTTTTTAAAGACATTGTTGGAAATATCATTAAATACAATACAGACTGTATTTTACTTG -TTGTTACAAACCCGGTTGATATCTTAACCTATGTAACATACAAATTATCCGGATTTCCCAAAAACAGAGT -TATAGGCTCCGGAACAGTTCTTGATACTGCACGTTTCAAATATATGCTTGGTGAACACATGGGAGTTGAC -CCAAGAAACGTTCATGCTTATATAATCGGTGAACATGGAGATACAGAGGTACCTACATGGAGTCTGGCAT -CCATAGCCGGGATACCGATGGATGCTTATTGCAAGGAATGTAAATCCTGTGATGCTGAAAACTTTAAGAG -TGAAACTTTTGACAAAGTAAAAAATGCAGCTTATGAAATTATTGATAGAAAAAATGCAACCTACTACGCC -GTTGCTCTTGCAGTAAGAAGAATTGTAGAGGCTATCGTTCGTAATGAAAACTCCATATTGACGGTATCAA -GCCTATTCGAAGGAGAATACGGCCTCAATGACATATGTCTCAGTATTCCCAGCCAGGTAAATTCGGAGGG -TGTTTCAAGGATTTTGAATATTCCTCTGAGCAGTGAGGAAACAGGTTTACTTAATAAATCTGCCCAGGCC -TTGAAACAGGTTATCAGTGGGCTGAATTTATAAATCCCCTTTACTTCGGATGCATGCCGCAGGCAGGCAT -CCGAAGTAGTTTCTCCATTATACAAGTATTCTCTTGAGTACGTCGTCGCTTCTCAGCAGCTGCTTTGCTT -TTTCCCTGTTTTCCGGCACATGGAGATAAGTGTATCTGTTAGGCTTAATAGTGTGTGCCATGTCAATTGC -CTTTTCGAAGTCATCTGCCTTCATTTTTAAGGTTTCCACAAAATTGATAAAACCCGTATCAGTCAGAAAT -TTTACTACCCGCTGATATCTGTGTTCTTGAACCCTGCTCATAAGATAGGTTGCAATCCCAACCTGAATTC -CATGAAGCTGAGGTGTCTCCAGCAGCTTATCTAAAGCATGAGATATTAGATGCTCACTACCGCTGGCTGG -AGCACTGCTGTCTGCTATCTGCATGGCAATTCCGCTCATTGTCAGAGAGTCTACCATTTCCTTTAAAAAG -AAGTTTTCTGTAACCTGTGTGTAGGGCATCCTTACAATACTGTTTACTGACTTTTTAGCAATCATTGCAG -CAAAATCGTCAACCTTTGCCGCATTGTTCCTTTCTTCAAAATACCAGTCATACACAGCCGTAATTTTGGA -TATTATGTCTCCGAGACCTGAATAAATAAATTTCATAGGTGCATTTTTTAATACATCTAAATCCACTAAT -ATTCCAAATGGCATCGAGGCATGTACGGAAGTACGCCTGCCATTTATAATCAAAGAGCAGCCTGAGCTGG -AAAAACCATCGTTTGAGGTTGATGTAGGTATACTGATAAAAGGAAGCTTGTTTAAAAAAGCTATATATTT -GGCTGCATCAAGCACCTTTCCTCCTCCTACTCCGACCACTGCATCGGTTTTGGAGGGAATAGTAAAAGCC -TTGAGCATAAGATTTTCAAGCTTTATGTCATCATAGTCGTAAGTTTCAAGTACTGCAAGAGATTTTCTTG -ACTTTATGGAATCCAGAATCTTTTCACCAAATAAGTCACGTATTCCCTCTCCAAAAAGTACTACAACATT -ACTAATTCCTGCCCTTTCAATATGTGCCCCGACGCTCCCCAATATATTGTTGCTTACTTCAAGTATGGAA -GGAATTTCAATTCTGTGTACGTATGTCATTATTTAAGTACCTCCTCAAAGAAATTATCCTTATTCAAATT -TTCGTAAGTATTTTTTGTCTGACCAGATACTTTGCTATCTCGTCAAAATGTTTAAAGGCTATATATGGGA -CTTTTTCCTTTTCAAGGCACTCCCTTAATGAGTATCTTGCAAATGCACAGTTTGCTGCCTTTGCTGCCCC -AATATCAGGCTCGCTGTCACCTGCAAAATACACCTTTTCATATTTTTCTTTTAGTGAAAGGATTACTTTT -TGCTTATCTATGCCCCATACTTCCGAATAAAATTCGCTTTTGGCATCAGGCATTATCTCAATTCCCCTAT -TGTTATACCTTCCTTCCATTGAAATAACAGTAACATTTTTGATTTTGAAATGCTCAAGAAGTTTATTGAT -ATAATACGATGTTCCTGCACTTAATATAAAAAAATCTCCCCCGTTGTTTTCCACCATCTTAATAAAATTT -ATAGCGTAAGGATCTAGAGGAAGCTCCAGAATGTCCTGCAATATTTCCTCTTCGCTTCTATCCATTGCTC -CGAATATTTTATTAAGAAAATCTACATTTATTTTTTTAGTTTTTTTCCATTCCTCATAATAATTCCACGC -CCAATCCTTTAAGTATTTATCCATGACAATATGATAAAAATCCCTGTCAGTTAATGTTCCGTCAAAATCA -GATACAAATGCAAATTTTTTCATGATAAATCGCTCCGTTCCGGCATACCGTATATCTGCCATTAGTATTT -TATTTCATATAATACCATAATTCCCTAGAACAGTATTATAGTATAATTGTAGTTTCAATTTTTATTGATA -AATAATCATTGCAAAACTTGGCAATAGTAATTATTATTGAATAGTATATAAATTTATTAAGGTAAAGGAA -TTCAAATGAAAAATTTAAGTTTTAAAGATTTAACTCTCTCGGATGAGGTACAACGTGCAATCGTGGATAT -GGGCTTTGAAGAGGCAACCCCTATTCAGTCCCAATCAATCCCATATATCCTGGAAGGCAACGATTTAATT -GGTCAGGCTCAGACAGGAACAGGAAAAACCTGTGCATTCGGAATACCAGCAGTGGAAAAAATCGATCCAC -AAATTGATTCTATTCAGGTTTTGGTTCTTTCTCCAACTAGAGAGCTTGCCATACAGTCCTGCGAAGAATT -GAGAAATGTTTTGAAATATAAGGACGGTATAAGAATATTGCCTGTATACGGCGGACAGCCCATTGACAGA -CAGATTATGGCTTTGAAGAAGCGTCCACAGATAATCATTGGAACCCCCGGTCGTGTTATGGACCATATGA -GGCGCAGAACTATAAAGTTGGAATCACTTAAAATGATAGTACTTGATGAAGCAGATGAAATGTTGAATAT -GGGTTTCAGAGAAGATATTGACACAATATTGGAAAAAGTTCCCGAGGACAGACAAACCATATTGTTTTCT -GCTACAATGCCAAAAGAGATTCTCGAACTGACAAAAAAGTATCAAAAGAACCCGGTTCATATAAAAATCG -CCCACAAGGAGCTCACTGTCCCGAGTATAGAGCAGTATTACCTTGAAGTAAAGGAATCTGCAAAGCTGGA -AGTTTTGTCAAGGTTGATAGATACCAACGATATTAAGCTTTCCCTTGTTTTTTGTAATACAAAGAAAAGA -GTTGACGAACTGACAGCCAGTCTCCAATCAAGAGGTTTTTCGGCGGAAGCTCTTCACGGTGACATGCGTC -AGGAACACCGTGACAAGGTTATGAATCTTTTCAGAAAGGGCAATTTTGATATACTCATTGCAACCGATGT -CGCTGCAAGGGGTATTGACGTTGATGACGTTGAAGCAGTATTTAATTATGACCTTCCCAACGACGATGAG -TATTATGTACACCGAATTGGTCGAACAGGAAGGGCGGGAAGAACAGGAAAAGCATTTACATTTATTTATG -GCAGGGAAATGTACAAGCTCAGGGATATACAGCGATATACCAAATCGACTATTATTCCCATGAAGCCGCC -TAGTCTCAATGAGGTTGAAGAAAAGAAGATGTCAAACATTTTGAAAGCCTTGAAAGAAAACCTCAAGGAT -GAAAGTGTATCCAAGTTTGCCAGCCATATTGAAAGATTTATTGACACAATCAATAACGAATCGGAAGAAC -ATGACGATAATTTTGTAAGCTCTCTTGACATTGCAGGAGCATTGCTCAAAATGTACGGTGAACAAAGCGG -AAACCTGCCTAGTGTTGTTAATGAAATTGACAATGCAGTAGAACCCGGCAGTAGTAAGGACATGGTCAGA -TTGTTCATCAATATAGGAAGTGATAGCAAAATACAGCCCAAACATATAATTGAAAGTCTTGTGGCATCAA -CAGGGCTTCCGGGCAAACTTGTCGGTGCAATCGACATTTTTGACAGATATTCATTCGTAGAGGTGCCAAA -GGAGTTTGCTCCCGAAGTGCTAAAATCAATGAAGAACTACACAATTAAGGGAAAACGTATTAATATAGAA -AAATCCAATGCTAGAAAGAAAAGCGGACGGGGATCGTCATTCAACCGCTCCACACCGTTTAACAGACGAA -GTCCGAAAAAATCTAAAGCATAAGTTTAAAACATAAAATTTAAAAATAGAGCTGTCGCATTAGATTGAGT -GAATCGCTAGTGCACGGCTCATTTTTATTATGTTTCGGTACGATTTTCAGACAATAAAAAAAGCCTCGTG -CGATAGGCTATTTCGATTTTTTTTGGATTTTACTGTTTGAAGCGGGTTTCTTTTCAGAAGCATCAAACGA -TTCACCCAGACATTCCTCGATAACACTTGGTGTTACCAAAAATGGACTATTATTCAATTTACCACCTTCT -TTCAACTCTGATGTAATTATATACCTAATCAACTCAAATAGCAAATTTAATTTATGGAAATAAATTATAA -AAATTAAAGGGGCTGTTGAAACAACACCGATACTCCCGTATAAAATTATATCAATGATTGCTTCCAAGAT -ATTTATGAGACAGCCCCTTTTGAAGATACATTAAATTAAATGTGCATTTTTAAGAAGCTTTATGAGTACT -GTAGCACTTTCAGCTCTCGTAACATTATTCTTAGGACTGAGCTTTCCTTTGTTCCCAACAAACAATCCAC -TGTTGACACAGATAGCCGCTCCATTCCTTGCCCATTTTGAGATAACACCTGAATCTGAGAACTTATTATT -CAGGTTATCGGCATTTGTTGAGGACGTATCCATTCCTGCTATTTTCATAGCCTTTGAAATCATTGTCATA -GACTGTTCTCTTGTAATCAAATCGTTGGGCCCGAATTTGCCGTTAGTGTAACCTGTAATAATTCCATATT -GGTATGCTGTACAGATAAATGAATAATACGGATTATCCTTGCCAACATCAGTGAAATTATTTGCAAACTG -CGAACCTTTCAAACCCAGAGCCTTTACTATCATTACTGCAAATTCTGCCCTCGTAATAGCTTTGTCAGGA -GTGAAATTACCATTTCCTGTTCCGCTGACTATAAGTCTTGAACCCGCATCATTTACGTAATCCTTTGACC -AATGTTCTTCAACGTCTTTGAATGATAATGGATTATATATAAGTGCATATGTGCTGTTAGTAAGGCTGTT -GATCTTTGCATAATACCTGTTGCCCATAATATTAACCGCTGTAGGCACATGTGAGAATAAACCGTCAGCA -TTATACACGACACCTGTTGTTATTTTCTTAGGGTCAATTCCGTCTGGTATTGCCACAGTTCTTGCAACAT -AATTGTTAAATGAAGAAACTGTAACTTCCCTGCCTGCATTTACAAATGATATTTCAAATTCCGCAGGATT -CCCTTTAACTTCAAAGCCCTTGTTTGCGGCAGAAGCTTTTATTCTGTCCAATTTATCATCAGAAGCTTTG -GTTATTGTTACTTTAACCAAAATGTCTTTAAGCTCAGGTTTGCCGCCTAGTTTTGTCACTATCTCACCGA -TATTGATATTGTTGGCAGGTAAGGTATACACTGCATTTTCCGTCCTGATTTCAAGAATGGCGTCCATTTC -TGCCATGGCTTGTAATGTACTGGCCTTTAACTCCCCTATAACTCTATCCGAGTTGTTAATAATGGGGACT -ATTACTTTTTTTTCTTTTTCAGGTTCTGTCTTTTTTATTTCGCTAAGGGTTTTTTGTACTTCCGTTTCAT -CCAGATTTACTGTAGTGGTTTTAGTGTTGTTTTCCTTATGAACATCCACAGAGATATTTTTCAGGGAACG -GTCTCCTACATTTATATCTATTGTTTCACGTAGTGGTGTTTCTGGAGTAGTTGTACTTCCGCCTGACGTG -CCTTCTTTTGTGCCTGTTCCTGTTATTTTAAATTTGAATGGACTATTTGCGGCATCCTTGCCAGTTATAG -TTATTTCGGCTGTTTTTGTCCCTGTAGATGACGGTTTAAAGACTATGATGAAGGTAGTTGAGGATTTTCC -GACAATAGGACTTACAACTTCCTTTTTAATAGTAAAATCAGAACCTGCTACTGATATTAGCTTATTTATT -CCATCCTCTGTAAGGTCACTGTTTCCGGTATTTGATATTGTAAACTCCAGCTCGCTTTCCTTGCCTGTTT -TTGTATCTTCGAAGTTTACGGTGTTACCGTTGGAAATTTCTGAACCATCTTTCTTTTTAAACATCTTAAT -AAAAGCTTTATCGTCATCTTGTATAATTCCCTCTGCCTTAATATCTCCTGTATCGAGTTTTAGAGTAACA -AAGTAACTTTCGTCAGGCTCTCCTGTTTTGTCTCCGCTAATATTAACTATTATTGACTTGGATGTTTGAC -CGGGAGCAAATTCCAGCTTGCCTGACAGCGGAGTGTAATCGTTATCTGCAATTGTCGCTGTTCCGTCTTC -AGTTGCAAAGTTGACGTAAACTGTTTTTTCACATCCCGCTGAAAGTGTTACATTGAAAACCATCTGTGTA -ATTCCGGAATCTCCTTCGGCTACTTTCACCTTATTCTGTTCAAATGTTACGGAAGGTGCTGAATCATTGT -CGTTTATTGTGCATACCGCTGTTCCTTTTAAAGGATTTATTTCCGCTCCGGCTGAAGGATTCGAAAGCAT -CAATGAAAATGTTTCATTATCCTCATACACAGTGTCCCCCGCCACTTCCACATTAATCATTCCACTTTTT -TTGCCGGCAGGTATTTTGAGATTGCCTGTTGCAGCTGTAAAGTCATTTCCATCCTTGGCAGTTCCCTCTA -ATGTAGCATAATTTACATATATATCATTTGCACTGGCTGTTGAAAGAGATATTTCAAAAGAAGCAGTGGT -CTTACCTGAATTACCTTCATTTACAGTAATATTCTCAACAGATATTAAAGGTTTCGATTCATCGTCATTT -ATAGTTCCTGTTCCTGTAGCCTTCCCCATTTCTATGGTTGAATCTGATAAATCATAAAGTTCAACATAGA -AGGCTTCGACTCCCTCATATATTTCATCATCGTTTACCCCAATAGTTACTGTCTTATCCCCAAAATCACC -TTTTGCAAAAGTAACAGTACCCTCTTGTTGTACATAATCCTCTCCCAATACTGCACTGCCATCCTTTGTT -CTGAACTTTACTGTTACACTTTGGGAACTTGGCTTGCTGAGAGATATCTTGAATACTATATTTTTGGCAG -GGCCTTCAGTTACCGATGCATCATTTATAGATATAGTCGCCTTATCGTTATCCTTTATTGTACCCGTAGC -AGTATAATCCGGCTTGTTGGCATTAGTAGCTGTCAGATTCAGTGAAACTGTCTCACTTGGTTCGAGTAAA -TCGTCCCCTAAAACAGTCACTTGGATTTGTTGTGGACCTGTTTCACCCGGACTAAAGATCAGAGTTCCGT -TAGTAGCAGTATAATCCAATCCTTGAGTAGCGGTTCCATCGGCAGTTGAGTAATTTACCGTTACAGTTTT -TTCGCTTTCTGCTGAAAGTTTTACATCAAATATCAATTTGGTGTTATTACCCAAATCAACTTCATCTACG -GCTGCATTAGATATAACTATGTCAGGTGCAGCATCATCGTCCTTTATAGTGCATTTCACAGAAGAAGAAG -TTCCAAGCTCCGCACCTACAGGATTATTTATGGTAAGTGAAAAGTTCTCATCATATTCATCTAATGTATC -ATTTAATACATCTATTTCGATTGTGCCACTTGTTTCACCTTTAGCTATGGTTAACGTTCCTGAAGCACTT -GTATAGTCTTTAGGACTCTTTGCAGACCCATCTGATGTTGTATAATCTACAGTTATATATTCGTCACTAG -CTTGTGATAGTGAAACGATAAAAGCAGCCTTTTTGGTAGCTGAATCGTTTTCATTGAACTCAACAGGCTC -TATCGTTACCTTGGGTTTTGGGTCAATGTTGGTTATTGTTAAAGGTACCGACTTAATATCCCCCGTGCTT -CCGTTTGTAACATCAGCATCTGAAATGCTAGTTGTAAGGACCTTGTTATTATTGAATTTATTGTTTGGAA -TTCCTTTAATTTGCACTGATCCTACTGTCTGTTTGCTTGGTATTGTTATAGTATCACTTAAAACTGTAAA -ATCCTTATCTTTCACAGCACCTGAGAAGGCCAATTTTACAGTTACGTCCTTACTTGATTTATTTGTAAGG -GTAGCTTTTACCATTGCCACATCAATTCCGTTTTCTGATATTGACCCCGGTGTTATGCTTAAATTTACTT -TTGGCTCGGTTTCGTCATCAGTAATTGTCAGCTTAGGCGGAATAAATGTGCCTTTATCTCCTTTATCCAC -ACTGCTTATGTCAACGGTTACGTTTTTATCTCCATCTGAATAGATATCATCGTCCAATGAAGTTATGTTA -ACTGAATTGGATAAACTATTTGCAGGTATGGATATTGAAGCCGGAGCGTTAAAATCAGTTCCCGCTACTG -CACCTGAAAAATCAAGATTGACTGTAACATTTTCATAAGTCTTATTTGAAAGAGTAGCCGTTATTTTTGC -AGAACCACCATTCTCACCTATACTACTCTTATCAATACTTAACGATACTTTTGGAGGGGAGTCATTGTCC -TTTATGGTACATGTAGCCTCTCCATCTACAATTCCTCCGACACTAGGATTTGAAATAGTTACTTTAAAGT -CTTCTGCCAACTCGCGGTCAGTATCATCTTTTATTGGTACCACTATTTCCCCATAGGTTGCATTGGAAGG -AATAGTAATTGTACCATTTAAAGCTGGGGTATTGAAATCATCTGCTGTTGCAGATTGTGGATTGATAGAA -TAATCAAGAGTAATATCATGGGTGTAAGCCTTTGTAAGATTTACTCTGAAGGTTGCGTTCTGTCCTTCAG -TAGTATCAGGTGCGTCAACTATTGAAAGGTCTGTAAGGTTGGAGAAATCAAGGCTGTCTAGAGAAATATA -CAAGGGCTGATTAGTATCTGTATCAGTAATTACTACTCTGTTAATATCATACCAACTATCCCCGAAAAAA -AGAAATCCGCCGTACTCACCATCTGTGGAATTGTACACATTATTTGTATAAGTGACATCACCATACTCGG -TGGTACCCGGTTTAGTAAAATCGATACCGTCTACATGGACACGTTCAAATAAACCATTGTACCCCTTGAT -ATCCACCTTAGTCGAGGATCCCACATCAGTTATTAATGCATACAGTGACTCCAGCTTAAATGTCCTTTCT -ATTGCTGATTCAAATGCGAAGTATGTAGGACTTGTATTTAAATCTGGATCATTACTCATTGCCATACCGC -TAAAACCATTTATCGTACGACCATAGCCAAATTCATAACTTAATGCATCCCACCCTCTTACGTTAATAAT -ACCAGTATCAGTAGTAAAATTCAGTTCTCCTACCCGATATGCTCCTGAACTACTCCCAGCCGCAACTGAA -TCAAAATTCTGATCCTGTGGTGCTTCTGCATAGACATAACCCGTATTATATGCAAGCAAAACACTAAAAA -ATAAAACACAAATTACCATAGATATTCTTTTAACTGTCTTTGACATTTGCCCCTCCTATATATACATAGC -CACACTCATGGCATATATAAACCAGAGTGTGGCCACATAATAAATTAAGATATTGTTATATTACATATAT -ATGTATTCTTATTTCCTGTATTCTTAGATATAACATCAATATTAATCGTATTAGCTCCTATTTTCAAATT -TGCCGCGGTATATGACGAACCGCTTGCTACTGGATTACCGTTAACAGTAATATTAACACCATTAGTATTA -CTAGCAGTTGGAATTATGGATAAGCTTGTAGTTCCACTGACACTTGTTGAATATTGATATTGTGTCGAGC -TAAAATTGGGCTGTAAAATAAGCGATGTTTTTCCATTTTTAATAGATAAACTGAATAAAGTTAAATCCTC -TTTCCTCTTAATTGTTACCGTATACGTCTGCGGGGCCATTGTTGCTGTAGTAACTATAACATTTACTGTT -GTATCTCCTGTTGTCTGTAATGTAATCGGCCCGTATGGCTGACCGCTGACAGCAGCTCCTCCGTTTATTG -TCAGAGTTGATGCAGGATTTTCACATGTCGCATTTAACATTACGCTTTGAACTGTATTATCAACTTCTAC -CGTATACCCGTAAGTATTTTTAACAAAAGCTGGTACTATCGGAAGTACTGTAGTTCCGTTGAGGACAGAA -AGACTCGTAAGTTTGTTACTGTTAAGCCTTGTTACAGTCAGGGTGTATCTCTGGGTTAAGTAACCAACGG -CTGAAGTGACATCAATAGTTATGGTATTGACACCGACTGCAAGGTTCACAGACGCCCCTGTTCCACTGTT -TGTTACAACTCCGTTTACCTTGATAACTGCATTTTGTCCGTAGGCAGTCGGAGTTTCTGCTGTTGGAGTT -ACTATAATACTGGTCACTCCATAATCAACTGTAGCAGTATAAGACAATGTAGTTTTATCAAAAGCAGGTG -TAAGTGTACCGCTGTTCATCGTTAAGCTTGATAGGTATGGGCTTGTTGGGTCAACTGAGAACAATTGAAA -ATTAGAAATCGAAGCGATGTTGGGATTACATTTTAGTCCTCTTGTTACATTTACTCTATAATACCTATAT -GCGGCGGTCGGAACAAAAGTTCTATCAGAACTGTAACTTATTGTGCCGGTATTTGTGTTATCCACAATGT -CTAATGTTACCCATGTTGAGCTGTCATTACTTCCCTGTAAATAATATGTAAGTAAATGGTATTGCTGAGG -GTCCCAACCCACTGAAGGCATACCATTTACAACCCATCGATTTACACAATACAATTTGTCTGGCATAAAA -TTAAGTGTACAAGGAACTTCTCCAACCCATCTGTTGACAGGCTTGATTATCCCGTCAACTGCCCTTTTGG -CCTCAAAAGGAGCTATGTAACTGGATGCTGAAACAAGGCCGGTTAAGGCGGTATTACTCATATGTATTTC -CCCCCTGCTATATTAAAATTTGTATTTTTTTACATTTAATGATATTTATTATTATATTGTAACTTAATCA -AAATTACAATCAAAATTTTTATTATTGTCATTATTTATGACATCCTATTGACATATTTTTACACAATATT -ATATAATTACTATATATTAATCAGCGAGAGGTGTTTATATGGAGACGATGTTAGGTGAAATTGAGCTTTT -TCCATTTACCTTTGTACCCCAAGGATGGCTTTTGTGCAATGGTCAGACATTGAGCATCACACAAAATCAA -GCACTGTATTCGTTACTGGGAATTACTTATGGCGGTGACGGTAAAACAACCTTTGCCCTACCTAATTTAT -TAGGCACAGAGCCCGTACCTAATACAAAGTATTTCATAGCGAGAGAAGGTTTTTATCCTGAACGGAATTA -GGTTAGTTTAAATTTTACTTAAAATGAATTAGGTTAGTTTAAATTTTACTTAAAATTTTATTTAGCCGTT -CTTCGGCTCAAGGAGGCTATTATTATGGATTTTCCTTTCATAGGTCAGATTCAGCTTTTTGCATTGGGAT -TCGCTCCAGTCGATTGGCAGTTGTGTAACGGGGCAGTATTTCAGATTGCAGGGAATGAGGCATTATATTC -ATTAATCGGAAATAAGTTTGGCGGTACACCTGGTCAGAACTTCGCAGTTCCAAATCTGTTAAAAGCAAGT -GCATATCAGATAAAGCGCCCTATGGCTTATTATATTTCAATGAACGGCATGTATCCGCAACCCAGTTAAA -GCCGTTGCTATAGTGTAACATGTTTTCAATCTTATTTTTAGGGAGGTTATTATAATGGATTGTCCCATTT -TAGGTATGATAAAGCTCTTTCCGTTTTCTTATATTCCTTACGGTTGGGCGGCTTGTAACGGTTCTATCAT -AAACATTCAGTCAAACGCCGCCTTATATTCCCTGCTGGGAACTCAATTCGGAGGAAATGGCAGTACTACC -TTTGGGCTGCCTGATTTAAGAGGTGCAGAACTGGATTCAAATACTGTCTATTGTATTGCTATACAGGGGA -TTTACCCTCAAAGACAATAGAAATGTTTGTGGATATTTCCCTTATTCTTGTAAAAAATATGTTTATAAAT -ATAAAAATGTTGGTAAATTAAATACTAGTATATTTATACTATTTTAAATTATGAGGGAGGATATAATTTT -GTCTAAAAATTTTTATGCGGCAATTAAAGATAGACGCACATACTATGGTATTGATAAACAGATTCCTGTT -TCAGATGAAAAAGTTCAGGATATTATTAAAGAATCAGTTCTTCATACCCCTTCGGCTTTCAACAGTCAAA -GTGCCCGAGTTGTGTTATTGCTGGGAGCAAGTCATGACAAATTATGGAATATTACAAAGGATACTCTCCG -CAAGGTAATCTCACCTGAAAACTTTTCGGCAACGGAGCAAAAAATAAACTCTTTCAGGAGCGGGTATGGT -ACTGTTTTGTTTTTTGAGGACAATTCAGTTATTGAGTCTCTTCAGCAACAATATGCAACATACAAGGACA -ACTTCCCTGTCTGGGCACAACAGTCAAACGGTATGCTTCAATATGTCATTTGGACTGCTTTGGAAATGGA -AGGTATAGGAGCTTCTCTTCAGCACTATAACCCATTAATCGATGATGAGGTCAGAAGTGAGTGGAAAATC -CCTTTAAACTGGAAGCTTATTGCCCAGATGCCATTCGGAAAACCCACTGCATCTCCTGACGAAAAGCAAT -TTCAACCAATTGAATCCAGATTTAAAGTATTCAGATAAGAAAACCGGCAATTTGCCGGTTTTTCTACAAT -ACCTTTTTTTCAAACTCTTCTATGAGTTTCAGATATTTTTCCTGTAAATGCTGTTCCAATGCTTCTTTCT -CTGCCTTTTCACATTTTTGATTCAGTATTTCCATTGTTTCTTTGGTAAGGTTGTTTCTTGCGAATTTGTA -TACTACTCCGTCTTCCTTTTCAATATGCCTGTACAGTAGGTGTGTATACGAAACGGCATTTGCTATTATA -TCAAGCCTTGATTCATCATCACCTTCCATGACTCTTTTTACAGCAGCCTCAAGCTCCTGCATATGGAGTC -TTCCAAGATCATGCTCAACAAGCATACCGTGCCTTATAAGCTTTTGTGCGGCAGGTCCCATTTCTTTTTC -CATCCTGTCAAAAAGTAGTTTTTCCTCTTTACCATGGTGATGTGCATCTGAATAGTTTCTTACAAAATCG -ATTATTGTAAAAAGATCCTCATACTTTACCTTCTCGCCCTTTAAAATCTTATAGCAATATGCCCTGATTA -CTTTCAACATCCTCTTTATATTTTTATGCTCGTCTATCATTAAATCAATACAATCCATACTGTTTTCCTT -TCTACTTATGGGATATCTTATGTGTATTTTCAGCTGACCTTACATAAGTAAAATCAGGGTTCAGCCCTTC -TACAAATGACTTTACCCAAGCTTCCCTAAGTTCATAAAAATTACTCACATTTCCATGAACCTTTTGCCAG -TACGGTGTGTGTAGGCATATTGAAGTCTGCCATACAAACTCATTGTCATTACTTGAGACTATTTCATTAA -CACGATCACAGGGCATTCCCTCCAGAATATAGTCATTCAAAGCATTAAATATATCCTCAGGTACAGCTGA -ATCCCCTTTATATTCTCCGGCAGCAGCTTTTCCCTGATTTTTATAAATTCCAATCAAATCACTCTTAAAG -TCCATATTCCTGTTTAAAACTTGGGTTACAAGAGCTGCCTGCCTTAATTCTGCACTCTCTATTCTTGCCT -GAAGCCATCCGTGTATATTTGAAGTATCAATTAATTGTTCCAGAGGTTCAGTCCCCAAAGGCGGGCCATG -CCTTTCATTATTATCCTGAACCCAGGTGCCTACAGGTAGTTCCTTGTCCTGAGCCCAATTTATAATATCT -TTCTCTATTTTTTCGTACCAGATAATTTTGTTATAAAGCCAGTAATGTATTTTACCTAAAAATAGACTCA -TTTTTTCCTCCGTAATATATTTTTATATATTCACAGTTATTTTGTTCTAAAACATTAAAATTTATTTAAA -CACACCCAATCATTAAATTTTGAATACTATAGTATAGGATTTTTTGTATTTTTGGAGGAATATTTATGGA -ATATACTATAAAAACAGAGCAGGATGTAAGTATCTTTATAAATGATATTAATCCTTATGGGAAAAAGACG -ATTTTTTTTGTACATGGCTGGCCGTTAAGTCACCGTGCATTTGAATATCAATTTAATGTCTTACCTAAAA -TGGGATTCAGATGTATCGGTATGGATACAAGGGGGTTTGGCAATTCAAGTAAGCCTTTTTGGGGCTACGA -TTACAATAGACTGGCTGAAGATGTCCGATGTGTAATCGATACAATGAAACTCAGGAACTTTGTTCTTGCA -GGCCACTCCATGGGAGGTGCCACTGTTATACGTTATATGTCACGTTTTAACGGCTATGGTGTTTCAAAGC -TGGCACTGTTCGCTGCCGCCGCCCCAAGTCTGACCATGCGTCCCGATTTTCCTTACGGACTACCCAAAGA -AGAAATTACAAAAATAATACAAAGTGTATATAATAATAGACCGCAAATGCTTCTTGACACGGCTCCCATG -TTTTTTCACAACCCAATAACCAAGGCTCTATCGGACTGGTTTTTCCAACTTGGTTTTGAGGCCGCAAGCT -GGGCAACAGCAGAATGTGCAAAAACTTTTCGTGACGAAAGCCTTTTTACAGACCTTCCCAGAATTCAGGT -CCCTACTTTGATACTCCACGGAATACATGACCGTGTTTGCCTGTTTCCGTTGGCAGAAGCCATGAAAAGG -GGTATCAGAAACTCAAGGCTTGTACCGTTTGAGCATAGCGGCCACAGTCTGTTCTTTGAAGAGAAGAATA -AGTTTAATATGGAATTGGTTAGATTCGCCGAATAGATTATGTGAACTGTTTCTTGTTAATTTTGATATAT -AATAATTGAATTATTTTTTCAAGCTTGCTATTATTATCTAGTTGTAACACTTTTAATAGAAAATTATTTA -AAGATAAAAGTGGCTATAATTTAACTATCTATTTTATTAGGGATAAAAAATATATTAATAAGGAGTGTTT -TAAGATGACACAAAAGAGGGATCAGTGGGGGTCAAAAGCCGGGTTTATCCTTGCTGCCATTGGCTCGGCT -GTTGGTCTGGGCAATATATGGCGATATCCGTATGTACTGTACTCAAACGGCGGAGGTGCTTTTCTTATTC -CATATTTTTTCGCCATACTGACTGCCGGAATACCATTAATGATTATGGAGTACGGGTTGGGACACAAATT -TAAAGGTTCTCCTCCTCTGGCATTTGCCCGAGCAAATAAAAGGTGGGAGTGGCTGGGCTGGTGGCCAAGT -ATTAATTCATTTATTATATTGACGTACTACACCCTGATACTGAGTTGGGCTATCAACTACCTGTATTTCA -GTATAACCCAAGCATGGGGGGACGATACAAATTCATTTTTCTTCAAAGATTTTCTTAAAATGACCGATAG -TCCCTTTAAGCTGGGAGGCTTTGTATGGCCTGTCTTTTCCGGTATTACCATTATATGGCTGTTAAACTGG -TTTGTATGCTATAAAGGTGTTTCCGGGGGAATAGAAAAGTTAAATAAGATTTTACTTCCCACCCTTGTAG -TTGCAATGATAATTATTGTTATCAGGGGTGTAACTCTTCCGGGAGCAAGTCTGGGTCTGAACAAGCTTTT -TTCACCGGACTGGTCAAAAGTACTTGATCCAAAGGTCTGGATAGCTGCATACGGTCAGGTTTTCTTTTCA -CTAAGCCTTGCTATGGGGATTATGATTACTTATTCAAGTTATCTGCCTAAAAAGACCGATATAAACAACA -GTGCATTTATGACTGCCTTCGCTAACAGCGGCTTTGAATTCTTATCTGCAATTGGAGTTTTCGCAATTTT -GGGATATATGGCTTCAACCCAGGGAGTGGGTGTAGATAAGGTTGCTTCACAGGGAATCGGACTTGCTTTT -ATAGCTTTTCCAAAGGTGTTTACGGTTATGGGCGGAATAGGGAAGTTATTTGGAGTACTATTCTTTATAT -GTCTTGTTTTTGCCGGAATAACTTCTTCCATATCTCTTGTTGAAGCTTCCTCCTCTGCATTAATCGATAA -AACTGGAGCCGGTAGAAAGAAAGTTGTTTCATTGGTTTGCCTCGTCGGATATTCCATAAGCATAGTATAT -TCTACAGGAGCAGGATTATATTTCCTTGACATAATAGACAACTTTATAAATTCATACGGAATTGTAACAG -TTGGCTTGCTTGAAGCAATAACCATAGGGTGGCTGTTCGGAGCTTCAAAGATAAGAGAACATACCAATGC -TATTTCCTATTTTTCCATTGGAAAGTGGTGGAACGTGATGGTTAAATTTATAACTCCACTTATATTGACT -TTTATGATTATTTCCAACATCGTAAATGAAATAATTAAACCATATGGGGGTTATTCACAAAAAGCACTGA -TAGCTTTCGGTTGGAGTGTTGTAATTTTAGGAATTGTCTTATCGTTGATATTATGTACAAGACCTTGGAA -GGATAGAAACATTACCTCTTACAAATCTGAGGAGGTGAAGTAGATGACTGCTACGTCCATAGCTTTCTTT -CTATTTGGTGCAATTTTTCTTTGGGGAGGACTTGCTGTAACAATTATGATTGCTGTTAAAAATGAAACTA -AAAAGTAAATACAGGGGCTGCTACACAGCCCCTTGTTTTTTCTATTCTTCCCTACGCTTCTGATCCAGTG -CTTCATCCCTAATTTCAGCCCTGAAACCTTCAAGTGCATCTCTTCTTCTATCATTTTTTTCTTCCAAGGT -TTTTGCCATTTTCCTGTCATCAGTTTTTGCAATCATTTCTTCCGCTGCTTCCATATTTCTGATTGTATGA -TTGATATTGGCCTGTATTCTTTCCACATTATCACTTCTGTCATCCGGTTTAGGCTTATTCATATACATAT -CCTCCCTCTGATTTTTAAATATTCAATCCTTGTCATCATCCATTTTGATTTCGACGGCTCCGGATTGCTC -CATTACCGACTTGACTTCCTGAGCTTTGTGCCTCGCGGCTTTTACAAATACTACAATACCGCTGTCATGA -TTCAATTCGTTTAAACTTTCAACAAAAGACTTTAATCTACCGGGGTCATCCTGTCCTGTTTTTACGGTGG -CACTTATATGATTATCTATGGCATCAGCATTCATGCTTCGAAACTTGGCTTCATCGTAGCTACTGATTAT -CATATCCTTCCTGTTGATTCCGCTGTTTTTAAGGGAATCCACCAAGCCGCCTACCTGACCCGGTTCTAAA -AATCTACCAATTATTTTAATAATAAATCCCTCCCTGCTTGACTATGCTGTGGTAAGAGAATAATTAAAAT -AGATTTATTCTTTTTATATTGTGTCCAAAAATTTTTAATGTAAGAAGGTAAAAAAAACAAAAAAATGACA -TAGTAATGTCATCAAAGTCAATGATTTCAAGAAAACAAAAAATTTAACACGTATCTTGCAAAGTATGTAG -GTTACATTATGAAAGCGTAAAAATATTTTTTCAATTGGAGGGGATATCAGTTGAAGTATATTGCTGACAA -AATGAAATTTCTCGCTTTTACATTTCTGTCTCTGTTTTTTTCATTTATGTGGCTTCTCACTCTGCTGCTC -CGGGCAGTATCAACCCCGCTTCCTAAACTCATATCACAGAAACCTCTGGTATTGATAGGTCTTGCAATCT -CTGAGTTTTTAATACTTCTGGGAATTTACTACATTGGACAGTTTTTACTCAGATTTAATGAGAAAAAAAC -TATCTTGGCAATTCTTGCAGTTTATATTATCGTACAGGTTATATATATATTAATGTTTCCTGTAAATGCG -TATGAAGATGCAGCCATTGTGGAAGGTTTTGCAAGGGAATTTCTAAATGGTAAATTTTCTTCTCTCCAAA -TTGGCAATTATCTGGGCTATTATCCAAACAACATAGGAATTACAGTTTTTTTCGCTTTTTTATATCTTTT -TTTACCTGACACTCTTCTGACTCTGAGGTTCTGTAATGTTATATTTTCAACCTTAACTGCCTGGCTGACC -TATAAGCTTTATATTGAACTGTTCCCCAATGAAAGAAATTCTTCCGTCGGTGTACTGCTTCTTACGGTCT -GTTTCCTGCCTGCAATTATTCTGAATAACCTTACATATGGTGATATTATAAGTACTTCCCTGTGTAGCGC -AGGTCTGCTTTATGCTTCGAAATTTGTAAAAACCTCACTTTTAAAATATGCAGTGTATACAGCATTGTTA -CTAATGTTGGGAAATTTTATTAGAAGTGTGGCACTGTTGTTTTTACTTGCGGTCCTGCTATATTGGGCAT -TAAACAGCAAATTATTCAGATGTGCAATAGATATGAAAAGAGTTATTGCGGGTACTGTTATAGCAGTTCT -GGCTTTTTCACTGCCTCTCAAGATTTTCAGTTTCGTGGGGTTTAAGAGCGGGATTATCCAAGAACCGGTT -GGTATTCATGCAAATCCTGTATGGCGGTGGATTAATATCGGATTCCCTTCGGACGGCAAACTAGGCTACT -GGGATGGAGGCCGGAATACGTCCATTTTTGTTTCACGTTATAATTGCAACCCCAAATTGGCTTCCAAATT -CTTCATTCACGATATTATTGATAAATACCGTAATATAGGCAAAAAAAATACCATTAAAGGATATACTAAA -AAAACCTTCTGGACATGGACGGAAGGAACCTACAATGTTAATTTTTACGGTTTAAGCCAAGCACTCGAGC -CGGAGAATTTCAAACTCTACGATACTCCCCTCATAAAATATGCAGAACCCGCTGACAAAACCTTTAGAGA -GTCTATTGACTGGTATTTGCATACCTACAACTGGATAACCCTTGCCCTTATGGCATTTTACCTCGGAAAC -TGTATAAAGCGAAAAGATTTTAGTACGGAGCTTCTAATATACACCATCTTATTTTATCTGGGGTTTTATT -TCTTCTGGGAAGTAAAATCAAGATACCTGTTCGGTTTATACCCAATTCTTATAATACTGTCATACAATTC -AATTGGATTAATTGTAAAAAAGGGTCAGCAGAAGTTTTTCCACCGACCCTAAACAAACTAAAATATGGAT -TTTTCTAAGCCAATTCTTTTGCTGATTCCTTTAATTGCTTGCGTATTTGTATTTTTTGAGGACATTTCTG -CTCACATATACCGCAGTCTACACATGCATCCGCTCGGTTTCCTTTGACCCATTCATTGGTTCCGATACTC -TTATATTCTGCTTTAGCGTAATCAGTTAATCTATAAACACGATGATAATTCATATACTCAAATATTTTAG -GAATATTAACCTCCTTGGGACAAGGCATACAGTAATTGCATCCTGTACAGTAAAGTTCTGATAGCTTTTT -GTTCTGCTCCATAGCTTCATTTATTGCATTTATTTCGTCGTCGGTAAGCTGCTGTCCGTTAGACGCTACC -GTTACATTTTCCTCAACCATGGCCATACTTCCCATTCCTGATAATGCACAGGTAACGTTGGGATTTGAAA -TTACGAACCTCAAGGCGAGTTCAGCACTGCTTTTTGCCCCGCCGGGAATTAACTTATTGATTACTTCCGA -AGGAGCCCCGAGTCTTCCCCCTCCAATAGGGCCCATTATCACTACTCCTAGCCCTTTTTCATGTGCATGA -ACTATTCCGGCCTCATTGCTCCTGTCCAGCATATTGTACTGACATAAAACCGTCTCAAAGTATCCCGTAT -CAATAAGTTTTATCATATTTTCAGCCTTGTCATGAAATGAAAAGGATAGGTGCTTTATCAAACCTTCATC -TTTTGCTTTTAATGCAGCTGAAAGCGGGCCATCTTTGACATTTATTTTCTGTTCAAAAGACTCAAGACTT -ATTCCCCACATATGATAAAAATCTATATAATCAGTATCAAGTTTCTTTAACGAGTTTTCCAGTCTTTCTC -GGTAATGATCACCTGAAGCATCTTCGATTGGGTTTTTTGTTGAAAGGTAAATTTTGTCCCTCCAGCCCTT -TATGGCTTTGCCTACAATCTCTTCACTCTGCTTTTCACAGTAGTATGGTGCTGTATCAATATAGTTCACA -CCCAACTCGAAAGCCCTATGTATCATCCTTATGCTCTCTTCAGTATCAAAGACCATTTTACCGTCAATAT -TTGTTTGCGGTAATCTCATTGCACCAAATCCCAAAGTTGATATATTTATACCTGTATTACCCAATTTACG -GTATTGCATACTCTTATCCTCCTTGTTTTCGACTGTAGTTAATGAGTAAATTATATCATTTCCCCCATTC -ATTTTACAGTACTTACTTAATTATCTTCTGTACCATCCTTAATTCCTTTAAGAAATGATTTGCCTCTCTT -AGTACGTGATCGCTTAGCAGCGGCAAAATAATTGACCTTATTTTGCAATCTAGGATTCCTTCTGTCCCCT -GCTCCTTAAAGTTTTTAATATCAGTCGTTGCCTCTACACTTCTACTAGTAACCTGTGGAAGAAGCTCCAA -CTGATTTATTGCCATCTTTGCTGTGTTAGTAAGTTCTGTAAATATGTTTACAAATTCATTTGCCTGCTGT -ATCAGGTTCTCCTCCGACGGGTCAAGTAACCCTCTTATAAATTTGCCGTGCTCGCCCATAATATTATCCC -AGAATGCTTCCATACCCGCTGCATCTCTTGGTGTTTCCAAAAGGCCATGTGAGCTTTCAAGTCTCTGGAG -GAGCTGCAAATAGTGTTCAGCCTCACGAGTCACATGATCCAGCATTAAGGGATAAATTGTAGTAAACATT -TTACAGGACAAAACATTTGAAAGTACCATTTTCTTTGTCTGAATAATTTTTTCCAGTAATGCCATAATAC -GCTGGTTTAACATACTTACAGCCTTAGGAGGCATTGTTTTTGATACAGGTCTGATACTCGTTAATAAGGA -AACTTCCATTTGTGTAATGTTTGTATTTATTTTTATCCCGGTATAGTACTGTGTTACCATTTCCGCTTTT -AGCGTGTATGGTGTAACTATATCTCCAAACATTAGATTTTGTGTAGGTACTACACCATTTGCCATCAATA -CTGTCTCTTTTAATAATTCTTCCAGATTATTAATGGTTTTTTCCAACTCAGGCACCATCCCCTGATCCCT -CGGCATAAGTGCAGCAATTGTAAATATCAGATGTTCCTTAATGATTCTTAAAAAGAAAAGATTCGTTTCG -ATAGAATGTATTACATACTCCATTTCAGTCATAGCATTTCCCTCCATGTGCCCGTACAACCCTGCAGTTG -TCCTAAAGAATTTGCCAAGCATAATCAAACCCAACTTTTTGATTGGGTTTGATTAATGACAATATATAAT -ATGTAGACTTTATGAAGAATGTACATGAAAATAAAATAAACTTAAATATTATTTGCAATCTGTTTCAATA -ATTCAAATAGTTCCGGATTGAATTTGTGCTTTTCACCCTCCATTATCTGGATTGCTTCATCCTTGCTGAA -GGCTGCACGATAGCATCTGTTTTCACTAAGTGCATCAAAAATATCTGCTAGCACTATAATTTGAGAATAG -AGCGGAAGGTCTTTTTTCTTAAAGTATCCTGAGCCATCTATATACTCATGGTGATAAAATATGTATTCGG -CAACAAATTTAAGATTTTCACGGCTTTTAGCATACTGGTAGCTGTAAAACGCATGCATTTTTATTTTTTC -GTATTCCTCTGGTGTAAGTTTGCCGGGTTTGTTTAGAATTTTAGGATTAACGTACAGTTTTCCTATATCG -TGGTTGGCAGCTGCAAGCCTCACCTTTTCACATTCATCCGCCGGAAGGCCGTAAGCCTCTGCCAGTGCCA -TACTGATAGCGGCAACTCTCTTACTGTGAAGCATAACCTCCCTATAGGCATCAGTATTTGAATAAACTTC -GAAGTTAACATAATCAAGTCCATTGCTTACCAACGCCTCACGGATTTTCTGCTCCATAAGATTTTGTGGA -ATCTGGTTATCAGTCAAAATCACGAATGATAAAGAAACTGAGCCATAAATGCCGTCGTATTCTCTGAAAC -ATGATGTAATACAGTATTTTAGCTTGCTGTACTCCTCTATTGATAGTAAACGGTTTGCTTTAAAATTGAC -TCTGTAAATTTCTCCAATAACATTGAATCTGTTATATCTTGATAGATTCTTTGCAATGTTAAATGAAACT -GATTCAAATAGCTGAAGGTCTTCATCCGAAGTAACCACCACATTTTTGCCAATTCTCTTTGCCGTATACA -GTGCATCATCAGCACTTCTGATAAGCTCCATATAGTCTATTACCTTGCAGGATTCACCCAGAACTGACAC -TCCTAGACTAACGCTGAGACTGCTTTCCTCATATTTTAAAGTATTAAACTCTCTGCGGATTGTTTCAGCT -ATCTCCACAATTTCCTTGGAGCCAATCCCTTTTGTAAGCAGAAGAAATTCTTCACCACCATATCGTATAG -CATACACAGGGAGATTATTTATGGCATTTTTAATAACACCTACCAACATCCTGATAACATTATCACCTGC -CAGGTGTCCATAAGTGTCATTTATATTCTTGAAATTGTCCAAATCAAGTATTATTGCACCATTTATCCCA -ACCATACTTTCTTCCCAGTTATCCAGAAGTTGTGAAAGATAAAGTCTGTTATAAAGACCTGTCAATCCAT -CATGTTCTGCTGAATCTCTAAGTTTTGAAAAAAGCATTGCATTTTCAAAGTATATACAAATCTGGCCTTT -AATTAGCTGAAGTAAACCCTTCTTTTCCTCATCAATCATGTCAACCAATTCATGGTGGATAACAAGATAA -CCATACAAATCACGTTTGGAAATACACAGTACACCAAGTGAGCCGGAGTTGTATCCGAATAATTCCTTCC -CCTGTGCCTTCAAGTTCTGTATATATAAATCAGTATTGGGCAGAAATGAAGGATCCATTTTCATCTTTGC -AATATCATCAGGAGTGTATATCGTACAATCCAAACCAAGAACCCCTGCTATTACATCCTTTAAATAGCTT -ACGAGATCCTGAAAATGCAGGATGTTCCCCATATACTCATTAATGTCTATCAGTACAGATACCGCAGCAA -GTCTGTTTTCGAGACTTTTTACCTTGAAAGTAAGGTTTGCATATTCCTGATTTAGTTCCATTAGCAGTTC -AATGCCTTTCTCTATTGAAGAAGCAACATTGAACTGTGCATTATCCTCGTACATACAAAAACCTTTCTAA -AATTTAGTTTTATTGTAAATAAATTATCCCTTATAACTTATATCGTACAAAGTTGTATGTTTATTTATGA -GCAAATAGTCTTATTTTAATATAAATTATCAAAATTAATAGAAAAATAACTATTTACAAATAATTACATA -TATGTTAATATTGTAATCAAGGATAAATATTATATCACACACAAACAAAAAGGAACTTGGGGTAAGGGGA -CTCCGGGTTCCTTTTTGCATAATTTGGGAACAATTGAGATATACTATATAAAACAATACCAGAATGGTGA -AATGTCATGATAATTAGAGTACCCCCAAATAAAAATATGACTGAAGGAAGTCTAATAGCATTAACAAAAA -ACGACGTTTTTATAGGTTATGCCGAAATAATTATATCAACAGATGAAGCCTTAATGCTTAGTGTGGACAA -CAAGGCTGTCAAAACCTTCAACGAATTATTTGGAGAACAAATTCCATTTACTATAGATTTTTTTTAAATT -TGCGTTAAATCCACTGCCCTTTTGAACTTTGAATCGAAATTGGGTTTAAGAAAGCTATATTTCTTTTCAA -GTTCATCTGTTACTGTTTTTAATCTGCCCCTATGAGAGTAATCTGATTTCAGCTCAATTTCTATCTGGTA -TTCTTTTTTTGATACATTGTTTTTAAGATTTACATATGTGACACTGTCGAAAGCGACCTCAAAGGAAAAC -TCATTTTTTGTAAACAATATCTTCTCACGATTTTTTTCGACCCGTATTACTTTATGAAAATCCTTTGGTT -TGAACATTTCGGTAAACTCTTTGCAGTATAGTTCCATTAATGCCCAATTGTCATCGAGATTTTCCGAAAT -AATTTCTTTTTCATATTCAAATCGTGCCAGCTGACCATCACTGCTGTTACAGGTTTTATTGGGAATATCC -TTTTTTATGGTTATACTTTTTCTTTTACTATCCGTCCGAATTCTAAGTATTACATTCTGCCTGTACAAGT -CTCCTCCGTCAGTATCAAAATAATCGTCTTTGCTTTCTTTTACTTTTACGGGGTCGGCCTTGTAATTTTT -CAAAAAGGTTGAAACCCCCATTCGGACTTGTTCAAAAAGAACACCGTTTTCCGAGCCAATTACATATTTC -TTCTCTACTTCTATGTTTTTTCCCTTTTTCATAAAAACACCTCATCGGAAAGTGTCAAAGCAAATATATG -AACATTTCTTTTGTTAGGTAAATGAATTTTCACTACACATCCGGGTTCTATACGGTATCTCTTTGCAAAT -AGCCTTGCATTAAAACTGTGATACCTTGTCCTGCCGTTTCTTCTTTCCGCTGCGGCCCCGGTCCAATAAG -CCCTTTCCCCAAAAATAGGAGGCTGAAAGAAGTCAGAAAAGTCAGCAGTTATTACCCTTTTTGATCCGTC -AGAATACTCTACTACTATCTTCTCATTATAGCTCCCAAACTCGGAACAGCCAAGGATGCTGATGTATTGT -GCATTTATTTGCGGTATGCAAACCACCTGACCGTTACAGCTTATATTATCCGATCGGTCAGGCAAATAAC -TATAATTAAAAGAGAAATTACCTTTCTTCCATTCCTCGTTTACTACTACATCCTGAAATATATAGTGTGT -TCCTTCTCCTGTAATATCAGCTCTGGAATCGTCTCTAAAGGATTCTTCAAAAGCCTGATTGTTATAATAT -TCTGTGATATCAACAAAGTGATTGATAAGTTTTTTTTCAGATTCACTGACAATCAGAGTCTTCATAAGGT -TAAGAAGTAATGCATCTCCCTCGGCAGCAATTTTGCACAAATCGTCTTTTCTCTCTTTAGATATTTTCTC -ACAGCGTCGACTTGCCTTGCCAAGAGCATTTATTACCTTACTTCTGATATCTTCAATCTTTTTTTTCGTT -TTCTGCAAATGGACAAGATCGAAGCTTTTATGTACGCACTGTTCTTCCAGTACATGGAATATAGGTTCAA -GACATCCACAGAAACGCAGCCTGTTGAAAACAATATTACTATCAAAATCCTTTGTTCCATCAAAGTTTTG -GATTAAGTTTATCAACTCGCTTTTTCCATCCATTATTGACAGTGCAATATTAATAGCCTTGTTTGTATCA -AGTTCCACCTCTTCATCCTGATACATGGAGTAAATGCTGTCCGCACATGTTGCTGATTGACTTCGAAATT -GTTTGTTTGAGTCCAACCATATGTTTTTTAGCATGTCAAAAGTAATGTGAAGCGGAAAAAAAGCATTTTT -ATAGGTATCAAGAATGTCTCTGTAAAACTGGTCTTTAATGCAAAATGTTTTGTTGGACTCATTGAATTCA -TTCACAAGTAATCCGTGATTAAGCCTGAAACCCATATTTTTGTAATACATATTGTAAAATAATGAATTAT -ACTTTACAATCATTATTATCGGCCTGCCGAATAGAATTTCCTCTGCTGCCATTGAAATTACATCTTCCGG -TGTACATCCGCTGCAATCAATCTTTTCAAGCCTTAAACCCATTTTACAAAGAATTTTATTGGAATAAACC -GATATATCTTGTTGAGAATGATTTTCAAAGTTTCCTGCAATACTGTGTAAAAAGCAGTAATAAAAATAGT -TATCATGGTTAAAATAACCTGCTGCTGCGGCAATCGGAGACTGTATGCAATCAACATTTTGATAGCCAAA -ACCGTTTTTGTATAGACTGATATCCAAGGCCTTCCCCATTTTAACCCCACCTTCTTTTAGTAATATTACT -AATCTTCAAGTTTCTGACTGATGACTTTTTCCAGCTTTTTTAATGTGTTGAGATTATCCAGTAAAAGTTC -CTCATCATCAAATACAATATTTAATTTATCTTCCAGACCAATAATAATTTCGATAAAATTAACCGAATCG -ACGCCTACCCTGTTCAGGTTCTCATCTTCTGATACACAGTTTATTTGTCCGGGTTCAATGTTTAAAACAG -AAGCAATTACTGATACGATCTGTTCTTTAATTTCCATAAAACATTTCTCCTTTAATAAATTATAACTTTG -AATAACTTTCCATAATTCTTTCAAGCTCAGAATTATAAGTATTGACCTTCTCCCATGAATCGGAGACTAT -TAATGCAAAAGCTCTCCCCACACAGCAGTCAGTACCGTTATAAAGCTTGTATGGAAGCGTACCTGAGGTG -TAAATAAATATCCCTTCATTATTGTCAGGGTTTATCATAATTCCCTTTTTATCTAATTGACTGCATATAT -CGGTATAGTTCAGCGGTTGTTCAGGAGTCAACCTGAAATACCTTGATAGTACCTTTTTGTCCTTTAGAAT -TCTATCTACAAATGAAATGTAGGTTGATAATGTAAAGCGGCCGTTTATTTCGATTATAGGAATACACATA -CCCTGTTCTGTGATAATGGAGTCAATTCCGGCTACGCCTGTGAAACCTATTTCATATAAATATCTTCCTA -TTTTCCGCCCATACTCCACATAGCTGTCCAGAACCCATTTCTCCAGTTCCGGCGGCATTTTTGAACCAAT -GTAAACGGTACCTTTAAGCAACTGCTGTTTAATTGAAAATATGTCCACTTCTCCACCGGGAGAAACATAT -ATCTGATAGTTTACATCGGCAGACTTGCTGTACCATCCTTCTACGAGCCATTTACAATCTGTTCTGCCTC -TTGAGAGCCTCGTTATTAGTCTAAGGCTTGATTCCAACTTCTCCCTGCTGTCTATAATGTATAAACCCTT -GCCTGACGCTCCCTTTGGCTCTTTTATAATTACTTTACTGAAGAATGGCTTATTATTTGTAAGTTTTTCA -TATTCTTCCCGGATCTCTTCAGCAGAACTGCATACCCTGCCTTCGCATACTGTCAAACCAAGCTTTTCAG -ATATCTCTCTGTTAAATATCTTGTCATTGATTTTGGCATTAATTTGAGAAGGTGCACCTATTATCCTCAT -GCCTGTCTTTTCAGCAATTTCCTCTTCAAGATGTGTAACCCCATAAGGAACGAAAAACAGATCCTTGTTT -CTCTCCGCCGCCTCTTTCAACTTATTCAGTAAGACATCATCTTCGAGTACCAGCTCCGATATGGGAGTTA -ATAAATCGGATTTGCCGGGACACAGGATGGTGGGAATCGTAAACCCCATTCTCCTTAAATCTTCGAGATA -ATCCTCTTGGGGCATTTCACGAAGAATAATAATATCCTGCTCTCTGCATATGAGAAGATTCATTTCTTCC -ATACGGTTTACGGCAATGTCCTCCTGCCTGTTAACAACCCATGTACTCAGGCTGCTCCAGTATTTCTCCG -CACCTATATTGCACAGCCATACGATGGTTCCCTTGTTTCTTTGTGTGGTAAGAAGCCTTATTAAATTAAA -TTCGTTTTCCATACCGTTTAAAGAAGATTTTTGTCCATGGGCTTCTGCCTTAGCATAAAATCTTCTTTTC -CCCACCTTTCTCTCAGAATATATGTTTTACCTTCATAGTACTGAACTTCTGCCGGAAGGGGATGACTCAA -GAATAGCCCCGGGCTTTGTGTTACTCCATAAGCTCCAGACTTCAAAACCGCAACTATGTCGCCGGGAACA -GCTTCAGGCAGCATTACGTTCTGACCTATAACGTCTGTGGGAGTGCATAGAGGGCCAACTACATTTACCT -GTTCTTCATTGCTTGACTTATTAAGAATTTGTATTGGAAAATTGTTTCTTATGTGACGTCCCAGGAAAGC -AGAGGCTGCGTGCTGGTTCGAACCGCCATCACAAACCAGATATTTTCTACCCTTACATTCCTTCCTGTAT -AGAATTTTTGTGAGATATGTTCCTGATTCAGCCATAAGGAACCTTCCGCTTTCTACAAAAACCTGTGTAT -TAAAAAGTCTGTCCTTGTATTTGTTCCACATTTCACTAAATTCATTGCGAAGTATATCCATATCCAGAGT -GCTGTCATCCTTAAAATAAGGAACACCAAAGCCCCCTCCAAGGTTCAGGAACTTGAGTTTAAAGACATAT -TTTTCCGATGTATCTAATGCAAGCTTTACAATCTGCTCCATACTCTGAACAATACTATGAGCATTTAGTG -CCTGCGTTCCCGTGTATATATGGATTCCCATTATATTAAGGTTTTGAAGAGCTTTTAATTCGTTAAGTAC -ACTATCCAGCCGAATCTGATCTATCCCAAATTGAGATGCAACTCCTGACATTTTGATACCGGAGCCCGCA -ATGTCAAAATCAGGATTTATCCTTATGGAGATGTCTACTACTCTTCCTTTTTTATCTGCAATTTCGTTTA -TTACTTCTGCTTCTTCCAGACTCTCTATATTGATGCTGTATATGCCTGTTTCAACAGCATATTTCAATTC -ATCATACGTTTTTCCCGGACTTGTAAATATAATTTTTTCAGGTGGAAATCCTGCACAAAGTGCAGTATGC -AATTCTCCTGAAGACGCTGTTTCAATACCGCTGCCGAGTTTTTTAAACAGCTGACATATTCCTAAAAGAG -GATTTGCCTTCATAGAATAAAATATCCCTATTTCTTGAGGCAGACTGTTTTTGAGCAGTGCATACTGAGA -CATTATTTTCTCTGTATCATAAGCATAAACAGGCGTACCATATTTATTTACAATATCATTGAGTATTTTG -TCGTTCATATGCCCCTCCTATTCTGTAACCGCCAAAGTATTATTTATAATTTTCACTATTTCTTTGGCTC -TATCGTGCAGATAAAAATGCCCCCCGTCAAAAGTGTAAAAAGTACAGCTCTTTTTCGTATACTGTTCCCA -GCCTTTCATACCTTCAGCGGCTGACAGTTGGTCATTTACTCCAAATAATACTGAAATATCAATATCAAAT -TTGTATATCTCAGGATTATGACCGTATTCCTCCAGAATTGTGTAGTCCGCACGCAAAGTATTAATAGCAT -TTTCTACCAAGCGTGTATACTTTAAAATCTTTTCAGGTATTCCACCTAGACTAACAGCCTGCTGAATCAG -CTCATTATCTGTTAATAAGTGCATATTCTTTCCCTGCTTTTTAACACAGGGAGGATATCTTCCTGAAAAG -AATACATGCTTTGGTAATTTTGCACCCTTTTCTGAAAGTCTGCATATCATTTCATAGGTTATGACACTGC -CCATACTGTGGCCAAAGACAGCATATTCACTGTCTTGTATTTCACATTCCACATGACTAAGAATATCCTC -CACAGCCTCCTTAATACTTTTGTAGAAGGGATCTCTCGTCCTTTTGGCTCTTCCCGGAAATTCAACAAGG -CAAAGCTTTATGGAGCTGCTCAAATAGTTTTTCCATCTTGCGTATATATCTGCGGAACCGCCTGCATAAG -GCAGACAAAACAGTTTTATTTCTCTCATTTACGCCTCCTATTTAAAGCTTAGGCTTTCCGTTTGTATTAA -ATCCGTTGTCAGACATAGCCTCCCTTTTCAACACTAAATCTCCCGCAGTCGTTAACATGAGACACAAAGC -AACGAGGTCCTCCGTCAATTAAACGGCTTAAAATATTCATATATCTCCCTTCTGCCTGAAATATAATCAT -TCACGCATTTTACTACTGTTTCAGTATCTTCATTTACGGAAATTATATTGGTCTCATTCAGTAATGTTTT -GCTATTAAACAAAAGCAAATATTCTCTCCTTAGTTTGTTCAGGTAATATAATTCTTTATTTTTTAAAAGC -TTGTTTTCCCAGATTAGCCTATTTGTGTGGAAAAGGGCTTTTCCTCTTTTTTTAATTCTTTCATCACACA -CTTCAGGGCTTACATCCAGAAAAAAGACCATTGCGGGTTTTTTTACAATCCTATGTAAAAAACTTCCAAT -TATTCTCCCGGCTCCGTTTACACTATCACGTATCAAACCTGTATATATGTACCTGTCAGCAATTAATATG -TAATTTTTCTTTAACAGCGGAACAACCTTAAAAAAGTAATCTATAAGAAAACCAATCCATTGTAAAAAGC -TGTAAACCCCGGGTGTTAATAACTTTATGGAATCAATTGCTTTGGTTATCTTTCTTATTATCTTATTTGA -ATTCCATTCTAAAACACTGGTTTTATATCCTTTATCACTCAGATATTTTCTGAGTGCCTCTACACTCTCA -CTTTTCCCGCAGCCGCTTATTCCCTCGAATACTATCAGCATACCCTTCACGCTTGATGTACTTTTTACTT -GTTGCATAAGCCTTCACATCCATAAATTTATTATATAAACCAAAATAATATTGCTTTAAGTGAAGAACCT -CATGTAACGCATTTCTGCCATTCTACGAGCTATTTCTGAACTTATAGCTCTCTGTGTAGTCAAGAGCAGC -TTTTCTGCCTTTTACAAGGTTATCATGGAGCTCTCGCAATATTTCCATGGAGAAATCAGATTCTTTCCAC -ATGTTATAAGTAATTCCATAACCAAGCTGTTCCCATAGCTGGGTGTTCTTTTCTTCATGCTCTCCAAAAG -GTTCCAGCATTATCATGGGTGTCGCCGAAGATATGGAGTCCATAAGGGTTCCAGCACCTGGCTTACCAAT -AATGGCCCTTGCTTTTTTAGTAACATCAAAAAGCTCATGATATTCTTCCTTGTTTTTGAATACAGGTTCT -TCGGAAGGCATTATCTGTGCCAATGGAGGAAACTCATAGCTGCCGTTTTTATTTTTATTCCAGGCACGCC -AGGAAGGATCAACCATAAAACATCTGTCTCCCTCCCTTCGTCTTGTAGCTTCCCCAATGTCATAGAGTAC -AATATCCAGTTGCAAACCTTTCTCTTGTAGCTCGGGTATTTTCCCCTGATAGGTTCCCATTCCCCAGCCT -CCGCCATGGATAATACACCTCTGGGGCCTTTCCATAAATGGAATTGGTTTTTCATTTGAAATGGGAATCT -GGAATTGTATCTGCTTTTTTTCAAAATCGTACAGCCAAACCTCTTTATAATTAAAGCTATAATCAGGTTT -ATACTGCTGGAGGCTTTTCCATGAGGGGGGCAGATCGCAGTCAACATACAGTATTTCTGCATTAACAGTT -TCGGGAGCCATCCTTTCCCTGTATTCGTCGATTACGTGGAGCCAGTGCCCTGACAGAACTATGAAATCCC -TTCTGTTTTCTTCTGCCCAACATTTCATCAGTTCATCCGCCAGCTCATTGTCAATACTCTGACGGATATC -CATAGGCATTCTTGCAGACATTAAAGCAACGGCAAAATTACTGTGATATGCCTTCCGGCTCTTTTGAATT -GCATTCCTTTTGTTTTTTGAGATAAGATTTTCAAATACTTCAATTTCCGTTGAAACTCCTTTTTCCCGTA -ACCTACGGTCTATAAGAAGTCCCGGTATGTACAGCCCAAGTCCGAAGCCTGAGCAAAGTACCGTCACTTT -TATGTTTTCCATAGGATTCAACTCCTTGGCATTTAGTTGTAGTGCCTTTATTAAATTAGGACTGGCCCTC -ACCAAACTTTGCATCAAGGAACCTATTCATACCTGTTGCTTTACTCTGGTCAATGTTAAGAATTCTGTTA -ACATCAAAAAGTCTTGTAAAGAAATCATATGGCCATTTTGACGGTTCTTTATTTTCTATACCATACTCAT -CAAGATAAGAAAGGTCTTCAGGCTCTAAGCTGTCCTTTACAAACTGAGGTACTATCTCGCCAAACATTAG -CTCTATGTAGTAGAAGTTATAGTAAACAATTTTCTCCAATTTGTACTCTTTAACTCTTTTAACAAGCAGA -TTCCAGTCAATTTTGTCAAAGAATTTACGTATGTACATAAATAAATCTGCGAACTTGTAAATCTTAAGGT -CTTTAAGGCTTGCTATCCATATCATCAGACATGCTTCTTTGTACAGATGGCAACTAAGCTGAATTATATT -ATCTATGTAATCCAACATGTAACCCTTTGTACTATTTATTTCAACAGGCACAGCTCTCTGTATAAGGTCT -TTTGTCATTACCTTGTAAGGGCAGTTGCCTTTCCATAGAATATCATGGTTCACGTCAACTTCCACAAGCT -TTGCGAACTTGTTATCGCTGAGTTTAAGGAACTGGTGTATTTCATGTGTTGCCATCTGGTGCAGAACCTT -TTGTTTTCTAGGTACTTCTACTATAACATCCTTCTCCTCATCATAATTACCCTGTATATACCCAAGGTCC -TCAAGAGCTTTTACTACAGTGCCTACGTCATCAAGATTCATAAGCATATCCAAGTCATTGAATATTCTGG -ATTCTATTGAAGGATACACTATACTTGCAAGGAGATTTCCTTTTAGAACAGGAACTACAAGATTGTATTT -TTCAAACTCCTTGAGTATTTCCGAAAGCTTCTCCAGATAGCAGTTGTTTCTTTCCTCGAATACTGCCCAC -TGGGTATCCATAAGTCTTTGAAGCTCTTTTTCCATTGAATCGTACAGATTAAACTTTTTAAGGTTGTAGC -GGAACATAGGAAGAGTTCTGTGTGTAATCATCTGGTATATTGCTTCGGACCAGTCAATACCGCCATCCAG -CATTTTTTTAAGCTCGTCACCCTGTGAATCATTCATTTCCACCGCTGTAAGTAATACAAGCTGTCTTTCC -TTTGATATTTCTTCTCTTTTCATTCGCATTGCCCCCTATCATTTTTTCAAGCTTTGGTATAATTCCTTAA -CATCCTTTTTGCTTATTTTTCCTATAGCATTTCTTGGTATTTCAGGTATTATGAATATTTCCTTTGGTAC -TTTCCTATCTTCAAGCTTTATATTGCACCATTTGTAAATATCCTTTACCTCTGTCTGAAAACCTTCTCTT -AAAACCACCATAGCAACAATTTTCTGCCCCAGTTTCTCGTCGTCAACACCAATTACGGCACTTTCTTTGA -CTACCGGATTTTTAAGCAACACTTCCTCTATATCTATTGGATATGCTCTGCTTCCGCCCTGCATAATCAT -GTCATCGTTCCTGCTGAGTACAAAGAAACGTCCCTGTTCGTCCTTATATCCCAAGTCTCTTACACGAAAG -CCCCTTTCCCCAAAAATTTCTCTTGTAAGCTCAGGTGAATTATAGTAGCCGTCCATCATATAATCACTGG -TTATGTATAGTTCTCCGGTTTCACCTACTGCGGCTTCACTTCCGTCTTCTCTGTAGATTTTTATGTCACA -GCCTCTCATAGGTTTTCCTATTACACATGGCAGAGTTGTTACGTCTTCATGTTCACCGAAGGTTACTCTG -GCTGATGCCTCGGATGTGCCATAGGCATTGAAAACCCTTGCCCCTGGAAAAGTTTCAGCTGCCCGTCGGT -ATATTGTCATAGGATTTACCATTCCACCGATGAGAACTCTTTTAACCGAGCTGATATCATAATTCTTTAA -TTGGGAATACTCAAGAATTTGCAAAAGCATTGTCCTTACTATATAAAAATTTGTTGCTTTATGCTCCTGA -ACTGCCTTTAAGAATATCGCGGGATGGAACACGTTGTTCAGAAGAATTATACCTCCTCCCCTGCTTATTG -CCATTAGTACGTCGCCTGATATGGGGCTTGCCTGGGCAAGAGACCTTGGCAGAATAGTTCGCTCATCCTG -AGTGAAGCCCAGATGCTCCGCAACCGCCAGTGCATTTCCTACAATTGCGTGATTTGACAGTACTATTCCT -TTTGGTCTTGAGGTAGAGCCGGAAGTAAAGCATATACCAAAAGTATCTCCTTTTATATCTGTAAGCTCAC -GCCTTTCTTTTTTGAACTCATGTTTTTCAAATGCACCGTTTTCCTGTAAAACAAGTACTGTCCTTATATT -CATCTTTTCGACGCTATGTTCAATAGAGTTATACCCTTTGGAATCTGTTATCAGGAACTCAACATCCGTG -TAGTTTATAAGATCTGTAAGGGTATCTCCCTTGAACTGGTATGAAAGTGATACAAAAACTTTTTTCTTCC -TGTTTAACCCCAACATGCTTGTAATGAATTCGGTACAATTCGGAAGATAGATTCCGCCTATTTTAAAATC -CAATCCTTCTATCAGAGAGCAAAAATCCAGTACCTTCTCGTATACCTGGCCATATGTATATTTATTGTCA -TTGTATATAAGTAATATATTATCTCTATACTTATCACAGCTCTCGTTAAACAGATTCCATGGTGAGTACT -CACTTTTTTTCACTCTAAGTCGCTTCCCTTCTATTTATGTAGGCCTTTATCTTGCAGATAGCCTTCAAGC -CTTTCCACGATACTGTTCTCTAACTCCCGGATAATATCAAGTTGATTTACCAAATCGTCAATCATATCCA -GCGACTTCCTTATGCCAAGCTTTAAAGCAATACTAGAACAGATATCCCAGTGTTTTGAGGACTCTTCCAA -TGAAACGCAGAGGCTTGTTATAAGCTGTTCCGGTAACAGGGAACTGATTTCTTTCATAAATACACTGAAA -CGCTTCCTGCTTCTTGAAATGTTTTTCAGGCTGCCATTCAGATATACCCTGTACCAGTATACTTTTTCAT -CATCCAACCTTTCACTTTTCTTTTCCAACAAATTTTTTGAAAATAGCTCAATCGCATCCAAGCCGCACTT -ATGTCCGAGAATTTCCTTTTGTCCCTTCATTCTTTGACAGCTTTCATTTACTATATTAAGCAATTTATCT -TCTGTAACTTTGAATTCATTATCTGAGCTTATTTCCATCCATAGATTACGGATTGGTCTTTTTTGTGTGG -CATTAACTCCAGGCAAGGGATTATCCGACATTCTTCCCAAGTTGACCTCATCTATAGGCAAATTACCGTC -AAAGTCGCTGCTTGAAAGCTTATACTTGTCAAAAATCTGATAATATCCCTCTTCCTCGTTATATCCCGTA -AATATTACACAGTGTAAACCATGTTCCTTTTGGTACGCCCTGTGATAATTCATATAAAACAAATCAACAA -CCGCAACTACAGGTATTCCACTATTTAACAGTTCTTTTAATCTCTGGTATGCGACATCAGGCCTGTCCTC -TATATACATGTTAATGTTAACTCTGTCCTTGTGTCTCATATCAATATTCTTTACTGTCGCCTGATTGTAT -AAGGTTGTTGGAGGCAGATATACAAATTCAAGGGAGGTATTAAGTTCCTCTTCTGTAAACTCTACTGTTG -TATTGGGCCTGTAAAAATAGTTCACTCCAACATATCCGTTTTTACAGTCGTACATAAACGATAGGTAATC -AGCAAGAATAATGTTGGGATTCATTCCCATATGTAAAAGTACGGCAGAATAAGCATTATGGAAACAATCA -TTTACATACGGTTCAAAGTATCTGGGTATATTGTCAGTTTGTTTTATCATAGTCACCTGTCCTATCACTG -TGTATTCAGGAATTCAATACATTTTCAATATAATCAGTTATAGAATTCACTGTTGAAAAGGTTTCATAGG -TTAAAGAGCTGCTGTCAAAGGTTATTCCGAAAATATCCTCTATTTCAACCAGCAGCTCAACGAGAACTAT -TGAGTCAACTCCATAGTTGTCTCTTAAATCACTGTCTGCCACCACGTTGTCATTATTAAATTGAGCAACT -CTGCTTACAACCTCACAAACCTTGCTTTCTATTTCCTGTTTCTGCATAGTTTTCACACTCCTTTTAAAAT -TTTTTTACTTGTACCTCTCATTTATTACCTTTATTCTGCCTTCAATCTTCGCTGAAACATCACCCTTCTC -TTTTATATATTTAGCAAGAACATCTTTAAGAAGCTCGCCCTTGCTTAGCAGCTTTCCTTCCTTCAATTCA -TCGTATCCGTCTCCGCCGTTATACAGATAGTCATTTGTTGCAACTTTGTAATACTTTTCTCTGTCCAGCG -GTTTACCGTTTATTGTAATACTTACCAACCTTTTACCCGCAGGTTTTGATGCGTCAAAAGTATACTTTAT -ACCTGAAACCTGCAGGAAGCCTCCATTAGAACCTCCGTCAGGGTACAGCCTTACACCTCTTTCAACTGCG -GTGTATATGTTTTCTCCCTTTAGCGCTATTGTGACAAGTGAATTTACAAACGGCAGGGATTTTCCTATTG -CATACAGGTTAATGTTTCCTGCGGGAATACTTTCTCGTATTCCGCCTCCATTCATAAGAGCTAAATCTGC -ACCGGCTGTTTCACGCATTGCATCGCACAGTAAGTTGGCAAGTGTTGTTTCTTTGCTTCTTACGTTACTT -CTAAAACCGTCAAGCTTTTCTTTAGTTTTTCCTACAACCACTTTGGAGGATTCAAGTGCAACTGCATGGT -ATTTTTCTGCCACCTTGTTCACAATCGGGTCGGCCTTTTCCTTGTCTTTTGTTCTTTTAGAACTCCATAC -TACCTTTACCAGCTTTCCGTCTTTAAAGTACATATCTGCCAATCCTACATGGGTACTGTAGCCTCCGGCT -TCAACCAGATAAGTATTGTTAATCTTATCTGCCTTTTCATATAAAAAGTGGTGGTGTCCGCACAGAATCA -AATCTATTCCATCTACCTGCTTTACTACTTTTCTGTCTATGTCATCCCCAAGATGTGATATAAGTACTAT -TGCATCCACTTTACCCTTGAGCGTTGATACCATTTTATTTGCTATTCTGACAGGATCTTCAAGGGTTACT -CCTTTTGTTTCACGTGAGTTGGTATTTATAAGGGCATTTTGCTCCGTCATTCCAAATAAACCTATTTTTT -TGCCCCCAACCTTTACAATTTTGTACTCTTGAAATGCAGGCTTTCCATCTTTGTAAATATTAGCTGAAAG -AATTGGAAACCTAAGTTCGTCTTTGATTTGTACCAGCCTGTCATAACCAAAGTTAAAATCATGGTTACCA -GGTGTCATTGCATCGAAACCCATTAAATTGGCTACTTGTACAACTCCTTCAGCCTTATTTATGTTAGCTT -CGTTGGTTCCGTGAAACATATCTCCGGAATCCAGAACCAACGTATTCTTATTTTTTTCCTTTATATCGTC -TATCAAATTCTTCATTAACGGCATACCCATCATTACGCTTACGTCATCTAGAGAGTAATATCCCCCTGCT -TCCTCATCGAAGATAATATGACCGTGTATATCTGCGGTGCTTACAACGCTTATTTTTTCTTCATAATAGC -CTACGCTTTTAAGCAAATCATTAAAGTTAACGTATTTTGCTACAAGAAATACTGCTATTCCGAATATAAG -TACTCCTATAACAATGAGATTTTTATAGCTTTTCAAAAGAATAATCCTCCTTATTTAATTCATAGCGGTA -CCTGTACTGGAATAGCGGCTGACACCTTTTTTCCAAAATGCATATACAAGCAGAAACATTATTACGGCAA -CCACTGGAGTCATGTAGAGAAAACCGTTCCAGTATGAAGACATTTCGCTTTTTCTTAAGAAATATTGTGC -CGGAAAAAAATTTACAAAAGCAAAGGGAACTACAAACATGAGCAGCTTTTGTATGATACCCGGATAAAAG -CTCAACGGGTAGCCGGAAATTCTTCTAGCATTAAAGAATATTAGGTTTCTCAGATTATCAACCTTGTATG -TCCAGAAACTAAAGCAGGCGGAAAACAGGAATATAGATGCCTGTATGACTGCTCCTGTTAGTAATATGAC -TATGTAGTAAATAATGTTCTTTATATTCCAGTTTATACCTACTGAAAATGCAGTATTTACAAACAGGATT -ATTCCTACTATTCCATGGCCGAGAGCTGCACTTAAATCTATCTTTGACGCAATTATTTGGTACATGAGCC -CAAGAGGCCTGGTCAGAAACCTGTCAAACTCCCCTGAATAAATCATATTGTCAAAATCTCTCATACCTGC -GAAGAACAATACAAACACACTGTAAGATAAAAACAGGAAGCTGTACAGGAAGAACATCTGGTTATATTCC -CAGCCCTTTATCCGGACAAATCTTGTGAGTATAAGAAACATAACAACGACGCTTATCATTTCCCTGCAAA -AAATTGCTATTGTGATAAAAACTCTGTCAAATTTATATTCTAAAATTGACTTTATGCTTAGCTTTGCATA -CTTCATTAACAGGACTAACATTTCAAGCGGACTGTATAACGCTTTCTCTTTCATTGTCTATCCCCCCTGT -ACAACCAATTTTTTCAATGCTGACCTCCATAGGAGCCTGCCTATTATAAACAAGCCCAGTGCCCATATAA -GCTGTTTTATAAGTGCAAAAGCTATTTCCTCCATTGGCATTTGTCCCAGATAAATAGTAATGGGTACATA -ATATATGGAAGCAAAGGGAGTAAGATTAATAAAATCCACCATTGCCTGGGGCATAAACCACAGAGGAAGC -AGTGCCCCTGACAATATCATTACCGCTGCGTCCTTTATTGTTACAAGGCTGAAAGTCCAATAGAACCAGA -ATGAGCTTATCCATACTATGAAGTTCAAGCAGTACAATACAAGGTAACCTAAAATCATACTAACCAAAAA -AAGTGCGAACATTGTTAACGAAAAAGGCGGAAGCATTTTAAATAGAAATATGGATATGATTAGTGCGGGT -GTAAGTTGCATAACAACCCTGAAAATCAAGATACCTACATTATATGAAAAAGTATAGCCGCTGAAATTAA -TAGGCTTGAGTAAATCCAATCCTATAGAGCCCGATCGTACCTTGTTTTCAATTCGGTATTCATCCATAGC -ATAAATACATTGCATCAGAAAGGCAAGAACTACATAGGTTATCAGCATTTTGAACTGCACACCGGCTACA -GCTTGTTCGTCCTCATAGATTGCTTTCCAGACACATATGTTGACAAATATCATGATTATGGCATTTATAA -TACCTGCTACACAATCTGCCCTGTATGCAATATTATTCTGGAATGCTTTTTTAGCGAACTCCACATAGGC -TCTCATCGAACTTAATCCCCCCCTGATAGATTTCCCTGATTATCCCTTCAATTTCAGGTTCTTGAACTGT -CAGGTCCACAATAGAATATCTTTGAGTTAATTCATTTATAAGACTGGATATCTGGATTTCATCCTTACGG -AATTTAAATATCTTTTTGCTTCCCTTCTCTTCAATTACCTGTATTCCGGGTATATTTATTTTTTCAACAT -TCTCAGAAAAATCTACCTGTAGGGTTCTGTTGGTGCCGTACTTTTCTTTTATTTCTTCTACAGTGCCATC -ATATATTGTTAAACCTTGGTCAATGATTATCATTCTCTGGCAGGTCTTTTCAATATCTTGCATGTCATGA -GTAGTAAAGAGCATGGTCGTGCCTTTTTCTTTGTTGATATACCTGATAAACTCTCTTACCTTTTCTTTTG -CGATAACGTCAAGTCCTATGGTCGGTTCATCAAAAAATATGATTTCGGGGTCATGAAGCAAAGCAGCTGC -AATATCCGCTCTCATTCTTTGTCCGAGACTTAGCTGTCTTACAGGTTGACTTATGAATTGATTGATTTCA -AGCAATTCATTAAATAGCTCCATATTTTGTTTGTATTTAGCATCAGGAATTTTGTAGATATATTTAAGAA -GTTCAAAGGTATCAATTACCGGCAAATCCCACCACAGTTGGGTCCTCTGGCCAAAAACTACTCCAAGGCG -CATAGCATTCCTTTTTCTTTCCTTGTAGGGACATAAACCGTCAATAGAGATAGATCCTGAAGTGGGTACC -AGTATTCCTGTTAACATTTTTACGGTTGTAGATTTTCCGGCACCATTGGGGCCAATGAAACCTACCATTT -CACCTTTGTTAATGGAAAAACTGATATTATCAACAGCACGCTTCATTTTGTACTCAGGAACAAGCAGACT -TTGAATTGAACCTAATAACCCTTTCTTCCTTACATTGAGTTTATAATCCTTTACCAGATTGTTTACTTCA -ATAAATGGCATTTGGCATCCTTCTCCCGTTTTTTTATAAAAAATGTAAAAAGAAACAAATAAGAGCCGTA -CTAACAATTAATCTAAAATCAGAAAATAATTCAATATGATGTATTAATTGTCATTTTATATAATATTTTG -TGAACTTTCTATTGTGTCTTTGTGTAGTAAAATATAAAAAAAGGGACAAACTACCTTAAAAGGTAGTGCA -TCCCTTTTTACTTTTTTTAGCAATCTATCTCGTTAATAGACATCAAATTAAGCTTTAAACATTTAATTAC -AGCCTGTGCCGAACATTCCACTTCCAGCTTTTTATAAATACTTTTTTTGTGGTACTTGACGGTATTTATG -GTTATGCCTTCTTCTAAAGCTATGGTTTTATCAGGTACTCCCTTGGCAACCAGCTTAAGAATCTCCAACT -GCTTCTTATTTAATATACATTCCTTCTTGTTGGGTAAAACTGAGTTTATCTCATTAGATTTTAGTTCATT -TAGGATTTTGTATGCGGTAAGGTCAGCGATTATTTCAAGTTCAAATCCAACAGGCTCGTTCAGACTACAT -ATAGCCAAATAGCCTATTTCTCTTTTTTTTGTTTCCAATGGTACCGAATAAAAATAGAATTCTCGAAGCA -AGTCACAATAATGATGTGGCGGTGTGGTATAAACGGGTTCTTTCGTTTTCATGGACAAAGCTATTGCATT -GGTTCCGATTGCTCTTTCGGCAAAAGACATGCCAACCCTTATGCCGATTTTTTCAATTTTCTTGTTCAAT -TCTCTGCAACACTTTTTTTTAAAAGGACCCCTTCGGGGCTGGTTAATAAAAATACTAAACTCTTGTTTGC -TGTAAGACGCTCAAGTTCCCTCCATATTTCATCAAACAATGATATTATCGGTTTGCTTGCATTTAATGCA -GTTTGCAAAGCGTCTTCACTAATATACGTACTCACAGCAGCAGCTGAATTAATCAAACCAGAATTTATAC -ATCTCCTCCATGACATTAGAATTTCTTCTACTGGTTGTAATCTATTCATACATATATCCCCCCTATATTC -AGTTTTTTGTAGGTAAAGTACTCATATTTCAATATATTTATATTACCATACCTATAATATAAAAAGGTGA -TAATTATTATGTTTACCAGTTTTTGATAAATTAATGAGACAACTTAATTACTGACACACAATAGTTTTAA -GGTTGGTCATTAATATAAAAAAATTGAAGGAGTTTAAGAAAGAATTGCTAAATAAGCATACTAGCCGTTG -TGCTATTTGTGTACTACTCCTGTGCAGTTTACGACTAATATGCTTATATGTAATTTGTTATCAAGGACTG -TATCAATTATGTCCATATTAACTATAAATCAAGCATTTCATAAGAGAGATCCCTGATCTTTGGATGAATA -TCCGAGTATGCATAACCGCAGCCGCGTACATGCTGTACATAAAAAATCGCAAGACGGTTTTTAACATCAA -TTAGTGCATATGCACCTGCAGCTCCATCCCAGCCAAATTCTCCAAGGGGGCTTTTAACTCCAGATCTTTC -CTTTTCTACAAGAGTACGTACACCAAGGCCGTAACTGTAACCTATTCTGCCGAATTCATCAAAGTCCTTT -TTAGATATGTCATTCATCTGATCCTTACGCATCATATCAATAGACTCTCTTGTAAGGACTCTGTATCCAT -CTGCACTCACCCCGTCGTTACACATGGCATCTAAAAACAGTATATAATCATCTGCTGTCGATAACAAACC -GGCTCCTCCGCTTTCATATTTACTTGAAAGCTTGTAGCAGTTGGCTAGAGAGATGGGTTTTGATGTCATA -GTATCCATATCGTATTCGAACTGTTCTGACATATTTGCCTTTCTGTCTGGTGTTAATTCAAAACCTGTAT -TCTTCATTCCCAAGGGCTTAAGAATATGTTCCTCCAGGTATTCTCCGAACTTTTGTCCTGATACCTCTTC -TATAACTGCACCAAGAACATCATGGCTGAGGCTGTACAGGAAGTGGGTACCGGGTTCAAATTCTAATGGT -TCATTTGCTAGTGCCCGTATAACCTGTCTGGTCGTAGCTTCATATTCGGTGTCCTCAAGTACCTTCAGTA -TAGATGAAGCCTGAAGGTTGTAGTTTAGCCCGCTTTGCATGGAAAGCAGATGCCTTATTGTAAGTGTATT -TTTAGCAGGCACTACCTCAGAGCCACATTTTACATTCAAATGTTTGTATTCCGGCAGGTAATCAGCTACA -GGAGCATCAAGCGAAACTTTTCCCTTTTCAACCAGTTGCATAATAGCAGTACATGTTATAAGCTTTGTTG -CCGAGAAAAGCCAAAATAAATTTTCGGAAGTCAAGTGCTTTGTTTTTCCTGCGTCTGCAAAACCGGTAGT -ATGTCGAAAAACAGGCTTATGTTTGTGAAAAATAACGCAGTCACAGCCGGGTACACCCTTTGATTCTAAT -GAATCCAGATAATCTTTTAAAATTGCTTTGTTCAAAATAAAATTCCCCCTCAATTGTTATTCAGCGTTCA -GTTCTATTTTACAACAAACCTATTATATTTAAAATATTCCATAATGAGGAGACATATGAGAAAGGCTGTG -TATGAACTAGGTTCACCCACAGCCTTTTAATACTTATGGAATTTTATAGTTTATCCAATGTTTTGAGCTC -AGATGTTATACTGTTTTGTGATGTTGACAGATATTCCATGGATAAAAGCAGATTTTCTATTGTGGCCTGT -AGTTCCTCGCTGCTTGCTGCATTGGACTCAATAGCCTGATTAACTACTTCTACCACTTCTTCTACTGTTT -TTTCATTCTGTCTAAGAAGCTCAACATTGTTTGTAACCTCTTCAACCTGTTCTTGGGATTTAATAGTAAA -ATCTATCAGGCCTTTTAGTGCAATCTTTGCAGAATCAATTTCAGATTTACTGTCATTTATTACAATAATC -TGTTTCTCATTTCCCTCTGTAGTGGATTGTATGTCTTTTTTAATGTTACCTAATATTTCAACTATTCTGC -TTGTTGCTTCCGAGCTGTCGTTTGCCAGTTTTCGTATCTGCTCAGCGACTACGGCGAAGCCTCTTCCTGC -TTCTCCCGCTCTTGCTGCCTCTATTGCTGCATTAAGTGCTAACAGGTTTGTTTGGGAAGTTACGCTGTTA -ATAAATTCAACAATTCCACTTATTTCGTTTGAACTATTAATCAGTTGCCTGATACTTTCGTGACTACTCT -TTACCTCGGTTTCAACTCTTTCCATAGCATTTGTTATTTTGCTCAGACCCTCATCACTTGTTTTTACATA -CTCATGAGTCTTGTTAGACATATCACTAAGGGAATGTGTAGCACTATTTACATTATTCAAGGTATTTATC -ATGGTTCCCATAACCTTAGTTATTTCGTCCACATGCTTCATTTCCTTCTCGTTATTAGCCGCCATTTCTC -CGGAAGCCTGAGAAATCTGTTTTATGGTGTCAAATGCCTGGTTCATATTTTTACTATACTCTTGCTGTAA -GCCTGATACATTACCTATACTTGTTTTGATTGTCGTTATTATTTCTTCATAGTTTTGGGTTACAACATTT -ATTCCATCCTGAATTTCATTTAGTTCAGCCTCTTTTACATTAACTGTTTCCAGTGTGTTGGTTTTGCTCT -TACCCATTGATTTCAGGACATTTGCAAATTTATTCAGCGATTTGAGTACAAATCTCAAATATTGGAAAAG -CATTAATAGGAATAATAATAGTACGAGGAAGGAAACACTTGTGTATACTATAAGATTTGAACTGACCTTT -TTTTCGGTAGAATTCAGACTCTGTTTTGCAAGGCTTACACTGCTATAGTAGATTGTCGTGTCTAATTTAA -CATGCATTACATATCTGATTTCACTTCCGAATTTGACAGGAGCAAAAATATCACCGTTTTTGCCGTTAAT -GTTAATTACGGCTTTTCCGTCTTTAAACACTTGCTTTACAACATTATTCTCAACTTTTTTGCCTTTAGTC -CATTCAGCCTTAGTTCCCTGCTTAAGGTTCTGTGTCAGTGCAATTCCCGCACTGTCAACTATTTGAATTG -AGTTGATCCCGTTGCTGTTACTATTGTCAACATACATGCTCAATGCCTTTTCTACAACACCGGATTCACA -TGCAGTCTCAATAATTCCTTTATTGTCTTTTCTGGGAATTGCAGTAAATTTGAATATTTGACCTGTTTCT -TCTTTAATTTTCAAAGTAGACGGTAATACCTGAGCTTTTCCGTTAAGAAGGTCTTTATATCCCTCCCATA -TGGAAAACAGCGATAAGCCCTTTGCTGCTTTTTCGGTTGAAGCTATAAATATACCATTCTGATCTGTCAG -GTATAAATCACTCATTCCTAGCTTCTCGCCAATTGTTTTAAGATCACTGTCTGTGAGTGTTTTCTGAGAA -TCCATTTCTTGAAGTGCATACGCTGCATTGAGCATTGATTCATCAACCTGGTTTTCTATTGATTCTATAC -TCAAGCTTATTTGACTTGTTATGTTTTCTAATTGACCCTTTACCTTTTGATTTGCATCTTTATTTAAAGT -ATTTGTGAGACTATTGAAGTTGTTCTCTAATATTCCGTTTGATATGCCAAGAAACACAATAGCCTCAATC -AAATAAGTAATAATTAGTGCAGAAAATATAATATATATTTTTGATTTTATTTTCATTTTTTAGTACACGC -CCCCCCTAATTAAGTTTAAAATACTGTACTTAAAACTCTAACCTAAATAGATTATTCTAAACCTCCAATC -CTTTGTGTTCTTTTTGTAACTTTATAAAATTTAATACATCATATTGCAATTAACATAAAGTATAAGGTAT -AATAAGTAATCTTTTTTCGACACATTCTCTCTTTGTTTGTCCTAGCTTGTACGAGTTTTTTTAGACAGTT -GGCCTTTGTACTATTGTAATCTTTATTACATTTTTTTGAAATATTAATAATAAATAAAATATTTGCCAAA -CTAATGGATTATTTGCCATATAATGTTTATATTGTAAATGATTTTTAAATTAAAATCAAGCTATTCTCCC -TATAAATTCCAAAATCAATGTTAACATAATAGCTTATAGACCCTTCGGCCCTTCTTGAGGAAATCTTTTG -GCCTTTTTATATACACGCTGTATGTATTAAAATGAATTTCCTGTAATAGAATAATTATGCCAAAATAAAA -TGTTTGTTTATTTTTATGTTATTTTTACTTTAAATTTTATTTATGGGATGCTATAATATGAACATCGTTC -ATTAAAAAGGGTGATTACGTGCCAAAGATAATTGAAAATATAAAGGAAAACTTAATACTGGAAGGCAGAA -AAATTCTGATAGAAAAAAGCTACAAGGAACTTAATATACGAGATACCTCAAAAAATTGCGGTATCGGTAT -AGGTACTTTTTACAATTATTTTAAAAACAAAGAAATGTTTGTGCATGAAATTTTCATGGATGATTGGAGA -AAAGTAATAGGCCTGACAGAATCTCTTAGAGCTTCAAAAGAACCTTTAAAGGAAAAAATCAGAAAAATAT -ACATTTGTCTGGATGGATTTGTAGATAAATATCTTTCAATTTTCTATGAAATATCCATGCTTAAAGGCTA -CAGTCCGGAAAGAGACAACGATATAAAGGACCTTTATCCAATGGTTGAAGAAATTTTAAATATAGAAAAA -GCAAATGGAACAATAAAATCTCCACTATCTCCACAAAGTTTGTCTTATTTTATTGTTTCCAATCTGGTAT -ACCTGAGTAAAACCAAGTATATATCATTTGACGAATTGTATAGTCACATGAATATTTAAAAAATTTTTAA -CATTAAGTGAACTATGTTCAGAAAGGAGAAAATATGAACACTAAGAACGACAATAAAAAAAGAATTATTG -TACTGTTAATTTTCCTGTTGGGTATTTTTATGGGAGCTATTGACAGCGGTATTGTATCCCCGGCAAGAAC -TGTAATTAAAAACAGCTTTGGAATCAGTGAATCCCTAAGTGTATGGATGGTTACCATTTACACCTTGGCA -TATGCAGTAGCTATGCCTATAGTGAGTAAGCTTTCAGACAGGTACGGGCGTAAAAAGATCTATCTGACCA -GCATAATTGTTTTTGCGGTTGGTTCTTTTCTATGCGGCTTATCAAATTTTTATGGGAATTACACGTTTTT -CCTTATAGCAAGGGTTATTCAGGCTATCGGCGGAGGCGGAATTATGCCTATAGCAAACGCTTTTATTGGG -AACAGCTTTCCCCCTGAAAAAAGAGGAACTGCACTGGGTTTTGTAGGAGGAGTCTATGGTATTGCCACAA -TTCTAGGCCCTACCATGGGTTCATCAATTCTGGATATTGCAGGGGTTGACAATTGGGGATGGATATTTTT -TATAAACCTTCCTATAAGCTTATTGATTTTAGTATTAAGTTATAATCTTAAAGAGAATCTTGGCGATAAT -AACAATAAAATGGATTTAAAGGGCAGTCTAGTGCTGAGTATTATGATTTTAAGCCTTATGTATGCCCTTA -CAAACTTGAATTACTTCAATTTTACTGAAAGTATAAAGGATTTGAATGTTTATCCTTTCCTGATTCTATT -TGTTATCTGTTTACCTTTGTTTATTCTTATAGAATCAAAAGCGGATGATCCTATTTTAAATCTGAGATAT -TTTAAAGAGCGTCAGATACTTTTAACTCTTATTCTTGGATTTATTACAGGTGTTGGTCTTATGGCAGTTG -TTTTTATCCCTCAGTTCGCTGAAAACATTCTAAAAATTAAGACCGGTAACGGAGGATATCTGGTTACATT -GATGTCGGTTTTCGCAGGAATAAGTGCACCCCTTGGAGGGAAATTTATTGATAAATACTCTGCAAAACTA -GTAACAGTTCTGGGTATGATTTGCACAGCTTTTGGAGCTTTTTTCCTAGCATTTTTTACAACTGCTTACC -CGAGTTTTGTTTCAATAATGGTAGGACTGATTTTTGTCGGTTTTGGTATGGGCTTTACCATGGGTACTCC -CCTTAATTACCTTATGCTGTCATTTGTCGGTGAAAGTGAATCAGCTTCCGCTTTATCTACCTTGTCTTTG -ATAAGGTCAATCGGAGTAGCTATTTCTCCAAATATAATGATTAACTTTATAGCTGAAGCCGGCAAGGGTG -TTCAAGGTAAAGTAATGGCTGTAATGCCAGAGCCTTCCGCCCCTACGTTCCCCGGTTCCCAGTATATGTC -CGAGTACTTTGATATGTCCAAGATGACAAGTGGAGGCGGAGTTTCAAATACTGCAATAGAAAAGCTTAAA -ACAGCTGATGTTACTAATGTTGTAGATGTTTTGAAAGATTTCTCTTCAAATATGCTTGATAAATTGATAC -CGACAATCAAGGATAAAATACTTGAGGCTATGTCAGCTGCACCAAAAGGTGCCGCTTCACAAATCAATCT -GGACAAAATTTTCAACGATTGGAAGCTGGATTATATTAATAAGATTGAAAGTGCAAGGGCAACTATTGAA -AACACATTTCAGACTGCAATAAGCACAGGCTACAGAAATATGTTTATAACTGCAGGTGTTATTGCTGTTA -TAGGACTTATTGCAGCCCTGTTACTCAAGAATAAAAAGAAATCGATATCTGAATAAATTTTACATGATAA -AAGGGGCTGTTACAATAAGAAGTTTTTATGCTTTAACACCCGTACTCCCGTATAAAATTGTATCAATGAT -TGCTTCCAAGTTTCCATTGATACAATTTATACTCTAAGTACAGGTTAAGAAATATTTAAATTAATTTTGC -GACAACCCCTTTGTTGTTTTTGTGAAAATCATCATGGATTTACTTTTACTATGATTTTATAGTAGCTTAC -TGTTTTTTTGTCCTCCGAGGTTACTTTCACTATAAAGAAATCATTATTTGATATAAAAGTGTTTGCGTAT -ACTGCATCTGTTTCAAAATTTTCTGTGTTAGCTCCTTCTGCATACTTGACTGCTTTTATCTCTGCTCCTG -TATAGGTTCCTCTGAATAACGTAATATATGATCCGACATTTGTTTCGTCTGCCGCTGGCGTACCAGTCAG -TACTGTTGTCCCGGCTATAGCTCCGTCTATTGTCGGAGCGGGTGTCCCTACATTATAATAGCCAATTGGT -TTTCCTTTTATTGTTGACATATAATCTAGTTTTGCTTCACTGCCTGCTACCAGTCCGGGGGTTGTTACCT -CTGCTCTGTATGGTGCTGACATATTTCCTTCTCCATTAACTGCCACTGCCCATACATTATATGTTGTGGA -ATACCTTGGAAGATTATCTATTATAATTCTCTCCTCTACATTAGCCGTTATCGGTACACTGCCTGAAGCT -AATCCAGTCCCGCCTTTTCCGTTTTTACCGGCCAGTACCTGCTCCTTTGTCGGGGCAGGATCGTAATATG -ATACGTCACCAGTAACTACATAGTATACCCTTCCTGATTCGTCTGCCCTTACAAGCAGCTCTACTTTCTT -TGTGCCTGCTGCCTGTATTTGACCCGCCTGAGGATAGTACCCCAGGTTAGGTACTCTTCCTTCAACAGTT -ACAGCAACTTTGTAGTAACTTATTGTTACATTATCTTCTGCTGTCACTTTAATTAAAAAGAAATCATTAT -TATTTATGGTCTCGTATGAGTATGCTGTATCCTTTTCAAAGTTTGCCGTAGATGCTCCGTTTGCATACTT -AACCGCTTTTACCCTCGATTTTGTATCGTTTGGTGCAAATAATGTGATGTATGATCCTGCATTTGAGGTA -TCTGCCGCCTTGGTTGCACTTATGGTTACCCTGCCCGGTACTACAAGGCTTTGATCGGTATTGGGAGTTC -CCAAGTCACTGATTGTAGTACCCTTTATTTTTGACGTTGTACTTAATACTGTACAGCTGACCGGTGCTAA -CTTTATCTTTTCATTAGATAATGGTGATGCAGCTGTCGCATCCAATATAAGTGTATTGTTTCCTTTTGCC -GTTACTTTATAGGTATATTTGCCTGCTCCCGCTGCACTTATTGATGGCCCGAAGTCAAACCCCGCCGCTG -CCTTGTCTGAAGCCACAGTTACAGGAACTATCCATGCTATTCCGTCCCTGTAGGCCTGTACGGAATAGCT -GATGGCATATGGTACTTCAGTCCACTTTGCCACATTTCCTTCCCAATTGAGACCTTCACTTACCGTTGAG -AGACGAATCACAGTCTGCCCTGGTGAATGAAAAGACCAAGGGCCATCCGTATAAAATACGCCGTCTCCTT -TTCCCATTACAATTACGTTATAGGTGCCTTCCCCTGCTGCTCTCATAGCTGTTAAAAAGTTGTAGGAGGT -TGTTCCTGCCGATAAACTTATAGGTGAACCTACATCTCCGCATTCACCGTATAACTGTACAACATAGCCT -GATTCGTTTGCTAAATCATCCCATTTAGCTGTACCTGTCTCATTCAATGTTACATTTGTCACCTGTGGCA -GTTTGTAAGTTAATAGTGCTGATTTTACCACAATTTTATAGTAGCTTACTTTTGAGCAATCCTCTGATGT -CACCTTTATTATAAAAAAGTCATTGTTTGTTATCGGTTCATTAACATATGCAGGATCGGTTTCAAATTTT -GCCGTAGATGCTTCTTCTGCATACTTGACCACCTTAACGGTTGCTTCTGCATAGGTAGCTCTAAGAGATG -TAGCGTAAGGCCATACATTGGTCTCATCAATTGCCTGAGTCATTGTTAATTCTATCGTTCCGGCTGTTAC -ACCCGCTATTGTCGGAGCAGGTGTCCCCACATTATAATAGCCAATTGTTTTTCCCTTTATTGTTGACATA -TAGGCCAATTTTGCTTCACTGCCTGCTACCAGTCCGGGTGTTTTGATATCCGTCCTGTGTGGTACCGACA -TATTGCCAATTGAATCCACAACTACTACCCATATATTGTATGTAGCGGAGTATTTTGGGAGGTCGTATAT -TATAATCCTCTCTTCTTTGTCGGCTGTTATTCCCGCACTGCCTGAGGCACAAGCCGGGTTACCATATTCG -TCTTTGCCTGCCACCACCTGTGCCGCAGTAATATTTGAATTGTAATTCTCCGTTACTATATAGTATGCCT -TCCCCGAATCGTCTGCCTTTAAAAGCACCTCTGCATTCGTTGTCCCTGCTTCCTGTATTTGACCTGCCAC -AGGATAGTACCCCAGTTCAGGTGCTTTTGCATCAACAGTAACGACTACTTTGTAGTATCTTATTTGTGTA -GTATATTCTGACGTTACCTTTATTATAAAAAAGTCATTGTTTGAAATAGGTTGATTTGCATATGCAGCAT -CCGTTTCAAACCAGTTTGTTGATGCTCCGTATTTATACTTGACTGCCTTTACCTTTGCCCCCGGAGCATT -ATTAACAAATGATGTTATGTATGCACCTGCATTTGATGTGTCTGCTGCCTGAATCCCATTTAGCAGTACT -TTTCCGGGCAAAGCAGAACTTAGTACACCTGACGGGGTTCCCAATTCTGCTATTGTAACCCCTTTTATTG -TGGATTCCGTACTTAAAGTGGCATCATTTCCGGGATCACCAGCAGCATATAGATTTACCTCCAAGCCCAG -ACTTAAAATCTTCACAATAAAAATCATTAAACAAATACTTTTGACCAAATTAATATTTTTACTCAATTAT -AATACCTCCCATGATAACTTATACTCCGTCCTTTTTAAACTGGTTTACAATTCTACAATGATTTATGTAA -TCTGCGTCAGTCCTTACCTCACTGGAGTAGTTCAGTCCATAGGGCCAAAAATGCTGACTGTCGCCATGCA -AAACATCCGTTGAAACACCTGTGATATTTCTTAATTCTTCTGTGGCAGATTTTCCTGTAAAAATGCCGTT -CTTAACTAATGAAAACCAACCTGAACTTTGCCCTACACCTACAGTATGAGCAATTTCATGTATAGCGGTG -CGGGTATCCATATAACTTCTTGATGGACCGAACCTTATAGTCCCGTTGATATTTCCATCCGCTGTGGAAA -CTGATGTGTTATAGTATACAGTTAACTGCTTGCTGATGTTAGTGAGATTATTATAGTACATAACTGCCGA -ATCCATTGCGGCTTTTATTTTCGCATAGGCATCTGATTGGTCGGCTGTTGGGTTTTGTTCACGAATCAAT -GTGTATGTAATGTTACCAGTTGTTTGAGCAACAAGGTACCACTGCTGATTACTACCTCCATTGTCAGTCC -ATTGGGCAACATCACCGCCGTTGGCAGTGGATGTGTTCAATACTTCCAAAAGCTTTCCGCTTCCCATGTT -AACTATTTTATAATATCCTCCTCCAATATCAATAAACCCCCATTTTTGAGAGTTATCTCCATCATCTATT -CCCTGGACTGCACCACCACCATTGTCAACGGAAGAGTTCATTATCTCCAGAAGCTTTCCACTATTACGGT -TAACTATTTTATAATAACCGCCACCTGCATCTATAAAACTCCATTGTTGATTTGCCCCGCCTGTAAGCCC -CCACTGAATGACATTACCGCCCTCTGAAACGGATGAGCCGGATACATCCAGAAGCTTGCCGCTGTTACGG -TTAATAATCTTGTAATTAACACCTGTTTTAATATTTGTTGTCGGAGCATTTATAGGCAGTGTAGTTACTA -TGCCCAGCAAATACTGTTTCAAAATAGCGTAATCCACTGAATCAGCGGTATTATCAAGATTGAGATCCAT -ACCACTATTGTATGTTCGTTCTGAATCCATCAAATACTGTTTAAACCCCGCCAGGTCCAATGCATTAATA -CTACCGTCACTGTTGCAGTCACCATATATAATCGAAGTACCCGGCACCGTACCATCAGCCGAAGAAATAC -CCGAATTGAATATCACTGTCAAAAGCAGTGTAAAAGCAACAATAAAGCCTTTAATTTTCATTATCATACC -ATCTCCTTTTTTATTTTTACATTTAATGGTATAATATCAATCTTTTATAAGTTAATCAATAATCCCATAG -GAGAATTATAAATTGTCTATGTCCGTACTTTCGCTATGTGCCGTGGAGTGGTTTATTTCCCCGTCATCCA -GTGAATCCTTTATAAGCTCATACCATTGCTGCAATTTTTTCTCAAGAAGGTTTTTAGGAATAAAAATCCT -CAACCAAAGGGGAATAACATTATACAGCTGGGTAAGTACGGCGTTGAACCTTTCTTGCCCCTTCTTTGTC -CCCGTAATAACCTGTTCAGCCTGTACAATCATTTTGTATGCTATTTCTCTTAGTTTTGTCCATCTGTGTT -TTGTTATCAGGTAAATGACGTATCCTGCAAACCCTATAACCATTAATCCAACAAACCAGTAATTAGTCAA -AAACTCTATCATTAAGACTTCCCTCCCATTTAAACAATGTCCTTATTTGCTTTCTAAAAAATAAGGCAAA -TTGGCGACACTATTTACAACCGGTTGCTTTCTGGACAAGCACGGGACAAAAAAATGGCAGATACAAGCTT -ACACAAATGGGTGTACTGTATCTACCATTTAATTAGTTAAATTATTCTTCATCTCCAGAATCAGTGTTTT -CTTCTTCTGATTCTCCGCGGGTTGTTTTCATTGCCTCCAGTTTGGGACCAAGCTTTTGTTTATAGCCCTT -TGGAGCTTTTTCATAAAACATTTTCAAAAGTAACGCTTCAGTAACAACTTTTACACTGTTTTCTACAAGC -CAACTTTCGATTTCACGTTTTATTATGGATCTGAAAATTGAAGGAACGGCAGACATAACTGCTTTGTACA -TCATTTTACTGTTGCCCTTCCAAGTAACATTGTCTAATACTGAACCCCTCATTATTACCTCCTACCCGCA -TAGCTACAGCATAAAAATAATACTACATACTATGGCAGATAATGAGTTTTGGTTCAAAATCCGATTATAA -AAATCCCTTTATAAGATCAGCATGGCTCTTTGTAGACAAATATGACAATGGTACATCTAAAACTGTCTTT -GCTCCATAGCTACCTTCGCTGTTCAAACGTGCAGCGGCTCTTGCATATGCAACCAGAACGTTTGCAGTAA -ATTCAGGATTACTGTCCAGCTTGATTGAAAATTCTATAATGTGGTTGTTAACAGTATCAATTCCTGTCTT -ACCGCTCCTGAAAACAAATCCGCCGTGAGGCATTTTTGAATGGTTGCTTTTCAGCTCCTCTTCACTAACA -AAATGCACTACTGTTTCATAGTCGGCAAAATAATTTGGCATACTCTTTATATCAGCTTCAATTTTCGCCC -TATCCGCACCTTCCTCGGCTACAACAAAACATTCTCTCAAATGCTTCTGTCTTATTGACAATTCAGGATT -TTTTCCGTTTCTTACACTTTCAACCGCACCATCTATCGGAACAGTATACTGGATAGCGTTCTTTACTCCG -CTTACCCTTCTGACAGCATCAGAATGGCCCTGGCTTACACCCTTTCCCCAAAAAGTATAATCATTGCCTT -CAGGGAGTATAGCACTTGAAAGCATTCTCATCATCGAGAACAGCCCCGGGTCCCATCCGACCGAGATTAC -AGCGGTTTTATTTGAAGCTGCAGCAGCATTATTTACATTTTCAAAATACTCGGGTATTTTAGCATGTGTA -TCAAAGCTGTCTATAATATTGAACATAGCCGCAAACTCAGACCCTTGTTTAGGAAGATCTGTTGCGGAGC -CTCCACACAGAATCATTACATCAATATCATTTTTAAATTTAGCAGCGTCCTTTATATCAACTACCTTTAC -ACCGGGAGTCTTTGTAACTATACTTTCAGGGTTTCTTCTGGTAAACACAGCAATCAGTTCAGTATCTGCA -TTCTGTCTTATGGCAGTTTCTACACCCTTCCCAACGTTTCCATATCCGACAATACCTATTCTTATCTTAT -TCATTATTATCCTCCTTTTCTTTTATAGTTATTTTTTTATATATTGAAGTTTGCTATCAAGTCCTCAAAA -GTATCCCTGCGTCTTATCAACGTAGGCTCTCCATCTTCCTTAATTAGCACTTCTGCAGGTCTAAGCCTCA -TGTTGTAGTTTGAACTCATTGCAAAGCCGTAGGCACCTGCATCCATTATTCCAAGGATATCTCCTTCCTT -TATAACAGGAAGTTTCCTGTTTTTTGCAATAATATCACCACTCTCACAGATATTACCAACGACTGTTACC -TCTTCAGTTTCAGCCTCATTTAAGGGCTTTCCGTTTCTATATACTTCTATGTCATGGTGTGAATCGTACA -TAACAGGTCTTGCCAGTACATTGAATCCAATGTCAGTACCTACATACTTATTTCCATAATTAGCCTTTGT -CGTGTATACATTTCCCAGAATTACTCCACTTTCCGCAACTATATAACGGCCCGGCTCGGTCTTAAACAGT -ATCTTCTTTCCATATTTGTCAGTCCATTGCTCAAGGACCTGTGTCAGCTTTTCCTTAAAGCTAGCAAGAT -CAAGCGGTTTCTGACCTTCCTGCTTGTTATATGGAATTCCGAAGCCTCCGCCCATATCAACAAAATCTAT -GTCCTCAAACTGTTCTGCCACAGACAGTAATGATTTTACCCCTTCAATATACGAATCACCTTCCATAAAC -AATGAACCTATGTGCTGGTTTACACCGCATATTTTCATATTATATTTTCCGGCAATTTCCTTTACCTGAT -CTACACAGTCAATGTTTACTCCAAACTTTGTTTTCTTTCCGGCTGTTACAACCTTTTCGTGGTGTCCTGC -TCCGACTCCCGGATTAAACCTTACAGCGGCTTTTCCTCCCGTATTGATCTTCCCAAGCAGTTCAAGCTGT -GACAGTGAATCCACACTTACCAGAACACCGTTGTCAACTGCATACTTTAGCTCTGATTCTGATACGTTGT -TTGGAACAAAAAACAGCTCCTCAGGCTCAAAACCTGCGTGAAGCAAAAGCTGTATTTCCCCTGCGGACAT -AGCATCAGCCCTGAGTCCTTCTTCCTTTACAATTTTTATTAAGCTAAGGTTTGAGTTTGCCTTTATGGAA -TAATTTGGAACAAAGTTTTTGTATTCTACAAGATTCTTCATATCCCTGCATTTCTGTCTTAATATCTTTT -CGTTGTAAACGTATAAGGGACTTCCGAATTCCTTTAGTAGCTTCTCCGGATTTGAATTACCAAAAAAACC -GGTTATTGTTGAATAATATTCTGTCATGATGTACACCTCTTTAATTTAATTTGTATTATTAATCCTGATT -ATTTTCAATACTAATTAGCTTGATTTCATTGGTTAAAGAATCTTTTATAACATCAACCATATTCTTATTC -ATTGAAAATAGTCCTGTAGCATTAATCTCACTTAAATGTCCTGTCAGAACATTTGAGGAATCTGTAATAA -GTCTGAAGCTTCCGGGTTTTTTGGGCGACATATAGCATATGAAGCCTTCCATATCGGTACAATCAGAAGT -TATCATAACTACTTTAAGTCCTCTTTCCTTTGCTCTGATAAGTTCCTTAAGAACAAGTTCCAGCTGGTTT -CTGGCCATTGATATATATATCCTGTATTGGGCCTCATTTATCAGATTTTTCATTTTATTAAGTATATGTT -CGTTTCCGTTAATGGTTACAAAGGTATCCTTGGGTATATTGACCTTGGGAATCTCATCAATTACCTTTAT -AATCTGTGAAAACTTTCTTTTTAGGTTGTCTACAAGCTCATTTACAGGTACGGGACCGTATTGGGCCGTT -TCCCCGCTTATTTTATAAGCACCGCCCTTGTCACACAAGCCAGCCAGGCCAAGATAAGCATTTGACCGGG -GAATTCCCGTTAGCTTGGAAGCTTCATATCCTGTCAGTTCACCTTCCCTGCAGAGGGTAACATACAAAAC -AGACTCATGTCTGGTAAAACCCGCTTGCATTAAAGCATCTATAACATCCACCTGCAACATCCCTCTTTAT -AAATTATAGTGGTTCTATATAAAACCACTATATATTATTAGTATTTTTTTGTCAATAGATTAATTATTAA -GCTTTTCTTCAAGAATTTTTAACTCCCCGGGAAGCGGTTCCATATCTCCATAACGGGCTGCATTATAGCT -TTTTGCCATTAAATTGTTAACCTCCGTATCCAAAGGTGCGGCCGCTGAAGAACCTTTGGATATCTCTTCC -GCTGTTGAAGAGTTTTTTACAGGAACCCCCATCCGCACTGATTTATTTACAAAGTTTCTGAACAATCGTC -TTACCTTAGCTTTGCCATCCGGTAATTTGTTATAAGGTACCTCTCTGCTGAATATATTCCTTGCCCTGTT -GAGAAATCTTCCGGTAATGTTCTTCAGATTTTTACCGTACAGACTTTGTTTTTCATCAATGAGACCGTTT -TCGCTTACTATGACAGCTGATGCTTCTCTGTTTCCAAGCCACCGAGCAATATTACGTACAAGCTGGATTA -TCAATTTTGTTATTCCGTATACAAAATAAATCGTAAAACCAGCTATTAAAATTACTGCCAGCACATCAAG -TACTACTTTTAGTATTTCATCGAACAAGCCTGAAGATGCTTTTACTCCTGGGAATTGGAATTGTTGCATT -GGCTTTTCCTCTGCCTGAGTTGCTCCAGGACTTAATAGCATTCCTAATAAATTAAATGTTTTCCCGATTA -ATCTCAATACGAATTTATATATTTCAGAAATGCGTCCCAAAGTACCCATCAGTATAAGCACCAAAATCAT -AACTCCGCCGAATATCCGGTTATTTCTGCGTTGGGTTCTGCTTATGTCCATGTTGGTTTTTCCAAAGCTT -CGTGAGGTATCTACCTGTCTTACTATCAAGAGTACAACGGAGGAGATAACTGAAATGCATATAGCTGCAT -TTCCATATCGTACACTGTCACTCATATCAGCCACTCTGTTTATTACCCCATAAATGATATTTATAATAAG -AGTAAGTATTGCAGTCTGCATTGAGAAATCATTTTCTTCTTTCAAGCAGTACCATGTAATAACTAATGCA -ACCATACACAGTACGGTTACAATAAATCTGCCAACAACTGTCCCTCCACTGGCAACTCCGATAAAAATTG -ATACAGCTAACGAGACTGTATTATACAAATAAGCTTTAATGTTAAATTGACATAGCAGTGGGGCCAAAAA -GGTAAGTACCACCATGAGAAATGATAAAACAACCGCAGTACTCGCCGGAAGGACGAGCTGCATAATAAAA -AAGTTAACCGGCATCCACGCTAAGCCTTGAAATACATTAGTAAGCAGAAATAATTTTGACATTAATCCAC -CTCGCTTTCAGAAATAATCCAAGTCTCAACATCATGCCCGGAACGTTTTAGTTCATGAATCTGTTCCTGA -ATTTTTTCATCATTGTAAAGAGAAACAATAAGTATATCTGTATCCTTTGGTATATTATTCTTTATGTTTT -TGATCATTGTATAAAAGGATAATACCCTGTTAAGCTGTAATTTTGCCATAGCCTCAAATATGGTAAAAAG -CTGAATCTGACTACAACGGGCAGGAATATTGACAATTTCGTTTTGATCTCTGAAGTGTCCATTACAGCAA -AACCCTGTAGATATACCCTGCTTTATTGTTTTATCAACTATTGAAGCACAGAAGTGAATACCCAATTCTA -TTTTCTCACATTCTCTCTCATTGGGGTAATTATCCTGATTATTGCTGGAATCTATATTAAAGAGAATCAG -AAGTTTTGTATCTGCAGAATAGTCATACTTATATACCTGAAGTGAATTTGTACGGGATGTTGCCTTCCAA -TTGATGGACGAAACAGGGTCTCCCGCCTGGTACTCCCTCACCCCTGCTACAAGAAACGGGTCTGGGTTTA -TGAATCTCCTTACAACTGCATCCCCTTGGAGAGAACGGCAGCACTTTACCATTCTGCTTTCAGAAAGAGG -ACTTGGATATACAAGAAGTCTGACTTCATTTTCGTACGAGAATATTTTTGTAACAAAGCCTAGAATATCC -CCTGCCGTAAGCGTTACATTTCCGACATTGTACTCCCCCCGTTTAAGGCAAGTGACCGTATGGGTTCTTT -TTAGCCGATAGAAAGGCATAATGGAAAAAACACTTCTGTGATAGCCCCCCTGAGATACCTGCATATTTTT -AATTGCAGTGAACTCAAGGTTTGGACTTATACGTGACTCTGCCTTCATCCACGCAATTGGCAGAAAACTG -TTGTTTTCTATATCCTCAATCATAGATATTTTCTCGCCCTCAAACACCGAGCTTTCAGAAAGAGTTCTGC -GGTATACAACTCCTTTAAGCAAAAAACGTTTGAAAAGGAAGGTTTCCAAAATAATCAGCAGCGGCAGAGC -AAGTGCAATCTGCAAAAATAACATAATTCCTCCTATTCAAGCGGAACCGCTGTCTGTTCTAAAATATTAT -TGATAATTTTTTCGCCTGGGTTAGTATTTTCAGCTGTAAGACTCTTTGGTATTATTCTATGTGCAAGAAC -AGGAACTGCCATTGCTTTAATGTCATCAGGAGTAACAAACGTACGCCCTTTAAGCAGGGCGTGAACCTGT -GCGGCTTTCATAAGAGACAATGTACCTCTTGGACTGACCCCCAGATGAACACCTGAATGCTTCCTTGTCG -CTTCTGCAACATTTATTATGTACTCCATTATATCCTCTGAAACTTTTACTTTGGAGTATATCTCCGATGC -CTTACATATTTCATCAGCAGATACAACTGCCTTTAACTCGGTAAGCGGGTTGTTTTCCTTGAATCTCTTG -AGAATACCTATAGAAGACTTGGTATCAGGATATCCCATGGAGGTTTTAATCAAAAATCTGTCAAGCTGGG -CTTCGGGGAGCGGAAATGTTCCTTGAATTTCTACGGGATTCTGAGTAGCTATAACAAAAAACGGAGCAGC -TAGCCTTCTTGTTTCACCATCAATTGTAACCTGTTTTTCCTCCATACATTCCAGCATTGAGGACTGAGTA -CGGGGAGTAGCACGGTTAATCTCATCTGCAAGCACAATATTGGAGAATACAGGGCCGGGCCTGAAAGTAA -AATTACTTTCCTTTTGATTATAAAAATTAATGCCTGTAACATCCGACGGCAGCAGATCTGGTGTAAACTG -TATACGTCTGAAACTACAATCAACAGAGGCAGCCAATGATCTTGCAAAGACTGTTTTACCCGTTCCAGGG -ACATCCTCTAAAAGCATATGTCCTCCAGTAATAATACATATTAACGACAGATCAATTATATCTTCCTTAC -CTACGATTACTTTTGAAATGCTTTCTTTTATTTTATGTACAATTAACCCTATATCTCCAAGCTCCATATG -TTTTACCCACCCCATCTAACTTTTCCCATTATTATATCACACAATATAATTGGCTTACATATTATTGGGT -GTTCTTTATCTTTTTCACCTTACCTTTGCCGAATATCTCATATATGCCCATTAAAAGGAGGAATACTCCA -AATATGTGCTTTAAAGTAGCTCCGTTCATGGCAAGTGCCAACTTAGACCCCAACACTGCTCCCCCAAGTC -CGGTAATTACTATTGGTATACCCATTTTAAAATTTACATTTTTATTTTTGATATGTATTACAAGTGCAAC -AATAGCCGTTGGAATAAAAAAAAGAAGGTTTACACTTTGTGCTATGTGCTGCTCGGGTTTAACGAAAATT -ACAAGAGCAGGTATAAGGATTGCTCCCCCGCCTATTCCCATACCACTTATTATCCCTGCCGCCAAGCCGA -TTAACATAACTATCATAGTACCCTCCATTTAACCTAATCCTAAAAAATCATTCTTATCGCTGCAAGTATC -ATAAATATTCCGAATATTTTACGAAGAACATTTGAGGGACATTTGTTCAGAAGAAAAGCACCTATGGCAC -CTCCCACAACACCTCCGGCCATTGCCTTCCATGTTATGTTCCAATCTACATAATTATTGGACAGATAAAA -ATAAGTACTCACAAGTGTCAAAGGCAGGATAATAAGCAGTGCAGTAGCATGTGCCTTGTGTTCGTCTGCA -TCCAGCAGAAAAACCATCGCGGGAACAGCTATAGTTCCGCCTCCTGATCCAAAAAGCCCGTTTGCCACTC -CAGCGGCTAAGCCTGTCAGAATATATTTCATATACCTTGCCGTTTTGCCCGAAAACGCCATTTAACTACC -TCCAATAAACAATTACTTCTTAATGTTATTGTTTAATAATATATTTGATTATAAACTGGCAAAAAGTTCA -TTTAAAGACTTTGTACCAAATAGACAAATATTAGGTTGAATAATGGTATATTTAATTTTATAATTTATTT -AGCTGAATTAGATTATAAAACGATATTAGAGAGGTATAATTTATGGATTCAAATAATAACCGCAGCCTGT -TAAATAGTAAGCTGTTCAGATACGGCTGTTACCTGCTGCTTGCTCTTCTAATAGTATATATGTTCGGAAA -GATAAATTTCTTTATCGCACCCTTCCAAAGCTTTGTATACTCGATAATTTTTCCGATACTTTTCGGAGGC -TTATTATACTATATTCTAAGACCAATAGTTTTAATGCTTGAAAAAGGTAGGGTTCCCCATATATGGGCCA -TACTTCTTGCTTTTGTAATTGTATTGTCCGCTTTGATACTATTGAGTTCCTATACAGGGTCAATTATTAA -ATCACAGTTTAATGACTTTGCAAAAAGTCTGCCCTATTTGTATGAAAGTGCTGAAAATACTATCAACAAC -CTGCTAAAGAGTAATTTACTCAGTTATTTTGATTCTTCCAGTTTTCAGACCTCCGATTTAACAGAAAAAG -TATCAAATTTCCTGCAAGGGGCAGCCAAAAGTGTAGGAAAGAATACAATAAACTTTATAAGTGCGATTAC -AAATATCGGTTCAGTAATAATTATCTTGCCAGTCATTCTGTTTTATTTCTTAAAGGACGGGCATAAGTTT -ATGCCCAGCATAGTAAGATTTGTTCCATCGTCACAAAAGGACAATATAAGAAAGATTTTAAAGGATATAG -ATTTCGTACTGTCAAATTATATTGCAGGCCAGCTTCTGGTAGCTTTTTTTATAGGACTTCTGATGTATAT -AGGCTATCTGATTATAGGCTTGAAATACTCTTTGCTTCTGGCAATCTTTGCTATGATAACATGTATAATT -CCATTCTTTGGTCCATGGATTGGAATTATACCTGCCATACTGCTTTCACTGGCAGACAATCCATTTATGG -CAATAAAGATATTTATAGTGATGATAATTGTTCAGCAGATAGATAATAACTTTATTTCACCGCAGGTAAT -GAAAAAGAGCATGGACATCCATCCTCTGACAGTCATTCTGCTGTTGATGGGTATTCTCCCCATATTTGGT -TTTATAGGCTTGATAATAGTTATTCCTCTATATTCTGCAATTAAGATTACAATTAAAAATATAATTGAAA -TGTACTACCCAAAATACGCAGAAGCTCTTAATCTTGATATGCCCAATGAAACTGAAAAGCCGAAGAAACA -ATTAAAATTTAAATTCAAAAAAAATAAGTAAAGTTATTTCAAGAAATTTATATTGATATCCAGAACTTCT -GACCTGCTGCCGATACGGACAGTAGGTCCCCATGTACCGTAACCGCATGATACTATAAGATTGAATTTAC -CGTCCTTGAGGTGACCGTTATCCTCTTCAAAAATGCTACTGGTTATAAGGTTTATAGGAAAGAACTGTCC -CGCGTGTGTATGACCTGAAAGCTGTAAATCTACACTCTCCTCCCTTGGTTCAGAGAGGTCTTTCGGCTGA -TGGTCAAGCACTATAACGGGTAAACGTTTATCCACACCATCTAAAAGATTACCTAGTTTCCCTCTTTTAT -AACCGCTGATATCTGCTGCAAAATCCTCCCGCCCTACCAGATAAAAGCTGTTATTAACCTTAACATTTTG -GTCCCTTAAAACAACCAGTCCGCTTTCCTCGTACATACGGGTTATCTCTTCGGTGTCATTAGAATAATAT -TCATGGTTTCCCATAATGACATATGAACCAAATCTTGTTCTAAGTCCTTTGAGCTCCTCCAGCATATTTG -CCTTTTTAACGGGCTCTATTTCTCTGTCAATTAAATCCCCTGTTATAACAGCTATGTCGGGATTAAGGGA -ATTTATCTTTTCTACCGCAGTGTGAAGCCTGTCCCTTCCTATAGTATCACCAAGGTGTACATCTGTAATC -ATGGCACATTTCAACTTCTTCATATCCCCTGCCTTTTTATCAATATTTAATTCATATGAAACCACTCTTG -GCATAAAAGCATTGTATGTTCCCACAACAAGGACTATACCTACAAAAAGCACCACTGCCGCTGCTACAAG -CCAGGCCCTTTCTTTCAGGAAACCGGGTAGTATATTAAGCTTTTCCCCGAGTATCCGAAAAACATCCAAC -AAAATGACAATTCCTATGAAATATACAAATGCTGCCAACCAGTAGCCTCCCACAGTGTTAACTGCACGTC -CAAGCCTGTCCGGTAGGTACTTGCCTCCTAACATTCCCACAAAATACATTGATGCCAGTACGGCAATAAT -AACCCAGTATGCATACTTATTTATGGGAACCTTTGTATTTATGGACTTTAGTCCTCTCAATCCGATGTAA -TAATTCAGAAAAGCATATGTAAGAAGTGCAAAACCTGCTGTTACCAATCTCATTTTTTCTCCTCCCAGTT -TCATATGTTTATTAGAATAATTACCTTTATTTTCATAAACAATACAGACGGTTTATACATTACAGTAATT -TTTACATATATAAGGTTTATTTTCAATGCCAAGATTAAAAACTCGTTCTTAATTAACCAAAATTTAAAAA -GAATTTTATGAGGACATTATGAATATATTTATAGTAATAATCAATTGGGGGATTTTATGAAATACATATA -TAAGTCAGGAATTATAGTATCATTATTTTTTATAATTCTTGCCATTACTACAATCTGCATCAGAGTAGAT -AATCAGAATCATAAAAATAACATAATAGGTGGTTCTGTCAAAGAGTTAACACAAACTAAGGAAACTGAAG -AGGTACTGTCCAGACAAACAGTTTCTATTATGAAAGAAAAAAGAAATAATTTCAATGAGACTTATTTCAG -GCCATCTTCATTAAAGTCCCTGAATAACAATTTTATTGATTTTGGCACCTTTTCAGGAACTTTTAAGGCG -GGGACTGTTCCCGCAGACTTGATGGATACTCCAATTAAAACCATAGTTAATTATTTCAGTGTACTTCAGC -AGGCTGAAAACCTTACTGATGAAAAAAAAGGCGGCTGCGGTACTGTCGGTTATGCAAAAAAGCCATATCC -TATCGCTTATCAGTTTCTTTCCGAAAGTAGTAAGAAATCAATGCCCTACAATGAATATCTGGATTCCTTT -CAGGGTATAGGCCATATAAATCTTATCAAGGTAATACCTATAATAACTGAAAATCCTAATGAAAATAAAT -ATTTCCTTGAATTGGAAATACTTGAGGGTACAACTACGGCAGGAACATCTTTTAACTATTATTTTGCCGA -GATTTCCCTTGTAAATTCGAACAAAAGGTACTATATAGATTCCTTAGAGCTTACCTCAGAGGACTTTTTC -TGTGCTCCCTATCACGGCTGGTCTCATAATGCAGAGTCATACGTGGAAATAGTATACGGTAATTGGTGCG -GTTTGATAAAAAAGCAATATGCACCTCATCAGAATAAATTTACAAAGGAAATCATTGTTGATGCAGTTAA -CGGAGACAAGTATATGTTCAAGTTTGCAAAATTGACCAATGGGACGGATTTTCTCATTAACACTCTGGTT -CAGAAAGATGGTGCTTGGATTCCCATTCATATTGATATCGATAAATATATAGATAAAAATGTATAAAAGC -ATAACAACCGCCATTGACGGTTGTTATGCTTTTTAAATTTCTGATTATAAATAAAAATATAATTACGCTT -TAATACTATTGTAAACTCTTCTTGCGTATTCCCTTGCAGCTTTAAAATCGTTGGTATCAGGATTTTTCCT -GTTAAAAAATACGAAAAATTTGCCTTTGCAGCAGAAGGATTCATCAATAACATTTATTCCCTTTTCTTTT -AAAAGAGATTTTATTGTATCAATTGCTGTACCTGTTGTTCCTTTTCCGTTAGTTCCAAAAACAGCTACAT -TTTTTACTCTGTCCTTGTTTAAAGTTCTGACAAATTCCAGTGTTTTCGAATCGGGTTTGCCTCCGTACTC -CCCTGTACCGAGAAAAAGCAAAGCAACATTTTCAGGCGGATATGCAGGGGGAATCTGTTCTGATTTTAAT -ACATCCTCTAGTTCATCTGCAATTTCATCCGCAATCTTCTTAGTGTTTCCACCCTTACTGTAGTACAAAA -CCCATGTCTTCATTGCAATCTCCTCTACAAATAATGTTCAGTTTGTAAAAGACTATTGGTTCTGCCGGAT -ATATATGTCTATAGCCTCTGCAGCTTTCTTCCCGGCACCCATGGCCAATATAACAGTAGCAGCACCGGTA -ACAGCATCTCCACCGGCATATACTCCACTCTTACTTGTTGCACCAGTCTCTTCTTCAACTATTATACCGC -CCCATGTTTGTATGTCAAGTCCGGGAGTAGTGGATGATATAAGCGGATTTGGAGATTGTCCGATTGCTAT -TATGACTGTCTCCAGATCTATAACATGCTCGGAACCACTCTTTTCTACGGGACGTCTCCTTCCTGACTTG -TCAGGCTCGCCCAGCTCCATTTCCACACATTCCATTCCTTTTACCCAGCCGTCCTCTGTTCCCAGAATCT -GTTTGGGATTGGTTAGAACCTTTAAAATTATCCCCTCTTCCTTGGCATGGTGCACTTCTTCAAGTCTTGC -AGGCATTTCTGCTTCTGAACGTCTGTATACAATGTAAACATTTTCGGCCCCAAGACGCTTTGCACTTCTG -GCGGCATCCATCGCTACATTACCGCCCCCTACGACTGCAACATTTTTTCCTACAAATACCGGAGTATCGG -TACTTGGGAACTTGTAAGCTCCCATAAGGTTTATTCTGGTTAAAAACTCGTTTGCTGAGTACACTCCGTT -ATAGTTTTCTCCCGGTATTCCCATAAAGCTTGGCAGTCCGGCACCGGAGCCTATAAATACTGCCTTGTAC -CCTTCTGCTTTCAAATCGTCTATGGAAAGTACCTTTCCTATTACCATATTTGTCTGTATATCGACTCCCA -GATCCTTAACTGTTTGGATTTCCTGCTGAACCAGATTCTTTGGCAGACGGAACTCAGGTATTCCATACAT -AAGAACTCCTCCGGGGACGTGGAATGCTTCAAAAATTGTTACCTCATATCCCATTTTTGCAAGGTCTCCA -GCACAGGTAAGTCCAGATGGTCCTGACCCTACAACAGCCACCTTTATACCATTACTTTCAGGCCTACTTA -CGGCAGCCTCAACGTTCTGCATGTACCAGTCTGCTACAAACCTTTCAAGTCTACCTATTCCAACAGACTC -ACCTTTTTTAGCTCTTACGCATACCTTCTCGCACTGTGACTCTTGCGGACATACTCTTCCGCAGACCGCA -GGCAGGCTGTTGGTTTCCCTTATTTTATGATAAGCTTCCTCAAATTTCCCCTCGGCTACAAGCAGAATAA -ACTCTGGTATCTTTACATTTACAGGGCATCCCGCCACACATGGCTTGTGCTTGCAGTTGAGACATCTCTC -TGCTTCTTCAATAGCCATTTGCTCATCGTAACCCAGTGCTACTTCTTTAAAATTCTTGTTTCTTATATTT -GGCTCCTGCTCAGGCATTTTTACCTTTTTTAATGACATATTAGGCATTATTCGCACCCCCAAGTCTGCAT -ACGTGTATATCTTCGGATTCTTTCTCTTGTTTTTTGTACATATTCTGTCTTCTCATTGCTTCGTCGAAAT -CTACCTCATGTGCGTCAAAGTCAGGCCCGTCAACACATGCAAATTTTGTCTTTCCGCCAACTGTGAGCCT -GCAGCCTCCGCACATACCCGTTCCATCTATCATAACAGGGTTCATGCTCACTAAGGTCTTAATACCATAT -TCCCTGGTGAGGTTACTGACAGCCCTCATCATTACAAGCGGTCCTATAGCAATAACCAAATCATACTTAT -TTCCTTCATCAATCAACTGTTTTAATACATCGGTAACAAAGCCCTTATTTCCGTTTGAGCCATCATCTGT -TGCTACTATAAGCTTGTCACTGAACTTTTTCATTTCATCTTCTAGAATAATAAGGTCTTTATTTCTGAAT -CCTGTTATAGAATGCACTTCTGCACCAAGGCTGTGAAGTTTTTTGGCTTGTGGATATGCTATGGCACTTC -CAAGGCCTCCTCCTATGACAGCAACCTTTCTATAACCTTCAAGGTGAGAAGCAATTCCCAAAGGACCTAC -AAAGTCAAGCAGGCTGTCTCCCTCATTCATATCTGCCAGTTCTCTTGTGGTCTTACCGACTAACTGGTAT -ATAATCGTAACAGTACCGTTTTCCCTGTCATAGTCAGCTATAGTAAGGGGTATCCTTTCTCCCCCATCGG -ATATCCTCAAAATAATAAATTGTCCCGGTTCAGCCTTCTTTGCTATAAGTGGTGCGTGTATAGACATTAA -AACTATCGAAGGATTCAATACTTGTTTTTTAACTATTTTAAACATTTAAATTCCCCCCGTCTGATATTTA -TGGTTCTACGACATTATACATGTAATTTTATAATTACGGTATACTAAAAGTCAACACATAGGATAGGTTT -AAATAATGACACTTTTTGTAAACCAAACCATAAGACCATTATCTTTTATTAAGCATTTCTTCTACTGTAA -TGTCTGTAATACCCTCAATAAAAGTATTGAGAACATCCTGTTCTGTTACGGTCTTTATAATATTCAAATC -ATTATCCAGTACCTTTATTATATGAAATACATCCGAATAATCCATTGATTTTACCAAATCAAGTAGCTTT -ACATCCTTCATAACCACAATTTCTCTCACAGGAAAAATACCTTTTCTAATAATGGCAGAACGTTTTAAAA -CAAAGTTCTTCATATTCAATATTGCGGCCTCCTTTTTGTTTTTCTTCAACAAAAGAAGAATGTAAACCCC -TATTAAAATAAAACTTGCATTGTATTTACTTATAATTAATACCACTGTTCCAACTGATATAATCAAAATA -GAAAAAAATAATGAAAATATGTGCATAAGTCTGTTTGCACGAAATAATCCTAGCCTTCCCGATAATAGTT -CCATTGCGATCTTTCCACCGTCTAGAGGAGGAACTGGGATTAAGTTAAAAATAGCCAGCCATAAATTTAT -TATTACGGCCGGCATTATTTTAAAGGTAGAGGGCCACCACACAGGAACCTCCCACAAATGTATACAATAT -AAGCTTATTGCAAAAAATATATTTACTAGGGGGCCCGTAAGATAAATCAAAACCTTTTGAGGTTTACTGC -ATTGCAAATCCTCAATAGACGCATTAACACCAATCGGCAAAAGCCTGAAGCTGTTCAGCCTGACCCCACA -CATTGCCGCAGAAGCGATATGTCCTAGCTCATGGCAGATAATAAACCCTAATGCAATAGAATATTCCAGA -AGAAGGTTTCCTATCATTGCCGCTAAAAATATAGGAAGAATTAATAAATCTATCTGGATTCTTGTTCTTT -TAACCTGAAATTCAATATATGTTGTAACACTCATATACTAACCCCATACATACGACAATATCCTAGTTAT -CTCCGTTCAGAATATCAAAGAGTTTTCCCGGGTCAACCAATTTATTATCCTTTGATACTTCAAAATGGAG -GTTTGAATTTGATTTGTCCTCGGAGTTCCCTACTTTTGCAATAACATCTCCCTGATTTACTTTTTGTCCT -ACTTTTGCAACCAGAATAGAACAATGTCCATAGAGTGTTGTTATACCATCATTGTGCTTTATTTTTACAT -ACTTGTCATTTTGAGGGTTTGTTCCTACCTCAGTGACCTCCCCCGCTAGAGCTGCTTTGATGGACGTTCC -CATATTTGCTTCTATATCAATACCTGTATGAAACTGGGGACTTCCGCTTAATGGGTCTGTCCTTGTCCCA -AAGGGCGAAATTACTTCTCCTTTAATAGGAATAATAAATGAGTACTTATCTGCAATTCCTTTTATTCCAA -TTTCATCCACAACCTGCATATCTATACCCGGTACCGACTCACTATCTATTGATAACGAACTGCTTTTTGT -ATCGGACGCCGGATTAACCGAATCACCTGAATCTGTTTTATTTGCAACTGATGAAGTCTGAACATCATTG -CCATTTATATCTTTTCCTTCCGGCAGTTTTACCCCTAATTTCGTAGCCGCACTCACAATATACCTATTAA -CGTCATAGTTCACAGTAGTTATTTTCTTTACCTGTGATACGAAAGCATCAGTGGCAGGCGTATTTGCTGC -CTTACACAAAGCAATTGCAGATAGAAAAACCACAACAATCAGCATTTTTGCCGCTGCAATTGTTGACATG -AGGTCATTATTTGTATTCCTTCTGTTTCTCCGGGGACCGGTCGGTCGGGAGTATTTCGGTCTTTCAATAA -TTTCGTCCATTCCTTCCACCCTTTCTTTGGCAAAATATAACTGATTTTAATTATATAAATTATATTTATC -AAGGTAGCGGAATATTACTGATATTCCAGAGTAATTTAAAGCCGGAGAATTTGATAATTGTTTATTATAG -CGCAGTGCGCTATAATTATTGAAAGAGAGTTAAATGGAGATTACTTATGATTGATGTTAAGGAAAAATCA -CTTTTGGGTTTTAAGTTTATAGATTTATTTGCTGGATTAGGCGGTTTTAGAATTGCATTGGAATCACTAG -GTGCTAAATGTGTTTATTCAAATGAGTGGGATAAACCAGTACGAAAAGTTTATACAGATAATTTTGGAGA -TATTCCCGAGGGAGACATTACACAAATAAATGAAAATTCTATTCCTGAACATGATATTTTATGTGCTGGA -TTCCCATGCCAAGCTTTCTCAATTAGCGGCAAACAACGTGGATTTGAAGACAGTAGAGGTACGTTATTCT -TCGATGTAGCCAGAATTGTAAAAGCTAAGAAGCCAAAGATTGTTTTTATGGAAAATGTTAAGAATTTTGT -TTCTCATGACGATGGTAAAACTCTGTGTATTGTGAAAGCCACAATGGAAGAATTGGGATATAAATTTAAT -CAAAAAGTTCTGAATGCTGTTAATTATGGAATTCCTCAAAACAGAGAACGTATATATATGGTTTGTTTTA -GAAATGACCTAAACATTGAAAATTTTAATTTTCCAAAACCATTCCCATTAAAAAGGTACGTTGAAGATTT -TTTATTAGAAGATGAAAGTCAGGTAGAGCATTTATACATACAGCGTCCAGATACTTATTTTAATGGAGTA -GAAGATAATAAATACAGTAACAAACCAATTAGATTAGGTATAGTAAACAAAGGCGGCCAGGGTGAACGAA -TATACAGTACAAAAGGGATAGCCATTACACTTTCGGCTTACGGAGGAGGAATATTTGCCAAGACTGGCGG -TTACTTAATAAATGGAAAAACCAGAAAACTACATCCGAAAGAATGTGCAAGATTAATGGGATTTCCTGAT -AGCTATAAAATCTCTAATAGTGCAAACCAAGCCTATAAACAGTTTGGCAATTCTGTAGTTGTTGATGTTC -TGCAACTGATTGGTCAAGAAATAGGTAGTGCAATGGAGGAGGCAATAAATGAACGAGATAGAATTCCGAC -AATGGCTATCTAATAATAATGTATCTAAGAAGATGCAAAGTGATCTTGTATCAAGGTTGAAACGCTTTGA -AAAAGCAATAAAAAACTGCGATATTGATGAACAATATCGCAGTGACAAATATAAATATTTATTTTCTCTT -TTTGAAAATAAAGGCATAAATAGAAATATGAGTAAGTTTAAAGGCGTAGATTTACCTATTGGAAAATACC -AATTTAGTATATTTAAGTATGCATTAAATAAGTATAGGCAGTTCCTGGAGGATGCGGCTACTTCAACGTC -CGAATAAAGTCATCCGATTCTACTCCATTCATTGTAGTTTTTAGATTAATTGAAAAAATTACATTTGCGT -TAAACGTGTTAGATAGCTTTCTTATTTCGTATTCTGCTAGAGAATTGACTTCACTTGACAGTATCTGAAT -AATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTATGACAGCACAAG -ATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTAAGTGAAGCATG -TAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAAATGGTCTGGAA -GGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAGGAAGCCG -TATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAAAACAAGG -AGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCTTTGACAAGAGA -CTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCTCGCTGCTCTGG -AAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCGGGATATTTGCTGGC -ACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTGCCATAGATACT -TATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGATATATTAAATG -ACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACAGACAGAGGAACGGA -GTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTGAGCACACAATG -ACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCTGAATGAATTTT -ATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGATTTGGATTTTTATAT -GCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCAGACATTT -CTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGGTCTAGCC -CGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGCACCTCCATATT -GGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAGGACAAAT -TATGGATAAGGGTTCTGAAATCTTTTCAAATTGGATTATTGAAACCTATGGAAACAAAGGTACCCGCTAT -TTCATAACAAATGACTTTACTATTTTGCCAATTGAAAGATTTAGTGAGTACTTCAATGTAAGTGCTAAAT -ATAGAGTAAAACGCAGTGGATCAAGTAATGTTGGAAAAAGTAATATCTCAAATGTTCTAAGTTATATAAA -ATCACATGATTATGTTGTCCAAACTACAAGAGAAAATGGTGGCAAACTTTTTGTTGAATCCTATGAACCA -CTTCATAAACGACGTTTTTTGTTACATGGACATGAGTATATGTTCTCTCTTCGTGATTCTGAATACGTGT -CCTGAACGGTACTTGGGTTGACACTCCTCTGGGAAATATTAAGTTTTGTTTATTCGGCACTTCCAATATG -GAGGTGCCTTTCTATGTCAAACCGGCGCCTGGTCTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAG -ACCCTACAAATTAACTCGCAGGATCATTCAGGAGCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGT -CTGCATCGGCGTCTTGCCTTTACACCTTTTCCCCTGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAA -AAATCCAAATCCTCCTGCATTTGTTCAACTGATTTATACATTGTCCTTCGGAATGCGGGTTTATAAAATT -CATTCAGAATTGTTTGGTTAAAACGCTCGCATATACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGT -GTGCTCAATGTCGTTCATCTGCAGAAATAACTCATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTT -CCTCTGTCTGTGAGTACTCTCATTATCGGTATCATATGATTCTCAAAGAACGGTAAGACTCTGTCATTTA -ATATATCTGCTGCTGTTACTGGTACCTTGGCTGTATATAATTTTGCGAATCCCACTGCCGAATAAGTATC -TATGGCAGTTTGCTGATATATACGTCCAACACCTTTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGC -AAATATCCCGGGTGCTGGGTATCTATCTCGTCTATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAG -CAGCGAGCTGATCTTCAGTGTAAAGTATGCCTTCCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTT -GTCAAAGGTTTCTATATTATATCTCTGCCAGATTGATCTTACCCCTCCGGCTGATACAAGAACTCCTTGT -TTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCGTATGCCGGCTTTTCATATGCTATTCTTAATACGGCTT -CCTCAGTTTCTGGAGCAACCCTGTTTTTCATACAAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAG -ACCATTTTCCTCGTAAGCTTTCTTAATATCATAGAAGTGCTGTCTGCTGACTCCATGAATTTTACATGCT -TCACTTACGTTTTGAAGATATTCGGCCAACTCAATCAGGCTCATTTTGTTTTTAACTATACGATCTTGTG -CTGTCATAATTGAAATCTCCTCCTACAATTTAATTATTGTCCAGAGGAGATATTGCCCAACATTATTCAG -ATACTGTCAAGTGAAGTCAATTCTCTAGCACATAATTATATCTTTTCCTGCCGTTCCGGCCTCTTTAAAC -TCATCAAATTGAGTATTCATATGTCCCATGATTTGTTTTGCATAATTATTGATTCTAGTGGTATTCTGAT -GGCTATAAATGAACGTGCTAGATGATATATCCGGCAGTAATACAAACTGTCCACATTGTGCGGGAGAGTT -TTTTGCATCGATGTAAAAAATATTTCCAAATTTTGTTGTAACTTTAATATCCGGGACGGTAGAGTCAGAG -CCACCTTCAAGTTTAAATCTTGCGTATTCACCGAATTTTTTATTTAGGTATTCGGTACAGTCAATCTCGA -AATCTTCCCATCTTGATGACATAGTTATACCTCCTATTATTCAAGAAGACGATTAATAATCCAATCACCT -AATCTTTTAAACATTAAGAGTCTAAAAAAAGATATCCTGATAATTTGCCGGATATCTTTTTTATAAACCC -TGTTTTTTGATTCTGTTAATCCTGCCTTAACAATTCCCTCCACGCAAGGTCTCCACGTTCCAGCCCTTTT -ATAAGAACCTCAGCAGATGCTATGTTGGTGGCAAAAGGAATATTGTTTACATCACAATGCTTGAATAACA -GGTAGTTATTAGGATCCTCTTCAACATTGGAATCCCGGAAATAAATCAGTAAATCAATTTCATCGCAAGC -AATCCTGGCAGATAACTGCTGTGCACCGAGACTGCCGTATGCAAGAAGATTTACATTCAACCCTGTGGCT -TTATTGATCATAATACCTGTAGATCGTGTCGCTATTATATGATGATCCTGAAGGATTGACTTGTAAGCTA -TACAAAAGCTTGCCATTAATTCCTTTTTGTTATCATGAGCTATAAATGCTATATTCATCTAACCAATCAC -TTGCCTTTGAGTTTATTTGCCTGCATTTTTTACATTTTTTATTGGAATATTTGCAATAAGAGCCGGAACC -ACTCTGTCACCTTCTTCACTTTTGGTTCTGGTTAATTGTATATCAAGTGCACTCTCATCAATTTCCATAT -AATGCTGTATTACCTTTATTATTTCACCCTTAACCATTTCTAAAAACTCAGGAGAAACGTTAGCTCTGTC -ATGAATCAGCACCAACTGAAGCCTTTCTTTAGCAACATCCTTAGACGGCTTGGATCTGCCAAAGATTTTT -GCGAAATCTATCAGCATACTACTAACCCTCCTTATGTATTTTTAATCCCCAGTAATTTTTTAAACTTGTT -GAAAAACCCTTCATCACTTTCCAGGTTCATAATGGGTACATCTTCACCTTGTATTCTTCTGGTTACATTT -CTATATGCTTGTCCTGCAGCAGATTTTTCATCAGTAACTGCAGGCTCACCTTTGTTTGTAGCTACAACAA -TCTTTTCATCATCAGGAACAACACCTATCAAGTCAATGGCAAGTATATCAATAATATCATCCATTGTCAT -CATATCTCCACGCTTAACCATATCAATTTTTACTCTGTTTATCAAAAGTTTTGGGTTCCTAAGTTCGTTT -GCCTCAAGCAAACCAACAATACGGTCAGCATCCCTTACAGCCGAAACCTCGGGTGTTGTTACTACTATTG -CTCTGTTGGCTCCGGCAATAGCATTTTTAAAGCCTTGCTCTATACCTGCCGGACAATCTATTATTATGTA -ATCAAATTCATTTTTTAATTCATTAATAAGATTAATCATCTGCTCAGGTGCTATCGCAGACTTGTCCCTT -GTCTGTGCCGCGGGAAGAAGATACAAACCTTCATACCTTTTGTCCTTGATCAGAGCCTGCTTGACTCTGC -AAACTCCCTCAATAACATCAACTAGGTCGTACACGATTCTATTTTCCAAGCCCATTACAACATCCAAATT -TCTGAGTCCTATATCAGTATCTATAAGTACTACCTTTTTGCCTGCCAGTGCCAGACCAGCACCAATATTG -GCAGTTGTTGTAGTTTTACCTACTCCACCCTTGCCGGATGTAATTACAATTACCTCTCCCATACAACATT -GCCTCCAATTCTAAGATGAGAATATATTAAAAAATAGATAATATTTCAAACTTATACACATTAAACTATA -TATTTGTTTTTTCAATTTGTCAATATTGCTGCTTTATCGGGTTTTTAACCAAATATGGCAGCTTTCATGG -GAAAGCTTGCTTTACTATGGACTATCTGGTAGGTAAAAATCGTTCTACGTATAGAATGTCATCCTTTACA -TATGCCAGTTCAGGAATAGGATTCCCAACTACACCTTTTTCATCAGGTGGCCGGGTTATTATGTCGGCTA -TTCTTAACTGTGTAGGATTTAACCCTAATGCCACTACTATAGCTTCTTTGTTACCATCACTGCCTGCATG -AACAACGCCTCTGAGCAAGCCCATTACAACTATGTTTCCAGTAGCTTCAATAACCGCACCTGGATTAACG -TCACCCAGTATAACCAGGTTTCCGTCGAAGTTTACCAACTGTCCTGAACGGACTGTTCCACGATAAAACT -TTGTCTGCCCTTCTTCTATTCCTTTAAAAAACATGTACTTTTTTATCTGGTTCTTCCTTTCCACTGGCTT -GTCCGACGAAACATTATTGGCCACATTCTGAACCTGTTCCTTATCTTCTTCAAATGCCTCTATCCTGGCT -CCACTCTCCCTGACAAGTATTTCCAATAGTTGGGACCTCTCTTCTTCATTGAGGATTCTGCCTTTATATT -TTACTGCAAGTTTCGCTCCTCTGAAAAATTTACCCGCGGAATTAACCTTATCTCTCATACATTGTATTAT -TTCACTAAATTCCGGCTCATTTTTCAAAATTATTGTCAATCCGTTCACAGTCCCTTTAAAAGTTACTGAA -TTTTCATCCATACTTTTAACCTCCACCTGCCTTACACTGCGGCATAATTCTTTACTTAGTCAATTGGACT -ATATCTGCTTTAACAGTAAAATCCTTATTACCTGTTCCGTTTGAATCAAAGTAATATTTAAGTATATCCT -TTGCAATTGGTGCTGTATAAGAACCAAATACACCCCTCTCAACAACAACGGCTACAGCTATCTGTGGTTT -TTCGGCCGGTGCATAGCATATAAACAATGCATTTGAGGAATGATTTGCTTCCTGTCCTGTTTCCGCAGTA -CCTGTTTTTCCTGCAACCGTTATATCCTTTAAGTCCTTGAATTTATCGGCAGCTGTTCCATCTGTTGCAT -TGGCAACCGCTATCATACCCTGCTGAACTGCTTTCATATTTTCCTTCTTAACCGGAATTATTTCATATTC -TGGCTTTGTTTCAGTTACTATAGAACCATCATACTTTACAACCCTCTTTATAATATGAGGTTTCATAAGT -TTACCTCCATTTGCAATAGTAGCTGCATAATTTGCAAACTGTATTGGTGTAAAGCTGCTGTACATCTGTC -CTATTGCTGTCTGTGCGGTATCAGCGGCAGTCCAGGGGTAAGGATTTACTTTCTTTTTGTACTCCCTTGA -AGATATGATACCTTTGCTTTCACCCAACAGGTCAATTCCAGTTTTCTTACCCAAGCCGAACCTTTTTGCC -CATTTTACTATATTGTCAATCCCAACTTTATTTCCATAATGGTAAAAATACGGGTTCGACGACCTTTGTA -TTGCAGTTATAAGGTTAACCGTTCCAAGACCGGCACGGTATTGGATGTACTCAATGGACTTTAGCATCAT -ACCATCATATGTCTCATACCCTTTATCAAAATATGTTTCATATGGAGTGGTCTTTCCTTCCTCTAGTGCG -GCAATTCCTATTAATGGTTTAAAGATTGAACCCGGTGTATAGATTCCGGCAATCGCCCTGTTATACTCCG -ACGTAGTTGTATTTTTGGGATCCCCCAAGGCTGCTTTAGCTTTATTCGCGGCTTTATCATCAGGATCTGC -AATAAATATGGACGGATCATAACTTGGATAGCTTGCCAATGCAAGTACTTCACCAGTATTTACATCCATA -GCAACTGCCGCCCCTGCAAAAGCATCACGATGATTCTTTTTGCTGTTATTAACCTCCCTTATATACTTTA -TATTTTTTGCGAGGGAATCCATTGCTACCTTTTGGAGTTCCATGTCAATGGTCAGCACAACATCACTGCC -TGGCTTTACCCCTTCTTCACTGACTGTTCTTGGTTTTCCGTTGTCGTCTATTTCAACTCGCCTATAACCG -TTAGTTCCTCTAAGATAGCCTTCCGTAGTAAGCTCAACGCCGGATTTACCTATAACGTCCGTCATTTTAT -AGCCTGCATCTCTATGCTTAGCCAGTTCGTCTCCATCTATAGGCCCCACATGCCCTATTAATTGTCCCGC -ATACTTTGCATCAATATATTTTCTGCTGGGAACACTCTGTATAGTTATTCCCGGAAATTCATCGCTCCGT -TCTTCCAACTCTGCAATTGTATTTGTACTGATAGAATCCGCAAGTACAGGATTCATAGAAATCCCTGCAT -ATCTAAGTGTCATGATATCATAAGCGTCCTTTTCAGAATACTTATCGTCCACCTTGAACACCTTGTCCTT -AAAGTATTCATATATTTCTTCTGGTGTGGAATCCTGATCAAAGCCTTTGAAGTCATATCCGGTCATGGTT -TTCAAGGTTTTTTGCCTATTTTCGTTATTTTTCAGCATTGACCCAAAGCCCAAAGGATAGGTTAAATATT -TTGAGAAGGTATCGTCGGGTGAGTCCCCATTCCTCTCAAGCACATCTAAAATCTTATACATCATTTCATT -GAGCATTTTCGATCCCAGTCCTGTATCCATCAATAAAACAGAATAGCTGGTGGAATTAACAGCCACAGGC -ACTCCATACCTGTCAAGTATATTTCCACGTTCAGCCAAAATCGTTGTTGAACTCATTATTTTACTTTGGG -ACTGGGCGTAATAGTTTTCGCCCTGAACAAGCTGCATATTAGCCAACTGATAAACAATTACCGAAAACAT -CAGGATTATTGCTATTCCTACAATATTATATCTATCTTTAAAAAAATTTTTCATTATGCCTCACCTATTG -CAACTTTTCTCTAAATCTAAAATCATTTCAATATCTGTTCTTTTCTTCGTTTTCCAAAAATCCCCTATTA -AGCAATATAATAACTAAAAATACAATGACACCCAATACACAGTTCACTAGTGATTCAGGAAAAATAACAG -TTTTAAGGATTGTAAAGAATTCAACTTTCAGGCCCATTAAGTACGATGTAAATAAAATCGCAGACTCGAA -AATATATGTAGATAAAAAAGTACAAAATGCCATTACAAGTATATTTTCCTTGAAAAGCCTTTTGTTTATA -TTACCCAATAAAAGCCCCAGAAGCATACCCACAAGAGCATGATACCCCAAGGCAACACCTATTACAGCAT -CCATGCACAACCCAGCAGAAAAGCCAACAACCGCACCATCCGTCTTGCCTTTAAGCAATGAAATACTCAC -TATCAGAATAATTACAAGATTGGGAGCTACTCCGAAAATCGTAATACTATTCAAGAGTGTAACCTGCGCA -GTTACAAATATGAATATAAGTATAGCATATAAAATTACTTTGTTTCTCATTTGTCTGCATTTTCCATTTC -TGAATTTAATTGTGCATCTTTATTTCTGAGTATTACTACCTGATTAAGCCTCTTTAAATCAGCTGCTGGC -TGAATGATTGCATATCTGTCAAGATCGCTTTCCCCTGCTCTTATTTCCTTTACTGTTCCTATTGTAATAC -CCCTGGGATATATACCCCCGATTCCTGATGTTTGAATTATGTCCCCCTGAATCAGGTCAAGATCTGCAGG -GATATATTCAAGTTTGCACAAGCCTTCCTTTTCCAGCTTGATATCTCCCTTTACTACAACATAGTCTCCG -CTTTTTGCAACTAGAGCACTTACAGAGCTACCGTCTTCAATAATACTTATGATTTTGGAAGAAAATAGTT -GTGCGGACACTACTCTACCCACCAGACCTTTGCTGGTAATAACAGGCATATTGTAATTAATCCCATTTGC -AGAACCTTTGTCAGTAAGAAAAACATTAAACAGATTTCCGCCATCCCGAGCAATTATATTTGCACCCACA -TGGTCATAGCTTGCAAACTGATCCTTCAAATCAAAAACTTTACGTAAGTCTTCATTTTCCCTTTTCAGCC -GTAAATATTCGGTTCTTTCATTATTTAGCTTGTCAATTTTCTCTTTTAATTCCTTGTTTTCAGCTTGCAG -CTTTTGAACATTGTCAAAAAGGCTTATACCTTCTTCAACCTTCTGTCCTGTATAAGAAAACGCCTTTTCA -ACAGATGTAAAAGGTACTGAAATCAAGTTTCCGATCCAGTTTATATTACTTGCCGGGTTTACAGTCAAAC -CTACGCACACAATTAGTATTAAAACTATTATGGTAATAACCAACGCCCTGCTTTTAAAATACTTCAAGGA -ATACTTCTCCTCTCTTTAACCCACCTATCAAAAGATTCTTTAACTATTTCAACCTCTGAGGCGATAAAAG -AACTTTTTTCAGTGTTTCTATTTCCTCAAGAACCTTTCCCGTTCCCAATGCAACGCAATCCAGAGGATTT -TCGGCTATTGATACCGGCATACCTGTTTCCTGCATTATCAGCTTATCTAAACCATCAAGAAGGGCTCCCC -CTCCAGTCAGCATTATTCCTCTGTCCATAACGTCGGCTGCAAGCTCCGGCGGAGTTTTCTCAAGAGTAAA -TTTGATTGAGTCTATTATAGCATTGACAGGCTCCTTTAATGCTTCGTTTATTTCTGAGGAAGTTATCTCA -ATGTTCTTCGGCAAACCTGTAATCAGATCTCTTCCCCTTATCATCATTTTTTCTTCCTTGGCCTTAGGAA -AAGCACTTCCTATTGTAACCTTGATTTCCTCAGCAGAACGCTCACCTATCATAAGGCTGTATTCCTTTTT -GATATAGTGAGCTATTGATATATCCAATTCATCTCCGGCGATTCTCAACGATTTGCTGGTAACGATACCT -CCTAGGGATATTACCGCAACCTCCGAAGTACCACCCCCTATATCAACCACCATGCTTCCTGAAGGCTCTT -CGACAGGTAATTCTGCACCGATTGCAGCAGCCATCGGTTCCTCAATAAGGTAGGCTTCTTTTGCACCTGC -TTGAAGTGTTGCGTCTTCAACAGCCCTTTTTTCAACCTCGGTAACACCTGACGGCACACATACTACTACT -CTTGGCTTACTGAATCTTCCTGAGGACATAGCCTTTTTTATAAAGTACTTTATCATATTCTGGGTTATGT -CAAAATCAGCTATAACTCCGTCCTTCATTGGCCTAATAGCCACGATATTGCCTGGTGTACGGCCAATCAT -TTCCTTTGCAGCTTCTCCTACAGCCAATACTTCGTTATTTTTAATATTAACTGCCACAACAGACGGTTCT -TTTACAACAATTCCTTTTCCTTTCACATGCACCAATGTATTTGCTGTTCCCAAATCTATACCAATATCTC -TTGCAAAAAAACTCATTTTTAAGTACCTCCTGTGTATTCCGGCTAAATAAAGCCTTGTTCTTTTAAACTA -ACATATCTTCCATCACCCAATATAATATGGTCTAATACCTTTATACCCAATATGTTTCCTGCATTTATTA -ACCTATCGGTTGTCTGTAAATCTTCTTTACTGGGTGTTGGGTCCCCACTGGGATGATTATGTATAAAAAT -AATACTGTTGCATCCACATTTAACAGCTTCGCTGAAAACTTCCCTGGGATGAACAATAGAAGCATTCAAA -CTCCCTATAGAAATACTTTCTGTTTTTAATACTTTATTTTTAGTATCAAGCAAAATAGCTTTAAACATTT -CCTTTTTAAGGTATCGCATTTCTTCCATCATGAGATTACTTACATCACCTGGACTGTTTACAACATGGCG -GACAATCCCGTTGCTGGTTGCTACTCTTTTTGAAAATTCAAGAACAGCTTTTATCTGAATCGCCTTTACA -CGGCCGATTCCCTTTACTTTCATAAACTGTTCAATTGAGACGTTGTTTAGTGATGAAAGTCTTCCGTCCT -GAGAAAGCTTTAGAACCATCTGTGCAAGCTCTACAGCAGTGTATGACTTTGTTCCTGTCTTAATTATTAT -AGCAAGCAATTCGGCATTAGACAGGGACTCTGCCCCCACCTCCGACATTTTTTCATAAGGCCTCTCACAT -ACGGGAAGCTCTTTTATTTTTAGCCTTTCCATTGTTTCCCTCATTATTTCAGCTAATTAATTTACTTCTC -TAAAGTTACTAATAATTTCTTTTTTAAACTAAAATCTTGCCACTAAAGTTGTATCATCCATTTCAATTTA -TTATATCATGTTTTTATCCTAATTACATCGTCATTATAATCCTAATTTTTAATGAAACTGATATTACAGA -AATGAATTTATTTAATGATTTTTTCATTAAGCTTTTCCAACATATTACCAAGCCTGTTCAGAGGAAGTCC -TACAATATTTGAGTAACATCCTTTTATACCTTTTACAAATATTGCTCCTACACCCTGAGCTGCATATGAA -CCTGCCTTACCAAATGCCTCACCGCTTTTAATGTATGCTTTAATTTTCTCGTCATCCAGCTCTATAAATT -TAACAAAAGTTGTTTCGTGTTGTATAAGCTCAATCTTGTTATCCAAGTCTAGCAGACATATTCCTGTGAT -TACCTCATGTTCCTTGCCACTAAGCTTTTTAAGCATGTTATAAGCATCTTCCGAGTCTTTAGGCTTACCT -AAAATCTCATCATCAATAACAACAATAGTATCGGCACCCAAAATCAAACCCTTTTGAACCTTGTCAGCAA -CATCTCTTGCTTTTTGATACGACAGTTGTTCTGCCTTTTTAGCAGGAGTACCCGACAGTTCACTTATATT -CTCTTCAATGTCACTGGGAATAATTTCAAATGGTAGTTTGATTTGTTCCAGTAGATCCTTTCTTCTTGGA -GATGATGAAGCTAAAACTATATTCCTCATTAATGAATTTCCTCTTAAATAGCATATATTTTTTTAATATT -ATATATTTTTATTATTAATATATCAAATATTATGAACCCTTATTGTATTATTTACTATGCAGTATAATAA -TACTAATTGTATTATTTGGATGTATTTTAAGATATTACATGTCTACGAAGTGAATATTATTAATAAATAT -TACTTCTCAACTGTTTATTTTCGAAGTATAATATAGTAAACTATTAAAAAATAAGTGTTCAGCGGGTTTT -CCAGATTAAATTAATTAAGGTTGGTGATTGAATGAGAATAGAAAAAGTTAATGAGAATGTATTGAGGGTC -ACAATCACATTAAATGACCTGGAAGAAAGAAATATCGATATTTCTTCTCTGAATTATAATTCACCTGCCG -CCCAGGAATTATTTTGGGATATGATGGAACGTGCCGAAGAAGAATACGGCTTCGCATCAGGGGATTCTCA -GCTGGTATTTGAAGCCTCTCCGGAAAACGAGGACGGATTTGTTGTAACTATAACAAAAATTGACTCAGAC -GGCGAATTCGAATCCATTCAAAAATATATTAAAAGCAAATATAAGAATTCCGATTTAAGGCAGAAAAAGA -AGAAAAGTAAGGTTTGCTCCACTCTGAACATATACTGTTTTGATTCAATAGAGGACTTATGTGCTTTGGC -AAAACAGATTTACCCTTTATACCATGGCGAAAGTACTGTTTATAGATACAGGAGCAGCTATTATCTTCTG -CTGGCTGGATCTTCATCGTCTCCTCAGCTTGACATAATAATGGATGAGTATTCTGTTCAGGTAGGAAACG -CCAACTTTTATGAAGGCTATCTTAACGAATATGGAGAGAGGATTATTCAGGAAAATGCTATAGAAACCTT -AAATGTATACTTTTAGTAATCATGTAAACCGGCTGCCACATTCACTGCAGCCGGTTTTTATTTCTAATGT -TCTAAGCTAATCTTTTGAGTACTTCAATTACCGCATCTCCAACTTCATTTGTCTTAGATGTTCCTCCCAT -ATCAGGAGTTAGATGCTTCCTTTCTACCATTACCTTCTCTATTGCATTTAATACTTTACTTCCCCAATTC -TCATAACCGAAGAAGTCAAGCATCTGGCTAACAGACCATATTGCAGCCAGTGGATTTGCCTTACCCTGTC -CCGCAATATCAGGAGCTGAACCATGTACAGGTTCAAACATTGACGGATAAGTTCTTTCAGGATTTATATT -TGCACCTGCTGCAAGTCCCATACCTCCTGAGATGGCAGCACCTAAATCCGTAACTATATCACCGAAGAGG -TTTGATGTAACTACAACCTGGAATCTTTCAGGCTGCTTTACAAAGAACATACATGCTGCATCCACAAGAT -ATGAATATGTTTTTACATCAGGATATTCTTTTCCAACTTCCTCAAATATCTGATCCCAGAATACCATAGA -ATAATTGAGGGCGTTTGCCTTGCTGATGCTTGTAAGGGTTTTTCCCTCTTTTCTTGCTACCTCATATGCG -TATCTTATAATACGTTCACAGCCTTTGCGTGAAAATACTCCTGTTTGCAAAACTACTTCCTCTGGCTTGT -CCTTGAACAGCCAGTCACCTGCACCTGCATATTCGCCCTCACTGTTTTCTCTTACTACTATCATGTCAAT -CTGGCTGCGGTCCACTCCCTTTAATGGACATTCAGCACCCTCAAGAAGCCTTACGGGACGCAGATTTACA -TACTGGTCAAATCCTTTTCTGATTTTAAGCAAAAGACCCCAAAGCGATATGTGGTCGGGTACACCCGGGT -ATCCTACAGCACCGAGATAAATTGCATCAAATTTCTTGAGTTGTTCCATACCATCATCGGCAATCATTTT -TCCGGTCTTGACATAATACTCGCATCCCCATGGAAATTCGGTGAACTCAAAATTAATTTCCGGATTCAAT -TCAGATATTGCCTTTAACACTTTTACTCCTTCAGCAATTACTTCGGGACCTATTCCATCTCCCGCAATTA -CTGCAATCTTGTGTGTGTTCATTTCTTTACACCCCTAACTCTTTTATATGTAAAATAATTTGATTTCATC -AACAGCCGGATTGTATCTGCAAAAGTCAGCTTTCCGAATGGGAATATATGGTTATTCCATCCGGAAAGCT -AATGCTGTTCGACAAGAATCATTATTTTCCCACTATACCTTATTATGCACCAGTGCATTTTCTAATACTG -TCTGCATGTCCGAGGCACAAATAAAGTTCAAAGACTTTCTTACATTTTGAGGTATTTCTTCAATATCCTT -CTTATTATCAATTGGAAGAATTATAGTCTCAATTCCTGCTCTGTGTGCAGCCAGTACCTTTTCTTTAAGG -CCCCCTATGGGAAGCACTCTGCCTCTTAGGGTAATTTCACCTGTCATGGCTACTTTTCTGCTTACCGGTA -CTCCTGACAATGCAGATACCATGGCAGTTGCCAGTGTGATTCCAGCCGAAGGCCCGTCTTTGGGAATTGC -ACCTTCTGGAACATGTATGTGTATGTCATTTTCTTCATGAAACTGCTCATTTATATTCAATTCTTTGCAT -CTAGACCTAATAAAGCTCATTGCCGCTTTTGCCGATTCCTTCATTACATCACCAAGATGCCCCGTAAGCT -CCAACTTACCCTTTCCTTGCATCAGATTCACTTCTATAGAAAGTGTATCACCACCCACAGGAGTCCATGC -AAGACCTCTGGCAATACCAATTTCATCCCTTTCGCCTGCATAGTCAAACCTGAACCTCTTCACTCCAAGA -AATTTCTCCAGATTATTTCTGTTTACGGTTACCGATTTTTTGTTTTCAGATACAATAATTTTGGCAACCT -TTCTACAAACAGAACCAATCTCTCTTTCCAGATTTCTTACTCCAGCCTCCCGGGTATAATAATTAATAAT -ATCTCTTACTGTTCCTTCATCTATTCTTATGTTCCTTGACGTTAGTCCGTGAAGCTTCATCTGCTTTGGC -AGCAGATATTTCATAGCTATATTTGCCTTATCCTCTTCGGTATAGCTGGAAAGATTTATTATCTCCATTC -TGTCTAAAAGAGGCCTTGGTATGGTATCCAAAGTGTTGGCAGTAGTAAGGAATAATGCATTTGACAAATT -AAACGGTAATTCCATGTAGTGGTCTCTGAAGGCAAAGTTCTGTTCTGAATCCAATACTTCAAGCATGGCT -GAAGCAGGATCGCCTCTGAAATCACTGCTCATTTTATCTATCTCATCCAGAAGTATCAATGGATTGTTTG -AGCCGGCCTGTTTTAAAGCTGATATTATTCTTCCGGGCATTGAACCAACATATGTCCTTCTGTGTCCTCT -TATCTCCGACTCATCCTTAACACCTCCCAGAGAAATACGTACATAGTTCCTGTTCAGTGCCTTTGCTATT -GACTTTGCAATGGAGGTCTTACCAACTCCTGGTGGTCCTACAAGACAAAGGATAGGCCCTTTGAGGCTGT -TTTTCAGCTTTTGTACCGCCAAATATTCTATTATTCTTTCCTTTACCTTTGTAAGCCCGTAATGATCTTT -CTCTAGTATTTCTTCGGCACTTTTTAAGTCTATATGCTCCTGCGTTGATTTATTCCAAGGTAAATCAAAT -ATCCAATCAAGGTAAGTTCTGATTACTCCTCCTTCAGCAGAACCCTGAGGCATTTTTAAAAGTCTGTCTA -ATTCCTTCTGAACCTTCTTTTCAACCTCTTCGGGAAGTTCAGCTGATTTTAGTTTTTCTCTGTATTCCTC -AACCTCTCCGGCAACTCCTTCTCTGTCACCCAGTTCGGTTTGAATTGCCTTCATCTGCTCACGAAGATAA -TACTCTTTCTGGAGTTTGTCTATTTGTTTCCTTACTTTTGTATTTATATCTTTTTCAATTTCAAGTATTT -CTATTTCCTGGTATAGTATCTCCAGAAGCTTTTCGACCCTTCTTAGCGGATGAAATTCCGAAAGTATGGC -CTGCTTCTGCTCAACCTTCAAAGGTATATTGTTTGCTATTATATCTGAAACCTGACTTATATTGCTAATC -TCCACAACCGATAAGGCAGTATCCGGAGAAACCTTTCCGCTTAGCTTAACATACTCCTCAAATGCTGAAA -TCAGCCTTCTTTTCAAAGCTTCTACTTCATTTTCGTCAAAATCCTCTTCCGTCTTTGACTCAACTACTTC -TGCGATAAAAAACGGATCATCCTGTACAAATTTCTTTATTTCGGCTCTGTTTATGCCCTCTACAAGAACT -CTGATTGTATCACCCTGAAGTTTAAGTAACTGCTTAACCTTTGATATAGTACCAATTGAGTATATACCAT -CAGCACTGGGAGAATCCGCCGAAGCATCCTTTTGTGCAACAAGAAAAATCAGTTGGTCATTAATCATTGC -CTCTTCAAGTGCCTTTATGGATTTATCCCTTCCTACATCAAAGTACAGTGTCATAAAAGGAAAAACCGTT -AGTCCCCTAAGCGGAAGCAGCGGTAATTGCTTTTTCTGTTTCTTTTTAATATTCTCAGCCATGTCTATCC -TCTCAATTTTGCATAAATTATACCAATTAGCATTAATTATTATAACCTTATTGACTTTCCAGTTCAACTA -TAAATAGCCTTTTAAAGACCATCTATCAGTTACATCTTATAACCAGCCCTCTTTCAGAATCAACTGTTAC -AACAGAGCCGGCTTTCAATATTTTTGTAGCATTTTCAGCCCCCAGTATCACAGGAATATCCAGTGCAAGC -CCCACTGTTGCAGCATGGCACGACTGTCCATGCTCTTCAACCACTATGGCGGATGCCCTCTTAATAACCG -GAAGCATGGAGTTATCTGTGAATGGAGCTACTATAATATTGCCATCGGTGAATTTATCCATTGCCTCTTT -AGTATTCTGGGCAACACATAATTCGCCCGTAACAGATGACGTACCGATTCCCACTCCCTGAACCAATACC -CTTCCTACAATATGAACTTTAAGTGTATTGGTTGTTCCGCTTATTCCGGCAGGCATACCGGCTGTTATTA -CTGCAAGGTCACCGTTTTTTACCAGGCCGGATTCCAATGCCTTTTCAACTCCGTTGTCAAACATATCATC -AGTTGTTTTTGCAATTCCTACAAGATATGGCATAACTCCCCAGGATAAATTTAACTGCCTTTGTACCTTG -GGATTTGCTGTCGTTGCAATAATAGGGCATGCAGGTCGGAATCTTGCTATCATTCTTGCAGTGTGTCCCG -ACTGTGTAACCGTTATTATGGCGGCAGCCTTTAGATCCAGAGCGGTGGTACAGGTCGCATGACTGATAGC -ATTCGTTACACTGGTATCTAATTCTGTACGTGCGGTTGCAAATCTATTCCAGTAGTCCATGGATTTTTCT -GCCTTTTCAGCTATTTTTGCCATTACCTCAATGGTTTCAATGGGATATTTACCGGCAGCTGTTTCTCCTG -AAAGCATCACACAGCTTGTTCCGTCGAAAATGGCATTTGCAACATCACTCGCTTCGGCTCTTGTAGGTCT -TGGATTTCTTATCATGGAGTCAAGCATTTGAGTGGCTGTTATAACCGGTTTACCGTTCTGATAGCATTTC -TCTATAATATTTTTCTGAACAATCGGAACCTCTTCGACAGGTATTTCCACTCCCAGGTCTCCTCTTGCTA -CCATTATTCCGTCAGATACCTTAAGGATATCATTGAAGTTCTTTATACCTTCCCTGTTCTCTATTTTTGC -TATTATCAGTATATCCTTGCCGCCGTTCTTCTCAAGAACCTTCCTTATTTCCACAACATCGGAAGCTTTT -CTCACAAATGAAGCCGCTATAATATCAAAGTCATTCTTTATTCCGAATTTAATATCGTCAATGTCCTGCT -CTGTCAATGAAGGAAGTTTAATTTCCGCACCGGGTACATTTATTCCCTTGTGATTTCCCACTGCACCGCC -GTTAAGCACTCTACAGTAGATATCCTTATTTTTTATCTCTGTAACCTCAAGCTCAACCAAACCGTCATTA -ATAAGTATCTTGCTTCCTCTTGAAACATCCTTGTACAGTTCCTTATAGGTAATTGTACATTTTGTTTCAT -CACCTAGTATATCCTCGTTAACAAGTATAAACTCATTATTTTCCTTTAGTATAGCCTGGTCGTTCTTAAA -TTTACCTGTTCTTATTTCAGGACCCTTTGTATCAAGCAATAAAGGTATCGGAAGATTAAGTTCTTCTCTT -ATTTTCTTTACTAAGTCTGCCCTTTTTTTGTGTTCTTCATGAGTCCCGTGTGAAAAATTCATTCTTGCCA -GACTCATACCACCAAGCATCATTTTCCTCAATATATCCTCATTATCCGAAGCAGGCCCCAATGTACAAAT -AATTTTTGTTCTTCTCATTTTCATCCTCCATATATACCATTAAAATTTAGTTTTATCTATTATTGCGACG -TTACTATCGTTAAACATCTAATTTATGATATTTTATTTTTTGTTGCTTGTCTATACATGTAATTACTTTG -TTATTTTGGTTATACCCATGTTGCACGCTTTTAACCCTATTTAACAGAAATTGCATATCAGTATTATTAT -TGTCAAACTGTAAAAAATAATTATCACTACAGTTCTGGAGGTAATTCAATTTAATGGAAAAGAAATCGCT -GGAAAGAGAGAAATTTTCTACAGGATTAGCAGTCTTTTTTGCAACCTTAAGCTCTACAGTAGGCCTAGGT -AATATATGGAAGTTTCCTTATCTTACAGGCAAATACGGTGGAGGAGCTTTTCTCTTGGTATATTTTATAT -TTATTCTTCTTGTTGCAATACCAGTTATGGTAAGCGAACTGTATATTGGAAGAAAAACCAGAAAAAATCC -TATCGGAGCTATTTATTCTATCAAGCCTAAGGGCCCATGGAAATTGATAGGGTATATGGGAATACTGTCT -GCATTTTTTATTCTTTTCTTCTACAGCTCCGTGGCAGGCTGGATATATTCTTACATTTTTAAGGGTTTGT -CAGGAGTTTTTTCAAACAGCTCTTTTAAGGACTTGGATAATATATTTCATCAAACGGTTTCAGCTCCGAT -TTACCCTATAATATGGCAATTTGTATCTATATTGGTAGTATCATCAATTTTGCTTCTGGGTGTAAAAAAC -GGAATCGAACGAATGACTAAATTGTTGATGCCTCTACTGCTGATTCTCATCGTTATATGTGATATACGGT -CACTGACATTGCCGGGTGCTATGAAAGGACTGACCTTTATTTTTAAGATAGACTTTTCAAGCATTACGAA -AGAAGTTATTTTAATGGCATTAGGACTCTCTTTTTTTAAACTGTCTTTAGGAATGGGTACTATTATTACC -TACGGAAGCTACTTTACCTCGGACAATAATATGATGGCTACTGCCGGAAGAGTTGCCTTGTCAGATACAA -TTGTATCGCTTCTGGCAGGGATTGCAATCTTCCCTGCTGTTTTCTCCTTTGGTATGGCACCCCAGCAAGG -CCCGGGCCTGTTGTTTAAAACTATTCCGTTAGTATTTTCAAAAGTACCCTTTGGCGGAGTTCTTATAGTT -TTATTCTTCTTATTGTCAGCCATTGCAGCAACAACCGCAATGCTCTCAATGCTCGAGGTTGTGGTTACTT -ACTTTGTAGAGGAAAAGAAGATGTCAAGAAGAAAATCACTATTAATATGCTCCTCAATAGTTCTGATCAT -TGGCGTACTGGTATCTATGTCCCAAAATGGCTCAAACCCAATCAGCAAAATTAAACCTTTTGGTTTGAAT -CTTTTTGATCTTTTTGACCAGGCTTCTTCAAATGTATTGCTACCCCTTGGCGGACTGCTGATTGCATTGT -TCGCAGGTTATATTGTAAATAAAAAGGATATTGAAACAGAGCTTTCTAATAATGGTAAGTTGAAAAATCA -TGCATTAATAAAAATTTATATATTTTTGGTCAGATATATTACACCGATTCTACTGCTTATTATTTTCTTA -AGTATGCTAGGAGTGTGGGGATAACGCTGTATAGCGTCTCCCCTATCATCTTAGAATAATTATCTTTCTT -CCATAGGTATGTATTTCTTCGGTCTTGATATACTTTTGTATGCAGGCCTTATAATCTTTTGCATGGACAC -TACCTCTTCAATTCTGTGGGCACACCATCCAACTATTCTGGCAACCGCAAATAAAGGTGTGAACAGCTCG -GTCGGAATTCCAAGTGCATCATATACAAAACCTGAGTAAAGATCAACATTTGCACAGATATTTTTTGTTG -TACCCTTTGCCTGGGCAAATACATCAGGTGCAATTCTTTCAACAGCATCATATAGAAGGAATTCCTTTTC -TCTTCCCTTTTCGATTGCCAACTGGTGGGCTTTTTCCTTTAACAGAATTGTTCTGGGGTCTGACAAAGTG -TATACTGCATGACCCATTCCGTATATGAGGCCTGCCTTGTCAAAGGCTTCCTTGTTTATTATCTTTATCA -GATAATTTCTTACTTCGTCATCATCAGTCCAATCTTTTACGTGTTCCTTTATATCTGAAAGCATATTCAT -TGCCTTTATGTTGGCTCCACCGTGCTTTGGTCCCTTGAGAGAGCCGACTGCAGCAGCAATTGCTGAATAT -GTATCTGTTTCAGTAGATGACACTACTCTTGCAGCAAAGGTAGAGTTGTTTCCTCCTCCATGCTCTGCGT -GAAGTACCAGTGCAAGGTCAAGTATTTCTGCTTCAGTCTGAGTATATTTATTGTCAGGTCTGATCATATG -CAGTATATTTTCAGCAGTTGACAATTGTGGCAACGGGCTATGTATATAAAGGCTCTGTCCTCCATAATAG -TGAGACTTTGCTTGAAATCCGTAAGCAGCCATGGTAGGAAATCTCGCTATAAGCTCAATACTCTGTCTCA -ACAGGTTTTTAGGGTCTATGCCGTCTGGTTCGTCATCATAAGAATAAGATGCAAGTACACTTCTTGCCAG -CTTGTTCATAATATCACAGCTGGGTGCCTTTAATATCATATCCTCAGTAAAACCCACGGGTAGGGCTCTT -AAACCTCCCAGCAGCTCTGTAAACTCTGAAAGCTCATCTCTATTTGGAAGCTTTGCGAACAGCAGCAGAT -AACATACCTCTTCAAACCCGAATCTTTTCTCCTTTTGAAATCCCCTTACCATCTCATATACATCAATACC -TCTGTAAACAAGGTGTCCTTCGTCTTCTTTTCTCTCACCCTCAGAGATAAAATAGCCGTGAACCTCACCT -ATTTCAGTCAAGCCTACCAGAACTCCCGAGCCATCGCTGTTTCTAAGACCTTTTTTTACACTATATTTTG -TAAAATATTCCGGGTCTATTCTGTTTATACAATCAACTACACCTACCATCTTTTCAATATATTCATTTAA -ACTTTTTTCCATATCTCTCCATTTCCGGCATGTATAACGTATTTTTATGCCATTACATTTTTATAATAAA -ATCGTATTTATTATTTTCTTGGCTGAATTATCAGAGTCCTGTTCTTTCACTATAAGTTCCTAGACCATCA -TAATTGTATAATAATTCATTTATAAGTGCAAGTTCAATTTCTTGAAACTTCATCAGCACCATTTTTTTAA -CCCCTTGCCCCAACCCACCCACAAGAGAAAACAAAGGCTTAAGTCAATCCGAGAAAAATCCCCGTCTATC -AACTCAAGCCTTATACTTTATCTGTATAATTATTCTGAAATATTACAAAAGCTTACTTTCCGCAACACTT -TTTATACTTCTTTCCGCTTCCACATGGACAGGGGTCATTTCTGCCAACCTTGTTGCTGACAGCTATTCCT -GCCTTTCTGTATTCAGTGGTAATTTCTTTTCTTCTCTCAACGGAAAGTAGGTCTTCCCATTCAGGCAGAT -TATATAACCATTCTGCTTTTGAATCCAGCATATTATAGTACAGTTTTTCATAATCTATCTCTGCATCAAT -AACTGTTGTTTCTTCCAGAGACTCCAGATCAACCTCTTCTACGAGGCTGGTATTAATTCCGTCCAAAAAA -CCTGTAAATGTAACATTATCCATATTAAAAGTACTTGCAAGCTCTTTAAGGTCGCCTTTTAAGGTCTTCA -GATTGTTGCCTAATATATATGCGTAGTTATCTTTTTCCTTTAAAAAATAATCTTTCCAAAAAGACTCATT -TTCTTGTGGAGTTCTTTCAGCATCCGCAATTTCTCTCCACTGTTCGTATATCGACATAACAACTACTCCT -TTTCTTATAAAATCTCATGCTATTATACCATAAACAAATTAATCATACACTAATTATTTAATTGCAAACA -ATATTAAATTTTTTATGTTTTTTTGTCCATTTTAATACTTATGTTAACTTTTCCTAATCTACCGCATATA -TTGGTATATGACTACTTAAATCTATTTATAACATGGTGGTGATTTTTATGGATTATGACTCTTTTGACCT -TAATCAGGCAGGCAGCCTCAGACAGATGCCCGGTATCTCATATATCAGATTGTTTCATGCTTCTCCCGGT -ACGCCTGCTGCGGATGTATATGCAAATGACAAACTTATTGCGAGAGGACTTTCATATGGGCAGTTTACTG -AATATATGCCATTGCCCACCGGAACGTACAATGTTGAGGTATATCCTGCCGGACAGAAAAATACTCCTAT -ATTGCGTATAAATCTTCCTGTATCAGAAAGACAGGTATTTACTCTGGCTGTAATTGGTATCCTTCCAAGA -ATAGGTATTCTGCCTGTTGAAGATGAATACGAAACCCTTGCTCCCAACAGAGTTAACATCAGGTTAGCCA -ATCTCTCTCCCAATTCCGGCGACCTTGACCTTGCTCTAAGAGGAGGCCCAAACATATTCACAAATATAGG -CTATACCGAAGTTTCCGACTACAGGAGCTTCCCTCCGGGCAGGTACAGCTTTTTTGTCAGACCGTCCAAC -TCAACAACAAACCTTTTATTTGTGCCTGTAAACCTTCTGCCTAGAAGAAACCTGACTTTCTATGTTGTCG -GAAGTCAAGGAATTCAGCCTGGCTTGCAAGTATACATCCCAATGGACGGTACTACCTATCTGAGAGTTTA -AATAAAGAAGGGAGCTTATCACATATTTGTGAAGCTCCCTCTTACTTTTTACTAGAATTCACAGCTTCCT -GTGGTTCTTGGGAAAGGTATTACGTCTCTGATATTTGTTATTCCTGTAAGATACATAATCGCTCTCTCAA -AGCCAAGACCAAAGCCTGCATGTTTTGTGCCTCCGTATTTACGCAGATCAATATACCACTGGTAATCTTC -CTTGTTAAGGCCCATTTCATCCATCCTCTTTTCAAGGGTATCCAGACGCTCTTCTCTCTGGCTTCCGCCT -ATTATCTCACCTACGCCGGGTACCAGAAGGTCCATGGCTGCAACTGTCTTGTTATCGTCATTAACCCTCA -TATAAAATGCCTTTATTTCTTTCGGGTAATCGGTAACAAATACAGGCTTCTTGTATACCTGCTCGGTAAT -ATATCTTTCATGCTCTGTTTGGAGATCAACACCCCATTCTACAGGATATTCAAACTTGTCCTTGTTCTTC -TCCAAAATCTCTATAGCTTCTGTATACGTAATGTGTGCGAAATCGGAATTAACAACGTTCGCCAACCTCT -CAAGCAGTCCTTTGTCTACGAAACTGTTGAAGAACTGCATTTCTTCGGGAGCATTCTCCAGAACATAATT -AATTACATACTTCAGCATTTCTTCTGCAAGGATCATGTCATCCTTTAAATCTGCAAATGCAATTTCAGGC -TCAATCATCCAGAATTCAGCCGCATGTCTTGCGGTGTTGGAGTTTTCCGCTCTAAAAGTGGGTCCGAAGG -TGTATATGTTCTTAAAAGCCAAGGCATAGGCTTCACCTGTAAGCTGACCACTTACAGTAAGACTTGTTTC -CTTTTCAAAGAAGTCCTTTGAATAGTCTATATCACCCTCTTTCTGCCTTGGCGGGTTTTTCATATCCAGT -GTTGTTACTCTGAACATCTGTCCGGCACCCTCACAGTCGCTTCCTGTAATAAGGGGAGTATGGACATAAA -CAAAGCCTCTCTCATTAAAGAATTTGTGTATGGCGAAAGCGGCCAGCGACCTTACTCTGAAAACTGCGGA -AAATGTGTTTGTTCTGGGTCTCAAATGCGAGATTGTCCGCAAAAATTCAAAGGAATGTCTCTTCTTCTGC -AACTGGTAGTCCGCAGGGCAAAAACTCTCTACTAATATCCTTTTTGCCTTTAGCTCGAAAGGCTGCTTTG -CATTGGGGGTTTCCACCAATTCGCCCTCAACCTCTATGGAGGATCCCACAGAGAGCTTTGTAATCTCTTT -AAAGTTATCAAGTTTACCATCCTCAAATACAACCTGAAGATTTTTAAAGAAGGTTCCGTCATTTAATTCT -ATAAAACCAAAGGTCTTAGAATCACGGACTGTCCTTACCCATCCCGGAACTGTTATGGTTTTTCCAATAT -ATTCATCTGGTGACCTAAATAGTCTTTTTATCTCTGTATAACTCATTTACCCGTACTCCTTTGTACATTT -GTTTTACATAAATACTCTAGTCTATAATATGACAAAACTTACGAAAATAAAAGTACCTGTATAAAATTAA -GTACCCCGCTGTGTATTTTATATAGGCTGTTATAATAATTGGATATTATGCTGGGAACATTCGGATATCA -TGTCATCACTCCAAATAGATGCCTGAACCTCTCCGATATGTGCCTTTCCAAGGAAGAACATGCATATTCT -TGATTGGCCTATTCCTCCTCCTATAGTGTAAGGGAGTTCCTTATTTATAAGCTCCTTGTGGAATTTGAGA -TTCTTTCTGTCCTCGCATCCTGCTTTTTTAAGCTGTGCAACAAGTGAGTCCTCGTCCACTCTTATACCCA -TTGATGAAACCTCGTATGCCAGGTCCAGTACAGGATAGTAGAATACTATGTCCCCGTTCAGTGCCCAGTC -GTCATAGTCAGGAGCTCTTCCGTCATGCTTGATACCTGACTTAAGGGTATCTCCTATTTTCATAATAAAT -ATGGCTTTCTTCTCCTTTGCAAGTGCGGTCTCCCTTTCCTTCGGTGTTAGTTCAGGATACATATCCTCTA -GCTCCTGCGTGGTTACAAAGAATATGTCTTCGGGAAGGTACTTTTGCAGGTTTGGGTATAGCCCGGACAA -ATAATTCTCAGTTCTCTTGAATACGGAGAAAATTTTACTTACTATAGTTTTTAAGGTCTCTTCTGTTCTT -TCACTTTTAAGAATTATCTGCTCCCAGTCCCACTGGTCGACGTAGACTGAATGAAGATTGTCCATATCTT -CATCCCTTCTGATTGCATTCATATCTGTATAGAGGCCTTCTCCTGGTGCGAAGCCATATCTCTTAAGTGC -CATTCTTTTCCATTTAGCAAGTGAATGAACTACTTCCACAGTGTCGCCACCAATGCCTTTTACATCGAAG -GCTACCGGTCTTTCAACACCATTTAGATTATCATTCAAGCCAGTTTCAGGTCTGACGAATAATGGTGCGG -AGACTCTTGTCAAATTCAATTCCTTTGCAAGTTCACTTTCAAAATAATCCTTTGTCTTTTTAATGGCAAC -TTCTGTCATACGTATGTCAAGGCTAGGTTTATAGCCTTCTGGTTTAATCAAACTGTTCATGTTTTCCTCC -TGATTAAATAATATTTAAAATTTATTTATTCTCATAAATTTGCAAGTCCCTAAACAGCTAGTGTCATTTT -ATCACACTTTTAGGAAAATATATAGTAAATTGCTGGCGGAAGACAAAAAAGCATAATAACCGAATCTGCG -GTTATTATGCCTTTTAAATTTCTTATTTACATCATTGCATCAAGGGTTTTCTTAACTTCAACAAGGAATT -GTTCCGTATTAACAGTCTTTATGTGCTTTAGTTCTGAAAGAGCGGCCAGATCCTTTGTCATTACACCGTT -TTCAATTGTTTTTATTGAAGCTTTTTCAAGCTTATCTGCAAACTCAATCAGTTCATTTATTCCGTCCAGT -TCCCCTCTCTTACGAAGTGCTCCTGTCCATGCAAACAAGGTAGCCATGGAGTTTGTGGAAGTTTCCTGTC -CTTTCAGGTGCTGGTAGTAGTGTCTCTGAACTGTTCCGTGAGCTGCCTCATATTCATAGAAGCCCTCAGG -TGATACAAGAACCGATGTCATCATTGCGAGACTTCCGAAGGCAGTAGCTACCATATCTGACATTACATCA -CCGTCGTAGTTCTTGCAGGCCCATATAAATCCGCCTTCGGACCTTACTACACGTGCGACCGCATCATCTA -TCAAGGTATAGAAGTATTCAATTCCTGATTCCTTGAATTTTGTGTCGTATTCCTTTTCATATATCTCCTG -GAAAATATCCTTAAATGTATGGTCGTATTTCTTTGAAATGGTATCCTTTGTCGCAAACCATACATCCTGT -TTCATGTCAAGTGCATAGTTGAAGCAGGATCTCGCAAAACTTTCTATGGACTTGTCGATATTGTGCATTC -CCTGTATTACACCTGCACCTTTAAAATCATGAATTGTCTCCCGGACTTCTTCACCCTTTTCGTTTGTAAA -TACCAGTTCAGCTTTACCTGCTTCGGGAACACGGTATTCAACGTTCTTGTAAACATCACCATATGCATGT -CTTGCTATTGTAATAGGCTTTGTCCATGTTTTAACAAATGGTTTAATGCTATCAACCAATATAGGTGCAC -GGAAAACCGTTCCGTCAAGAATTGCTCTTATTGTACCGTTAGGGCTTTTCCACATTTGTGTAAGGTTGTA -TTCGTTCACTCTTTCGGCATTTGGAGTTATGGTTGCACATTTTACCGCAACACCGTACTTTTTAGTAGCA -ATAGCAGAGTCAGTAGTTACCTGATCGCCTGTCTTTTCTCTGTACTCAAGTCCAAGGTCATAGTATTCTG -TCTTAAGGTCAATATAAGGATTTAAAAGAATGTCCTTAATCATTTTCCAGATTACTCTGGTCATTTCGTC -TCCATCCATTTCAACCAGTGGAGTTTTCATTTTTATTTTAGCCATTTATATACTCCTTTTTATTTTTTTA -CTCAGATTCTTCTCCATGTCCGAGTAAAATCCGAGTTATTATACAAAGTCAGTTTGTTATTGATTTCACA -CACTACTTTAATATAGCATATCCAAAGGATGTATGTAAACTGTTTAGCAATCTGATATCCTAAAAACCGT -ATAAAAATGAGGTTGTTGCAAAATACAAACTTTTTCTGTTTTAACACCGGTACTCCCGTATAAAATTATA -TCAATGATTGCTTCCAAGCTTCCATTGATATAATTTATACTCTTTAGTACAGGTTAAGAAAGATAAAAAT -TATTTTTGCGACAACCCCATTTTTTTACATTACCGCTTCTACCTCATGTGTCCTGCCATCATCAATCAGC -TCTATTCTGTTGGTCTCTGTGGTTTTACCGTCTATGGTTATTCTTTCGACGGTTGTGTTTTTGTGTCCGG -GATTTTTTACTGTTATGTTGTATACCGAACTGCCATAGACATACCTTACGGAGTATTCGTTCATATTTTG -TGGAATACATGGATTCAGCAGAATAGAATTGCCCTGCTTTTTAATTCCTAAAAGGTGATCTATACCTATT -CTGTACATCCAGCCTGCTGCTCCTGTATACCAAGTCCATCCTCCTCGCCCTTCGTTAGGGTAAACCGCAT -AGACATCAGCTGCCATAACATAAGGCTCCACCTTGTAGGTCATGCTCTCAGATTTTGTTCTGGCGTGGTT -TACTGGGTTTATCATGCTAAATAGCTCCCATGCCCGCTCTCCGTCCCCAAGTTTACAAAATGCGTAAACA -ACCCATGTAGCCGCATGAGTATATTGCCCTCCGTTTTCTCTTACTCCGGGCAAATAACCCTTTATATACC -CCGGGTTGAGTTCACTATCATAGAACGGCGGGGTCAGTAGCTTAATAAGTCCGTTTCTCCTGTCAACCAG -GTATTTTTCCACCGCACTCATAGCTTCCTCCACCCTGCTGTTTTTAGCCGCCCCGGTTATTGCAGCCCAA -GACTGTGATAGAGAGTCTATCTTACATTCATCATTTTCCATTGAACCCAAAGGTGTTCCGTCATCAAAAT -ACGCTCGTCTGTACCAGCTTCCGTCCCATGCTTCTCTTTCAATTGCTTCTATTATTGCATCTGCCTTTGT -TTTGTAATTCTCTGCCCTTTCAACATCCCCCATTTTATTACAAATAGGAATCATCCTTAGCAGAACGCAG -TACATAAACCACCCCAGCCAAATGCTTTCGCCCTTTCCTTGAACACCCACAAGGTTCATCCCGTCGTTCC -AATCTCCACCGCCCATCAACGGTATTCCATGAATTCCGAATTTCAAACCTTTGTCTATGGCCCTGATACA -GTGGTCGTAAACTGTCCCTTTTAGACCTGAATCACTAGGTACTTCATATCTTTCGTGTTCATTTTCATTA -AGGGTAGGAGACGTAATATACCGTTCTTCTAGGTTCAGGATTTCAAAATCTCCTGTTGCATTTATATAAT -CACATGTTACATAGGGCAGCCATAACAGATCATCAGAATATCTCGTTCTGATACCGTTCATTTTTTGGTT -ATGCCACCAGTGCTGAACATCTCCTTCAACAAACTGATGTCTGCAATGCAGAAGTATCTGGTTTTTAGTA -AGCTCTGGCAAGCTATACACAACCGCCATTACATCCTGCAACTGATCGCGGAAACCGAATGCTCCTCCTG -CCTGATAGAAGCCTGTTCTTGCCCATATCCTACAGGAAAGCACTTGATATTGCAGCCATCCGTTCAACAT -CAGATTAATGGAATCGTCCGGGGTCTTAACCTGAATCTGTCCCAGCCTTCTGTTCCAACTGTCTTTGACT -TTTTCCATTTCATTTTTAGCATTTTCAATATTCCGAAACGCACTAATTACTTCGGTAACCTTTTCAGATT -TTTCCTGTCCAACAATGAATAAAATTTCTTTTGTCTCACCGGGTCTAAGCCGTATACTTGCCTTTAATGC -CGCACATGCATCAATACCCGCTCCTGTAATGGAATCAAGTTCCTCCCTCATACCTGCCGGGTTTGATATT -TCCATACCCGGACCAAAAAATTTCAAGCGGCTGCCGGTATAGGATACACCGCTCTCGGAACAGGCAAGAA -AGGCTCTTAATCCTCTAAAATCGGCACTATAAACATTATCAATAATAATAGCATTTGAAGTCTCATCAAA -TTCCGTGACAATATACGGGGATGTCTGTGGAAACTCCGTTCCCAGTAGCGGCCTGAAATAATATGCTGTT -TCCAGAAGCATCTCGCTTGTTGTGATATTTTCCAATTTCAATATACTGAATTTAACTGCAGCTTCCGTAG -CTGCAAACTGTGTAAGTGTCTGGTTAATTCCGTTGCTTTTGTGCCCGAAGCACGTATACCCGAAACCATG -TCTTATGGTATACGGCTCCGCTTCTCTTACTGGCAGAGGTGTACAGCTCCATACTTTTCCATTTTGTGTA -TTGCAAATATAAATAATCTCCGAAGGAGTATCCGTAATAGGGTCATTTATCCATGATGTTAACTTATTCT -GACTGCTGTTAAGATGCCATATATATCCTCCGCCTGACTCGGTACATATGAATCCGAATCTTTCATTGGC -AATTACATTTACCCATGGTGCAGGAGTACTCATTCCATCACTTAATTGGATAACATATTCTCTGCCGTCT -TTGGTGAAACCGCCAAAGCCGTTGAAAAACAATAGTTCAGCGGCGGTTACTACATCTTTTCCAGAGTATT -CGCTTTCGCTTACCAATGACGGTGCACTGCTTTCTTCTGAAGGTTCTAAAGGTGTGTGAATTTCAACATC -CATAGACTTTTCTATACCTTCAATTATCTCCATCAGTGAAGGAATTCCCTCATCCGCATCAAGGATTATT -TTTGCACTAGCAAATAGTAGATTTTTTTGTTCTACCTTCATTTGTCTGGAGTTTCTGATGAATATACCAC -CTCTTTTATCGAGAAGCTCATAAGACCTTCCCGACACAGCCATATCCCTTATCATTTCAAAAATTGGCTG -TATATAGGATTCTTCATCTGTAAGAAGAATTACCAGATCAAATACCACTCCTTTAATTCTATAAAAATCA -TGAAGTTTTAAGGCCCAATCAATCTCTTCAAAGCTGTCTCTGCTTTTTACCGTAACAAGCACGATTGGCA -GGTCTCCTGATATGCCAAAAGGCCATAAGTCAGACTGACTCAGTGAATTACTTAAAATGTATTCAGCCTG -TTCTCTTCTATCAATACCAAATATCAAGCGTGGCAGAAGCTTGATATATGCTTTCTCTTCGTCAGCATCA -ACATTTATAAAACCTTCCTCTACAATACTTCTCGTCCATGCCATATCAATAACTCTGTCCGCTGCCGCGG -GATCACTGTATTTTGCAAGCATTTCAACTGCTGTCTTCCTGTTGTCGCACGCACCCATGCAAAAATTAAC -TATAGTACTTTCCCCCGGCTCAACAGTTACTCTTATCCTCAGACTGAATACAGGATCAATTACAGATCCT -ACGGAATTTGACAAGGGTCTGTCCGGCTCCATTGCACGGGGGTACGCAAGATTTCTGTTTCTGCCTATGA -AAAGTGAACGGTCTGTCTCATATTCCACATGACCATACGCTTTTCCGTTTGTTGACGCAATATGATATCC -CCATGAGGTCTGTTTTATATCATCCCTTTTTCTTCTCATTGCCAGAAGACCGTTGTATTCATCCACGTAC -TCTGTCTTTACAAATAGCTTGCTGAAGGCAGGATGAGCAGAATCAGCTTCGTGCTGTGTCAGAACAACCT -CCATATAGCTGGTGAGCTCTATTATCCTTTTTGAGCTACTATGGTTGTGTATGCTTACTCTTCTCACTTC -GGTATTATCCTCGGAACTGATTATCACCTCTGTATTTGTTTCAATGTTACCTTCTCTCCTTACGAATTCT -GCCTTGTGAGGTGCAAATATTACCTTGTAGGCCTCCGGCTTTGTATTCGTCGGATTATAGGTAGTCGACC -AGAACTCATTGGAGTTTAGATTTCTGATATATATAAATGCTCCGCTGCTCTGCATATAATCGTTAATCCA -CCTGTATACCGCCATTGAATGATATTTGGCGTAACCTGACCCCTTATCCGTTATCATCAGGTAATAATTC -CCATTTGATAAAAGATGTATACCTGGGTATGGTGAAAGCTTATTGTATTCTCTGATAACTGTATCCTTGT -GATTAACGTTCTTTCGCATCCCCCCTACAGGCTGTTCCCTGTATTCCTTAGTTATCATAGCAGCCGCCGG -AAATTTCTCCTGCAGCAGGGAATCTACCGCTTTTATAAGAGGATTGCCGTGAAAACGTTCCTGCATTATG -TTATTCTTAAAGAAATTCACAAGAGCCAGCATACTCATTCCCTGATGGTGAACCATGTAGCATTTCACAA -CAGCATATGACTGATCCTTACTTATTCTGGAGTTTGTAAAATCAACTGCTTCATAAAGGCCAAAATTCCC -AAAAGCACCAATCTCCTTAAACCTGTGTATGTTTTCTAAACACTCTTGCGGTGCTATATCCAGAGCCATT -ACAGTTGCATAGGGTGCAGCAACAAAATCATTTGCTAGCCCACGTTTTAAACCCAGATGGGGAACTCCAA -ACGCCCTATATTGGTAATTCAATCCGATATCAAAAGCATAATAGCAGGATTCAGAAATTCCCCAAGGTGC -CTTGTTTGCCAGTCCATATTTTATCTGTGTCTTTACAACAAATTCGTAGGTTTTGTCTATTAATGTGTTT -GAATAACTCTTAATTAAAAGTCTTGGCATAAGGTATTCAAACATTGTACCTGTCCATGATGCAAGTCCCT -TCATACCGTTTACCCTTACCAGCTTTCTCCCAAGCTTGAACCAGTGCTGTCTCCCTGCTTCACCTCTAGC -TATGGCAACAAGACTGGTCTGTCTGGCCTCTGAAGCAAAAAGGTCATAATATGATTTGCTGGCATGTCCA -TCCTCTACATCAAAGCCTATGGTAAAGAGATTTCTGGCCGGGTCAAACAGATATTTGAATTCCATGGCAT -CAATGAGCTGCTGAACTTTGGTTTGCAGCTGTTGGATTCTCTTTAGTTCCTGTGGAACATTTTTAAGTGG -GGCAAAGAGAATTCCCCTGTATTTTGTATATTCAGAGTTAAATGTGTTAATATTGCTATCCAGCTTTTTG -AACCAGTACCCTGTTCTCTTACTTTTGTCCAGTTCGTCAACTAATTTTAATACGGCAGGTAAGAGATTTT -TAAAACTTTCTTCAATATTATCGCTGTCTGTAAGCTTTTTCAGGAGCTCAGTATCAAAATATGCTTTACT -TCCCTCTATTTCAGAATTACATATTTCAAGCAGGTCAAATAACCCCTCAATTGTTGAGAAGTCATATATG -GGGCTCTCCATCAGACCGGAAAGGCCTTCATGTAGCACCATCAAATATCCTATAAAATTCCCGCTGTCTA -CTGTTGATATAAACTTAGGACGAAGTACCTCCAAAGTGACAGTGTTATACCAGTTGTATAAATGACCGTT -CCATTTATCCATTTTTTCAACCGTACTAATTGTATTTTCTATTCTTGCCAAAAAGTCTAATGTATTGATA -TATCCCATATCTCGTGCTGCCAGATTTGATACGAGAAGTAATCCTATGTTGGTGGGGGAAGTTCTGTGTG -CTGCTCCCTTATATGGTTCCTCCTGATAATTGTCTGCCGGCAGATAGTTTTCTTCAGGTCCAGCAAATTC -ATCAAAATAACACCAGGTTCTTCTAGCCAAGAGTCTTACCTCTTCAACTCCTGCTGAATCAAGAACAACT -CTATTTTTTTCAGTCGGTACGCTGATATAGTAAGCTATCCACGGGGATAGTACCCATAAGACAAATAATA -ACGAAGCCACAGGAACAAAACTTTGCCTATATAAAATTGACAGCAGTAATATAACCGCACCATATACAGG -ACAAAACCACATTCTCCTGTAATAGCTCCCCACTCCGTTTTTAAGGGACATTTCCATGTCCGCGGCTGTA -ACCCACTCAAGGAGATTCTTTTTCGTTATATATACTCTGAAAATAGATTTTGACACAGCATTGACCATTA -GTTCTGCCTGATAGGGCAAAAAGGTCAAAAGTAGTCCCAATTGCAGAAGTATTGCTTTGAACCCCGTTAT -AATGGTAGTCCTTCGTTTTGCTATATATATTTTGTAGTTGCCTGCAATCAAAAGCTGTACAAAATAATTC -AAAACAGGAGAACACAGAGAAATAAGTGCAAGTATAAGCCACTCTCTGTAGCTGTTTCTGAACAACCATA -CAGCCAGTAATGCTATAAGAGCCAGAACAGGCTGAACAAGACTTCTCCGTAAGTTATCAATCATTTTCCA -ACGGGACAGCATTGATAGGGGATTTTTTCCCAGTATCCACGGAAGCAACTGCCAGTCCCCTCTTGTCCAG -CGGTGAAGTCTCATCATAAATGAATTGTACTTTGCCGGGTATCCGTCAATTAATTCTATATCAGTAACGA -GAGCAGTTCTTAAAAAGCTGCCTTCTAACAGGTCATGACTTAATACACTGTTCTCAGGTATTGTTTTATC -AAGAGCCGTTGTGAAAATATCAACATCATATATGCCTTTCCCAGTAAATATACCTTCACCAAAAGCATCC -TGATATACATCTGATACTGTTGTAGTATATGGGTCAATACCTCCCTGACCTGCAAATACTCTGGTAAAAA -GCGATTTCACTGCACTTTCTATGTTTACGTCTACACGTGGCTGCATTATGCCGTAGCCTTTGGTTACTAC -ACCCTTTTCCTTGTCAAAATATGCCTTATTTAAGGGATGAGCCATTGCCCCAACCATCTGTTTTGCAGTA -TCTAAAGGAAGCTGTGTGTCCGCATCCAATGTTATTACATACTTGATATTAGGCAGAGAATCAATAGTAG -CACTGTTAAATACATAGTCGGTATTCCTGTCTCTCCTGAGGAGTCTGTTGAATTCTAGAATTGCTCCTCT -TTTTCTCTCCCAACCAAGCCACTTTTTCTGTTTTTCGTTGTATCTTCTTTTTCTGCAGAAAAAATAAAAT -ATGGGCTTGGCGTCTTTGCAGTACTTTCTATTTAAATCCTGAACCCTTTTTATTGCAGCCTCAACTATCT -CGTTATCATCGGAAAGAGTCTCATCATCTGAATCCTTAAAATCTCCCGCAAGGGAAAAGTATATATTGCT -GCCTTTATTTGCAAGATAAAAGACCTCCAGATTATCAATAAGTTCAACGGTTCTTTTTACATTAGGTATT -AGGGTAGGTATAATCACCATGGTTGCCCAATCCTCAGGAATGCCATCGTTGAGTTCTAGTTTTGGAAGTC -TTGCAGGCTTTACAATTCTACTTATGCAGCTATTTAATACGGATACAACTATCTCACTTGCAGGAATTAT -TGAAAGTATCCCCGTTAGCAGAACGATAAACGCCAATCTGCCATTCTCTCTCGAAAAACTGTTGACTGTA -GGTATAAGTGCTATTACAACAGAAAATAATACTATAGCTGTAATATACCATTTCTCACAGTTCTTAAAGG -AATGTTCCTTATATTTTCCGATTTTGTTGGAGAAGGCACTACGTCCTTTTCCCGCCAAATAATACCCTAC -ATGGGTTTCAGCCGTTATGGAAGGGTTTTCATCGTATTTTTCCCTAGCCAAATCCAAGCACAATCTGGCA -ATATTTATTTCGGTCGTGTCGTATTTGCTACCCAAATTCATTACTATGTCCCTGTAGTAGTTTCTGGAAT -CGAAATCCATTTGTGGGTAAATACCGCAAGGATCAAGTTTGAGAAGTCTCTCGACTTCGCTTAATTGTTC -AAACAAAACCGTATTATCAAAACCAGACAATGCTCTGAAGCTGTTTATGACATTTCCTGTGGAAACCTGC -AATGTTGCCTGATTAAAATGATCCTCTGAAATAAGGCTGTCCGTGGAAGTACTTTTCTGAACAAGAATAC -TGTCCAGACATTCGATCATCCATAGAGTTTTTGCTCCATCCTTCCGCAGCTTTTTAATAAGATGCTCAGC -AAAGGCAGGAGTTATCTCCTCAAGCTGGTCTATATGCCTTCTGAAATCGTCGCAGTTCTCATTATTATGC -CTGATACCATTAACAATACCCTCAGCCCTGTACCAATCCTGACGGTTGGTAAACATTCTGTCACACACAG -CCCATAGTTTTTCCAGCAATGCTGCCTTTAACATGGTTGACAACATCCAAAGTTCCTGTATCGATAAGAA -TGTATGCTTCTGGTATGCGGCTATAAAGTCCCTGATAATTTTTTCGTTGACATTACCATCACAGTGTGAG -ACTAAGTCGGCTGCTATGGCAAATACTCTTGGATAGCCTGCATAGGTACCCTCGGATATTACCGGCAATG -CCTGCTTTACTTCGCTTAATTCCTTCATAAGCATGCTTTTTTGCTCTTCTATGATATAGAAATTATCCAA -GAGCCATTCCGCAGCGGGAGGAACAGGAAATGATGCAGAGATATCCAGATTGAATTTCTGATACATTTCC -AGAACTCTATGAAAATTTCTTTCAATTCTTTCTCTGACTCTTCTGATACCCAATTTTCTTTTATCTGTAG -TCTGTGTTTTTGCCAACTGCTCAGCATGTCTCATTAAATCATCAGAGTTTAGAAACACATCTTCTATCTG -AACCTCATAGGAGGGTCTGTTCTTTAAAACAATTCCAATCAGGGCAGCAACAATGGCAATTAAAGTTATT -ATCAGGAGAATTAATATATTATTCATATATGTATATCACCATTAATCTTAAAAATTTTAAAACAAAAAAC -TAAACATTCAATAATTATGTTTCCCTAAAATTGAATCTTTAGTCATTTGGTGAAATACATATTTAATTTT -AAACTAATTCCCTTTAAGAATTGAGCTTGAAATATCTTTATTGTTCTTATCGTAAAATTTAAGCTCACTA -TTTTCAAGGTTTGATTTTATATTTTTGAAAGTGCAGATATAATAATCACTGTCAGATATTTCATTACTGT -ACTTTTTACCTTTAAGCTCCAAAACAAGTGTTTTAGCCATTCTATTTGTATTATAACCATAAAAAATCAC -CATCGGCTCACTTTTATCATCAGAGTAAGATGCTACACCAAAATTTTTGTTGCTTGATGCAGAAGATACG -TTTCTATATAGGCCCTTAATGAAAGTAGCTTTTGAAATTGTGATTCCCAAATATTTCTTATCGGATTTCT -CCTTAGAATAATTATATAAAACTATTCTCATACCATCATATGTTGAAGACTTAACAACCTTAAAACCGCT -AACTTTGCTATGTTCGACCCTTTCAACATAGGATTCCAAGCTTGAATCCGAGGCATAAAACGGCCGAATA -AATAAAAACAAAGTAATAATTAACCCGACTAGAATTATTATAGATATTATTAAAATGAGGTTCTTTTTCC -TATAATTACTAACAACATTGTTCAAGATATTATCCCCCTATTTAATAGAATTATATGGTTTTTATGTAAT -AACATTACATTATAATTATCGGACTTTCTAGAACAAACTTTAATTTGTATCCCTCACAGCTTCTTGACAA -TACAGCATTTTTTAATATATGGTATTATAAGCTATCAGAATTCATCAATTTAACGGAGGCACTCATAATG -CAACAGGACCATATTTCATGGCTTTATAAATATTTATTGGAAACATACCAAAGTCCCATACTTGAAAATT -TTCTTCAGCTTGAAATAGTTGAGATGGCTGAAGGAAAATTTATATGCAAGACAAAAATTCTTGACAAGCA -TTGTAATATTTATGGCTTTGTCCATGGAGGGACTCTGGCTTCATTATCTGATATAGTTATGGGTGTTTCT -TGTATTACACTTAAAAAGAGAGTTGTTACAATAGATATGAACAACAGCTATATAAAAAATTCACCTGTAG -GCTGCAGCCTTACTGCGGTAGGCGAGGTAATAAGTAATGGTAAAACCATTATGAGAGCCTCCGGTCAGAT -ATTCAACGAAGATCAACAGCTTCTTGTACGGTCACAGGCATCATATTTTGTAACAGGTAATTTTTGTGAA -AACGACTATCCCCGTATTAAATAAAAAAATGCCTCAGTGATTTATTTAAATCACGGGACATTTTCAACAT -ATACCAACAATTCAATATTTGTAGGAGGGTTTGCTTATGAAATCAAAATCAAACTGCGACTGCTGTATCA -ATTACCTTTACGATGAAGAATACGGCAGTTATTATTGTCAGGTCAATCTGGATGAGGACGATATGCTGAG -GTTTATGACAAAATCCTTTGACAGTTGTCCCTACTTTCAATTTAACGATGAGTACAAAACCGTAAGAAAG -CAAATCTGAATTTTTACGGTTTTCCTGTAGTCAGGATGTTTTTGGCCCTGTCCACCTCTTCCTGTGTAGG -GGAAGGAACTCCCTCCAGGGGATATTGTACGTTCAGCTTCTCCCATTTTGCCTTTCCCATTATGTGATAT -GGAAGAACCTCTATTTTCTCTATATTTTTAAATCCCTTTAAATAATTGTATGCTGCCAGCAAATCCTCTT -CACCATCTGTATAACCCGGTATAAGCACATATCTTATCCAAACAGGTTTTCCGATTTCACCCAGGTAGGT -TGTAAACAGCTTGATACGCTTATTCTCCACTCCTGTCAATTCCAAATGCTTCTGTGCATTTGCCTGCTTT -AAATCAAGAAGAACAAGGTCTGTATACTCTAGTGTGTCCTTTACATCTTCCACATTGACGTAGCCGGAAG -TGTCCACAGCGGTATGTATCCCAGCTTCACGACATAATTTAAATAGTTCCTTTACAAATTCATGCTGAAT -TAAAGGTTCTCCCCCGCTGACTGTTATTCCTCCATGAGAGGCATCTATAAAATTCCTGTATTTCTGGATT -TCCTTCAACACCTCTTGAGGACTGTACAGTTTTGCACCCTCTGAACTCCATGCATCTCTGTTGTGGCAGT -ACTTACAGCGAAGCGGGCAGCCCTTCAGAAACACAATAAATCTAATTCCGGGACCGTCCACGGTCCCAAA -TGTCTCAAATGAATGTATCCTCCCTTTAATCTCCACTGAAATTACCTCCTTAAACTATAAACCAAAGTAA -GTACTCTTATTACAACAGTTTAGAACAGATTCTGCGGGATATGCTTTTTTAGCTAGCATACCCCACGGAA -TACTGCTGACTATATATTTTCATGTATCGTTCTGTTAATTACATCTAGCTGCTGTTCCCTCGTCAATTTT -ATAAAGTTTACCGCATAGCCGGATACCCTGATTGTGAGCTGTGGGTACTTTTCAGGATGATCCATTGCAT -CCAGCAGCATTTCTCTCTCAAATACATTGATATTAATGTGATGTCCGCCTTCTTTAAAGTAAGAGTCAAG -CAGTGACACAAGGTTGTTGATCCTTGTATCTTCCTCTTTTCCAAGTGCCTTTGGTACTATTGAAAAAGTG -TATGATATACCGTCCTGTGCAAACTGGTAAGGCAGCTTTGAAATGGATTTAAGAACTGCAAGTGCACCGT -TCAAGTCTCTTCCGTGCATTGGGTTTGCACCCGGTCCGAAGGGTTCTCCCGCTTTTCTTCCGTCAGGTGT -ATTACCTGTCTTAGCTCCGTATACAACATTTGATGTAATAGTCAGTATTGAAAGGGTAGGAACAGAGTGC -CTGTAGGTTCTCTGCTTTTCCAGCTTCTCCATAAAGCTTTTTACCAGCATTACGGCTATATTGTCTACAC -GGTCGTCGTTATTTCCAAATTTCGGATAATCACCTTCTATGTCATAGTCAACGGCAAGCCCCTCTTCATT -TCTTATTACCTTTACCTTTGCATATTTAATTGCACTCAGAGAATCCGCAACTACAGATAATCCTGCTATT -CCGCAGGCCATTGTTCTTAATATGTCCTTGTCGTGCAAAGCCATCTGTAGTCTTTCATAAGCGTACTTGT -CATGCATATAGTGTATTATATTCAGAGTGTTGATGTAAAGTCTTGCAACCCATGTTAGTACTGCGTCGAA -CCTCTTTATTACATCATCATAATCAAGATATTCAGTCTCAATAGCCTGCATTATAGGTCCTACCTGAACG -CCCGATTTTTCATCACGCCCCCCGTTAATTGCATACAACAAAGCTTTCGCCATATTGCAGCGGGCTCCGA -AGAACTGCATCTGCTTTCCTATTCTCATGGCTGAAACACAGCATGCTATGCCGTAGTCGTCTCCCCAATA -ATACCTCATTATATCATCGCTCTCGTATTGGATAGAGCTTGTATTGATAGAAACATATGAGCAGTATTTC -TTAAAGCCATCAGGCAGATGCACCGACCAAAGCACCGTCATATTGGGCTCGGGTGCATGACCCAGATTAA -ATAGGGTATGCAGCATTCTGAAGGAATTCTTCGTTACCAGAGTACGTCCGTCAAGACCCATACCTCCAAT -GCTTTCGGTTATCCATGTAGGGTCACCTGAGAACAGTTTCTCATACTCTGGAGTTCTCAGGAATCTTACT -AATCTAAGCTTCATAACAAAATGGTCAACAAGCTCCTGTGCCTCTTCTTCGGTAAGTGTCCCCTCCTTCA -TATCCCTTTCTATATAAATATCAAGGAATGTTGAAACTCTTCCAAGACTCATAGCCGCACCATTCTGCTC -CTTTACTGCTCCGAGGAAACCGAAATACAACCATTGAAATGCTTCCTGTGCGGTTTCAGCAGGCCTTGAA -ATATCAAAGCCATACATTTCAGCCATTTGCTTTAAGTACTCAAGAGCTTTTATCTGACTTTTTCTTTCTT -CCCTTTCCTGTATGGTTTCACTGTCCATGTAATCCATTTCTAGGCTTGTAAGTTGTTTTTGCTTATCTCC -GATAAGCCTGTCAACCCCATACAGTGCAACTCTTCTGTAATCACCGATTATTCTTCCTCTACCGTATGCA -TCAGGAAGCCCGGTTATAATACCTGCTTTTTTCGCCCTCATCATTTCGGGAGTATAGACATCGTAAACAC -CGTCATTGTGAGTCTTCCTATATTCAGTAAATAGCTTTACAACACTTTCGTCAATCTTTTTGCCGTAGGC -CTCTCCGCCCTTTACTACCATCCTGATACCACCGAAAGGCATTATACCCCTTTTTAGAGGTTTATCCGTC -TGCAATCCTACAATCTTTTCCAAATCCTTATCAATATATCCGGGTTCATGCGAAGTGATAGTTGATATTA -TTTTGGTATCAACATCGAGAACTCCTCCGTTCTCTCTTTCCTCGTCAAGGATACCACTGACTTTTTTCCA -GAGTTTTTGAGTCTTTTCAGTAGGGCCTTTTAAAAAGGAATCATCTCCTTTATATGGTATATAATTATTA -ATAATAAAATCCCTTACATCTATTTCCTCGGACCAATTTCCGTTTTTGAAATATCTCCATGGATCCATGG -TAAGCACCTCTTTTTTTATATTGTATTAATATATTTATACCCAAAATAAGAAGTGAAAACCGACAAAACT -ACTGGGAATTTATAGCACGCACATTTAAAAGCTTCATCCAAAGTGGACGAAGCTTTTAAATGCTGTTTCA -GCGTCATATATACTATTTTTTATTATTTGCTTTGTTTTCCATATTTAACCTATTTCGGACTTAATGTAGA -TTTATATTTTGACTAGCCATGATAAATTGTATATGCGAGATGGAAAATGGTTTCCTCATCTCTTACATTT -GTATTATCGCTCAAATATGCCTGAACACCGCATACATCGAAATAATGGTAGGATCTAGTTGAAACGTACA -TTTCACCACCCACTCCCGAAGGCAAACCAATTGAAACGTCGAATCTGCCGGAAGAGTCCGTTAAACTAGT -ACCGGTTCTAACAGCACATGAAGGTGTGTTATTTCTATCCCAGTACGGATTGTAATACATTCCCGTAACT -CCGACTCCTGCAACCGCATATGTAACATTTGTAGCTGGGTCCTTTACCGTAGCATACCCGGAAATTGTTA -ATGTTCCTGTGCCTGTTCTGAAGTGAGCTCCATAACCCGGATAATTAACTACATTATTCAAACCTTCTGT -TCCGTTTAAATCTGTAATTGTAATAGTGTCTGCTCTTAATATCGGAGTTACTGTCAACGTATAGTTCTGA -ATATCTGTATCATTATATTCTTCCATGGTTTTTGCATTGCTGACTCTTATATAATATGTTCCGGTGCCGA -CAGAAAAATTATTTCCATTTGAAGATACTGCCTGCATTGCAAACCCTGCTGATGCAGCATTTTTATATAT -CTGAACTGAACAGGTATTAGCAGACGGAGTAGTGGCAGTAATCTGCAATTTGTCATATATTCTGCTGCTT -GGAACTGTAACAACATACCAATCGTTATCTATTGGTGAACTTAAGTTTCTTGCGTTGATATATGCTCCGC -CCGTTCCATATGTAAATGCAAGTGCCTGACTTGCTTGCTCATCTATTTCATAGTTATCACAAGCACCGCT -TACTGAATAATCTAATGTAAATGCTTCGCTTACACTTCCGCCATTTGAAGAATGAACATACAAATAGTAT -GTAGCTGTTGCATCACCTGATGTTATATATCCCAGAGCTTCCGGCAATGTTCCGTTGGTTCCGTTAATCT -GTGTAAAATACTCTGAGCCGCAAAGAATATTTCCTTGTGAATCAAGCAAATACAAATCATAATCCAAATT -AGGATTAGCAGGAGTTGTCAACTGTGCTTGAAGGTATATTCCCGGCTGCAAACTTAAAGAATATAATTCT -GCATCACTAGTAGCAGTTAAATAGCCACTTACAGTTCCTGCCACTACTGTTGATTGAGCCGTTACGGCTG -ACTCGGAAGCTGCTACTTTTGCTGTCCCTGTGCCATTCTGCAGGTGCCCCTTCTTGGCACTTGAAATATC -AACTTTTTTTTCCAGCTTTGTAGGCTTCTCTGTGTTTTTAGTAGAAATCAATTTTGTAACCTGTTCAGCT -TCCTGACTCTTAATTTCTTTATTTGGTGCATACTCAACATGCATTTTTGATTCCGTTTTTTCTGCTGCAA -GTACGTTCATTGGACAAATAATAGCTAAAGACATTGAAACAACCATCAGAAATGATAGCAATTTATTTTT -ATTAAATTTCATATAAAATCTCTCCTTGTTGTATATAGTTAGTCGTCCGACTATCTTGAAGTTATCAAGG -AAAACCCTTTACTTAGCAAATATTATCTCTAAAAAAGCAGTACAGTTCAGCTGATTATCAGCAGTACAGT -ACCCTCCCTTCATTGTCATACTTACATCATGACCTGAACACTGTACTTTCTGATTTTACCAACTGCTCAA -AATATTGTCAATATATTCCATATATGTAATTTGTTTATAATTCAATCTCTTTACCTTCTGAATGACAAAA -AGGTATTTTATATCAAATCGATATAAAATACCTTTAAAGATTAAGCACAATTATTTACTGTTTTTGAGCT -TCTCCATTATAAATTTCTCCGCAAAGTCTTTACTAAACGGAAGAACAATCCTTTCTGTTCCTGAAACAAG -AACCGTTTGCTTTTTTCCGTCCTTATCCTCGGTAATAACCTTTGCATTTTTTGAGCTGATAGTACGCTCC -TGTCCCATAAGCTTTAAGGTAGCTGTACCATTGTCTACCGTAAAACTGGGAAGATTAAAATAGACTACTG -CTCCAATTGCTATGACCGCAATAAGTATGCCAAGTTTCAGCAGTTTTTTTGCCACTTTTGCAATAATAAA -TAATACCAGTATAACTACAATAATTGGAACCAAGAAAGATGCATTTAAAATACCGAGTCCCTTTAAAATC -TCCATTATTTTTTCCTCCAAAATGTAAAAATCATAAACCTTTTATTACTTCTACCACTACATGCTATTTT -CCTTCTTTGATAAATTTCTGATATTTCAGCATCTGACCGTTTTCCCAAGGTCTATAATTATTGGCAAAGT -CCACTCTGGATTTGAAAGTAGGGTGGTCATAGGTCCAAAGCATATAAACGATCCCGGGTTCCGGCATGGT -AAGACTTTGCTGGTGAAGCTTAACGGTTGCTGTTGCAGTAGCAAAATTATTCCTTGTAAGCTCCAGTTCA -AAACGGTCTGCCTCAATTTCCATACTCCGGGAAAATGCATTAGTTATAGGTGTGGTAAAAAACATCATCA -GATTTATAAGCAGGATTATTAGAGGAAATGCTGCTATATCCGATACCTTGCTAAAACCAAGTCTTCCTTT -GGTTTTCCTCAATATGTATCCTATCATCCTGTATATCAGGTACAAAAAAATAATACTTCCCAAGCCCCCG -AAAACTATTGACTTCCAAACATGTCCCATAAGATAGTGTCCCATTTCATGGGCGGTAACCCCCAATACTT -CGTCTGTGTCCAGATAATTTATTGTGGTATCCCACAGAACGATTCTCTTTGTATTAAATACCCCCGTCAT -ATAGGCATTCATCAAATTTGTTTCCTTACTCTTGTCTACTTGATAAACCTGACAGTTTCCTATATGTGTT -TTATGAAGCAAATCCTCAATTTTCAGGGACAGTTGACTGTCTTCAACAGGCTTATACTGATTGAATATAG -GGTCGATTACCACAGGCTGTATAAACGATACAATAAACAGATATGGAATTGATATTAGAGCTATGTATAA -CCACCAGCGTTTCGGTGACTTTTTTATTATAAGAAATGGAACCCATATAATTGCAGCAGTCAAAGTCGTA -TTTACAATGAAATTTTTGATTGTATCTATTAGCCATTGAGCGAAATTCTGGTTTGACAGGCCATATTGAT -GCATTCTAAAAAAACCCGTATATATATCCAGAGGCAGATAAATCAGGGTATCAATAACTGAATACGCAAT -GAAATAGAGAATAATTATTGAAATCCAACGGCGAGCTTTTCCGGCTGCCCAGTTTCTGATACCGATTGTA -AGCTTTGAAAATATAAAAAAAGCAGGCACTGCAAAGCTGAGAAATAGCCTTATCAGCCATGTGGTTACCT -TGCTTTTCTGAAAATCGAAAGCCGCCTGTGACGGCATAGTTACCTGAACATTGTCGGGTACAACTATTTG -CCCTGGTTGAGGATACGTTCTTATGATATGATTGTAATTTACTATTTCAGATACTGTTACAGCAGCAGCA -AATATTACAAACAGACTGATAAATACAATTATTACCTTACGAAAATCCTTGGTCAAAATAATCAACCTCC -AATTAACTATTAGGGATATGTCCCACCTGTTAATTATATGATTGTACCATGTCATTTAATGTATTAACTC -ACCTTTTTCAGTACATTTTCCCTTTGGAGATAACATTCACTATATTGAGCCCGCTGTCGCATATAACACA -ATCTGCATCTTTCCCCACTTGCAAAGTACCCTTTTTATTATCAATCTTCAGCCGTTCGGCAGCATTTTTT -GTTATAATGCTTATAGCCGTTTCAACCGGAATTCCCCTGTCTTTGATAGCTGTACGCACTTCATCAAAAA -GTATTTTACAATTAACGGTCTCGGAAGAAACTACATTTCCGTTTTCATCAAAAGTAGGCACACTTCCGTA -TGCGTCGGAGCTGATTGTAACCCCGGAAAAATCAAGGTCATTGTCTATAATAGTCTTTAATGCATCATAG -GTAGCCACACATTCCGGGTCGCTGCCAGACGGGATAAAGCCTGCTGTCAAATCAATATTACCGCCTTGCT -TTAAATATTCCAAGGCTCTGTTAAAAAGCCCCTTGGTACGGTTAACATGTGTAGGAAGAATATGCTGTTT -TGGTATTAAAGTTTCATTGGAAAGCCTGAACATATATTCCATAGCACTTTCGCCTTGTCCAAGATGGAAA -TGCACCAGTCCGGCTTTTCCTGAAATAATGGCACCGTTTCTGGTTTGTGCTGCAATTCTGCTTATTTCAT -CAAAAGACGGTTCAAAGGCCCTGCTGTCGGCAAGACAAATTTCTCCTACACCGATAACCTTATCTACAAA -AACCATGTCGCTTTGCACACTGCCTGTTAACGTTATAACAGGCACCTGATATGAACCCGTATATATATAA -GTAGAAAGGCCCTCTAGTTCCAGCTGCCTTGCTTTTGCATAAAGATTCGGCATATTTCTGGTAACCCCGT -CTGCTCCAAGAACTCCTACAACTGTAGTTATACCGTATTTGAGAATGTCTTCTGCCTGTGCTTCCTCAGT -CCTTGTTGTAAAGCCACCTTCACCGCCTCCGCCCGTTATATGGACATGAAGGTCGATAAAGCCCGGAAAT -ATTATTTTACCGTCACAGTTGACAATTTCAATATCTTTAAAGCCTGCTGGGTTTACATTATCTTCAATTA -AAGCCACCTTGTCAAAGCAAAGCAATATGTCTTTCTTACCCAGATATTCCGGTGAATATACAGTTGCGTC -CTTTAACAGCCTGAACATATTTGCCTCCAAACGGTTTTTAGAACCTAGCTCATTTATTCTATAGTATTTT -GCTTAAAAACTCTTTTGTTCTTTCATCCTTAGGATTTGTAAAAATTTCAATGGGTGGCGCATCTTCCTTA -ATTTTGCCCTCATCCATGAAAAGTACTCTGGTCCCAACCTCTTTTGCAAAGCCCATCTCATGGGTAACAA -CCACCATTGTCATTCCCTCGGCTGCCAGCTCTTTCATTACTTCCAGAACTTCGCCTACCATTTCCGGATC -AAGTGCTGATGTAGGCTCATCAAAAAGCATTACACCCGGCGACATTGCAAGAGCACGCACAATAGCTATA -CGTTGTTTCTGTCCTCCTGAAAGCTGTGCAGGATAGTTATTTGCCTTTTCTTCCAATCCTATACGCTTTA -ACAACGACATAGCGTTCTGTTTCGCCTGCTCAGGAGTCTGATTTTTGAGTTTGACAGGCCCTAGAGTTAT -ATTGTCAATTATAGATAAGTGTGGAAACAGATTGAAATTTTGGAACACCATTCCCATTTTTTGCCTCTGT -TTATTTATATCGTTGTTCTTATCAGTAATATTTATGCCCTCAAAAATTATTTCACCGCCGGTAGGCTGTT -CCAATAAGTTCAAACACCTGAGAAAAGTACTCTTGCCAGAACCGCTGGGGCCTATTACCACTACTACCTC -GCCCCTTTCAATAGTTACATCAATCCCTCGTAAAACTTGAAGACTACCGAAAGTCTTGTGCAGATTCTTT -ACATTAATCACTTGCCCTCATCCTCCTTTCAGCAAATCCCAGAAGTCTTGTAAGACTAAAGGTTAAGACA -AAGTAAATACACGCTGTTACAATTAATGGCTCAAAAGGCCTGTAAATTGCTGCTTTAACAATATCCGAGC -TTCTCATAAGCTCAGTTATACTTATAACAGATAATATTGAGGATTCCTTTATTACTACCACAAATTCATT -TCCCAGTGCAGGAAGAATGTTCCTGATTGCCTGAGGCAAAACAATATATCTCATAGCCTGCCCGCTGGTA -AAACCGATTGACCTTGCAGCCTCCATCTGGCCTTTGTCCACAGCTTGGATACCTGCACGAATTATTTCCG -CGACATAAGCACCGCTGTTTACAGACATGGCGATCACACCCGGTATATACCTATCCATTGCAAGACCAAA -AATATGAAATTCAGGCAGTGAAATCAAGTAGAAAAAAAGTGTAATCTGAACAAGAAGAGGAGTTCCCCTT -ATAAACTCTATATATGACGATGCAATTGCCCTTAAAATCTTGTTACGTGATATCTTCATTAAAGCAAGTC -CAGTACCTATAATAACACCAAGTATTACAGTGAGAATTGCAATTACTATAGTATTTACGGTACCGCTTAC -AAAATAGTACCAATATTCACTTAGAAATCCGAAGTCCAAGTAAATCCCTCCCTATTATAAAAAATCTCCA -GAAACAAAACACAGGGGTGCCCTTGGACATCCCCTTTGCTTTGGCCTTCATATAATGTCAATGTTAATTA -TTTGGTTGTAACATTCTTTTCATTGGCTTCCTGAACAAACTTATCTATCAACCCATCCTTCATAAGTCTG -TCAAGGGATTTGTTTATCTGCTCTACAAGGTTTGAATTACCTTTTTTAACTGCTATAGCAGATCCGCCTG -TATCATCCTTTACAGGAATATCCGTAAGTGCCAGATCGTCGTTATTCTTAACGTAGCCGCTTGCTACAGG -AAATTCAACAACCAGTGCATCTATCTTTTTATTCTTCAATTCCATAACCAAATCAGGAATCTTGCCTAAT -GATACAAGGTTTACACCCTCAATTTGTTCTTTTACTATTTTCTCCTGTGTAGTTCCAAGCTGTGCACCAA -CCTTTTTATCTTTTAAATCAGCAACAGTTTTATATTTGTCTTTGTCCTCAGCTCTTACCATGACACCCTG -TTTTGCCTCATAATAAATCTTTGAAAAATCAACTGATTTTTTCCTCTCTTCATCAGGATTCATACCGGCT -ATTACAATATCCACTTTGTTTGTGTTAAGTGATGACAATAGTCCGTTGAAATCAGTATCCACAATCTGGA -GCTGCACACCCATGTCTTTTGCAATCTCCTCAACAATAGAAATATCGATACCTACTATAGTATCCTTTCC -ATCTACCAGCATGTGATATTCGTATGGTGCATAATCTGCACTTGTACCTACAACCAGCTTGCCGGTCTTT -TCAATTCTCTTCATTGTTTCTCCCCCGCCGCAGCCTGCTATAGATATACCGATAGCTGCAACAATAAACA -AACAAAATAACTTCTTTAACATTCCTTTCATCATCTTGAAATCCCCCTATTATTTTCTACATAATAAAAC -ACCAATGTGTTCAATTATAAATTATCATGCATAAAAATTCAATATAGTGTATAAATATTTTGCAGAATTT -TGTCTCTTTTTGATACTTTTCAGTAATTGTCTCTCCTGAATTATTTCAGGAAATATTTTACTTGTATTTA -TTAAGCCCGACACCGTTACAGAGCCACTATCGGAGATAATCGCCTAAATCGCAAAAAATGTAACAGTAAT -GAAATTTTCATTTTGTCAGTAATATTAATATAATAAACTAATGCAGTGCTATATTTTCCCAAATAGAATA -TAGTAATAAATAATAATCAGAGGTGGATTGTATAATGCTTAAAAGACTTTTATTGCTTGGCACACTAATA -GTTGCCATACTATTTGAAAGTACAGCTGTTTGCGGTGCAGCCGACTCAAAAGACAAAAATCAGTACCCCG -CAGTATCACAGTCGGCAGTCAAAATTGACACCACCGTGTTGGATAAAACACTCGATACTCAAAAAAAACA -ACAGGAAGCTCAGAGGAAAAAAGACGAAGCCGCTGCAAAGGAGAAATTACGAAAAAAAGTAGCCCAGCTT -CAAAAAGATATCACCGCTAATACATATTTGAAATACATCAAGCAGCTTGGCTACTATAAAAAAGCTTCAA -GTGATGAAAAACTCAATATCAGAAATGCTCTTCTTTTATTTCAAAGCAACCATAATATGAGTGTGACAGG -TGCATATGACACTGCAACAAAAAATATGCTGGTGCAACGGCTATCCAGTAACAAATTTGTTTATCTTGAT -AAAGTTACAAAAGCCCCGACTAAAGGAAAATGGGTTACTGTAAATAAGACCACAAGAGTTTTAACACTGT -ATGAGGGTACAAAGGTGTTGAAAAAGTATGCAGTTGCAGTTGGAAACCCCGCCTCCCTTACAAAATCGGG -CAAGTTTATTGTAACAAGCAAACTGAAAAACCCTGATTGGGGAGGGGGAGGCTTTGCAGACCCCGTAAAA -GGAGGAACACCCCAAAACCCCTTGGGAACCCGTTGGCTCGGAATAAACAGAACGGATGGTTCCTATGGAA -TACACGGTACAAACTCGTTTTATTCCATTGGAAAATACATATCCCACGGCTGCATGAGAATGTCAAACCA -TTGTGTAGAGGAACTGTTCCCCCTTGTTCCTATGAAGGCACCTGTCTGGGTTGGAACTCAAACTGAGTTA -AAGAACTGGAGCATTACTCAACCCCAGTTCAAACAGCAGGCCTCGTAGAAAATTTTTATTATTGAATTTT -AAACTACATTGTGTTAAAATACACAGTACAAATACAAATGTCATTGAATGGTGGACACTTTATATTAACT -TCCCTCCATTCAATATCCATTCAATAATAGAAAAATCTACGAATAGGAGGCATAAAGGATGTCTAAGCTA -AAGGTTGGTATAATCGGTGGTACTGGAATGGTCGGACAAAGATTTATTGCACTTCTTGAAAACCATCCAT -GGTTCCAAGTTGTTTCCATTGCTGCCAGTGAAAAATCTGCCGGAAAAACTTATGTAGAAGCTGTAGGTAA -TAGATGGAAGATGTCTACACCTATGCCTGAAAACGTTAAAAATATTATCGTAAAAAACGCAACAGAACAA -GTTAAGGAAATTTGTGATGAAGTGGATTTTGTTTTCTGTGCAGTTGATATGAAAAAGGATGAGATTAAGA -AGCTTGAGGAGGAATATGCAAAGAATGAGACTCCTGTAGTTTCCAACAACTCAGCACACAGGTGGACTTC -TGACGTACCTATGCTGATACCTGAAATCAATGCAGATCATGTAAAGGTTATAGATGCTCAGAGAAAAAGG -CTTGGGACAAAATATGGTTTTATTGCTGTTAAGCCAAACTGCTCGATCCAAAGCTATGTTCCTGCCCTTA -CTCCTTTAATGAAGTACGGTATTAAAAATGTCGTTGCAACTACTTACCAGGCAATTTCCGGTGCAGGAAA -GAACTTCACCGACTGGCCTGAAATGGTCGATAACGTAATACCTTATATCGGCGGAGAAGAAGAAAAAAGC -GAGCAGGAGCCTTTGAAAATCTGGGGTAACGTTAATAATGGCGAAATTGCAAAAGCTACTTCACCGCTTA -TAACTACACAGTGCATAAGAGTGCCTGTTACCGACGGTCACCTTGCTGCCGTTTTTGTTTCCTTTGAAAA -TAAACCTACAAAGGCAGAAATACTAGAGTCATGGAAAAACTTTAAAGGTGAACCCCAACTGTTGGAGTTG -CCAAGTGCACCAAAGCAGTTTGTAAAATATTTTGAAGAAGATAACAGACCACAAACCAAACTGGACAGAG -ATACTGAAAACGGAATGGGTATTACTGCGGGAAGACTTCGTGAAGACACTCTTTATGATTATAAATTTGT -TTGTCTGTCACACAATACTGTCCGCGGTGCCGCAGGCGGGGCTGTACTGATGGCGGAATACCTGAAGTCC -CAAGGCTATATTAATGCAAAATAAGTAATATTATCTATTTTTTCTTATAAATAGGTAAATAAATTAGTAC -AATATGCCGATAAATGAGCTAGGTGAATAACCTAGCTTTTTTTGTTATGTTCAAAACTATTTTACCACAA -ATGTTAATGTTCAATTTACAACTGATAAAGGAGAGCAAAATGGGCATAAAATCAGACTATTCAGGGCAGT -ATTTGTCCGGTCAGAATGAAATGATTATTTACGAAGGTGACAGGGCATCATCCGTTATATTAATGCTTCA -GGGAAAGCTGGATGTTTTGCTGTCACCGCATGATACAATACCAGATAATAATGAAACTGCAGCCGATAAC -AGCTGCCGACTTTTCACCTTGGAGCAGAATACTTTTCTGAGCGTTAATGACATTTTTAAAAGCGGAAAGA -ACTCCTTTAGTTTAAAATCACAAGAATCATGTAATCTTTACTGTTTTCCGGCTACCTCGGCAAATGGAAT -CAGAGGAATCATGAATACCCAAAAGGACTATTCAACTTATATAGTCTCTTCACTTGCAACACTCATTGAT -CTGAGCTATGATTCATATCAGAAGCTTCTCCCAATTTGCAGAAGTCTTGATATATTGGCAAAAAACTTGT -CCGTATATTATTGGGCGATAAAGGATAAGTACTACTTTAATTATTCTCCGGATATAGAGAACCTTGATCA -TTACAAAAATGTTTATCAGGATGCAAAGGACAGTGGTACCCGTTTCTTTCCTGTTGATACGGATTCCTTA -TCAAATACATACATATATGAAAACTCGGAAAACACTGAGAATGAAATTGATGATGCCGGCTTTGAGTACT -TTTCCAAGCTTCTTAACGTACCCCTTGAGCAAAGAAAAGGCTTTTTCAATAGTGAAAACTATATTTGCGA -ATACCATATTCAAAAGGGGTCTGATCTTATGGAAACCCTTGTGGCTGAAATTAAGAGCAAGCTATCCCAG -CTATATAATAATATCTATTGTCTTTATACCGCCCCTGTAAGCCTTATGTCTTCTTACGGCAAAATAGCGG -TAGATTCTAAAGATGATAAAGAAGCAGCACTGACACTGTACAGTATTATTGAACAATCTGCGGTTATAAT -TGCAAATTGTATAGATAGGCTTCAAAATGAATTTGACGGTTTTAGCTCTGTAAACACTTCCGATATCAAC -GGATTGGTAAAAACCGTTAAGGAGAAAGCATCCATAAGCCGTATACCCCAGAATGATGACGGTACATATT -CAGGAAATGAACTGCCAAAAGAGCTTGAAAACAGTCTTGATAAGATTTTAACCATATGCGGCTGTACACA -GGATTTCAAAGACAGCTTTAATAAACGTCTGAGTCATTTCAGAGCGTTAAAGGATAAATCCTCCAGTGAT -TCTGAAGCCAGAGAGCTCCGTTCTTCACTTACTAGCGATTTCTTTGCGGTTTACGAAACAGCATTTAAAA -AGGCTCAGGAAAGCGGTCATTATCCAAAAGTAATAAGCATGTTTTTAAATTTTGGTTATATGGATGAACG -TCTTGTGACAAAAGAACAGGCCATTTCTTTATACAGACTGTGTGATAAGGAGTATTCAAAATCTAAATTT -ACCATATATAGTTCAATAAAGTGGCTTCAGGAAATTTATAATAATCGGAAGGAACCCTCTATCAATGATT -TCGGACAGGACTACTACGATATTTTCAGAGATATGAAGAAGAGAAAAATGGTCACAGACCTTGATAAACC -GGCATATGAAAAGGACTTTAACGGAAAGGTAAGCTTTGAAATAAATAATATGCTAAAAACAAACCAGAAA -GTATGCCATGGTCACATGAGCAGCTACTTTCCTATCTTACATAAGGATATTATCACTCGTGATCTTGAGA -AATCAGTTGTGACTCCACATAGGATTACGGATGCGATTATGAATATTCTTGAAACTGATTTTTCAGTCTT -CTATCGAGAAATATGGTATAAAAACGAGAAGAAGTCCATCGAGAAAGAGCCAATAATGAAGGAAATCCTT -CCTGACATTATTATAGTACCTACATTTGGCTCCCGTGCCTCCATGTGGCAGGAAATTACCGGAAGGGGCA -GAAATACCCCCGGAAGATTCATATTTCCCGCATTCACTGATGAAAACATCTATGATATGGTGCTAAAACT -TATGGGAACATTCAGATGGGAGCTGTGCAGAACCATGATGGGTGTGTCATGGAATGATATTACTGAAAAA -TCTTTGACATCTGAGTATACCGATTATATTCAGTTCTATAAGAAAAACCATGATCTTTCCGAAGAAGCCA -AAGCGAAAATCAAGGTACAGATACAGAAAAACAGGAACATGATGAAGGACATATTCACAAGCGATTATAA -TATTTGGATAAATTACGAATCAAAGGGCATTTTGAGGCTCAATAAAATAGCAAGATCCATATTGTTCAGA -TACTGCCCTCTTCCCAAAGAGCAAAGGACAAATCTGGCAAAGCAGCCTGCATTCTCGGATCTGAGTATGC -AGTTAAATAACTCTAGAGCCAAGACGGCGAAGTCACTTACAAGCAAGTATAATAAATTATTCAAGAACGG -TCCAATGGACGAGGATATGGAAGCTAATCTGATTTTCTACCGGGATCTCTAACAAATGTCTGCTACAAAT -AAAAAATATCAATGAGGGCTTTAAGGTAAGCCTTCTCATTGATATTTTTTGTACTTATTCAGCTACAATA -CTGCAATACATTCTATCTCGATTAAAACATCCTTTGGAAGTCTTGCAACTTCTACGCATGACCTTGCAGG -AAAATTGTCCGTAAAGAACTTTTTATATACTTCGTTTATCACGCCAAAGTCGTTCATGTCTTTTATGAAT -ACAGTAGTCTTAACTACTTTTTCAAGTCCTGCTCCGGCCCCTTTTAGAACTTCTGCAAGGTTTTTAATTG -CCTGTTCTGCCTGTTGGGCGACTCCTCCGGCAACAACATTCCCGCTGGCAGGGTCTACCGGAATCGCTCC -CGAGGTGTATATAGTATTACCGCATTTAACAGCTTGTGAATACGGACCTATTGCGGCAGGTGCCTTATCG -GTTGAAATAATCTCCAATTCCATTGTAATTACTCCTTAATATTTTTATATCTCATCAATCTGTTTGTTCA -TTCTTTCATGCTTAAATTGCCTCTTGTTTGTAGCGTAATCGTCCACAATCTGTCCGTTGCCAATCAGCAT -GTATTTGTAACTTAACAAACCGTCCAGACCTACAGGGCCTCTGGCATGAAGCTTGCTTGTGCTTATTCCT -ACCTCGGCACCAAAACCGTATTTGAAACCGTCGCTAAATCTTGTGGACGCATTCCAGAAAACGTTTCCAG -AATCTACCAGATTCATAAAATTAACTGCTTTTGCTTTATCCTTTGTAACTATACAATCTGTATGCCCTGA -GCCATAGGTAATAATATGTTTTATAGCTTCATCCATACCAGCCACAATCTTTATGGATATGATGTAATCA -AGGTACTCTGTTGCCCAGTCTTGGTCGCTTGCTGGTTTAACTTCTATGATGTCCGCTGTTTCTTCATCTC -CGAATATTTCAACATTCTTCTTGTCAAGTTCAGCCTTTAGTCCCGGTAGAAATTCCTTTGCCACCGCCCT -GTCCACCAAAAGCGTTTCGGTAGCATTGCACACCGCAACGTACTGAGTTTTAGAATCCACTGTGATTTTT -TTTGCCATTTCCAAGTCTGCACTTTCGTCCACATATACGTGGCAAATACCGTCTGCATGGCCCATTACGG -GTATTCTTGAGTTATCCATTATATAACGTACAAAATCATTTGATCCTCTGGGAATTATAAGGTCAATAAA -TTGGTCCATTTTAAGCATTTCGTTTACATCGTCCCTGCTCTCAAGAAGACCTATCCATCCCTTGGGAAGT -CCTGCTGCTACGGTAGCTTCTTCTATAACACCTGTCAGAACTCGGTTTGTTTCTTTTGCCTCAGAGCCGC -CCTTTAGTAGAACACAGTTTCCGCTTTTCAGGCAAAGAGTCGATATCTGAACAAGTGCGTCGGGCCTTGA -TTCAAATATGATACCTATTACGCCTATGGGACAGGTAACTTTGTACAGTTCAAGCTCATCGTCCAGTTTA -TTTGCCAGAAGAGTTTTACCTATGGGTTCTTCAAGGGCCATCAAACTTTTGATACCTTCAACTACGTCAT -TTATTTTCTTCTCATCAAATTTAAGCCTTTTAAGTAGCGGTGACGCCAGATTCTCCTTTTCGCTTCTTTC -AAGGTCGTGTTGATTTGCTTCTATAATTCTTTTACTGTTTGCAAGTAGTGCATCAGCTATTTTCATGAGT -GCATTATTCTTAACTTCTCCGCTAAGTGCCGCCATTTTTACAGAAGCAACACCGGCATTTCCACACAATT -GTCTTATGTCCATTTTTACCTCCTAAATATCCCATTTCATTGATTTTTCAACAGCTTTCTTCCACCTTAA -GTATAGACTGTCATAGTATTTTTTATTTTCACCGGGCATGTATGCCTTGTCAAGATTCCATGCCTGTTCT -ATTTCTTCCTTTGATGTCCATATCCCCACACCAAGTCCTGCCAGAAATGCTGAGCCGAGTGCCGTTGTTT -CCCTTATCACAGGTCTTTGGACAGATATATTCAGGACATCTGCCTGAAACTGCATAAGAAAGTTGCTTGC -ACTTACACCTCCGTCTACCTTTAGTGCATTGAGTTCTATCCCCGAATCCAGCTTCATGGCTTCAAGTACA -TCCCTGCACTGATATGCAATGGACTCCAGAGTAGCTCTTATAATATGTCTTTTGTTAGTACCCCTGGTTA -ACCCCAGAATTGTACCCCGGGCGTACATATCCCAGTATGGTGCTCCTAAACCTGTAAATGCGGGAACAAC -ATATACTCCACCCGTATCGGGAACTTTTTTTGCCTCAATGTCACTTTCATGTGCAGTCTTGATTATACCA -AGCTCATCCTTCAACCACTGAATCGCCGCTCCGGCATTAAATACACTGCCCTCAAGTGCATATTCCACTT -CACTGTCTATGCCCCATGCAATAGTAGTTATTAAATTGTTTTTTGAAACAACAGGTGTCTTGCCGGTATT -CATTAAAATAAAACAACCCGTACCATAGGTATTTTTGGCATCACCCCGCTTAAAGCATGCCTGCCCGAAA -AGAGAAGCATGCTGATCACCGGCTATTCCCGAAATCGGAATTCTCTCACCTAAAATTTTCTCGTGGGTGT -ATGCACATACCCCGGATGATGATACTACCTCCGGCAGCATACACGCCGGAATTCCCAGTTCCCCCAGTAG -TTCATCGTCCCATTTTAAATCATTTATATTATACAACATGGTTCTGGATGCATTCGAATAATCCGTAATG -TGTTTTCTGCCTCCGGTTAAATTCCAGATAAGCCACGAATCTATGGTTCCTGCGAGCAGCTCTCCTCTTT -GAGCCTTCTCCCTCGCTCCCTCTACATGATCCAGAATCCATTTAATCTTTGTTCCAGAAAAGTATGCATC -TATTACCAGCCCGGTTTTACTTTTTATTTTATCCCTCAAGCCAGCCGTCTTTAAACTGTCACATATTTCA -GAGCTTCTTCTGCACTGCCACACAATGGCTCTATGCACCGGTTTTCCCGTATTTCTGTCCCAGACAACTA -CAGTCTCCCTCTGATTTGTGATCCCTATGCAGGCTATTGATTCAGTATTTATTCCGGCCATTTTTATTGC -TCCGTTTATGGCAGACATCTGGTCCCTGAAAATATCATCTGCATCATGCTCAACCCATCCGGGCCGAGGA -TAAAACTGTTGCAGCGGCAAATTCTTTATTCCGGCTATATTACCGCTCAAGCTGTCGAATATTACTGCTC -TTGAACTGGTAGTTCCCTGATCCAAGGCTAAAACGTATCTCTTTTGCATGAATCTCGTCCCCTTTGTACA -TTACAAAGTTGCTCACTTTTTGGTTCCGCTATCAATATTATAACATGAATTTGCAAAAATTAATGTTATA -ATTGCCCAATGTGCATTTAGGCTTCAGCCAAAAATATGGCACGAACGGCTAATTTCCTCGAAGCGGTATA -ATACCATATTTCACGCTCTGGAAAATATCATCTCACAAACGTAAACAACCGCTATGGCACAAACGGCTAC -CTTTAACAGACTTTTTTCAAAGTAGGCCAATATAACTGCAACCCCAAGTCCTATGACAGCTGACACAAGA -TTCCCGGTTGAAGTAAGTATGTCGGGAAATATCATGGCTCCGAGAACTGCATATGGTACATAGCCGAGAA -ATGCCGTAATAAACCGGGATTTTATTTTATTTTTAAACACAGCCATTGGAAGAACTCTAGGGAAATATGT -AACCAATGCCATAAGAAGTACTGCAATTAATGTATCAGTCATTTGCCGTGTCCTCCATTGGAAAAAGCTT -TGCACCGATTGTACATGCAATGAATGTGGCTATGATTATTCTCCATCCCCCCGAAACAGCCGAAAAAACA -GGCAGCCACTTTATAACCGAGCTTATGAAAATGGCACAGCTAGCCACAATCAGAGCAGCTTTAGACTTCT -TTGCCGCCGGAATTACAAGAGCGATAAACATTGCGTATAGTGCAATTCCCATTGAGTTCTGCAAAGCTTC -GGGTAGTATGGTACAGACTATTGCACCTACTGCGGTACCTGCCGCCCACCCTATATACGGCAGTAATTCC -AGCCCTGTCATAAAGGAAAAGGTTATTTCCTTTTTTTGCATAGCGGCTACAGTAAAGGTTTCATCGGTTA -TTCCAAAGGACATTATCCACCGTTTATATCCCGGTATACCCTGAACAATTTTCTGGGATAGTGACAGAGA -CATGAGCATATATCTGATATTTATAACAAAGGTAGTAATCGTAATTTCAGCAAGACCCGCTCCTGCTATA -ATCAGGTTTGTACCTGCAAACTGTCCCGCCGAAGTGAGGTTTGTCATTGATATTAATATGACTATCCAAA -CAGGTATTCCTCCCTTTACGGCCATTAGTCCGAAAGTAAACGATACAGGAAAATACCCCAAGGCTATAGG -AATACTCTGCTTTGAACCATCAATAAAATCATGCAATACTGTATGCTTACTATTTACTACTTTCTCTTGC -TTAGTTAACATTTCAACTATCCTTTTTGATTTTTATGAATTAACAACAAATAGTATTATAACATACCAAG -GGCTGTTAACTCATAAAAAAACTCTTACCCCGGTTTAAATGAGTAAGAGTATAAAAGCTTAACCAATCTA -TAATTATGATATTTTCCTTAATTTAATTTGACTTAGTACAATTTCAAATATACCTCCAAATGTAGAAAAT -TTGCCGTTGGCAATTTCCTCTTGAGGAATTGTAATATTGAATTGACTCTTTACATCAAAGTATATGTATA -GCAAATCTCTAGCGGATAGCTGTATGTCTTCTCCTAAAAGATTTTTAGTATAATAATCCTTGTCCCATTT -GGTAAAATCAATATTAAACCTTTGATTAAAAATATTTAAAAGTCCTTCTTTTATATTATCTGACACTAAA -TTATCCATAGTAAGTTTCTCCTTTATACTATCTGTACGCTACCGTACCCTGTAAGTTTTTCTATAGTTTG -TTTCGCAATAGTATCGGAATCATCTTTATTTAGAATATTAAATACGGGTATTTTGCTTTTGGTATATTTA -GTTTTCTTTTCATCAATAAACTTGTAATCCAAAGAAGTATAAGACTTCACATGTTCCTGATTTGCTCTTT -TCCAATCGAATTGCATGTTTGCAATGTTGAAGAAATCAACCTCAAATCCAAGCTTATATTTGACCAAATT -CATATACGTATCAAATCCCTCAGGCTTATAATCTTCATACAGCAGGCTGGCTATTACAACATCCGGAGTT -ATGGCCTGTGAGATTTCAAAGGCAACCAAGCCGAATTTGTTTGTAAACTCCCTGTTAAACGGCATTATGC -CCCCGGGTATTCCGATAATTATTATATCGGGCTCCTCGGTCTCTTCAATTTTTTTAATAAACCTATTGAA -CATCAATACTTTATTGACATCAGAAATAGCATTTCCATACATAAACGAAGGAAAGGGATGGAACCCCATC -ATTTCACAGTACGGCCTGGTACCTATCTGACTTATTTTATATCCTGCTTTTTGAATTTTTTCTCTTAGTG -CGAGCTGGATTTCAAATTTATTCGTTTTTTCAGTTATTCCAAGCGTCAAAATAACGGGTGTGTCTATTTC -TTCTATACTTTCGTTCTCAATGATTATGTCCGCAGGCAGAACATTCTGATTTCCATCAAAATACTTGAAA -TACACTCCCTCACAATTACACAAAGACGCTATTTCTTTAATTGCCTCTTTATTCAAATTTAATAAACATA -TTATGTTTTTTTTGGACCTTACTGCCACTTTAATTTTATTAAATATATATTTATCAAAATCAAAAGGTAG -ATGTGATTCAACAATCATTACTGTATCACATAAGTCCAGTGATTTTTCAAAATCCGCGGATACCGAGATA -CCTATATCTGGTCCACTATCTGCAATACCTGCATCTTTTCCTGTAAAACCCCATCCATTTGGCGATACAA -GGCATGATATGTCATATTCCGTAAGTAAAGACCTGTGCCTTAATACCGGAGTAAATTCCACATTGTACGG -ATAAATCAGAAGTCTTTCATTTTTCCCCATGTTAACCCCCTCCATTATTACAGCTTTCATTCCGCCATAT -CGAAAGCATAAATTTCTTCGCCTAATTCAGCCCCAAATTCCCTTAAAGTACAAATATCCTTTAATATACT -ATCAGCTGTGTATATTACATTACTACATCTTGAAACCTTTTTTTCCGTTGACAGTCCATCGTTTTCATCT -GCTGCTACTGCACATAAATTACAAAAGGTAAGTGCCCAACAGTTTATACACTTATTTTCACTTATTTTCC -CTATATTTAGCAAAGTCCTTATTTTATCAATATTAAAACCATCATCTATATTTCCTACTTTCATTTGCGG -CGACGCTTCACTAACCCTTTCACAAGGGTAAAAATTACCCTCAACATCCACGAACAGTCTTTGAGCCCCA -GGTACGCATGGTCCTCCATGATGAACTTTATCAGGTATCTCCTGTCTCATTTGCAATAGTCTGTATCTAG -TCTTTCTGTCGTTGTATTGCCTCGATAGTAGTTTTGATGTATATTTCTCATCCAGATAACCAAGCTTTGA -TAAAAATATTTTGAAAATTTCATATTCAATTTCAGAAATATAATTTCCAGATGTTTTTACAGAATCTTTT -CTGTATAAATCAGTTATTTCTGAAGCCATAATGCTTGCTTCTTTTGCTAATTCAAAACCAGTAAAAAAAT -TATTTACACAGCTAAACTCATTCTGCGGATCTAATACAGCATTAAAAGCAATATTAGTACTTAAATAATC -AGGAAATTTAGTTTTAATCATCTCCAAGTTTTCCATTACTTTTTCAAAAGTCCCTTTAGCACCATCTCTA -TATACCCTATTTCTGTTATGTACCTCAGAAGAGCCATCAAGACTTATTAGCAAATGTACATTATGCTTAT -GAAAATAATCTACAATCTCTTCAGTTAAAAGGGTTGCATTTGTTGTCAAGTTTAAGTGAATATTTTTTCC -CTCTGCTTTTTCTTCAAAGTACTCAATGCAATCTTTTATGAACTCAAATTCAAGCAGTGGCTCACCCCCA -TAGAATGCCAAGAAGCTATGCTCATTATCTTTTGAATGCTCAATATAAAAATCTATTCCCTTTCTGGCTG -TATCAAGAGTCATTTTCCCACTTGAATGAACCCTATTTTCATAATTTCCAGAGTAAACGCAGTATTTGCA -CCTGAGATTACATTGCTTTGTTATTTGCAGTGTAATCATATTAACTTTATTATTGAGGTGGCTTAAAATC -GTATCATTTACAGGATGGTACATTTCCTTTGGTCTTTTTTCTGATAAGAAACCTAAATCACGCAAATGAT -TAATTGACTCTATAGCTTGTGCACTGAATTCCGAGGTGCATTTATCGGCATCATCACTTTTTCTATAGTA -ATCGAGTATCTTGTATTGTTCTTCTGATAAGCCAAGAATCACGTTTTTATTGACATCATACAAATAATGC -CCTCCAGGAGTTTTAAACAGGTGTATGAAAGAATCCAAAACTATCACTTCCTCCTTATTAATTAAAAATA -ACCGGAATATAGACTGTATTCCGGTTATTTTTTAGCATGAGCTACCAACAAACTAGTTACATATTATTAT -TCACAAAGTTTCTGACATTTGCCATAAGATTCACCATAGCACTGGTATTCCCGCAGGCACTATAATCACA -GTGACAATAACTATAACAATCGGCGTATGCCTCTATAGTCCCCTGATAACTATGTAGTTTTTTACCTAAT -TTTTTCATATCCTCACCTCGCTTTCGTATATACAGACTTATTAAACAAGGTCTGACTTTATTTAAACTCA -TTGAGCTTTACCGCGGATAAACCTTGTGAGTTTAAAACTAATTTAAACTGTACCATTCGCAAGCAAGAAA -TCTATATAAGGAATTATGATTATATGAGTATCTGTAGAAAATAACATTATGGCTTAATATTTTTACTTTA -TTTGTAAAATTATGAAAATGTTGTTTTAATATTAATATATATCTATATCCATAATTTGTCAAATATTAAT -TTTAAATACTAAAAGGCATATCAAGAACCCAAAGCAGGAACTTGACATGCCTTCATTATTTATAAAAAAT -ATATTTATGATTTATAACTTAAAACTTATTATCTCCCCCAAAGAGTCCTCCCAGAATACCGCCTCCAAGG -CCTGCAACACCAGATTGCTGGTCACGATGGCGTGCTCCTGCGGATGTAAGTCTATCTGACAATCTGGCAA -GTGGCAGGCTCTGAAGGAATACAATACCGGGGCCTGTCAGTTTTGCAAGGAATAGTCCCTCTCCGCCAAA -CAGGGCATTTTTAAAGCCTCTCACTGACTCGATATCATAGTCTACGCTTGGTGAGAAAGCAACCAGACAT -CCTGTGTCAACTCTCAATGTTTCACCGGGAAGAAGGTTTTTCTGAATAATTGTTCCCCCTGAATGGACAA -AAGCCAATCCGTCGCCAACCAACCTTTGGAGAATAAAACCCTCTCCCCCAAAGAAACCTGCACCAAGCTT -TCTGGTAAAAGCTATCTCTATGTCTACTCCGCTGGCAGCACACAAGAATGAATCTTTTTGGCACAGAAAG -TTACCTCCCAGTCGTGATAAATCCAATGGTATTATCTTCCCGGGGTAAGGTGCTGAAAATGCAACGTGCT -GTTTTGAAGCACCCGCATTGTAAAAAGTAGTGATAAAGAAGCTTTCTCCAGTAAGCATTCTCTTGAAACC -CTTAAAAGCTCCTCCATCGGTGGAAGTCTGCATCATTATGTCATCTTCCATATACATCATTGCTCCCGCT -TCAGCCCTGACGCCTTCGGATGGGTCCAATTCAATCTCCACTATCTGCATATCGTCCCCATAAATTTTAT -AATCTATAACGTCTGCCATATTAACCTCCCAAATTTATATTACTTTATTTAGATACAATATAATACGTTT -TAAATAAATATTAGTCTGTTCTTTTTACCCACTGTGAGTATGGAACTGAATATTTGGCCGCCAGAAGTAT -CGCCTCTGACATACTTATCTCACTGGCAATCCCCTTTCCTGCAATATCATAGGCAGTTCCATGGTCAACG -GATGTTCTCAGGAACGGAAGCCCTAAGGTAATAGCTATTGTTCTTTCAAAGTCCAATGTTTTTGTAGCTA -TGTGCCCCTGATCATGATATAGGGACAATACCGAATTGTATCTGCCTATTAATGCAAGATGGAACACAGA -GTCCGGGCCTACAGGCCCTTCCACGTTAAAGCCACGTCTTTTGGCCTCAACAATTGCAGGAGTAATGTTT -TCACATTCTTCTACTCCGAAAAGACCATTGTCGCCACTGTGAGGATTTAAACCCGCCACAGCCATTGTCC -CCCCTGTTATTCCAAGGCTTTGCAAAGCTTGTGTGCATCTTTCCACGTAATCTAGTAATCTTTCCTTAGT -CACCATATCACAAGCCTTCCTCAGAGATACGTGGCGGGTAAGAAAAAATACTCTCATTCCCCTGACTTCA -AACATAGTAAGGGGGTCTTTTGTGTCTGTTAGTCCGGCAAGTATTTCCGTATGGCCGATAAACTCTATTC -CAGCCGCTTTTAGTGAAGGCTTGTTTATAGGGGTTGTTGCTATTGCAGAAAGTTTTCCTTCCATTGCGAG -CTCCACACTCTTTTTTATGTACTCGAAGGAAGCCCGGCCATTTTCCGCCTGAACCTTGCCGTATTCCAAA -CGGTCAGGATTAATTATTTTTAAATCCACTACGTTTATAGTACTTTTGTCTGAAGCTGGCATGTCCGCCC -CTGCTACTGGATTGACCTTTGTTTGTATACCGCATATCCGGGCTGCCTTTTCAATCACTCCGGCATCACC -TATTACCAATGGATTGCATACTTTGTATATTTCATTATTTGCCAGTGCTTTTACAATTATCTCGGGACCT -ATTCCGGCAGGGTCACCCATTGGAATCCCGATTACGGGTTTATGCATTTTATCCCCTCCTGTTAATACTA -TTATAATATATCTGTTTATATCATCAAAACATTTCTATACAAAAATTATTGACATTTTGTTCACCTGATA -TTAATATAATACTGTACTAAGTGTACTATTATGGTTAATACAGTTATAAGGAGGTGTGCCTATGATACAA -TTGGATTTTAAAGACCCCAGACCACTTTATGAACAAATTAAAGATAAAATCAAGGAGCTGGTTATAAATG -GAGCTGTTGAACCGGATGACAAAATACTGTCTGTAAGAGAGCTTGCTCAAACTCTTACAATAAACCCCAA -CACCATTCAGAAGGCATATAAAGACCTTGAAGCCGAGGGAATTATTTATTCGGTTAAAGGCAAGGGCAAT -TTTATAGCCCCTCTGGATAAAAGCTCGGTAGACTCTAAACGAAAAGAGCTTTTGCTCAGTATTCAGAAAA -CGGTTGAAGAATTAATTTTTCTTCATACTCCGCAGCAGGAAGTAATTGATGTAATTCAGAACACATATAA -GAAAAAGGAGGCATCCAAATGATTGATGTTAAATCTTTGAGCAAATCCTACGGGGACTTTAAGGCACTTG -ACTCACTTGACATTCATATTAAACAGGGCTCAGTCTATGGGCTTTTAGGGCCTAACGGCTCAGGCAAAAC -CACACTGATAAAGCATTTGACAGGAATTTATAAAAACGAATCCGGCTCCATAGCTATAGATGGTAAATCC -GTTTTTGATAATCCTGAAACAAAATCAAAAATAGTTTATATATCCGACGATCTTTTTTTCTTTTCACAGT -ACAGTATAAAGGAAATGGCTTCTTTCTATGCCAGTATGTTCCCAGGGTGGAGCTGGGAGAGGTTTAATAC -TCTAAAACAGGTATTTCCCATCGATATAAAACGAAGAGTTGTAAAGCTTTCTAAGGGTATGCAGAAGCAG -GTTGCCTTCTGGCTTGGAATCTCAGCGAAGCCAAAAGTAATGATTCTTGATGAACCCGTTGACGGACTTG -ACCCAGTTATGAGAAAAAAGGTTTGGAACCTGATACTACAGGATGTTTCAGAATACGGTACAACAGTTCT -TGTTTCCTCTCACAACCTGCGTGAGCTGGAGGACATATGTGATCATGTGGGTATTCTTTATCAGGGTAAA -ATGATGGTTGAGCGTGAGCTTGATAACATGAAATCAGATATTCACAAGCTTCAGCTTGCATATTCAGGTA -ATACACCTGATAATTTATTCAAGGATGGAGAGGTATTACACCGTACCCAGAACGGAAGCGTGCTGCAATT -GATTGTCAGGGGCAATAAAGATGCAATAGTATCTCATGTCAAGTCAACAAACCCTGTTGTAATGGATATT -CTGCCGCTTTCCCTTGAGGAAATTTTCATTTATGAATTAGGGGGTAAAGGTTATGAAATCGAAAACATCC -TTATTTAAGAAAGGCTTAATTTTAAGCGACCTGAAACGATATTGGTGGGTCAGTGTAATTTTTTCACTAG -GACTTATCCTGGCTATGCCTCTGGCTCATTATATGCAGAAATTTAATATAAACGATGACAAATCAAATAT -TCAGTTTATTGAAGAGCTTATATCTCGCGAACTGAACTTCGATAGCGGAATAAGCACATTGTTTCCTGTT -GTTATTCCTGTTATTATCGCAGTTTTAGCCTATAGGTATATTCAAAAGGGTCGTCAAGCTTCTTTATATC -ACAGTCTTCCCGTTACAAGGGCAACACTGTTTTTTAACAGTTTAGTTTCTTCACTGATACTGTATATTTT -ACCTTTATTGATAAATGTTTTCGTTATGGGCTTGCTGAACTCCTTCAGCTTTTTGTCTGATTTTTATACA -ATGGGACTCATTTTCAAATGGCTTGGACTGGCGGTTTTTTATGGAATTTTGTTTATGTCCATGACAATTT -TTGTTGGCATGTTCACAGGAAGTTCCGTTGCTCAGATAGTATTTGTCTATATTTTGAATCTACTTCCTTT -ATTTTTCTTTGAAGTCATAAGAGCAAATCTATCTTCGTTTCTATATGGTTTTGCAACTTATTCAAATACC -GGTTTTTACCGCAAATTACCTATGACGATGCTCCTTAGCAACAGCATAGAACTTTCGCCTCAGATGGTGG -TAGGTTATATAGTTTTATCAGTGCTACTTCTGGCGGGAGGTCTTGTTGCGTTCAAACTCAGACGACCTGA -AACAGCCGGTGATATTATAACCTTCAAGCCCATACGTCCTGTATTTATATACGGAGTAACAGTATGTGCG -ACTTTAGTTGGCGGATCATATTTTCTAAATATAAGCAGATCCTCCCTTCCCTTTGCCATATTCGGATATT -TTCTTAGTGCATTAATAGGCTATGTAGTGGTTCAAATGATAACAAACAAAACCTTTAAGGTACTCAATAC -CTACAAGGGTTATCTGGGGTATGCACTGGTATTAATAATTATTCTGCTGGGTATCAAGTTTGATATTTTC -GGATATGTAAACAAAGTTCCTGCTGCTGATGAGGTTGCAAACGTTTACATGGGATACAACATCTACTGGT -GGGAAAACAGAGATAGTGAAAATTATATAGGTCCTTCACATGATAATACTACCCTTTATAAAGAAACTGC -AAATATCAAGAGTATTACCGAACTTCATAAAATGATTCTTGAAAACAGGAGTAAGGAAGGTTCCTCAACT -TACATTGCCTATACTCTTAAAAACGGTAAAAAAGTCGTTAGGTACTATACTCTGGATACTAACCTGTATG -CTTCTGCACTAGGTCCCATATATGAAAGCAAGGAATACAAAAACGGAAGGTTTCCGGTACTACATCAGGA -AGCGGATGATATAAAGTATATACAAGTACGCGATTATGTAAATAATAAGCAACCTATTGTCATTTCTGAT -AAGGAAAAGCTTAAAAGCTTTATTACTGAAATCCGGAAGGATATTAACAGTTTTAACTATGAACAGCTTT -CGAATCAAGCTGATGATAAGCTATGGATTGAAATTAGCGACAACAATGACAGAATTATTTCTTATGGAGT -AAATTCAAACTATATGAACACATTGAAATGGTTTAGTGATAACGATAAATAAAAAACCTATCGGGGCAGT -AAAGGCGATTTTGCCATTACTGCCCGAACTCTTTTTACAGCCAACTCTTTCTAATTCTCTTTTACGGGAG -CTTTTCTTATCAACAAATACGACAGGGCAGACAGGGCGACTGTCAGCACAAGGAAGGTAACTACTGCATT -CATTGGTCTATACTCTCCGTTTACTCCAAACAAGGTACGTATTGTACTTTCCACACGGTTAATAGTTTCA -ATTGATGACCATTTGAAAGCGAAGTAAGGTAAAATCACAAAAAAGAAAGCGGGGACACCTATTGATATAA -TAATTTTTAATGTTTTAGCCATCCTGTAATATGCTAGGGTTATAAAATATCCAAGAGTTATTGCAAACAT -GGACACTGTTATGCTCCACGAAATGGATATAGTGGAATTTACAGGACTCTGTGTTACCTGTTTATAAATC -ATATCAAACATATTATTGTAATTAATTACTCTGGTAAAAAGAGCTTCAAATATTCTATTAATAACCGCTA -TACCCGCAGCTACAGAAATTGCTGCCAGAAAAAAGCCCCTAAACTGGGTCCGCCTTGGTATACCATTGGA -CAATAAAAACAGATAATTTGTTTTAAAGGAATTCAAGCCAAGAACAAACAAAAATATTGAGGATGCCATT -TCCATTCCGTTAAACGAGGTATTACCATCGGATGCTGAAACAGAAAAAAAGATTGTTATAAATAATATGA -CTAAATAAAAAATCAAGATCGAATTCTTCATTTCTGATAACATGTATTTTGAAACTTTTTTTAATTTCAT -TTTTATCCCCTCCATTATCTATTAGTCAAATGAATAAATAGTTTCTGTAAATCGGGTTTGGTAACTTCAA -GTCCGTCGGGAATACCGGCTTTAATCAAACTCCCCAGAACATATGCACATTTGAGGCCCCCTATTGTATC -GGCTCCAAGTACGTTTTTATCATTTGTAAAGCTATCAACCGCCGATACGCTTCCTGTTATGGCATAACCC -TGTGACAGAACATTCTCTACCGGCTCCTTCACTATTAACTTCCCTGACTTTATTATAATAACGTCCTCTA -TTATGTCTGCCGCTTCTTCTATCAGGTGCGTTGAAATTACAATAGTTTTGGGCTTTTCACTGTAATTTAT -TAATAATTCCTTGTAAAACAAATCGCGGTGGTTTGCATCAAGTCCCAGAACAGGCTCATCCAGCAGAACA -AAAGGCACATTACATGCTAAAGCTAGAATCATTTTGAAAATGGATGTATATCCTGTAGATAAGCTTTTTA -TCTTTTGTTTTATATTTAGAGAAAACTTCTCGCACAAGTCAGCGGCATATTCACTGTCAAAATCGGGGTA -AAACTCACTGCTCCACTTAAAAGCTTGTTTTACCGTCATATTCTCAGGATAGTAGTTATTTTCAGTCATA -AAATATATCTTTGACAGAACCCTCTCATTCTCTATAACATTTTCGCCGTCTACAAGGATTTCGCCATCCG -TAGGAAAAATTCTGTTTGTAATAAGGTTCAGCAGCGTGGTTTTCCCAGCCCCGTTACGTCCTAAAAGTCC -ATATATTTTGTTTTCTTCCAGCTTCAGGCTGATATTATCCAGGGCTGTCATGTCACCGAATTTTTTCGTT -ATACTCCTGATTTCCATTTGACTCATATTTCAAACCCTCTTTCCAACATTTTTAATATTTCCTCTTTAGA -AATTGAAAGTTTTTTTGCCTCTGTAACAAGAGATTTTATATAGCTTTCAAAAAAATCAATCTTTCTCTGC -TCAAGTATTTTTTCTTTTGCTCCTTTTGCAACAAACATGCCAAGCCCCCTTTTTTTATATACAATTCCGT -TATCCACTAAAATATTTATTCCCTTTAATGCAGTTGCCGGGTTTATCTTATAGTTTACCGATATTTCAGT -TGTTGACGGTATCTGCGTTTCCTCTTCGTATGCTCCCGCTATTATAGCGTCCTCCAGTTCCTCGGAAAGT -TGAAGATATATTGGTTTGTCATTACTAAAATCCAGGTTCAAGCCACCACCTCCTTTTTGGTTACTTGGTT -ATTTGGTTAATTACTTGTATAACTAACTATAATACCAATTAGCCTTTTTGTCAAGATATTTTATAAACTT -AATTTAAATAGCATACTTTTAAAAAGTTGATACCGTATAATTTTACATATCGAAAGAATACTATACATAA -TTACAAAATACATACTGATTGTCAGCGTATACGGAGGAAACATGCCTAATCTTGTTACTCATTACCTTTG -CGGTTTAGAGGCTATTAAACTTATTGATAATAAAGAGTGCAAAGAACTGATTCAACGGAATATAAATGTC -TTTAATCTTGGAGTCCAGGGTCCCGATATCCTTTTTTATTACGGCATATGGCCGTGGTCTCCAAAAACTC -AATATGGTCCTATTGGACAAGAATTTCACATATCAAGGGTAAATCTTGTTTTCAGAAAAATAATTGACTA -CATTTCAGCACAGAAGGGATACATCAAAGATACACTTACTGTTTATTTCATGGGTTTTTTATGCCACAAC -TGTCTGGACAGTATGACTCATCCATACATTTTTTACCAATCAGGTTTCAAGACGGCTGATGATCCTCGCA -CGAACCTGTATATTTACTACCACAGACGATTTGAGACTTCCATTGATGTATTGATGTGTCAGAGGCTTTT -GAATAAAAAAGTTCACGAAATACGGATTGACAGGCTCATCAGTGTAACCTCCAAAGAACGTAAAATAATT -GGCGAGATGTATGAAAGTGTTATAGATTCGGTATTCAATTATAAAATCCCCGGAAAATATATATCAAAAG -CAATAAAGGATATGATTACCGTAGAAAAAATACTAAGGGACCCCCACGGTGTAAAAAGAAGATTTGTAGC -TTTTTTTGACCATATTATTTACGGTTACCCTCTTTTTTCCAGCCTTATATTCCCATTAAAACTGAAGGAT -GGCCTAGATTACCTGAATCTCGCCCGCAAAGAATGGGCATTGCCATATGATAAAAACCATAAAAGTACAC -TTTCATTTTTAGATATGTTTAAAGAAGCCTGCGATAAGACACAACGTTATTGTCAGGTACTGTACTCAAC -TATAACTGGAGACAAGTCCTACATTCCCTATGCCTTGAAGCTTTTCGGGAACATTTCCTATACTACAGGA -ACTGACTGCGATTTGTCTGTCAAATTCAAACACCATGATATTATTTTTAAATAACACGGTTTTTCATCAG -CCTCAAAATCATGTCCATGGTATCGGCAAGGTCCTTTTTGCTTCTTGCTTTTGCCTTTTCAAAGGGTAAA -GCAACCCTATTAATACTAACAATAGCCGTCACTCCCATATCATAAACTGCTTCTGCTCCGTCGCCCACAT -CGCCGACTATTGCAACAACAGGAACATCCTTTTTAGCGGCTCTGGCAGCAACACCTATTACAACCTTTCC -TCTCAAGCTTTGTCCGTCAATTTTTCCTTCTCCGGTGAAAATTATATCCGCATCTTTTACTTTGTCATCA -AAGCCTATAAGATCAAGAATAGTTTCAATTCCGGGTTTGAGACTTCCATTAAGAAAAGCCACTATTCCGG -CTCCCATTGCACCTGCTGCACCACTTCCCGGAATTTCCGAAACATCAACCCCCAGTTGACTTTTTATTGT -ATCGGCTAGTTCCATAAGATTTTTGTCAAGTAGTAAAACCATTTCCCCGTCGGCCCCTTTTTGGGGTGCA -TACACATATGCTGCCCCTGTTTTACCGTACATGGGATTGTCAATATCGCACATAGCCGTTATTTTACAAT -CCTTGAGGAACCGGTCTGCTAAAATAGTGTCAATATGAGCTATTTCTCCAAGTGTAGCACCTGTCGGAAT -AAACTCTTCCCCCTCCTTGTTCTTAAACCTCACGCCTAAGGCACTTGCCATTCCTGTACCTGCATCGTTT -GTACAACTTCCCCCGAGACCTATGATTATTTCACGACAGCCATTTTCTACAGCATGGCGTATCATAGTAC -CGACTCCGAAGGTAGTTGTACTCGCAGGATTTAGTCTGCCTTCTGCTAGCGTAAGGCCTGCAAACATAGC -CGTTTCCAAAACAGCTGTATCTCCTGTTCTCGCATAGTAACCTATCAGCTTCTCATTATACGGCCCTGTT -GCTTCAATACAAACTTTTTCTGCTCCAAGCAACTGTATGAAACAATCAGAGGTACCTTCTCCTCCGTCAG -CTATAGGTATTTCAACGACTTCACTGTGCGGATAGAATTCTTTAATCTTTGTTTTTATTATGCCGCAAAT -TTCAATAGAACTCATACTCCCTTTAAATGAGTCAGGAGAAATTATAAACTTTTTCATTTTTGATTCACCT -TTCATTCGTATGTATAAAAAGAACACATAATTCCTTTATGAAATCTGTGTTCTTTTATGTTTATAAATAG -CTTGTAAATTTTTATTATTTTATATTGAAAGTACGTTGCTTAGTTCAAGAAGATCATTGTCAATATCTTT -CTTCATTGCTAAAGCTTCATCTATATCTAAATCAATAACTTTTGAATCCTTGACGGATATGATTCTGTTA -TAAACACCGTCTTTTAGCAATTTTACAGCCTTTGCCCCCATAACACTGGCCATAACTCTGTCCTGAATAG -TCGGGCTTCCTCCTCTTTGAATATATCCCAAAACGGTTCCCCTTGTTTCTATACCCGTAAGGTCCTCTAT -CTTCTTGGAAAGCTCCAATGCCCCTCCTATTTTCTCAGCGACGCCTTCGGCCAGTATGATTATATAGTTT -TTCTTTCCGTTATTTCTCCCCTGTATTATTTTCCTGATAATATCCTTATCAAAATCAAACTCTCTTTCTG -GAAGCAGAATTACTTCCGCACCTCCTGCAATACCTACATTCAGGGCAATGTGTCCTGCACGGCGTCCCAT -AACTTCCAGCACACTGCATCGTTCATGTGAGTATGCTGTATCTCTGATTTTATCAAGTGCATCCTGAACG -GTATTCATTGCTGTATCATAACCTATTGTATATTCTGAACTTGCTATGTCATTATCAATTGTTCCCGGCA -GGCCCATAACCTTCATACCAAATTTGCTGAAATCCCTGGCTCCTCTATATGAACCGTCTCCTCCGATTGT -AACAATTGCATCTATACCAAAGGCTTTTGAAATAGACATTGCTTTCTGCATGCCTTCATCAGTTGTAAAT -GCCTTACATCTGGCAGTCTGAAGTATCGTTCCTCCACGATGAATTATATCTGATACATCTCTGGCACTCA -TATCAAATATATCTCCGGTAACTAAACCGTTATAACCCTTTCTTATGCCCAGCATTTTTAAACCATAATA -TATGCCTGTTCTCACAACGGCACGTATTGCAGCATTCATTCCCGGTGCGTCTCCTCCGCTGGTAAGTACT -CCTATTGTTTTGATGTCGCTCATTTCAAACCCTCCCCGTAAAAAGTAAATCTGATGTCATATATATACTC -AAATTTTTAATTAAGCTGAACCCAATTGAATTTATTATAAACCATTAAACCATTAGAAACAATATAAATT -GGCTACTTTGTTCTTTTATCAATACAATTACCAATTGCCTCCCCGGCTAGTACTTTAGTTTCAAAACCCT -CTTTGGTCTGCATTATTATATCATCATCTATTTTTACCATATTCTTTTTAAAAATTAGTAGAATGGTTGA -ACCCCCGAATTTAAAAAATCCTTTTTCTGCACCTTTTGAAATTCGTTCTCCGGGAATATAAGTCTGAATT -ATTGAGCCTACCGAGGTTGCTCCCACCTCTATAAATAGAACATCACCAAAATTGTCAGTTTTAAATATAC -TGTATTCCCTTTTGTTCCTGCAAAAAAGTTCAGGTATTTTACTTAGTGCAACAGGATTTACAGAATAGTA -CTCACCCTTAATTTTGCGGGTTTCCATACATTTACCGCTGTCAAAAAAATGGAACCTATGATAGTCTACA -GGACAAAGCCTAAGTATAAGGTAAGTTCCTCCACTGTATTCCCGAGCCAGTTTTTCGTCTTGAAGGAGTT -CGCTTAAGCTGTAGGTCATTCCTTTTATCTGGAGGAGTTTTTCCGTATCTATATTTTCCCAAGCCTGAAG -CCTTCCATCCCCGGGCGACAGAAGCTTTTCTTCAGAAGTATCAAATACTCTTGCAGACGGTTTTAATTTT -CTCGCAAAAAACTCATTAAAACTTTTAAACTCCTCTACCTTGCTTTCACATTCATTAGTATCTATTGAAA -ATTTTTCTGCAAAACCTTTTATAGTTTTCCGGCTTATTTTACTGTCGCAAAAAAATCCTGTTAAGGAAGA -ATATATCTTACGCTTTACCAGCAGTTTCAGCCCAAGTCTTCCCCTCCCGGTGGTATACAGGGTATTAAGA -AGCCGGCCCCCTGCTACCTGCTCGATATCATATTGTTTTGTTTTTCTATTATAAATTTGAATCATTGTAT -TCTCTTTTCTATAAATATTTTAGCACTTAATCTGAATTTTATAATATATAGAAAATTAATGCAATTTAAA -AACTCCCTCTTAGCATTTATTATTTATGCCAAAAAGGAGTTATTTTAGTTACTTATATTTTTATAACGAT -TTACTTGTATGGATCTATTGTTTGAATAGTCCCATCCTCGTTATATTTCAGTTCGGTAAATTTTACACAT -CTCTTATTATCACGACCGCCTGATAATGAGCTGTCATGGTAAAACAGGTACCACTTACCCTTGAATTGAA -CAATTGAATGGTGGGTAGTCCAGCCTACTACCGGGGTAAGTATCTTACCTTTGAATACAAAAGGTCCTTT -CGGATCTTTACCAACTGCGTATACAATGCTGTGAGTTGTACCTGTCGAGTAGGAAAGGTAGTAATTCCCA -TTATACTTGTGCATCCATGGGCCTTCAAAGTATCTTCTGTCTTCATCGCCGGCTAGGATTGGATTCCCCT -CTTCATCAACAATGGAAATCTCTGTTGGTGCCTCTTTGAATGTAAGCATATCATCACTCAATTCAGCTAC -TCTTGGACCTATGGCAGGTTCTGTTGCAGCGGGACCTTCTCCGTCAGGATTAAAGCTTCCTGTCTGCCAT -TTCTCAAGCTGGCCTCCCCATAAACCGCCGAAATAGATGTATGCTCTATTATCATCATCCACCAAAACAG -CAGGGTCTATGCTGAAACTGCCGGGAATTGGCTCTTTTTGAGCTGTAAAAGGACCTGTCGGGGATGAACT -TGTAGCTACCCCGATTCTGAATATATCATCTTTGTCTCTTGCGGGAAAGTACAAATAGTAGGTATTATTT -TTGTAAGCAGCATCCGGTGCCCACATTTGTTTAGATACCCATGGAATGTCTTTCATATGAAGGGCCTCAC -CATTGTCAACGCAGGGCGAATTTAAATCATCCATGGACAATACGTGGTAGTCCTCCATCATGTACTGGTC -TCCGTTATCGTTTGATTCTATATCCTCGTCAAGATCATGTGATGGATATACATATATTTTTGCGTCAAAT -ACGTGAGCAGACGGGTCTGCTGTATAAATGTGAGTTACTAAAGGCTCTTTTTGTTTTACAATTTTCTCCA -TATGACTTTCTCCTTAATTAACAAAATAGTTATAATAAAGTTAACAGTTACCATTATATCAATATTTTAT -TAACATTCAATCTTAAAAATACATTATAGTACCCATTTTATTAGTTATATTTTTTTGCCTTTCCTACCTG -TACTGCCTTTCTTTGTGAATCTTCCTATGATCCAAAGTATAATCGTGGTATATTTGACCATAAATTATTA -TGTATAGTATACTTGTACGGTATAAGAGCCATCACTTTCAGGCCTTGTACATGGAGGTGTTCATTTTTGA -TAAGTAAAACATTATTTCAGTGTCCAAACTGTTCAAAACAATTAAAACAAGGGCAAAAACAGTACTTTTG -TCCAAACGGACACTGTTTTGATATCGCAAAACAAGGTTATGTGAATCTTTTGCTTTCCAGCCATATCGGA -ACCGGCAAACCCGGGGACAGTAAGGAAATGATTAAAAGCCGCAGAGAATTTCTTGATAAGGGTTATTACC -AAGAGTTTTCAGACGCCCTTAATAATATGGTTATTGAAACGCTAACCGCTGAACAGTCTGATAATTTCAG -TATATTCGACGCCGGGTGCGGTGAAGGCTACTATGTCAGCAGATTAAAGAAACAAATTTCGAAATTAGTC -AACAAGAAGTATTTGGATATTTATGGAATAGATGTGTCAAAATCTGCAATACAATATGCTGCGGGGCGTG -ATAAAGATATCCGGTTTGCTGTTGCCAGCAGTTACCACGTACCCCTTTTAACAAGCTCCGTTGATTGTAT -TTTATGCATTTTTGCACCTAGAGATGAACAGGAATTTAAACGCATCTTGAAACCATCCGGGAAGCTTATC -GTTGCAGCACCGGGCGCCAATCACCTTTACAGCCTAAAAGAGTTTTTATATGACAGCCCGGATATTATAG -GCCAAAAGGGAACGGTGGGAGAAGGATTCACTCTAGCAGAACATAAAAACGTGTCCTACTCTATTTCTGT -TGAAAATACAGAGGATATGTATAATTTGTTTAAAATGACTCCGTACAGTCGCCATGCTGATGCTAAAGCA -GAAAATAAGCTTAAATCATCTGGATTTTTCAAAACAGAAGTTGACATTAACATACGGATGTACCAAAAAA -TTTAAACTGTTATTTGACAAAAATGCAAAATATTTTACAGCTATTGCTACTACAAGGAATGCTTATTGGA -ATCGGCTTTCTTAGATACAATATTGATTTTTATCGACTTGAATAAAATCGCCGCCATCAAGGAGATCAAA -AATACCATGACAGGAGCACAATATAAGAGAAACTCAGGCATATTTTTCCAGATGCATACCATCGGAAAAT -CAGAGCCACAATCGACATATGGAAAATATAGATAAAAAGCGAATACTCCCGTCCTATTTTTTCAATAATT -GTGTTTTTACCGATATATGGGTGTTGGAGTAAGAATAGTACTATTGCTATTACTAGCAGTTCCGCACTTA -TAAATGGAGGTGCCACAGAATTATATATAGTAAATTCAATATAATTAGTAATTATCAATACAGTTATTAT -AATTGGAATAAGCAGCTTATTGAGCCGTGTAAGAAACACAGCTTGGTATCTTCTTATTATACATCCGAAC -ATAAAATAAGGTACCGATACCATAATGCAATTACGCCAGACAATCATATCGCCTCCTGCCCGTAGAGGCA -AGATATAGCATAGTAATAGCAAGGGTGCTGCGAACATAATATAATTTACTAATTTCAGTCTGCACAGTAA -CAGTATAATAATAAGCGCATAAAGGAGTGACCCCAAATACCACAGATGGTCCGCAAAAGGAGATTGATTA -TAAATTGCAAAGTCTAACCATTTTTCAGAAGTAAAAAGTTGTTTTATATCATATATAGGATTACTACTGA -AAATAAGCTGCAATACAATATCAACCAGTAAATACAGGATATTAGCCAAAACCGTCAGTAGAGCTATTTT -TCTGATTTGTTTTTTTAACCGCTTTGAAAATTCTTCTCTGTCTGTTCTATAGCAAAAGTATCCGCAAACT -ACTAAGAAAAAAGGAACAGCAATTTTACCATAAGCTATGACAATACTTCCTATTTCTCCATAAAATGGTA -TATGTATACAAACAACCAGAAATGCTGCTACTGCTCTCATGTAATCAATTGAATGTATCTTTTCCACTAA -TCTCTCCTCCTTTAGCTGTCTTACCAGGTAGTTTGCCCTTAGGGGTTATTAAGCCTATTAAAGTCCTGTT -GATTATATGAAGAAGGAATGCCGCTGCAACAGATGATATAACTACCATTGTTACATATAAAAGGTTATTG -GAGATATTTATTATTTCAGATTTATACAACAACAGAAAAAGATAGTGTATCAGGTACAGTTCCAAAGAAA -TCTTTGAAAGGAACCTGAGTATCATATTACTAAATGTAATCTTCATAGAAAGTATGAAAATAGACGATAC -AAAGAGAATCACCGCCGGAAGCTGAGTGGAAAAGCATATCAAGCTTTCTGGATACCCGGAAGCAATTGCA -GTTTGTGCGTAATAGGAGAATTTGTCAAGTGTATAAACTGAAACTTTAAACATTACAATCAATGCTGCAA -TGACTGAAGGTAATAACAAAACATAATATTTTTTGACCTTTACTATTAGACCTTTTTCAATCCTTGCAAT -TATCATTCCCACATAAAAAAGAAAACAGGTATTGTACCACCATTCACCCTGCAGCCACCAAGGTCCATGT -CTAAGGATAAGGCTGAGTATAGTGTAAAAGATTATAAATATTGCCATGGATACAAAAGCTATTTTTTCAT -TCTTTAAATAATTGAATATAAAATAAAATGCTAAATAAAAAATTACCATTGTCACTATGAACCACGCTTG -AGGGTTAATTAGCTGTATCCCTGTAAGGTTTAAAAATACTTGCAATAGGGAGGGTTTAGGATTTAGTGCT -AAAAATACTGCCATGTATATTAGCGTTGTAACATAAAACGGAACTAGGACAGACGGAAGCCTTCTACCCA -CAAAGCCTTTTAAATAACTATATTTTGTCTTATAGCTTTTTATTAACCCATAACCTGAACAGAAAAAGAA -TATACCTACGAATAAAACTCCATAATCGGCAAAGGGAGACAAAGCTTGAGAATCAGTTATGATTTGAGAA -ATGTGATGAATAATTATCAGAACCGCACAGAATCCTTGAATTATCTTGGTATTACTGAGGGATAAAAAAC -CGTCGTCCCATCCCCTTATACGGACTTTTGCTCCGAAAAGGAGAATCACTGCAAGTATTACATAAATACT -TATCATAGCTTCACCTGTCTTATTATTTTTATAAGAACATTTTATTTCTACATTTTTACATTTACAATAG -ATTAAATTGTTGTTTTGGTAAAAATACTATTGTAATAAATTGTAGTTATTTTAGAATACTTGCTCAGAAT -AAATAAAAAAATACAACCCCCAAAATAAGCTACTTAAGCTTAATAGTGGGAATTGTATTTTTGTTATATC -TTGTTTAGATAGTTGTCCAACCACCGTCAACAGTCAGCAACTGTCCGGTTGTGTAACTGGATGCATCCGA -AGCAAAATACACAATAGCTCCGTCTAATTCACCATCTCTTCCTGCTCTGCCCATCGGACAGCTTGCTTTG -ATAAGATTATGAAAATCTTCATTTGCAAGAATGTCATCTGTCATCTCGCTTGGGAAATATGCGGGGCCGA -TTGCATTAACTGTAATACCGTGTTTTGCCCACTCATTAGCCAACGACTTTGTTAACATCTCTACTGCACC -TTTTGTAGTACAGTATGCAGTAATAGGCAGTCCCGGCATTGCAACAGTACTGTGGATGGAACCAATGTTT -ATAATTCTTCCATATTTCTTTTCAAGCATAATCTTTCCAACTTCACGGGCAAAATAGTAAACTCCATTTA -TATTGACACTCATCATAGTCTGCCATAATTCATCAGACTGTTCTTCTGCTGGCCCTGTTAATCCAATACC -TGCATTGTTTACTAATATATCAATAGTCCCGAAATGTTCTTTAATCTCTTTAACTGCATTTGTAATATCA -GCACTGTCCGATACGTCACATCTTACTGACAAACAACGTACGCCTAGTTCCTCGATATTTTTCTTTACTG -CTTCCAATTTTTCAACTCTTCTTGCAACAATAGCAATGTCTGCGCCTTGCTTCGCAAGAGCCATTGCAAA -CTGAACTCCTAAACCTGAAGATGCTCCGGTAACAACTGCTATTTTCCCTGTTAAATCGAATAATCCTGCC -ATAGTTTATCTCCCCTTCTGCTAATAGTTTTTAATAAGGTTTAATATATAGCTTATAATTAGATTGTACT -ATTTGTTTATTTTTTGTCAATCTTATGTTGGTTTATGTGGCGGGATTTTACACATGTATTTTCAATTTAT -TCCCTTTGGTAGTATGTGTTGGAATACTGGATTATATACCTTTAACGTTTAAAAAAGTTAGAAGGCTTTT -CTACCAAGGGATATAAGCTTTTTATCTTCTTGTTAATAATGACAATATATAAACTCGTATAAGAAGATAA -GGCATTAACCATGTGGAAAAATAATTGCCGTATCTATAATAAGGGATTCTCCCATAAAGCTCATTATTTT -TTATTCGGACTCAATATGATCATCATACTTCTTCCTTCAAGCTTAGGTTGTCTTTCTGCGACTCCAACTT -CGCTAACCGCATTGGCAAATTTTTCGAGTACTTCTTTTCCATCCGATGTATATTTCATTTCCCTGCCTCG -GAATCTTATACTGACCTTGACTTTATCCCCATCTTTTAGAAACTTATAGGCATTTTTAACCTTGACATCA -AAATCATGTTCTTCAATCTTGGCAGACAACCTTACTTCTTTGATTGAAACAACTTTCTGATTTTTCTTCG -CTTCCTTTTCTTTTTTAGCCTGTTCAAATAAGTATTTGCCGTAATCCATAATTTTACATACTGGTGGTGC -ACCATTTGGCACAATCTTTACAAGATCAAGATTTTTTGTTATAGCCATCTTTTGTGCTTCCTTTGATGAC -ATAACTCCTAACATGGCACCATCCGCATCAATTAGACGGACCTCTGGATCCCTTATTTCTTCATTAATTG -GTACTTGGTTTTTCCTAATAAAAAACACCTCCATAGATATTTTTACACTCTTACAATTTTTTATAAACCC -TTTTTATGCCACTCAATGCACTTCACCCTCACTATAAATAAAAGAGTTACCATACATCCTTTTTTGTAGC -TATTTTATTATAGCATTAATCTGCTGTTTATGCTTGAAGAATATACGATAATCTGTTTCAGGGAAACGTG -CGTATAATTGTGATGATTAGAACTATATAAAATAAAGCATAACAAGGTACTGCATATTACTATACAATAC -CTTGTCAGTTTGTTCAAATATAAGTATAAATTTATATTATAATGAATCCAAGAAACTAGACGACAAAATC -CAAAAAATTAGTTAGAATAAAGCTATGAAAAAGAGAAGAACTTTTACCCCTGAACAGAAAACCAAAATAG -TCCTCGAAGTCTTAAAAGAGGCACAAACATTGACAGAGATCGCTGCTAAGTACGAAATCCAACCAAATCA -GCTTACGCGTTGGAAATCTGAGTTCATAAAGAATGCCAACCGTGCTTTCAGTGATGATGCTGATGAAACC -GAACAATTGAAGCAGGTACATGAAGCTCAGATTGACGAGCTTCACAGGCAAATAGGTCAGTTAACCGTAG -AGCGTAACTGGCTCAAAAAAAAATCTGAACAATTCGGCCTGCCGACAGAGCCGCCAAAGCATGGTGGATA -AAAAACATAAAAAGCTGACCATTACTCGACAGTGCCAGTTGCTAGGGCTTAATCGGAGTACGCTTTACTA -TCAGCCGCACGAACCTGATCGCAGCGAAGAATACCGTATTAAATGGCTTATTGATGAAATCTATACGAGA -GACTCTTCACTTGGGTATCGGCGTATGACGCATATCCTTCATAGGGATCATGGCATAAACATCAACAAGA -AGCGTACCCGCCGTTATATGAGGGAAATGAACATTTATGGAATCTGCCCAGGACCCAACCTAAGTAAACG -GGGCCGATTGAAGTATGTCCATCCATATCTTCTCAGAGGGCTTACAATTGATAGGCCTAATCAGGTATGG -TCAGTGGATATTACCTATTGTCGGATGCCCAAAGGTCATATGTATTTAGCAGCTATCATCGATTGGCATT -CCAAATATATCGTCGGTTATGAATTATCCAATACCATGGATAAAAGTCTTGTCCTCAATCTGGTGAAAAG -GACTATCACAGCACATGGGAAACCCGAAATTATTAACAGTGATCAAGGATCCCAGTTTACCTGTGAAGAT -TATATAAATCTTTTGAAAGAGAACAACATAAAAGTATCAATGGATGGAAAAGGTCAAGCCCTTGATAATA -TCTGTATTGAACGCTTCTGGCGCAGTCTGAAATGGGAGAAGCTATATCTTGAGGAATATTCCACGCCTAA -GCAATTACGTAACATTATTCAGGAGTATATAGCTTATTACAACATTTACCGTCCACATCAGACCTTAGAG -TATAGGACACCAGGAGAAGTTTATTATAGAACCCTAGCAGAAAAAACTGCCTAAGCTTAGGCAGATATCT -ATTCTCGCTGTAAGGCAGGAGCCTTTATAAAGCTACCAAGAATAGACGTTGGTATCCAAACTTGTCAATT -AAACAACATTTTTAAGACCTTGACAAGCTCTAACAAACACTATACACCCATCGAAAGGAGACCTAACTAA -AATTTAAAAATGTTTGTCTTGACATTGGGGGGCATTATATATTGTTAGTAACAACTTCTTTAATTGAGCA -AAATCTATAGCATTAACCTCGTTATCTCCGTTTATATCTGCCGCTTTCAGAGCATCTCCCGTAAAAGTCT -CCTCATTAAGTATACCCTTTTTAAGCATAGCCAAATCTATGGCATTAATATCGCCATCACCATTGATATC -ACCAGTTTTAATGGAGTTTTCACCTGACAAATTACTGTTGGCGAATGCAGCAACGAAAGTCAGAATAGAA -TTCCAACCAGTTGTATGCTCGTTTGTACTCCATTCATCAGCACTATCTAGGTAGCATTTTGAAGGAAACA -ATGAGAGTCCTACACCTTGATATCTGTTAATCCCACCTGGCATAAATCCTTTAGGTATTCCTGATTTTCC -GTCATTATTAAAAGTACTGAATATAGTTTTAATACAATCGTCACCGTACCCGGATACAAAACTCTTTCTC -ATAGCATTTGCACCTAGAAGCCAGTTAAATGAAGAAAAAGTCATTTTGTTGATTTCATCGTTACTTATTC -CAAGAACTTTGGAACCTATAAGAGCTTCCATACACATACCGAGTATTTGAGAGTTACTGCCCCAATAGTA -ATTACCGTTTGCAATTGTGTTGCCCCAGGTATTGTTCTTATATCTGTCAATTTTGTTATTTAACCAAATA -GTAAACTCATCCTTAAACCATTTTTCCGCATCACCGTTTCGGTTATTAGCCTTCATGTAAGAGAAAAATG -CAAAATTCCAGCTGCCTACCCAATCTCCGCTTACATTTTCATAAGAATTTTTACCCTTTGAATAATTTTC -TAAGAAATAATCATTATACTTTGCTTCGCCGGTAACCCTGTATAAGGTTGCTGCAGCCAAAAATCTGCTT -TGAGAGTCGTCTGCTGTACTATAAGGCCCATCAGGGGATTTGATATTGCTTGGATTCTTTTCAAGATACG -ACCATGCACTTTTAGCAGCATTTAAACATTTAAGTGCAAATGCCGGATCATACTTTTCATAAACAATGGA -AGCATGGGCTAAAGCTGCGGCGGCACATGCAGTATCCTCTGTTGACCTAATATTTGCGACATCTCCTTCT -TTATCCTTTATAATTCTTTTTGTTATATTACCATCATCATCAGACTGAACCCTGGCATAAAAGCCGCCGC -TAGAAGTATCTTGCATTTTAAGAATCCAGTCAAGCTGCCATTTTGTCTCATCAAGTATATCAGGGATACC -GTTGCCGCTTTCAGGAATAGTAAACTGATTATCGGTATATACTTCCGGGAACATTTCATAAGACCAGAGT -ATATTTATCGCTGCCATTGCCCCAGTACTTACATACTTCCCTAGATCTCCGGCATCAAACCACCCCTGAG -ATACATCTCTTGTAGCTGAAGGATTTGAGTCATATATAGCTGCCGTATCCTGTGGTGTTCTATCTTTCCT -GGGGTAATCAGGACAGTATTCTTCCGTTAGGTCTGTTCCTGAACGCTGAAAATAAAAATATCTTGCAACA -TCAGTCAATAAAGGTTTAAAAATATCATTTCCTATCTTGAACCTGGGGGATTTTTCAATACCGTCTTCGT -TAACCGTTATATAATATTCACCCGGCTGCTTCAGATCTGAAAATACAGCTTTAAAAACCCTCTCTCCGGA -TTCGGCATCATAGTCCTTAACAAGAACCAATTCATCGCTGTAAACAACCTGATCGTCAGAAACCCTTTTT -ACTTGAAATTGAGTTCCTGCTTCAGCTTTTAGTTCGTCCTCAAATCCTGAAACATAGGCATATTTCTCAG -AAGATTCACCAAATCCTACCTGATTCACTTTAATAGCCGGATATGCTCTTTCCTTATCTGGAGAAGTTAT -TTTGAGCTGATTTATCCAGACGCAAAATGGATTCAGATCTACTTTATCCAGAACAATTGCTTTTGCGTTA -TATGGATCCATGCCAAGTGACGGGTCCAAAATATCTTTTAAGGGGATTTTTACGTGCTGCCACTCAGTAG -TAACTGTACAATAATCCGTTATTGGCTTTGCTATTGTATGTTCTACGCCGGACGCACGCTCACTTACATG -ATCCACTGCTCCTATTACAAACTGCTCCCCGCCGACATTACCTTTTACATTAAACTCCAGATATCCATTG -GCAACATACTGTGATACATCATGGCAGGCCCATTCTGCCATTACAAGTACGACAGACATCCAATATGATG -TTAGTTCCTTTGAAAGATTAAACCTTAAAGACGGTAAATTTTCATATGTAACTTGAGTATCAACAGGCAA -ATTACCGTTTTCAGTTTCCAATTCACCTGCTCCGCTTCCAGACCATCCATTCACCTTGTCTTTGAATACA -TAAAAATCCTGCAGGTTTCTCCACCCTTCGGGAGCAGTTGCATTGATAACACTCATAGATGTAATTAATG -ACGTACATACTATTGCAACACTTAAAATCAGGGCTAATAGTTTTTTTCGTTTCATAATTTTCCTCCTAAC -TTATTGTCCTTGTCTAAAGGATTTTTTTACTTTATATATATATTTTATCATTCATTAGGAGGAAATTATG -AAAACATCTAATTTTAGTAAAAAAATCTAATATTGTAATAAAAAAATAGATTGAATATACAAGAGTTATG -TTTGAATTGCGAAAAATGGTTATCTGAATATTTTTATGTAGTTATATTGAGTAATAGATAGACCGATAAG -ACTGATTAAAATATACCCCTATTCACCAATACAAGTATATTTTCTGATGTTCCTACGGGCCAGCCCGAAA -ATTCTATTTTGTCTCCCTCTTCAAATTGGTTTAAAATACCGAAATTTCTATATGTGTATAGCTTAACTTT -CTCATCTTCTATTCCAAGATATACTTCAGCAAACTTTTCACCGTCGAACATTTTATCTATTGACTCTTCT -TTCACATTTTTAGAAATTTTAAGTATCCTGCCAGTAAAATTGATTTTTTCACCATAATATTTGTCCATAT -TTTTCAAAATATCTTTTACCTTGGGCTTTAGAACGGTATACCTTGGAAGTTCCGGATCCTTAAAATTATT -CAATACACTAACTAATCTTTCTATATTACCATTTTTAAGGATATCATTTTCAGATACATTCCATTTTTCA -CTTCTAAGAAGCTTGAGCTGTTTCTTGAACTTTTCTTCAGTTATTTTCATTGATTCATCTTCTGTAAAGG -GTTTAGCATTTTTTAATTTGTCTTCAAAAGACTTTTTATTGCTGCGATTTACACCCGTTTCATTTTTCTG -TTGCCTTCCATTAAACTGTGAATTTTCACTATCTTGGGAGCTACACCCTGAGAAAATAAATATTGAAATG -AGTATTAGAAATACAATTTTCACTTTACATAAAGTTCTTTGACTACACATTTATTATCCACATCCTCACT -TTTAATTCTATTCTACAAAACAGTTACATCTCATCTACCTACAAAAACGAATAAGTCCTTATCATTTGTT -TTTGATATCCCTGCAAAAATCCCCTGTACTTCGCCTATCCCATCAAGAACTCGGTTTTTATCATTGTTCA -TGTAAACAACTGCATTTCCTGAAGACAATTTAAAAAATAATTCAACCTTTTGTGTACCAAATATTTTAGT -TATTTGATCTTCCTTGCCCAAAACCTTATAAGATTCTAAATCACCCTCAACCAAAAAAGGAACTCCAATA -TACTTTAATGGGTTTGTCTTTAATTCTGCGAGACACCCTTCAAGCTTCACAGTCATACCTTCCCTGATTA -TTGCTTTTCTTAGAACTTCCGCTGTAAGCTTTATATTTCCGCTCTCTATAGGATCAACTATAGTTTTATT -CCATTTTGATGAAGTAATAATATTCATCTCAAACTTATTTCGTCTTTTATCATAACTACTTAATTCTCTA -TTTCCTGTTTGAACTTCTTCATCCTTTTGGGTTATTTCTGTGAGTTTTGTCTCAATAGATTGTTCATTTA -AAGCGGATGCGACAGCGAGTACAACGAAAAAGCTTATAACTAAAACTAAAAATGGAAGTTTATTTTTTCC -CATTATATCGGCTCTGATAAAAAATATTATAAATAGTAGTATCAAAAAGAAAGATAAAATACATACATAT -GTAGTCACTTTGTGCTCCTCCATTATCTAAGTTGAGTTATTTTGCCCTTATCCATTTCATATACATAATC -GCACAAGATATTTATATCTTCCGAATTATGACTGCAAATAAGGTAAGCGCTTAATCTTGGGGTGCATAGT -AGTTTATCCATCTGTATGAGATAATCCTTTCAAATTGTCTTTAGACTTTTTAAAGTTTTTCGACTTTGTC -TAAAAAGTCTGAAATCACCAAGGAGGCTATCCCCAAATGGATAAAATAACAGATACTAAAACTGAATTTA -GACTCAAGCAGTGGACTCAGATAGTCCAGACGTGCCAAGCCAGTGGAATGACGGCTGTCAGTTGGTGTAA -TCAGAACAATGTAAATATCAAATCATATTACTATTGGTTACGCAGAATCCGCACTCTGACTATCGAAAAT -GGACCTCTTGAGCTTCAAAGTAAAGGACAGCAGATTGTACCCGTATCTTTCCGGCAGACAGCAGCAGTTA -CAATTCATATTAATTCCGTTTCTATAGATATCCCTGATGGAACTTCCAAAGATACAATTGCGGCAGTTCT -GTCGGCATTGAAGACCATATGTTAGGCGATATTTCAAAAGCAGAAGACATTTACATTGTATGTGGTTACT -CTGATATGCGCAAGTCAATCGACGGATTCGCCGCCATCATAAAGGGAACTTTTGGTATGGATCCGTTTTC -ACCGAGCCTGTTTTTGTTCTGCGGTAAAAGAAGGGATCGGTTAAAAGCTCTCTATTGGGAAGGGGACGGT -TTTGTCCTGCTGTACAAGCGTCTGGAGAACGGGAGCTTCAAATGGCCTCGGACACCAGAGCAGGCAAGAC -GTCTTACAATGCAGGAATTTCGGTGGCTTATGGATGGCTTGGCTATTGATCAACCTAAGGCAATCCGGGA -AGCGAAACAGGGTGATATCTATTGATAAAAAGTGCTGAAAAGTGTGGGTTCTACTGTATTTTAGTTGGAA -TTTTCAGTCCAATAATGGTATAATTAACTTATGCAAAAGATTGATATTACAGGGCTTTCGCCCAATCAAA -TTGAATATGTTTCCTCTTTGGAAAAAACAGTAGAAAACCAGCAAGTTCGTATTGAACAACTTACTGAGCT -TCTTATTAAATCTCAAAAAGCTTTATATGGTCAATCCAGCGAAAAGCGGCGTTATGTTTTTGATGAAGAC -AGCGGTCAGCTTTCCTTATTCAATGAGGCAGAGGTCGAAGCTGGCAACAAGGCAGAAGAACCGACCGTGC -AGACAATTGTGGCAGCACATACCAGAAAACCCAAGCGAACCAAGGAAGAACTGGCAGAAACGGTACCAGT -GGTGGAAGTCGTTTGTGATCTGGATAAAGATAAACGCACCTGTAACATTTGCAACACTGATCTGAGATAT -CTCGGAAAGGAATATGTCCGGGACGAACTGGAGATTATCCCTGCCCAGGTACGCATATTGAGATATATTC -GTTTAAATTATGTATGCAAGGAATGTGAGAAGGAGACCTGCGAAGCCAATATTGTTAAAGCTCCTGTCCC -AAAACCTGTTATGAAGCGCAGCCTTGCTTCTGCCTCAACCGTAGCTTATGTAATGTATCAAAAATATGCA -AATGGAATGCCTTTATACCGACAGGAAAAAGACTGGGCGAACCAAGGAGTGAAACTCTCCAGAGCTACTC -TGGCCAATTGGATTATACGTCCAAGTCATGAATGGCTTGAACCAATGTATGATGCTATTAAGAAAAATCT -GGTGACCGAACCGTTGATACATGCGGACGAAACCGTCCTGCAGGTATTGAAAGAACCGGGACGGAGAGCA -ACCACCGAATCTCGAATGTGGGTCTACACTTCCGGTCAAAGTCTGACTCCGGCGGTTTTGTTTGAATACC -AGCCGACACGATCCGGTCAGCATGCCAGACGGTTTCTGGAAGGGTTTTCGGGTTATCTTCAAACAGATGG -CTATAGTGGTTACAATGCAGTACCTAATGTCATACATTGTGGATGTTGGGCTCATTTACAGCGTAAATTT -GAAGAAGCAATTCCTAATGGAGCAGATAACAAAAGCTCCAAGGCGGCTATTGGATATGATTACTGTAACC -GCTTATTTGCCATGGAAAAGAAATGGATAGAATTATCCTCTGAAAATCGGCACCAAGAACGGCGAAAAAA -TGCAAAACCTCTTCTTGATGAGTTCTGGCAATGGGTATCGCATTTAAATCCTCTCCAAAACTCAAATCTG -GGAAAAGCAGTTACCTATGCGTTGAATCAAAAGGAAACTCTGATTAATTTTATGCTGGATGGGTGCATCG -AAATTTCCAATAACCGTGCTGAAAATGCCATCAGGCCTTATGTCACAGGTCGGAAGAACTGGCTCTTTGC -CGACACGACCCGTGGAGCCAAAGCCAGTGCCATTGTATACAGTATGATCGAATCAGCTAAAGCAAATCAA -CTCAATCCATATATGTATTTGGTGTATCTACTGTCAAAATTACCGGACTTGAAAGAATTAACGCAGAAAT -CTCTGACACCTTATCTGCCATGGTCACCCGAATTGCCATGCTGGTGTCATAAAGATTCAAACAAGGCACC -CCAAGATTAAGCGCTTACCAAATAAGTATTGTTCTGCCCTCTTTTTTATAATTTAAGAGAAGGTTTCTTA -TACTTTCAACACCTTCCTTATCGAGGCCATTTAAAGGTTCGTCAAGAATAAGTATTTCAGGGCTCTCCAT -AATAGCCTGAGCTATCCCCAAGCGCTGTTTCATCCCAAGAGAATACGATTTAACCTTTTTTTTATCTTCC -TGATCAAGGCCGACTTTAGCCAATGCATCTTTTATTTCTTTGTCAGTAATAATATTTTGTATTTCTGATA -GGTATTTCAAATTTTCAAACCCGTTAATGTCAGGTAAAAACCCGGGGTGTTCAATTAATGCACCGACTTT -TTCCGGAAAATCTATATCCTTACCAATTCTTTTACCAAAGATGTAAATTTCCCCTTCATTCGCTTTGACA -AAACCACAGATAGCTTTAAACAGCATACTTTTTCCAGACCCGTTGTATCCTATAAATCCGTATGTTTTTC -CACCTTCTATATCAATTGATACATTATCAATTACTTTTTGTCCCTTAATTACTTTTGTCAGATTTTTTAT -TTCTATAACGTTCAATTTTCTTCCCCCCAGTTTTCTACTTTTTTATACTCAAGTCCATTTTGGATAATAA -CTTATACCCTATGAACAGTACTAAAACCACTGAAATAATATTAATAAATAAAGTAAAAATAAAAGTACTA -ATATCCATGCTATTTGAAAGAATACTTTTTTGAAGTACTATATTTTTGAAATATAAATTATTGCTTGTAA -ACAAACTAAAGAGAATGCTGATTACTATAAGCAAAATTCCTGTACTAAAGCCTGCAAAACTTCCTTTTAA -AAACGATAAAACATATTGTACGCTTACAACAACAATTATACAGCTGCATTGCAAAACACAGAACAGTGCA -AGCAATCTCGGCATATCACCACTTTGCCTGGTCAGTCCAAGAATACTTGAAGCGTACATGCTATTAGATT -CAAATGTCGTTATTAATCCGGAGATAAAATAGAGGCTAAAATTAAAAATAAAAAAATAAAGAATAGTGGA -AACTGAAAGCACAGTGAAATGTCGGAAAAACCATTTTAGCAGACTCTTAAATCTTATGGTGGAAAAATAG -CAGTGTTGCAGCACATATGTATTAATATAGCTACTTACAATATAAATTGCTATTGTAAACGGCAGTGTCA -TTATTAAAAACCTACCTAGTAAATTTACATTTATACCTGCTTTCTCTTCTGCCGAAAAAATTCCATATAT -AGATGAAAGCATATCTGAAGCAGATACCGTAAAATTCAACCTGATATAGTTTTGCAAACGGCTATAAGAA -ATATAAGCTGAAAATACCACAACTAGAGCCAGCAAGAGTATGTTTTTAACACTCAAAAAATATCGTATAC -TGCTTTTTATATTGCATAATATTTGATACAAATTTAAATCACCTCTTACTTTATTTCAAATTTGTTAATG -TTATCATAGATTATCGAAGAACTAGCTATAATGAAAACTATTCCTCCTCCCAGTATGTATAGGAAGCTTA -AGTACGGACTAACAGACTCAAAATATGTAATGGATATACCTCCAAGTATTGTAAAAGGCTTGCTAACTTT -AATAGGAATAAATGCATTAAAAACATAACAAACGCTGTAATATCCCAGGCTTATTACAAATGCTTTGTAG -ATATTCCTTGTTAATATGTATAATGCAGTAAATATCAAGCTTAAAATGAATAATAAGAATATTTTTACGA -AATAAGTCAGGATTATCCCCTTTATAGGACTAAATATACTTACCTTGTAGCTTCCCCAATCAGACGATTC -GGGTAATCCAAAGTAAAATATATTTCCTATCAACATTATCAAAAAATATATACTTGTATATATAAATGGA -AATAATGACAACAATATTATCTTATTGGTAACCCAACCCTTCAAAGATCTTATTCTCAACATAAAAAACT -TATTTTCAAAATCATTAATAATATGAAAAGTGAATAACAAATAAAATACTGCAAAAATAAATAGGACAAT -ATAATTTGAATTGAGACATTCATAAACACCATGCCAATAACTTACATCTTCTATTGGAATTTTATAAAAT -TTTGATATCCTTATTGCCGCATCACTTAAAATAAAATTAGCTCCTATTACGGCTAGTATAAAAATCAAAA -ATAATTTATTTCGAATGAGTAATTTTATCTGAGAAAAAACAATCTTATTAGTATTAAACATTAACAACCT -TCTCCTTGGTTACTTTGACAGAGTAAATAATCAATGACACAATAATTATCGTTGATATTGCAATCAGTAT -GTTCGGAGTCGAATTATTTGCTTGACTGAAATATGAAATCAATCCCAATATACTGTAATGCTGGATATGG -AAAAAATCCATAACAGTAGTAACCAAGTAGTAGTAGCCCAGTGGAGCAACAAATAATACTGCCTTTTTGG -AAACTATATTTGCAAAAACAAAGGTTAAGAATGAGATGCAGATTCCATAGATTCCTATCATTACAATGTA -AACCAGCCAATACAGTTTTAATTGCTCAACAGAAATATGCAAGAAGCTAAATGGGTTAAAGCTTTGATAC -TCTCTAAAATAGGTTTGTATTAAGCCCATATCTTCCCCAACATTATTAGGAATAAATATTGCTCCTAACA -ACCAGTATACGAAGTAAGGAACGAACGCAATTATTCCACCCGCAATCGTAATACTCAATCCTTCACGCCA -AAGATACTTTTTAAAATGTGTACGCATGAGTACAGATTTCAGGTAACCCGATTTTCTTTTGTCAAAGTAC -CTTATAGAAGGCAGAATTGCGAATATATTTACTAAATACAAGTAAATCCACTGAGCAGACCTGATATAAC -TATCAAAGTTAAAAAGATCTACACATAAGAAATCTCTATGCTGTTTACTTTGACGTAATTTTGCTGCCAT -GTCTAATCCTTGAGATTGCATTGTATTTATGTTTGGCTTAATAAGCTCTTTTAAAGTATCATAATTACGG -ACAACGAAGGAAACAATCAAGCAAAAAAAACCGATTCCTATTACTATTAGCGTAGATCGGTTAAATATGT -ATTTTTTTAAATTTTTGAGAAAATACTGCATTCCAGAACTCCTTGTATAATAATTATGATTCCAAATGCA -GAAGGAGAATTGCGCCCCTCTCTGCATTGGAATCATTACCGCTTTTATCTGTTATATAATGCTAAAAAGA -TTTTAATAATCATCTGCTGCATATGTACCATATGCATGGTAAGATGGGGAACTACTACTGTATCCGGCAA -TCAATACAAGAGCATGATAAGGATAGCCGACTTGCTGTTGTCCATCCCAGTTAATTAATTTCCTTGTGTT -ACTCGCATAATCCCTTGCAACACCTCTATTTTCATGTGCTGAATTATGTAAAACTGTGTCCAAGTTTTGC -CAGTACTCAACATAGCCCCCGTCACTTGCTCTGGTATTTATTACTGCTGGAGCATCTGTATGAGCCTTCA -CGGATGCCGGAGTCTCAGCATAATTGAGTTCCGAAATATAAAAGTCGAAGTTTTTAACATCGTGAGCAGT -AACACCTACAGTAAGGATAGTCAGACCACAAAGCAAAATTGCCAGGCCTCTTGAAAATAACTTCACTTTG -TATTAGTATCGAATAGTAGCTGTTTAATCGCGATTTTTGACAACTACTTGTATAAATATACCATTTTTAC -AAGCAGTTGTCAAACCATAAACTGTCGAGTCTTATATATAAAATTGATACAATCTATAATTTCGCCTTAC -GGCCAGTGTGCTTTCCATTTAAGTTTCCAATTCCGTTGGTACATTGTCATAACAGTTGCCTTTCCTGTTG -TCAATCCTTCGTTTGCTTCGGTTGCCTCTGATTACTGGCTCTGCGTATAAATCAAATCATCTGTAGCTTT -TCCTCGAATATAGAAAACCTGCCTTAATGTATTACGGCTGTCCCATGTGTCAATCCATTTTTCGCTGCCA -TAGGTGGAAGCCCCTTTCTTCGTCACCAGGTCAAAGCTTACAAAGGTTTTATCATCCGTCTCCAGCGGAA -TAATCCATTCAAATGTATAGGTGTCCCCAGAGATTCTTGTCAATTTAACGGCATCAGTGTGTGTTTTCCC -TTTGATAATATAATGTATCTTAAATGCCGCATAATCCGGCTCACCCTGTATGTCTATCCTTCCTTTTACC -TTGTAACCCGCCTTTATATACGTCCTGCTGTGTCCTACAAGAGAGTAATAATTTATTGGCATTTTTATCG -TAGGGATATCTGTGTTGCTTTTTCGCGGATACCTGTCAATTTTGCCATCCCGATTGTCATCCACACCCTT -GCTTGTATCAAAATAATAGGATCTCCAGCCGGGATCCAGCATCATTGTAACTGCAAAACTGTATGCCCTG -ATTCCTACGATTTTATAGTCTACATTATCTGTTTCACTCATTCCGGAAGGAAGCCATGCTTTAAATTCAG -CACTCCCAAGCTTTCCGTCCGGGTATGCCCCATCTGAAATATCAAGTCTTAATTCCCAGGTTTTTACTGA -CCCTGAATTGGAGATTAGTTTTATGTTTCCTGAATTCGAAGTGTATGTACGTCCTTCAAAGGTTAATTGG -GTTTTTGATACATATTGTGATGTTGTAAACTTAAACAGATTTGTATCCCCGGTATTAATCTGTGCTGCGG -TTTCCCTTCCGTTTATGTATCCTTTTAAGTTAATTGGGGTTTTTACTGTAACCGGGAAGGTTATGGTCTT -GCTCTGTTCCGCATTTGCTGTTATCTTAAATATATAATTACCATCTTTAAGGGTATGGGGTACGTTATAA -GGTACGTTGTTCCAGCTGATGTCATTTCCATTTTTACTGCCTGTGGCCGTACTGTAGCTTACGGTTTTTG -CACCTGACACCTGAGTCCCGTTTTGACTGTACAAAGCCATTGTCAAATACGGATTTAACGGATATCTTGT -CCATAAATCAAAGGCTTCCAGGTCTTCACTGGCAGGTAAGGTGACTGGAGACGGTGGAGCTCTGAAGGTG -GTTTTCATTGCACGAAGCTGTGCTTCAAACTGCATTGGAGGCGTATCTGATAAAGTAAATATAACCTCTG -GGACATCTGTATAGGTTGTTCCGTTTATATCCATTGTAAATACATCTGACCAAGTGTTTTCTATGTCTTT -TACATAATACCTGATTCTATAGGTGCCGGGGCTCAGATTGTCGGGTATTGTATAGTTCCATTCCCCGCCT -TCCTTTTTCCACATAATTTTCCTATTTGATATGCCTTTATCAGTCTTGGCTCTTGTGATATTATGATCCA -GATCATAGCTAAAATCCTTCCATGTTGTCTTATATGTATTCGTAGCCCCATTAAAATCCCAATCAAGTTT -CGCCTTGGCAATAGGCTTTCTGTGTACATATACGTCAACTTCTGTTGTTCCACTATAGTAGGAATAATTT -TCACCATATGCACCAGTTGGCCTGTCTTTTACCCTTCTATATATCCGATACTTTCCTACATTTGAAAATG -AATTTTTTATATCAGAAGTCCATCCTTTGCCAGAGTTAAAGACTGTTTGAGTTCCGGGTTCCTGTCCTGT -GGGGTTATCAAAATGGTCCTTATCCTGTATATACTGCATTTCTCTTGATACTATCTCATCTTTTTCAAGA -TCATCTTCGCCGACATTTAGGGTAAACTGTTGATTTTGAAGAATAAATACCTGTTCAACCTCCGGCGTTT -CATTTGAAATGTACTCCAGAACTTCATTTAAAATCTCCTGAACGGTCTTGTCTGTTGCATCTATAAATTT -GACACAATCCGGGTACTGTTTCTGTATGTCTGGTGTTCCCACCAGAATAACCTTTGCATCAGTCTTGGCT -ACAATCAAATTGATTTCTGAAAGTTCTGATATTTTACCACCACTTACATAGAGAATGTATTTACTGCTGT -TTCCCCGCCACGTATCAGTATAAGGCTGACGTACATATTTATATATAGTACCGCTGTAGTAGCCTGTATA -GTTGGCAACCCACTGCATATTGGGTACCCAGTATGTTATAGTTTTGGAGACTGTACCTGAATACCCCGCA -TAGCTTCTTGTCCAGTCAAAGTCCCCTGCTTTATCGGAACGTGCTGTTGAGGTGTAAACATATCCATATC -CTGATAGAGTTCCGGAATAACCGTCACCATCACTGTATGATACGGATGAAGGAGGATAACTTCCGCTGTA -CCCATGTCCACTGGTTGATTGACCTCCTGCACTTGCTGTTTTGGTTTCCGTCCGGAATTCATATTGGCCG -AAATCGTAATAACCTCCGTTGTCTGTTATACTTGTCCTTCGCAGCTTGCCGGAATATCCCGCACTAGTAT -ATTGAATTTCTTCCGCAGGGTAGCTTGTTCCTGTATTGCTAGATATACTTGCAGGAGTTGAATACTCATA -GGTTTTCATGTCCCATATATTAACGTTGGGAATGATATTTCTACCCAGCAAAGCATTTTCCATTGAAACC -CTATAGCTTGCAATGTACTCGTATTTATTCTGTGCTAAGTCCTTATCCCTCATGATATACAGATCTATAT -TGGGTCTTTCTATTGGAGCATCTATATATATGTCACTTAACGGCTGATAGTTGTCTACCCAAAAATCGCA -TTCAAGATAAGCCGATTTTTTATCCGAATCGTTAACATACTGCGATAGTGTATCCTGACCATTTACACCT -ACAAACTCATCTTGGGCATATATAAAGAATTTATAGTATCCAAGTTGGGTAGGCGTATATTCTGGAAAAT -CAGTCAGTTCACATATACCATTATCGCCAAGGCCGTTCCATGACTTTATCAGGCTGTCAACATTACCGTT -ATTGTCACTGTCATACCATAATTCTATTTTGGCAGCAGTCACTTTATCCCCGTCTGTGCTGTTTACATCA -TAGTGCCATGCACTTATTTGATCATTCCTTGTTACTACACTGTCAGATAGGTTCAGCTCTATATTTGGAG -CAATGTCTTCTAGTACACGGAATTCCACTACATATGGGTCAGACCACTTACCCAGAGTGTTTTTGCACTC -CAAAGTCACTGAATATGAACCCGGTTCTTTATACTGCAATTGCTTTTTTAAGTCGGTATTAGTACCCTTA -TACAGCTGTGATGTGTCTCCACCATAAGACCATTTGTATTCAACTATTGGATATCTGTCCAGAACCAGTT -GTATATTGCCATCAGTTGAATTGTTGTCAACATTTATAATTCTGTTCTGTTTCCATGAGTTAGATGAAAG -TTTGAACTGTGCAATAGGTTTTGTTGGATATACGTATACATAATCTGCTGAAACATATTCAACAACGGCA -GCATCTTGTATCTCTTGTTTTTTGTTTTTAGGAAGGCCATCAAGTACAATTTTACTTTTATCAAGGTTGT -ATTTACAGATAACTTCTGCGAAGTATCCATTTTTATCGGATGTGGCCGGGAATATGTAAGAGCCTGAGAA -GAATTCATCATAGTCAACGGTTTCACCGTTAATGTATAGTTCAGTACTCTTTATTAATGACATATCGGTA -TTGTCTGCTGCATCCCGGAATGGAACCCCGTCAAATGCTATTTCTCCTATGCGATTATGTATTTGAAGTG -TTGGGATGTCTATAACGAGAGTTTCGATTTTAGGCTTGGGAGGAGTCGGAATTGTGCCTGTTAAAAATTG -ATTGCTTCCGCTTTTGGAATTATTATGTCCATCGAGATAATTTACTTTTGCTGTTGCTTCTACTCTTACT -ATGTAATTGTCCCCTTGCTTGGGAAGCTTCTTAATTTCTTCTATTGTGGTTTCAATGCTAAAAGTTGCGG -TAATCATATTATCTGCTGTACTTTTAGGCACAATATTTTTTGACTTCTTTTCAGTATCGGTAAGTTCTAT -TCCAGATACCTTATCGATATTTAAATCCCAGCTTTCTATATCCTGTCTTGTATAATACACCGTTCTTGAC -ACCGAATCCTTATAGTATGGAATCCAATCTTTTGGTGCCGGTTCATCTTCCTTTAGGATAACATAATCCT -GTAATTCACCTTCAACCTGAAATTCAAGTTTAACCTTTTGTTTGTCCAACTCGTTGCCTTTCGGAATATC -GGGCATAGGTGATACTGAAGTTACGAAGCACTGTAAGGGTAAGTCCCTTTTACCACTATCAGATATTTTA -TTTACTTGTCCTAAATTTGGTATGGAAAAGGTCTGATACCAGATTGAGCCGTCAGGCCTTACGTGCCACA -TCTTTCCACTGCCGGACTTCTGAATCGTTGGGGCTGACTGAATATAAAGATATTCGTAAACATTTGGATC -ATAATGGCCTTTCCCGTCAGGTATGCCCGAAAACCTGTCTACTGAATTAAAGGTTTTATATATCCAGTCT -TTTAGCTTTTGGACTGTCTGCTGTTTATAACGATTTAAAGAATTGTATGCTGATTCGTTATATGTACTAA -TTTTTCCTGATAAAACCTTCTTAACTTCATTTGTAGTACTCCAAGGTTCCTTTATCCAATTCCTTTCCCT -GAAGGTAGTTACCGTTGCTACGTTAATCATCCACATATTACTGAATATTTCCCCATTTACATCAAAGCCT -AGGTACTTCCATTCTCCACGGGTGGTCTTACATTTATCTCCATGAGTTTTAGGATTCTGCTCCTTACCCT -TGCAAGCTATCCCCTCAGGTTTTAAGAAATAACCGCCGTCATACTTAATTTCCGGGTTTTTAATATCCAA -ATCGTTGTGTATCTGATAACCACACTTAAAATAGTTCCCTGCCATACTCCTGTAGCTGCCATATACTACA -AGATTCTTCTGAGTAAACAGCCTGTAGTTCAAATAGTAAGTGTTGGTACCCTTTTTTATTGTTAATGGAA -TAACACTACCGTTGAATTGTGTCGGCAACAGGTTATTTTTTTTATAGTTGTCGTAAGTCGACTGGTTGAA -AAACTCCATACCACCATTTTCGTATCTAAGTAAAATATTGCTATTTGCATGTACGATTATATTAGGAAAG -CCGATTATAAATAATACAAAGCAAAAAATCAATAAAATTACTTTTGTATATTTAATATTCAATTTATACA -CACCTTCTTTAGTTCAATCTAAGCATAGTATTTTTTGTTATATAGTCTTTAGCCCATACTTGAAAACCAA -AGGATATACCTCCTTCACTTCGACCTCCAATTACGTAAATTTGGCGCCCATTAAGAAAGTATACTCCATG -TCTCCAACTCATATCATTCAATGAGTAGTTTAGATATTTATCATGTATTTTCTTAGCCTGTTCATAGTCC -TTTCCAAACCATAGCTTTATAAGCTCATAGCTATAATTTTTCAAGTGCTTGTTATACTTGTCTACCTCAT -AGCTTGATATTTCATATAACCATCCATTGCTGTTGTCATACAAGCTTTCTTTTTGCCCTTTTTTTATTTG -ACTTCTTTGAGTTGCTATGCCAATTCCATTTAAAGGTAAAATCAGACCATAAATATCATTCATGTACTTA -TCAAAATGATCTTTACTATTAAAGTAATTAATTGCAAAACTCTTATCTTTTTCAGCATAGGTAAAATCTA -TCTTCCCACCTGTTATAAGGTTACGGTTCTTGTACATTGTTTGTGCTGTTTCCCATATCTCCATCATTGG -GAACAATCCTTTATATAGGGTATATTCCTTGTTTTCATAGAAGCCTGCTGCCTCATTGTCATATTCACCA -TTGTTGGCGTTACTGTTTTTCCATTTAAAGCTTTCGCTTGCTGACGGAACACTTTCAACCCTGGCATTCT -TGTCCAGTAGCTTTATTATTATGACTGACACTTCTGCTCTGGTAAGAGTACCCTTGGGATTGAATTTATT -GTTACTGCCTGTTAAAAGCCCTATACGGTAGCAATCTATGACATCCTGAAGGTATTTTCCTGTAACAGTA -GGATAATCTGTCATTTTAAGCTTCTGGTAACCTACGTATACATTGTCAAAAAAGCCTTTGTTACCCTTGG -ACGGGTATGGGTCACTTCCCTTTACAAAGTAGTCTTTTGGAATAGTTTCATATTTTCCTATGGTTCTTCT -TGCCAGACTAGCCGCAAGCTCACGAGAGATAGGTTTTGTATAATCTGAAATTTCGCCTTTTTTCAGAATA -CCTTCATTTAAGGCAATATCAACGAATGGCTTATAATACGGCACTCCTTGGGGTACTTCCGGTCGGTAGC -CTATTGCTCTGACAAGCATCAAAATGTACTGTCCCCCCAGAAGCTTGTCATTAGGTCTGAAGCTTCCGTC -CGGAAAGCCAGATATTATTTCAAGTGCAGATATTTTTGCTATAAAATTCCTACCCCAGTGACTTTTAATA -TCTGTGTATTTAGCCAGCTCAGTATCTAAGTTCGATTGTGTGAGGGTGTTGTATTTATCAACGAGGGGCT -GCATACGCATCTCTGTGGTTGTACTGGAGTTTTCCGCCATTACAGGCAAAAGTGCTGTTAACAAAAACGC -TAAAACTGTTATTATACATAAAAGTTTTTTTATCATACCTTTCTATTCTCCTTTTTAATTAACATAAAAT -TTTATTTGGAATGTTTATATATGAATTGATTTTGTTATACAAGTTTAGGATAATTTTATTTAGACAAGTA -CATAAGTTCAGTATGCTACATGCTTACAGGTGGACTAAGGTTTGCCTTAATAATGCTTTTAGATGCTAAT -AGCTATAGCATAGTTGAAATAAATATGAAAATTTAAATAATTGTGTACTCTTGGATGTGATTTTTGAATA -ATGACTTGTATTGGATTATAGTTGCAAATTTTCAGGTATTTAGGCCTTTTTTCTTAGAATGACACAAAGT -CCTCTCACCTTATTTTCTAAAACTTCCAAATTTTATTATATCATTCTTGTGATGTCTGTCAATATTTTTT -TCATAAATAACAAAAAAAGTACAAAAAATACAATCTTCAAAAGAGTTCTGCCTTTAAAACCAGCCTTATG -TCTTGCTTATACATGAAGCTTTATAATTTGTCATTTTTCTATGAGGTGTTATAGAGATGGTCAGTTTAAT -CTTGTATCCTCCCGGCCGAATGATGTGATTCTGAAGCTATAGTCAGTCTACGGGAATCCATTTAATAGGA -TTCTGTTCATTGGACTCATGTGTCAAGTTATATAGTACGGTTCCATCACTCGCGTAGGCTGTACCTCGCA -ATTCCGAATCTTTAATCATCCCGTTCCAAGTGCTGGTACCGTCCCAATTTCCTGTCTCATCCCAGAAGAA -AACTGTTATAGGAGAATCGACATTCTGTCTCTGCAACTTACCCTCTTTACCAAGCTCAATATAAGCTACA -CGCCCGTCATTAACCGCTACGGCAAATATAATATATAAAGATTTATTAATTGAATTGGCATAGCTCCCCT -TTGTAATCAACTGTACTCCTAAGTTTCGGTCCGCGATATACCTATTTGGCCATTTATAATTATACTTCCA -GAAAGGGAAATGATAAACCACATTAATATCTCGATACAGCCCATCGTCGTCATAGATATATAATATACGT -TCCTTGCCCATAGGTACTGCGGCAAGCAACCGCGAATTCTCATCAAGGACATTGCCGGCATGAGCAGCAC -TCATAGGGTCAAAACGGTTTCCATCAGCATACATCAGTGATAGAGAGATAATGCAACCGAGGAGAAGCCC -AATGCAAAGCCTCCAATACCATTTTGCTCTGTTAAGTCTTTTTGCAAGAGATTGATAGCCTCCTACATTG -TCTGTTTTAGGTGGAGTTTTAAAGTGTATCTCAGTAGCTTTCTTCACTTCGTGATAAAAGCGGTAACATT -CGTTACATTTATTTAAATGATCTTCAACAACATTTGAACTAAAATCACTGGTTGCTTTGTCTTGATATAA -CAGTAATAAATCTTTAATCAGATCACAATTATATTTCATATCCATACTCCTCCCGAAGCTTATTCTGTAG -CTTGTACTTGCCTCGCATGAAAATAACTTTTGCGGAGCTTTCGTTTATTTTAAGCAAGGTACTTATTTGT -GCGTAGGTGAGTTCTGAAAATATACGGTAAATCAAAACATCCCTCGTTTTATCGTCAAGCTGCATAATCA -CTTTTATTGCGTGGTCAATCAATTCTTGTGTTTCATAATCAGCAACAACTGTATCGAAAGAAAGAGTAGC -GTGACTAGCATATTCTTCAATAGAAACCTGTCTGACTTTCTTATATTTACGAATAACATTGAAATAGATA -TTTTTAGCTATTTGACATAGCCAGGTTCTTATCTGACATTCTCCTCTATACCTGTGAAAAGATAACATAG -CTTGATAGAAAGTTTCTTGCACCAACTCCTCGGCAAGCTGCCGCTGATATCCCGTAAGCCGAAAAAGGAA -TCGGAAAACGTCTTGCCAATATTCGTCATATAAATTTTCAAACTGGCTCATACGTTTCCTCCTTTTTTGT -TCTAAATATTAAGTAACAAAATTCCTACGAAAGTTACAACCATACAAAAATATCTTATATCCTTAAAAAC -CATAATAATTGATAAGTACTATAACCTCAATGATATGTGTAAAAAAGCCTAAAGCATTTACGCTCTAGGC -TCCAAATCATTCCACTTTTACATTTCTATCTATTGCTTTACAATACTATGCAAATTATCACTGGCATTTT -TTATGTCATGCATTAAATTGTATATATTTCCAATATTTGTATTATTCTCTTGCGTTGTAGCCATCAATTC -CTCAGTAGCCGCAGAATGTCCCACAGAAATACTAGCTATTCTGTCTGTTTCGTCATGTATCTGTGAAAAT -AGCGAAGTTACATTTTCCATTCTGCTTAGCTCATTAGATATGTACTTATCAATATCTTTAAACGATACTT -GAATACGTTCAAAGCTTTCATTTACCTGTCCAACAATCTTCTCGCCTTCTTTCGTTGCTATATTCCCATT -ATTTACATCGTTTAATACATCTTGGGTTTTAGCCTTTATTTCAGTAATAATTTGATCAATTTCTTTGACC -GTATTAGAACTTTGCTGTGCCAGCTTTTTTATTTCATCAGCAACTACTGCAAAGCCTTTTCCAGATTCCC -CTGCTCTTGCCGCTTCTATCGCTGCATTAAGTGCAAGCAAATTTGTTTGTTCCGCAATTTGAGTTATACT -GGAAAGGAAATTGTTGACCTCATCCATATTGCTGTTAAGTTCTTGAACCGTTGAGTAAGATTTTTTAACA -GCTTGATTTATAATTTCCATTTGGCTATCCATTCTATTTATTTTATCACAACCATCTACCACTACCTGAT -TTGCATTGCTTGCCACATTTGCCATCTGTTTGGAAAAATTATTTATATCAGAAATTTTTTCTCCCGCAGA -ATTCATCATTTCACTTATATTAGTAACGCTTTCTGTCTGGTTTACAACATCTTCTGCTATCTGGGCAATA -GAGGCTGCCATTGAGTTACTTATTTCATGGACTATTTCAAGGCTATTATTGCAGTTATCAATATCGCCAT -TCAATGAGAATGTACTTTTCTTTATTATATCCATGGTATTTTCCAGTTGGACTAGGAGTTCATTTGTCCT -CACCTCTTTTATAGAGGCAGAAATAGTTAATTCATTTCCCCAATGTGTAACGAAAAATAAAATTAGTAGA -ACTATCCCCGGAATAGCAAAATCGCTTATTAAAAAGTTAGTATTTAAATTGTCTTGGGAAATACGTATAA -TCAGGTTCGCAGATTCCATTAAAGCTCCAACAATTAAAAGAACCCTTTTATCGAGATATAGAGTAGTTAA -ACATAATATAATGATGATTGTTATATCTTGAGAAGATCCATGGTTTGTTAATGACAGTACTATATTACTA -ATTATAATAGATGAAAGCAGCATTACTGTCGTAACCCTTTCAAATATTTTTTTAAAAGTAAATACAGTGA -CAATAGTTGTTACAATTCCTAAAAATGCGATGATATAAGAAAGATCAGACATCCCTGTGAATTCTAGAAT -TAACAATAATGCTATTATTACCCACACAACGGCGATTACAGCCTTGTTTACCTTTCTAAAGTGCTTCACC -GTTTCTTTACTAATATTCATTTTAACTTCCCCCGTTTTATATATAATATAATTTATTTGCTACAAGAAAG -TAGCCCTCTCCAATCGACAATACATGATGTATTTCGACATATTGTGTCAAAATCCTCCAAGTAATAGAAA -GATTTTAAATTATACTGATAGGGATAGTTTTCTTCACCTTCATACCCTGCATCTGCAACTACCTTCTGGT -ACTTGAATTTCAGATGCTGTTCCATTCTCCCTAAAAATAAAAATAAATACTAATCTCTTATATAATCTCT -AAATTCCCTTAATAGTATTATTTGCACAATAAAAAAACCGCCTGCCAATAATTTTGCAAACGATTCTTTA -AAAAAGCTTATTTTTTCTTTTTTACTGGGTAACAAACTTCGGTTACTAATTCATTAGGATTTTGTGTCTG -TGCAGGACTCACATGATAAATACAGAACATTGCACCATTGAATTCATAACTGTTATCATTTACCCAATTT -GCTACAGCCTGATTAACAGCAGTTAACTGCTCGTAGCTACCCTTGTAGGTTGCTGAAGCAATTTCCACCT -CAGGAACTGTTTTAAATACAACGTGTTCTGTATTTGGATAAGTGCCTTTCACAGTCCCTTGGATTTCAAC -ATCCACATCATTTTCTTTATATCCCTCATCGTGGAAAATTGCTAGGCTGTAACAATTTTCGGCAGGTTGC -AGGTTCATTGTTTCTGTTTCCACCATCAACAGATTCCATAGTATACTCTCTTGATCATAAGCGGGTATTA -TTTTTCTCACACTTGCAACATACCTTTCAGGTAATGTTTTTAATACTACATTGTAATTCATAGCGGTATC -ATCCTTTCTTAGTCTCGTTATGGTTGTTTCAAGAAGAAGTAAACGTTGGCTGATTTCTTCCGCTTGTGCC -TGTACCTCAGCTCGTTTAATTGTTAAAAACTCCGACAATGCCTTTGGATTATCATAATTTTTCAATATCT -CCAAAATTGTTGCAAGACTAAAACCCATTTCCTTCAGTGCAGTAATTCTAGCCGCGATTAGTAGCTGTTC -CTCGCTGTAATAGCGGTAGTTTGTATAACAATCAGTACTTTGAGGAACCAATAATCCTAATTCACCATAA -TGTCGTAACATTCGTATACTAATCCTTGATAACTTTGAAAAATCACCTATTCTTAACATTTATTACACCC -CACATATATGTACTTTTCTTGAGCTCATTTTTAGTATAAAGTGTACCATAATGTTAGAGTCAAGAAATAA -TTAATTTATCTTCATCCTTTTTCTTTTTATCCCTGACATGAACTGCCAGATTGTATCTTACATTACCGCA -TTTACAAGGAATATGATAAAAGTAAATTATTCTACCGGGGGAAGTATCAAAGCAGTAACCAGTGCCTGCA -AAATCAAAAGATGCCATTACCTTTTCAATCCCTAAATTGCATACCCGATATTTCTTTGAATTTTTTCGTT -GTATAAAATTCGGAATAACCCAGCCTGCGAGACAGAAAGCACAGTGTCAAGGTTTCATCATTATAATTTT -TAATGCATTTGTCAATTTCATCAACTATTATTTGAATTTGCTTCTGCCACTCGTACAATCGTCCGTTCAC -CCCGTTTCAGCCACCCTTAATACATTTCAAAGAAATAGAGAGATTACTGCTTGATTTCACTTGCTGTTAT -CATTTTTTTCTTTTAAGTTCTGCATCTTTGAGTCCGGCATCGTCCTTGACCCAACCGAGATTTTCAGCCC -TGCCCCGGAAGTGTACCAACCTAATCCACAAAAAGAAACCTCGTTGTTCTTCTCAATTTGTAACACTTTA -TTTTTTTACATCCGTAGAAACATAAAATATACCGTTTTCATAATAGGCACAAACCATACGAACAGCGGGG -CGAGGACTGCAGACAGCGTTTGGGGATAATGACATTGTTGCAAGTGCAATAACTTCTTCTTTGCCATTTC -CGCAAAGTTCCTCCATAAGTTTCATCGCATTTTCGTATTTGCTTATTTTTAATTTTCTCCTTTTAACATT -TATATGCTGTTACTATAGTCAACACTTAAAACATGCTTAAGACTTATAATTCCAACTTTAGTCACAGATC -ACGATGAACGCCGCCTGTACATTTCCTCCTGATGTTGCCTCCGTTGATAGAGTAATTACAAAATAAACAT -ATTATTATCATAATATATTACCTTCCGACTATTGATTGATTAGTTACTAAAAAATATAACAAACACACTA -TTTACAAATGTAATTACTGACAGAGGTGTCATAACATATTTCTCTTTTTTACTTTTAGTTATTTTAAAGT -TAAATTTAAGAGGCAATAAAAAGAGTGAAGATGATAAGCACAATATTAGAAAATGTTCTATTTACGTCCA -AGTAAATAATTCCAGCCCGTTGCATATAGACAGTCCCAACAAAAATAAAAATAACGACCAACAAACCACT -TATAAACCTGCTTGAATTTTTAAGAATTTTTTGTTGACCACCTAGAACAAATTCTCCAAAGGGAGCACCC -ATAATTAGCAAAATATGTAATAATCCCAGAGTTTTGTATAGGGAACATCCACTTTTGTTCAATCTATCAA -AAATTATCAGGAGAAACCGTCCATTGCATGAAACATTCTTTTTCCTGCATGATGTATAGTGTCGAATAAC -CAATGTTTATGTTAAAATTAGGTTAGAGGGATGCGTATGCTACAGATTGATGTTTGTGATGACGATATAT -ACGAGCTGTCAAATATGGTACTCGTTAACACCTTATCCCCTGATTTTTTACGCTTATACCCTAAGGAGGA -GCCCCGAAATGGTAGAAACTGTAATTGAATTCTCTCGTTATTGGTTTTCCCTGTTGTTCGGTGCGACGGT -TGCTGTCAGTTTCGCCGGAATGGCACGTACACGAAAAAATCATCTGGCTTTCGGGTGCTTTATTGTCGTT -GTATTTATTATGCAAATTGCCAGCCTGCGGCTCTGGGGTATGGCTATCACCATAAAACTATATCCGCTGC -TTTCCCATTTGCCGGTGGCTATTTTTATTGTCGTATTCTTAAGGCGCCCATGGCTGATTTCAGTAACCAG -CATGTTTGCCTCCTTCCTGTGTTGCCAGCCTCCTCGCTGGATCGGAAGTGTCGCAGGTGCCGCTTTTGAC -AAAGCTTCCATAAACCATGCCAGCTATGTAGTAGCTGTGTTTCTGATGTATTATTTCCTGCAAAAATATG -TAGTGGAGTCTGTTCAGCATCTGATGGAACGATCTATTAAATCCTGCCTGCTATTTTGTGCTATGCCGGC -TTTTTACTATCTGTTCGATTACGCCTCCACTGTTTATACCGGTATTATGTATAGTGGATCACGTGCGGCA -GTGCAGTTCATGCCCTTCATGATGTCAGCACTATATTTTATGTTTATCCTCCTTTACTATGCCGAAATGC -AAAAACAGGCAAATATTCAAAGAGAGCGGGATATACTGGACACGCAGTTCCGGCAGGCAAAAACGGAATT -TGCTTCCCTGAGGAAGATGCAGCAGAATGCCGCAGCTTATCGTCACGATATGCGCCACCATTTCGCTCTT -TTACAGGGTCTGGCATCCAATGGATGCTTAAAGGAGATGAAAGAGTATCTACGTACTGCCCAGTCCGACA -TGGATGCCATTACGCCAAAACGTTTTTGCGAAAATGAAACCGTTAATCTGATTTTATCCTCTTTTGACGC -CACAGCTAAACAATCATCAATCTTGTTGACGGTAGATGCTAGTTTTCCTGATTTACTGACCTTCAGCGAC -ACCGAGATTTGTTCACTATTGTCAAACGCATTGGAAAACGCCATACATGCCTGTGAAAATATAACCGACA -GCAATAAACGCTATATCAAACTACGCATATTTTCGAAAAATAATAAGCTGTGCATTGATATACGCAACAC -TTATCAGGCAGAACCGATATTTCACAAGGGCCTTCCTGTATCTAAAGAACAGGGCCGTGGTTTTGGTACA -AAAAGTATGATTCATATTGTGGAAAAGCATGGCGGTATTTGCCAATTCTCAGTGGAGGATGGCTGGTTTA -TATTTCAAGCTACCTCTTAGTTGCAGCAAGTATTTGGGTTAACCGAACCAATTACGCCCTGTACAATAGT -AAAATATCTCGCCTCACTTTACATTTCAGGGTACAATCTCATACATTTCAAGCAAACTTAAACTTTTTAC -AGTAATTCTTGCTTATTATAAAGAATGAATCCAATTCCAATTATAGAAAGCGAGGACAAAACAGATGAAG -AAAAGATTACTTAGTATGCTTCTTGTACTATGCATGGTGTTACCTTTACTGCCATTACCTGCAAATGCGG -TAAACAAAAGCATTGTGTATCCACGCACCAAGTTAAAGGATGTGTATGTTAACGGGTATAGCTATCAATA -TTCTCCTTCGGGCAACTGGGTTATCGGTAAGAATAACATAATGTTTACGGATAAAAATGGGAATATTGGT -TTATTTAGCTATAAAGATGGGAATAAACCGAGGGCTTATATCTTTGACAAGGATTACAAGGTTATTTCAG -ATACAGTAATAAACCTTCCCTCCCATGAATATTTCGGTACCTTTTCAGTTGCTGCTGACGGTAATTATTA -TGTCGTTGTTGGTCATAGAAACAAAGAAGAAAATGCCGGAAAGACAGTTGTAAGCCTGCTCAAGGTTTCC -TCTAAAACAGGTGATGTAATAAAAAAAGGCGAGCTAAAAGCAAAGCAATTTGGTTCTGCACATTCCAGCA -TAACCGTTCCCTTTAATGCCGGTACAGCCGAGCTACTAGAAGGCAACGGAAAGATTTATATACATATGTC -CCATGAAATGTTCAGAGCCAAAGACGGAAAAAATCATCAGGCTGCGAACCTCTTTGTTTTTGATGGGGGC -TCCCTGAAGCCCATTCAGGTAAAAAATGATTTTTACGTAAGCCATAGCTTTAATCAAATGCTGAAAGCGG -ACGGAAGTACAATTGTCACCCTGTCCCATGGTGATGCCTACCCAAGAGCAATTCGCCTGGCTACTATGGA -CAGTAAAGGTAATTTCAACAAGTCTGATATTTTCTCATTCAAGGGTGCTTCAGGAAAAAATGAAACTGGC -TCTACTGTATCGGGCTTGGAAATTGGGCAAAGTACTTATCTAGTGGCAGGAACCTCTGTAACTCACAACC -AGCCTGTAAATGGAAAGTATAGTCCCAATGGCGAATGGTACAAAGGACGTAATGTATATCTTTCAGTTGT -TAATAAAAAAAGCATGTCGCCAAAGCACATTTGGCTTACTACTTTTGACCCTAGTAATAAAGATATTAAC -ATCACAGACCCACGAATCTTCAAATCCGGCAAGCAATTTGTTGTAGTGTACTCAGTCTCTCAAGGAGATA -ATACCTACACGGAGTTTGTTACAGTGGATGAAAACGGAAAAATACTGGCACGAAATAAAAAAGATAAAAC -AGCTTTCTATACAAATAGCTATCCATTACAAAAAGGTAATAAGATTATATGGATTGCTCCATGGGTAGCA -GGAATGGATTTTTATTATCTAAACAATACAAAAATCTATAAATACAAATTTGATGACACTGGGCATGTCT -ATCTATTTGAGGTCGATATCAGCTCTCCTTCTTCCCCAAAATGGGTTGAGGGTATACGTCCACAGTCTGT -CGTAATTGAACAAAAGAATGTATTTATGAACCGTGGTGATGCAACCAAGCTAACGGCCAAGGTATATCCT -GCAAACAGTCCCTTTGACGAAATTATCTGGTCATCCGGCAACAGTGGCAAGTATAGTGTAACAAAGGATG -GCTATGTTACTGCACTTGAAGGTGGTGCAATAAATAAAATTTTTGCTCAAAGCGAAATAGACCAAAGTAT -TTATACCACTGTACAGATAACAACCAATGCCGCGCCAAAGGCACCTAACCCACAGGTACGAAAATCTTCT -ACAGCCACCCCCAAGAATAAGCAAGTTGGATTGTACAGCACGTTGGAATATTACCCCTTGGAGAAAGGTA -AACAAACAACCAATGTTCAGTTAAAATCTTCTTCGGGTAAAGTGCCGGAGTACTACATTACCTCCTCTAA -CGAGTCCATTGTCAAAATAAAGGATTCCACCAAACTAGTAGGAGTAGAGTACGGCACTGCTACAGTCTAT -TTTCACACCGCAGATAAGAAAAATGTTGCAAGCTGTGTGGTAGAGGTTACTCCTCCAAAAGCTGACGGAA -CCTATATCATTAAAATGCCAAAAACCAATTATAAGCTTGGTGAACCTTTTGAAACAGAAGGCTTCAGTGC -AGTTAAGTGTACTAATAACGGAAAGGAAATACGCTACTATGATGATAAGCAAGTATTTTTTATCATAACA -GATCAACTCAGTACGTACACCACTGATGCATGGGGCAGGGGTAAACCCCTGACGAAAGCGGGAAAGATTG -AGGTTCGCGTAAATATTGCAGGAACAGTACTTCGCTACAATATTAATGTTAGTAATTCAAGTATCGGTGC -GGATAATAGCAACTATACCAAAGTGCTTAAAGATGGTCGTTATAGCTTGCGTTGTATGTATAATTACGTC -AACATTGCATCAAACGGAGGTGCAGAACTCAAGAATGTAAACCCTGCCCCTTCCTATGAGTTCAAAAGAC -AAACGGACGGTAATTACACCATTAAATCCGAATACGGTAAATATTTAGGTATTTCCGACCCAATTAAAGA -CGGAATTCAGCTTAAGGAGGTGGATTCTCCTTATATGTGGACGTTGTACTCCGAGAATAATAATGATATC -TTCAGCTTACGCCCTGCTTCTAATTTAAAAATGGTAGTAAATGCTGCAGGACAGAAAAATACAGACGGTA -CATGGATAATTCTATGGACACACGAAGACACAAATGCACCTAATAATGCAGAGTTCAGATTTATACCTGC -TTAATAGCACAAAATTTAAATTGTACAAATAATATGCTCCCTTCTAAGTGACAAGTTTTTATTATTATAC -TTGTCTACCAGAAGGGAGCATATTATATTCCATTATTACCACATGTCAAAACATTATATGTAAACTTTTT -GTCACGTGCCCCTCACTCCACCAAATACTAAATCATAAAACTTTATTACAGTCACCGCTACCTGAGCTCT -GGTAGCACTGCCTTGTGGTGATAGGGTCTGCGTACCCGTTCCGCTGATAAGTCCGCTGGCATTGGCCCAG -GAGAGGGCATCCTTTGCGTAGGAACTAATGCTGTCGGAATCGGTAAATTTACTTAAATCCGCCCGTTTAC -CTATATCATAATCGAAAACTGAGGCATAACCATACAGCATGACCGCCATCTGTTCCCGAGTAATCGTGCA -ATTAGGGTTTGTTCCGTCAGAAATGCCATTCGCTGTTACCCACAACCTAGCATCCCTATACCAGATTGTG -GTGCTTTCAGAAGGCTTGAGTCCATGCAAGCGATAGAGCATCATCCACAGCATGGCACGGGTCGTTGGCT -GATTCGGAGAAAATTCAACCGCACTCGTCCCTTGAAAAAGTCCGAGTTTTGCAGCTTTTCTCACACCTTC -AAAGTACCATTTTGATGAATCCACATCCCGAAACAGACAGCCCTGCCGTGCGTAGTCAAGTGCCTGCTCC -AGATTCAAAATGCCCCAACCGGAAACTCTGTCATAGCCGGTAGTGCCGAAATCTGTGGCAGAGGCATAGA -GAATCTGCCGTATCTGTGCCGCTGTTAGGTCGGGATATTCCTTCATCAGCTTAGCTGCAACACCTGAAAT -ATAGGCCGTGGAAAAGCTAGTGCCACTAGCCAGCAGGCGATTGCCCTTCATGGTAGCTGTGGGCAACTTT -TCTCCGGGAGCCAATAGATCCACTGCCTCATTACGGTTGGAGAAGTCTGCCGGAGCACTGTTCGCGTCAT -TCACCGCACCTACACATAAAGAACTGCTGTATGCACCAGGATAGTAAACGGTGTCATTCCCGTCATTTCC -CACACTGGAAATTACCAATGCTCCCTGTTTCTCCGCCCATGCTACCGCATCCCGCAAAGCTGGTGTGTCG -GTCAAAACACCGGAACTTATGTTGAGGATTTTACAGTCAAAGACCTCCACCGCGTCACGAATTATCTTTG -CCAGCATGACACCGTCACCCTTAATGGTACCTCCATCTTCGTTTTTTGCGTAATAGACCAATGGAACCAG -CATAGCCTCAGGGCAAATCCCCTTTATCCCTGCCGTCTCGCTGCCTACAATGATAGAAGCTATTGCCGTA -CCGTGTCCAACTGTGTCAGTCGTGGTTTTATTGGGTAGGATATAATTTCGCCCAGAGGACAAGTTTGTCT -TGGGGATGGCTGTTTCAGAAATGCCCGTATCAATGACAGCCACCCGTATCGCCTCAGCCTCGGCTGCCAA -AGCAGATACGGTCAAAAGCATGGCGGCCAGCACTACAGCGAAAAATATACGCAGTTTCATGTACTCACCC -TTTCCTTGGAGGAAAAGAGGCGGGGTTTCCCCCGCCTCTTCTTAAATCTTTACGGATTTGTGACAGTGAT -ATACTTGTAGTTCCGGTATGTTTCATCCTGTATTACAGAAGTTGCCGAGGTACCATCATAGCTTTCGCTG -ACAGTGATGGTATCAATTTTTTGATAGCTTCCATTTTCAACAAAATACTTAACAGTACTGTCCAGAGGAC -CACAGTATGCCGCACTATCGTAACCATGAGTCTCCAAGGTGCCTTTTCTCAGTTTGACAGTATACGTAAG -ATTTATAGGACCAATACTAACGCCATAGCTCTTTCCTCCGCTTCCTGCAATGCCGGCAAAGGCTTTCACT -GTGGGTCCGTTAATGGTAAAGTAATTTCCGGCGAGACCAGCTCGAATGCCGTAGTTATAGCTAGTTCCAC -CTGTGCCGCTGGTGGTGGTCAGAGTACCGGTTCCTTGAATGACTAGTCCGCTGTGTGTATAGATACCGCA -AACGCTTGCCACGGTACCAGCAGGTTCGTTGTAGGTGTTTGTCACTGTGCTGGTACCCGTGTTTTCGATA -GTCAGATTTCCTTCGCTGTAAATTGCTGCATTTACATAGCTACTGCTGTAGGTACCGGCTATCGTGGCGT -TGTTAAGGTACAACGTGCCCGTGCTAGGATCAAACTGCACGCTGGCGGAACCATCACCGTGGATGTCGTT -CATGTTCTCCGTGGCCACTTTTATTCCCGCAACATAGAGCACCAGTTGTACATTGCCCGTATAACCTGTA -GTAGCCCAACGAGCATACAGGGTCTGGTCAGCGGAAAGCTCTACATTGGTCGCACTGGTAACTTTCATGC -CACCGCTTGTTGACGTAAACCAACCAAGGAAATAGTGCCCGTCATAGGCAGGAGCAGGAAGATCACCGTA -AGTGCTGCCTGCAAGAACAGACTTAGAGGCTGTGCCAACCGTACCTCCGTTGGCATCGAAGCTTACTGTA -TAGGTCGGTGTGTCAGACCATACAGCCACCAATGTAATATTCTCCGCAGGCATGGTAGTGAAGGCATAGT -TCTTACCATTCAGCTGCCAACCGACAAAACTGTAGTTTTCTTTGGTAGGTACTGTGGGTGCAGCAACTGT -CGTACCATAATCCTGGGTAATGGCTGTCACTGCACTGCCGCCGTCGCTGTCAAAGGTAATAGTATACTGA -TTGACTGTCCAGTCGGCGGTAAATGTAGTATCTTCCGCGGGCATGGTCATATTTGCAGTATAGCCAGACC -ACAGGTTAAAGGTATACCCTGCTTTGGTAGGGTTATTTGCCGGCTTGATAATAGTCGCACCGTACTTTAC -GCTACCTGTGGTTGCTCCGCTGGTGTCCACAGTGCCGCCGTTACCATTCCAAGTCACAGTGTAACTATTA -CGGGTGTAGTACGCCTTTAATACCAAGCTGCCATCTGCCTTGACTGTGCCGGAGGAAACCGTTCCGCTAA -CATTGGGAGCATAGGTAAAGCCGGTATAACTCTTAGCGGTGGCAGTAACTGTAGCCCCGGTGCCGCCCTT -CATATTTTCAGTCTCGGTTGGCGTGGAAGGATAGCTTCCGTCCAGTTCCGACTTGTAGTGTTCCACTGTA -TATGCAATATTACTGTCGGCTGTCCAGTCGGCTGTCAGGGTGATATTTTTCCCAGGCATGGTACTGAATG -TATAATCATCACCATTCAGCTTCCAGCCAGCAAAGTTATAGCCTGCTCTGGTAGGTGCTGTGGGTTCGGT -AATGGCTGTGCCATATTCCTTAGTAATTGGTAATACGGAGCTGCCACCATTGCTATCAAAGGTAATGGTG -TACTCATTAACATTCCACTTTGCACTCAGGGTTACATCTCTCGCAGGCATGGTGGTTGGGATCGAAGCTG -CCTCACCGTTTTCTATCCAACCGCCGAAGGTATAGCCTTCTCTGGTAGGATCATATCGCTGCAAAACCCA -ATCGCCGTACTTAATGGGAAGTACGGCATCGTCTTCACCATTCCCCAGCACATATGTAAAGGTATAGTTG -TTGCGGGTGTAGTAATACTTCAGTGCTGCAGAGCCGTCACCCTTGACGGTCACACTCTGGGCCGCAGGTG -CGGTAAAGCCTTCGTAGGTTTTAACGTCGGGGGTCACCCCGGTCCCGGTCTGCCCCTCATGGACCTCACG -CTCTGCCAGAGTATACCCGTTGTCGTCGATATTCTCCTGATAGTGCTCAACGGTATATTTGGTATTCGCC -CATGCACCCCAAACAGCGGTAAAGGTCAAGTCATTGGCGGGCATAACCTTGGGAACAGTGTTGTCCCAAC -GCAGGAAGGTGTACCCGGGGGCGGCGGGGTTGATCCATTCGATTTTCGCACCCATGGGGTATTTGATCTC -AACGCTTCTGTTGCCGGCTTCCGCACCATATTTGAAGGTCACGTTAAAACTATTGCGTTCATAATAGACC -TGAACTACTGTATTGCCATCAGCTAGAATAGTCTCTTGCTGGATGGTCTTAGGAGTAAAACCAGTATAAC -TCTTTGCCTGAGCAACAGTAGCCTGATTGCTAATTCCGCTCATGGTCTGGCTCTCGGCAAGCACATACAT -GCCATCTAGTCCCTTCTGATAGTGCTCTACAGTATACGATACCACATTAGGGGTCCACTTAGCATACAGG -GTCACATTCTCGTTGGGCATAGTATTAGGGAAGGTATACTCTGCCCCCGTGCATTCTCTGTTGTTGTACC -AACCGGCAAAGGTATAGCCCGCCTTGGTGGGATTTGCAGGTCTCAGTGCAGAGATATTCGCCCCGGCCAG -CTTGCAAATCATATTCACTGTGCTACCACCGTTTGACTCAAAGACCATGGCTTTTCCATTGAGCAGATCG -CTCCACTTCAGCGTTATGATACGGCTGACGGTCTCTGTTGAGAATGCCAGAGGAGCTCCCTTCCAAGTCA -ACTTCATTTCGCAGTTGAGCTCACTGTCGCCAGAGGCTCTACTAACGGTAATCTGGTTGTTTACTGGGTT -ATATGTAAATGCAGGATTGGACAGTTCCACCGCGAAATACTTTTCGTCTTTGGTGTTGTGCACGGTATTT -TCGTCGAAGTTTTTGGTTTTGGGTTTATCATCCTCACCTAAGTCGCCAGTTTTCAGATCCATCCACTTCA -TCTCGAATACCGTGGTGGGGAGAGTATAAGTGGTTACATTCTGGATAGCGTAGGTAGGAGCCTTCACATA -GGCGAAGTCATAGATATTCTCCCGCTGACCCGCCGACCATAAGGGCCACTCTTTAGCGTAAATGGTGGGT -GCATAGGAGTATTTTCCATTCAAGACCTCTGCCACGAATTTTACATCCAGATACGCACCAATCTCCACCA -ACATTGCTCCGGATGAGCTGCTAGTCTTTTCCCATACTCCCCCTGTTTTATAGTTTGTCAGAGAGTAGTA -AAAGTAACCCCATAATCTGGCATAAGCACCGGCTTCAATTTGCAATCCGATTCCGTCCAATTTTGTGGAG -AATAGGCCCACCAACGCTTTGGCTCTAATTCCGGCACGAATGCCCAGGGTACCCATAACATAGAAATCGA -ACTGATAACCGTTGGTGCTCAGGTCGATGGTCTCGCTGTCGGCCTTTTTGCTCTTCAGAGACAATGCGAA -AGAGTGACGCTTAGAGTTTTCATACTGGAAGGTCATTCCGATGGCCACATTCAAATTGGCAGACACCACA -AAGTCCACCTGGATTCCGTACGCCAGAATGTGAAGGGGGTCTACCCCGCCACGCAGATCTATCAATTTAA -CCACAAACAGATCCACCCACGCATCGTTTGCGTCCTCCATAAATGCTGCGTACTTCTCGGCCAGACCTCC -GGAGGAAGAGGCTTCAGCCTCGGGGAATACAGTCTTAACATCCTCCATCTTCTTTTTGATTGATTCACTA -AGACTAAAAATCTTTTTGTTAGCCTGTGCCTCTTTTGCACTTTTCGGCCAGGGCATACCCCAGGGCTCTT -TATCCTCAGCAAGCTTAGCGGTGGCGGTGACACCCACGCCGGTATAGGTACCGAGGTCGATATTGCCTGT -CATGCGGTAGTCGGCGATGTAGGGAAATATCCATTTCTTTTTCCAGACTGCACCGCCACTGACGCTGAAA -CCAAAGAGAACTTCCTGCTCGAAGAAGGCAGTCAGTTCAACTTCCACCTTTTTATTCGAGCCGGACTTCT -TAATATCAAAGTTATATGTCACAGCCACTTCCGCACGAATGCCTTTTCTGCCTTCAAAATGAGACAATCG -AGGCGAAACGGACACACTGGTCTTTATGCCCCCCTCTTTATTCACAATATTGCCCATGAGAGCCAGATCG -TCTTCGCTGACAGGAGTGCCGTTACTATAGGTAATAATATAGTCGGTCAGGGTCAGGTTGTCCTGGCTGC -CAAAGATCTCCTTAACCTCGTCGGTTTGGATAGCCAGTCCGGCCAGATACTCACCAGCATCCTGTATAAA -GCTGCTGGACATAATTTGGGACTCAACAGATTCTCGGATGAGCTGCTCATCGTAGGCGGCTTCTATCTGT -GCATCGGTCAGCTCACTTTCGCTGTACAGCTCCATGGTAGACAGTACGAATTCTTCGCTTACTACTGAAT -AGGTGATAATAGTACTGCTACCATTCGTAGTAATACTGATAATTTCGCCGTAACCCTGCTTACTGGCATT -CGTGTCGCCAAGATCACCGTTATTAAAGAAGCTCAGAAAATCGCCCGGTTCCACCACAGTCTCCGCACCC -AAACCCATATCGGCGTGTGTGTCAGCAGAGAAATCCAACTTGCTTGTAGAAATGGTGATGCTACCGGTTC -CGTTGGTGGCAACCGTGTTTCCGGCTGTAACACCATCTCCCGCATCCAGATCGATGGGCAGCAAATCCGG -GGTAAACAGCACGTCCTCCGACTTGGCAGACTGATAATAACAAGTAGTACCGTCGATGCGTGTAATCTCC -AGATAGGCCACAGCACCGCTGTCCTCTACACTTCGCTTATCAGGCTTTTTACCGGTATAAACGGCTATGG -TGTCGCCCACCATAATCCCACCGCCGGAGTAAGTAAAACTACCGATGCCACTGTTGGCGGTATAAGTGGT -TACGCCCTGGGCATCGGTGACTGTCTGATACAGTCCGGCATATTCCAGCACATTGTTGCGGTCGGATTCA -GTCAGAGCGGAGGCCGCAATATACTTGATGCCGTCACTAAGCTCCAGATTCAGAACTTCATCCTTTTGGA -TTATGAAGTTATAGTATCGTATTTCCTTGCTCTCACCAGCAAAAGTGATTGCATCATTTAGCAACTCAAT -CTGATAGGTATGACCCGGAGTAAAGCCGCCGATGTCAGAAGCAACCGTAAAGCTGCCTGCACTGCCGGTT -ACGGAAACAGTCTCCTGTTCCACGCCGTCTGTTCCGTCGGTCACAGAGGGGTCGGTAATGTTGCGGAATT -TGAAATCCTTACCGTAGGCAGGCATGCTGCCCGAATTTATTGTGACGGTGAAATTTGCAGCAGCATCCTG -CTTGGTCACGAAGTTCAGTTCGCCGTTCTCTGACAATGACACTGCTTCGGTAAATTTCGCATACAGGGTT -AGATTCCTTGAAAGAGTATCCGTGCTGGCCACCATGTTACTCAGGGCACTGTCATAATACCACCCCAGAA -ACACCGTTCCACCCTCCTGTACAGGAACAGGCATGGTGTTAAGGAGTGTTCCGACAGGATAGAGCTTGCT -CGTTGATTCTTCTCCTGCTTTTAAGGTCACTCCGTAATATACTGTTGAGCTGCCACCTGATGGGCTGCCA -CCTGAAGGGCTTCCGCCAGAGGAGCTTTCACCGGAAGGCGGTATGACAACAGGTCTCTCCTCCTTGGGTA -TACCAGGTTCCTTGTACCATGTTTCCACAGTCTCATCTGTCCGCATACACAGCATTGCAGCCTGTGCACG -GCTGGCTTCGCCCAGAGGATTAAAATTCACCCCATCACCTGCAAGCAAGCCTGTTTTCCATAACTTCAAA -ACGGCATCCTTGGCATACTCGGCAACGTTGTCCATATCTTCCGGAGTCGTGGTGATTTTGGCCCCGGTTT -CGTAGTCCACACCAAAGGTTTCAAAATAGCGTACAAAGAATACTGCCATCTGCTGACGATTAATCAGTTT -ATTAGGTGCAAATTTACCGTCACCAACACCTGATGTAATACCGTGTTTTGCTGCCCACGCGACAAAGGGG -GCATAGTAGGCATCTGCTGCTACATCGGAAAATGCAGATTTACCTTTGTAGTTGGCAGTATCCACCCCTG -CCATACGACCCAAAACGGATACAAACATACCGCGGGTCATCGTTACGTTTGGTTCAAATGTAGTTGTAGA -GGTACCTGAGAAAAATCCTTTGTCACGTGCATACTGCACCGCACTGTAAAACCAATCGGTTTTCTTTACA -TCGGTGTAAGGATTATCTGTCTTTTCATATGTAGTCTGCACTGTTGTATTCAAGCTGTCACCCTGCACCG -CATATGCTGAGGCGGCGGGAAACGTAGTAATCAGTACACACAGGCAGAGGAAAAGACTCACTAGCCGTTT -CTTCATCTGTTTGTTCTCCCTTCGATCTCTTGATTTGTTTTGAGGTAGGTTGCTTAATCCATTGCCCGCG -AAGTTTGCAAAGAATCATAAGGACGCTAACAATTCTTTTTCCGCGTTGCTTATCCCCTCTTTTTATCTTG -TTTGTTTTGCTCGTCCACAGCCCGAAAGCCCATCAGCAGGGCTGGGATGAGGTTCATTGGCTTGTGCAGA -ATGCGATTATAGCTTTTGGACGCCTCACGGCAGAGCATCCTGCTGGTTTCCAACATTCCATTGGCAGACT -CCACATCGGGACCGTCCCTTGCCCTGGCGTACAGCCCCTCGTGGAAACGTAGCTGCTTATCAAGATCGGC -AAGGCAGTTTCGCTTTGCCGACAGCTCGGCATAGGCAGTTGTAAACCAGATTGTCACAAATCCCGTTGCA -CAGATGCCCGCAACAAAAAAAGCGATAAACGTGGGCATATGGCGTCACACCTCTCTTTTTAACGACAGAA -TACCAGAAAAATCGCTTAAAAATTGTTTCTGGCCTGAACGGTAATAGATTTCGGCCTGAACGGTAATTGG -ACGGTTGATGAAATTTTAAAAGTATAGTAATATGGTTATGATTTTAAACGGGGGGAGAGGTGGAGCATTT -GAGGATTGCCATTTGTGACGACGATAGTCGGGATCTGCTGCAGATTGTTTCTCTGCTGGAATCGTACCGG -CATGAGAACAAGGCAGAACTCACCTATGCAAGCTTTCAGAACGCTATAGAGCTTTTGGTTTCTATGGAAA -ACGGGGATTACGATGTGCTGCTTCTGGATGTGCTGATGCCAGGCATGAGCGGTATGCAGGCGGCCCGGGA -AATTCGAGAGCACAATAGTCGGATACAGATTGTGTTCCTGACCTCCTCTCCGGAATACGCGGTGGAAAGC -TACAGCGTACGGGCACACCATTATCTTTTAAAGCCCGTCTCAGAGGAAAAGCTCTTTCCGATCCTGAACA -AGCTACTGGACGATTTTAAGAAGCCGGAGGACGCCTTGTGTATCAAAACACAGTCCAGCGTGTTCAGCCT -ACCTTATGGGAAAATAGAATACATAGAGGTCAGTGCGAAAAAGCTGTATTTTTATCTGACAGACGGCGGC -ATACGGGAGGTAACTGGCAGACTGGCAGACTTTGAGCAGGGCCTGCTCAAAAGACCCAGTTTCATCAAGG -TGCATCGCTCCTATCTCGTAAATCTACAGTGGGTACAGGAGCTACGGCAGGGAGAGCTTGTTACCGCGTC -GGAGCGGCGTGTGCCTGTGTCAAGAGCTGCTTATCCTCAGGTGCGAACGGCATATACACAGTTTCTGTTC -TACGAGGCGGAAGAGCTGGTGCAGGACGGGATAGGCGGTGTTGAATGATAACAACCTACATTGGGGTTAT -ACAATTTGGGTTTTCTCTGCTCTTCGGGGTGGCACTATCGGTGTGCTACGCGGGCATAGAGCGAACGCGA -AAGAACAATTTAGCTGTTGTATACTCTTGCGTACTTCTCCTTTTTGTGCAGTCCTCCTGCTGGTGGCTTT -TTGGTATAGATTTAACATCAAAACTATATCCCCTAATTATCCATCTGCCGTTAATTCTTCTTCTCACCAT -GTACCTGAAACGACCTTGGGCAATTTCCATCGTCAGCGTGCTTTCTGCCTATCTTTGCTGTCAGGTGCCT -CGATGGATCGGCATCTTTGGTGGTGCTGTCTTTAGAAGCAGCCTCGTAGAGCATATTTGCTATATTGCGG -CTGTGTTTTTGGCATATTATCTTTTTCAAAGATATGTGGCAGGTACTCTTCGGCAGCTCATGGAGACATC -CACCAAATACTGCGTTATGCTCGGTGCTGTTCCGCTGTTTTATTATTTATTCGATTACATTACCACGATT -TATACCGATTGGCTTTACCGAGGCATAGATGGAGCGGTTCAGTTCATGCCCTCTTTGTTTTCAATCGTTT -ATTTCGCGTTTATTATCCTTTACCATGTCAAAATGCAAAAGCAGGTGCATGCTCAGAGAGAACGAGATAT -GCTGGCCGCCCAGCTCCACGGTGCACACTCAGAGCTTGTGTCCCTGCGGCAGATGCAGAATGTTGCTGCC -GCATACCGACACGACATGCACCATCATTTTGCAATTTTGCAGGGCATGACTTCCGAAGGAAGTATAGAAA -AGATCAAAACGTATCTAAATATTGCACAGTCCGATATAGATGCAATCACCCCGATCCGCTTTTGCGAAAA -CGAAACGGTAAATTTGATTTTGTCAACCTTTTTTACCAAGGCAAAGCATGTTGGAATCACAATGACGGTG -GATGCGAAGCTGCCGAGTTCAATACCTTTAAGTGATACAGAGCTTTGTTCCTTGCTCTCAAACGGTCTTG -AAAACGCCATTTTCGCCGTTGCCAGACTCACTTCAGAGCATAAGGTCATATCTTTCAAAGCCATGGTACA -TAAAGCCAATCTGCTGATTCTGATAGAAAACCCCTATGCAGGCGTAATTGTAATGAAAGGCGGACTTCCT -CAATCATCTCTTGAGGGACATGGCTACGGAACGCATAACATCTCAGCCATCGCCGATGCCCATGGCGGTC -AAGCAATTTTCAGCTCCGAGAATGGTGTATTCTCACTAAAAATCATGCTTCCACTCAGGAAGTGAGGTAT -AGCAATAAAAAACCATTATCACTTATATGAGCTATATTTTTTACCTCTCCCTTACCTGCTCTATTTCCAT -TGAACTTTTGGGATCAGAAATTTGTACGGCATTTCTGCTCCCTCAACTTTAGGCAACCCCTAATTACTAA -ATTGCTTTAGTCGTCAACAATATACTTCATATCACCAAAGTGATATATCTCAATAATACATTCTTTGATT -TCTTTATTGTTATACAAATTACCCGAAAACTTTGATTGATTGTAACCATAAGTCTCATCCACAATCTCAA -AATTAATATCAGGAAAATTACTTACAAATTCTTCCAGGCCATATTTTTCACCTGTAAATTTCCCACAACT -GTCCATTGCGGTAATAAGGTATGCATTGCAAAAGTCTAAATCTACACCATTAATATTTATTACAGCATTC -TCTTTCACTGGCAAGCAATAATTATCCATTGGCTTAAAATAGCCTTCACTGAAATGGAGTACGATATTTT -GTTCTTCTATTTGTATTTTATTTACTCTGGCATCATGCAAACTATACGGTAAGTCCACAATATTTTTACG -GATTGTTTCCTTCATGGCAACCCCTCTTTATATTTATATTTTTGATTGCATGTTTTCTAATTCCTAAAGC -AGTAATAAAAAATATCGTAACGTCAAGTCCGCTTCGTATTAATACTTCTGCCATTGCACCGTCTAGAATC -CAACCAATAAAACTATTGAATATAATCCAGCTTAGACCTATAGCTGCCACTACTAATTTAAAAGATTGAC -TTACTGGATTTTTATCTTCAGAAAAAATTGGGTATAGTATTTCATAACAACAACCTAATATAATACCAAA -GAGAATTGTCCATCCGTAAGACGGAACAGGAAATGTCTCGATATCGCTACTAATAATGCCAGTTTTATAA -GCGATTACTCTCTCGGCAGTAAAAGTCAGGGCAATTAAGGCTACCGTTAGAACTCTGTTATATCTTGTAT -CTTCTCTTAAGCACTCAGACTTTTTATTCTCAATTGTAAGCATAGAGATAATTGTACACAGTGCAAAGGC -TACAACCGCCTCGCCTATTCCCATGAAAAATTGATATCTAACAAAACCTAATCCCCATTTTGAAAATGGT -GAAGCACTTACTACAACCTCCTGCATCCCTAATAGGAAAATTAAGCCAAAGCAAATCCCAAAACGCATCC -CTATTTGTATATTGGATAGTTTTGCGTTTTTTCCGAATAACTGTGTAACAACAGCACTGTGGGTATAGAT -CATAATAAAATAGAGAGAAGCGACAATTTGAAAGCCAAGCACCTTTACAAATATGCTGTTAAAATCCTCC -ACATTCACAGCACTGGGGAGCATAACCTTCGAAAGAATTGCCAATGTGCTTGCTACAAATATAGCTAGAA -TATTTGTTATAATAATCTGTTTTTTACGAATAGTTTTTGACCCCATAACTCCTCCCGATATAAATCGTTC -AACCTTTTATGATAATTGAGAAAACTAACAACTTCTCTCTCCAACTTATAATTAAGCACTTACTTATACT -TTATTCTGTTCGGTTCCGTGATTTTAAAATTAATATAAGCTATCTTCCACTTTACACAAAATCTAATAGT -TTAATCTGGAAGAATATCTAAATAACATTGTATTAGTTTGGATAAAATAAAGCAAGAATATATCTATTTT -AGAATTAAATTTTAGATACGCCTTGTAACATCTGCATTTCATCTCAATATCACTTTTTCATATACTCAAG -GGTCACACAATGATTCGAAAAAGCTTGCTTTGTAGAAATTCTTTGCTAAACTGAAAATGTGGAGGGCGCC -TTTCATAAAAACTATATTGGAGGTTGTTTATGAAAGATTCACAGCAGTACTACAAAGAACCGGGTTTATT -TACAAACATCAGCAGTCATAATTATGTTATTGAAAATATTGCTAACAATCCGGAATACATTTGCCAGATC -GTTCAAGGTTTAATTGTGCACGGAGCGTGGACTAAGCTGTATGGAATTCCTTCGGATTCAGAAAAAGAAA -GTTACCCTTTGTACTTAAGCGATTTATTAACCAAAATACTTAATCTTGACACTCGTTCCATTTTAATCCC -GCGATTACCTGAAGACCGCGTAATTGCGTCTTGCAGGGAATTTGCAACTTTAGCATGTGCAATCTTGAGG -GCAAAAGGCATACCTGCCCGATGTAGATGTGGCTTTGCGGTTTATTTAGGTTATCAAGGCAGCTTAGAAG -ACCATTGGGTTGTGGAATATTGGAATGGATGTAAGTGGATTATGAATGACCCTCAGATTGATCCATTCCA -ATTAAGCATGCTCTATAAATGGGAGCTTAATAAAGTTACTCTTAAAAACGAAAAAATAATTAACAGTGAC -TTCCCAAATCCTCACAATATTTCTCTTGAAAGTGACTTCATTGTTGCCGGTAAAGCTTGGCAGCTTTGCC -GGAATGGCCTGTTTGACCCAATGAAGTGTGGTATCGAAGATCTTTGGGGATTATGGTTTGTCAGGGGACA -GCTTCTTCGAGACTTTGCCGCTCTCAACAAAATCGAAACAACTCCGCATTTATGCAGACCCGACCTTGAT -TGGGATACTTGGCGTCTTTTAACTGCTAATGATTCTGAACTAGACGAAGCAGACTTCCTGTTGCTTGATA -AGATTGCTTCTTTGTCTTTAGATGCTGACAACAACTTAGGCACTATCATCGAAACATACGAGTGCAATGT -CTCCCTACAGGTTCCTAAACGTATTCTTGAATCAAGATAAATTCTATTATTTATCCTCCCGCTTACACGC -TTTATTGTAAATCCCTGTCCCTCAGGCTTTTTCTATACGGCGTACTGGTTGCTGGAGACAGTTACTTAGT -CTTTTCTGTACATATGCTACAAGCTGATTTGCTGACGCATTTTTGTTTCAATTTTCTAAATCCACAGGCA -ATCCTTTTAAATCCACTGATGCGTATAATATAATGAATGCTAGCAAACGGAGATCATTATTTTACGAATC -TACTAATTGTTTCATCGCTCCAAACTTGAACTTCAATATAACGCTCTGGTCCATATCTGCCATGAGCGTT -CCATTCCTGCGGTAAGCCATATTTATCAATTAGTTTTAGAATGTCTTTATACAAGTAAAGCTGTTTTCTA -TATTCTTTACCATCATTTACACGAGGACTAAATGTTGGGTGCATATCTCCATAAGTAAATGAAAGCGTTG -ATAAATCAAATTCATTGATTGGAATTTTAATATAGGCTGGATTTTCAAACCAACTATATAACCATGGGCA -AGCTTCTACAACCATATAATGTGGAGCTTTTCTCAGTATTTTCCCGCCCTTTTCTGCAAACAATCTACGA -GCCATATCTTCATACCCCATGCGTGTTTCTATATAGTTTTCATGTCTGGCAGATGCCTGTGCATTGGGGC -GTTCACATTTTATTTTCGATAGTATTTCTTTGGCATCCTCAACTGTCAAATCAGATAAATTCTTAAAAGC -ACCATCATTTTTATCATAATAATGATACAAATACATATTAGTACCCCACCTAAAATAAATAATCTATCCT -TTTGCATTGGATATTACACACTCCACATGTCTCAAGTGCACAAAATAGATGCCTCCAGATCCTGGTATAC -CTTGGCAGAATCTATGATGTTTTTAACGATTTTCCACATATAGGACAAAAACTTAACTTCATTTTAAACC -TTGCCCCGCAATATTCACATTCATAAGAATCGCTAAGTATTTTAGCTTCATTTCTTAACTTATAATGCCG -ATTGACAAGATAATTATCTTGTTTCAATTCAACTGCAACTCCGATAAGTATGAGTACTATCAAAAACAAC -ATAACTCCCGTAAATACAAGTGCCAATTCTCTTTGCTTAAAAACATAAAGAATAGCAGAAACCACACTTA -AAACAAATATGACACGTAATATTCTAATGGCAGGTTCCAACATATTTAATTTATATCGCATTGTGCTATT -ATTCCTGTGCATTTTAGTAAATCATGCTCATACATTCTTCTTCCAACCACTTGTATACCCAGGGGCAATC -CTTTTGCCGTTCTTCCAATTGGGATTACAATAACCGGGTTTCCAGTAAGTGAAAAAGGTGTTGTATATCC -CATGTTTGCCACAGAATAAGATACTTTTGTATCATCAACAGGAATATCATCATAAATTGCCTGATGACCA -AGTATTCTAACCGGACATTTATGCTGAAATGACGCTGTCGCCGTTACAGGAGTCAGTAAAATATCGTATT -CTGCCAACATCTGATCCAGTTGCACAATACATTCTTCTCTTTTCTCTTCCGCATTCAAATAATCCTTTAA -TTTGTCTGACATTTTGGAGCCCATCATTAACCTGACTATCTTTGGAAGCGAGAGAGACATATTGCCATAT -AATAGTTTTAAAAAACATTCTCGTGATTTTTGAAAATTGAATTCAGCCTGATGGATTTCATTTACATAAT -ATTTTGCAGACAGTCCTTTTATAAAATCCGTGAAGCATGCAACATATTCCTTGGAAATAGGCAATTCACC -ACAGTCTTTTGAATAGGCTATTTTTAATTGGCCTGAATTTCGTGTAGAAGGGAATATTTTTGAATCATCT -GCAATAATAGTAAACAACAAATGTAAATCGCTCAAATTAGCCGCTTGTATACCGATACGGAGAATATTGG -ACATGGTGCTTCCATATGGTTTTCCTCCGACCATGTTTTCTAACGGTATAACCTTGTCGGTTCCAACCAT -TCCATAAATACCACAAAAGTGTGCAGGCACACGAATCGAACCCATAAAATCGTTTCCTATATCTGCGTCA -CAAAGCCCAAGCTTTATGGCAGCGGCCCCACCACCACTGCTGCCACCACATGTGTACTCTGGGAAGTCCG -GGTGATCTGTTCTACCATATATTTCATTAAATGTTTGCATATCCATGGCACCTGCAGGCATATTGGTTTT -TCCTAGTATTATAGCACCCTCATCTCTTAATTTTTTCACAACAACACAATCTTTGGATGGAATATTGTTT -TGAAACTTTTTCATTCCTGCCGTTGCCCTTAATCCCTTTACCTCCAGATTATCTTTAACCGTTATAACTG -CACCACAGAGCTTTCCAATACTTTTTCCCGCTTTAATATTGCTGTCAAGCTCAATCGCCTGCTCCAGTAC -CGTTTTTTCATCATAACAAATTACAGCATTGATGGATTTGTGCCTTTCCAGTAGTGTAAGTCTTTCTTTA -ACAATTTCGAGAACCGTTATTTTCCTGTCTTTAACATTTTCTATCTGCCGTATCATTTTTGATTCCAAAA -GAAACACCTCCTTTATTCAATTTAACAAATCAGGAGGTAGATCGCTGTTCATTTCTTGCTATTTTTTACC -GGCACACAAAAATGAATATAAATATCTCCATCTGGCATCCTCTCATAGAATTCCACGAAAGGGCGGTTAT -CAGGAGAAAATTTATGCGACACCATGTAAAACCCATAAAGATAATCCATATGCTTAAAAAAACATGCCGC -AAAATCTTTTATACAACGGTTAATTTTACAGCAAATATAATTTCCGGATGTTTGAAAAACTCTATAAGCA -AGGTGCTCGTCATGAATATATGATTCTGCGGTTGCACAGGCATAGTACCTACATGATGATAAGTTCTGCA -CCTCAGGTGTATCCATAGTAATACCACAAATTTTCGTATCTGATGTAAACTTTTTGTTTTCTTTCAGCCA -CGTAAAAATCTGCTCGTAAGCCCTGTTAATCTCCGGATTTTCCCATACTTCTGATAGCCCGGTTACACCA -ATACAAATAGTTCTAAGATCAGCAAGTACAATTTCATTAAAGTGCTTTTCCAATTCTGGATCAAATGATA -TCTGCTGTAGAACTATTTCAGAAAACGGAACTGGATACTTTCGATCTTTTGTTTTTTTATACTGTGTTGG -TGTACATCCAAAATGTTTTTTAAAACTCCTTGCAAATGAACTTGAAGATGAAAAACCAAAATCCAAAGCA -ATCCTCGTAATATCACAATCTTCATAAAGAAGTTTGCTAGCACAATTGTTGAGCCTGCGTTCCAGGATAT -ACTGATGCAAACTTTTCCCTGTAACCGAATGAAAAATACGGTGAAAATGGTAAGGTGAAAATCCAGCAAT -TTTTGATATGGTTTGTAAAGATAAATCCGAACCAATATTATATTCTGCATATTCCAATGCTTGCTCAATC -TTTTTTTGATAGAAAATGGAGTTCATTATCACTAAAAAGCCCCCATACACATTCCTTATAATTATTCTGA -TTATATTATATTTTACCAGCATTTGCATGCTTTGAGTAGACAAAATAAGATGTTTTAAGTATCCATTGGT -TCCTTGGTGGAAAGGTAATTTTTCAGACATCTCCTGCAAAAGGGCAGTAATTATATTTATGCGTAAAGGT -GCTACCCTCCCTTAGAGGCAAAAGAATGCTTCTATTAAATAAACATATTTTTCATACTTAATATTTCTTG -TAAATTATTAACTTCCTTGCAAATCTTTGGTATATCATCTATATCTAATGTCCTTATATCTTTTAGAACA -TGTTTCTGCTCGACAGCTGTTGCTATCTTTTCAAGTACCATCAGTATCTGTGCAAGTTCTTGATCTGACA -GTCTTATATACTCTCTTCCTTCAATATTCTTGCCTATCAAATAGCTGATATGCTCCAGTGAAGCAATTGC -GGGCCACATGAATTCAAGCTTTTCTTGATTCCTTGGTATCTCACCCAGTGCCGTATTATAAGCTAGCTTT -AAGTTTCCAAGATTTATTTCCATTTTTTCTTTTATCCACTGTATATCCTGAATATTATTATTCTTTTTAT -TAGCCTCCAGTCTGACTATTGCACGTGATTGACTACGGATTAATTTTGTTATAAGTCCAGGCAGTCTGCT -TGATGCTGATTTACGCCCTATAATATATGTTCCTATAAGCCCAATCATAGACCCTACTATTATATCCGTA -ACACGTCCGGTTATAAACTGGGATGGGTTACTGTTCTTTGTAGCCGCCTCCGCAAGTATTAATGCATTAG -GTGTGATAAACATGGCTACAAGTGCATAGTTTCTTACTACAACGAGCTCCGTTATCATGGTTAGAATCAT -ATTGATTATTGCAACAATAATCCCCGCTGGATGTAACGAAAGAATACAGGTTGCTATCAAGACTCCTACT -ATAGTACCAAAGCATCTCAACACTGCCCTGTTAAAGGTTGACATAATAGTCGTCCCAAACATTACAGCCG -CGCAGGATAGTGGAATCCAATAAGGTCTTGTAAATGGAAAACAAAATGCTACTATAGCTGATATGGAAAG -AACAACTCCATATCTCACCGAGTTGACAAAAACTATAAAGTCCATGTCCAAAGCCTTTATAAGCTTCATT -CTTCGCGATGGTCTTACCGCTTTGCTGACTTCAGATTCAATCCCATCCAAGTGCATATTCATAAGCTTTT -CAATATCGTAAATACTGTCTAATAACTTGGTATATTCACCTGCTGACTCCTTAGACAATCTCTTTAAGTC -AATTTTATCAACTTCTCCATCTTTGAGTCTTATATTTTTATACAATTCTCTTATTCTATCAGTGATTTCC -TGCGGAACCTTGCTTGAACTATAAAAGGATACTTCAATTAGTTCAATAAATAGATCATCAGCGTATTGAT -TTAAAAGTACAAGCCTGTTAAATTCCATTTTGTTCTTTTTCGACACATATCCTGATGAAAGAGTTTCCTC -TCCTCTTCTTAGTGCTTCAATCACCATCTGCCTCTTATTATTCATGTCTTCGGAACCAATAGCCCCACAA -AAACCTCCTAATGATAAATAGACATCTTCAACAGCTTTTATCTCGGATTTATGCGGATTCTTAACCCACC -CAACCATACTAAGGGCCCATGCAAAGAGCCCGCTTGCTAATACCACAAGAAAACGCAGAGGTGCTTGTGA -TGGATTGATTGGCATGCTTGTTGTTATTGTAAAGCTTAGTATAAAAAATATAGCTGCAGGGCCTGGCACT -TTTAATACCCCAAAAATAAATGTAGCCATAAAGCCTATTAACCCTATAATTAAAATTACAAGCCAGTGAT -ATGGTGCCACAATGGTTCCAAGCCCTACTAAAAAACTTATAGTAACCGCAACTAAAAATATCTTTTTCAT -CCTGGATACATAGGTTTCATTAAAAACATATAAATATGTAAACCCACCTATTCCACCTAACAATCCCAGT -TCAAAATTCCCCATTAAAATACCTATCAATACTGGAAGTCCTGCACATAAACCGGCACAGAACGCCTTGC -CCCATGGAGTAGGACCTTTTCGCAATTCAAATAACTGCTTTATCATAAACTGCAAATTTCTTTTGTAATT -TACAGAGCTATTCTTGTCGTTTTTCAAAATTCCCTTATCCCTTTCTACCCTAAATCCTTCATATTTTTTT -AAAAGCATTATTAAATGGCTCTAGTTCCTCCTTGCTGATACCCTCAATAAATTCCCACTCTTTGCTTTCC -GTATCTTTAAACCATTTAGGAAACATATCACAGGATTTCTCGGTCGATTTTATAATCCTTTAACGTTCGT -TAGCTTTGTTCTTCTTTAAAATAGTTTGCCAAATCCATTATTCTTTTATCATCAAATTTAGTTATAAAGC -TTTTAACTCTGAGCAAAATCCTCAAAGCATTAGCAAGTTTGATATGTTGGATTTAATCATATGTCAGATA -ATTAATTTACACCATTTTCTATGGTAAACATTCTTCATATCTCTAGTTTAACATATCCACGGCTTCTATT -CGTTTGTGTAAATATTTCACTCTGATTACAATGAGTTGGACTATAGCAACAACTCCAAGGGAGACACATA -TTAAAATGAAGCGAATTATCAGTGTTATTAACTCAGACAAGATAATAACACTGATTGATTAGCACAATAA -AATTTTATGTATTGGTATTAAGCCGGACTTCAAACACCGTTTTGTTATCATTGCTTTTGACATGAATTTC -TCCCTTATGTTTTTCTACTATACTTTTAACTATTGCAAGTCCAAGACCGACTCCAGCACAACTATTTGAA -CGCGATTTATCTACACGATAAAACCTGTCGAAAATATAAGGCAAGTTTTGTTCAGGAATTGTAATCCCGT -AATTGGTAACCCTTACAAAAGCCCCGAAGGGTTCCTTCCTCAACATAACATCTATATTCCCACCGTTTGG -ACTATACTTCACAGCATTACTAATAAGATTATCAAACACTCTGGCTATCAGTGTTCCGTCAGCAGATGTA -TACACTTTTTCATCAGGAAAGTCAATCCTGCAACATATGTTTTTTTCTTGTAAAATAGGCATTAAGCCTG -CTACTACTTGTCTGACCAATTCGGCGACATCAATTTTTGTTATATCTAATTTATATTCCTTGCTGCTTAC -ATTTGTAAATTCAAAAAGCTGATCAACAAGCAACTTAAGCTGCTCGCATTTGGAGTAGGCTACATGAGCA -TATTGCATCATGTAATCTTCATTATCATTCTGTTTACATTCAATAATCATTTGCAAATATCCAATAATTG -ATGTAAGAGGTGTTCTGAGATCATGGGAGATATTGTTTATCATCTCATCTTTTGACTTTTCCCACCTCTT -TTCTTCAGCAATTAATCGTTCTAGTTCGCTTGACATTTTGTTTACAGCTTTTGATAGATTGCCAAGTTCA -TCGGTTCTTTCATCAAAAATCTGTATCCCCAGATTTCCTTCTGATATCTGTTCAACTAATTGCGTAATTT -TCTCAATAAACTTAATACTTTTTTTTGTCAGTAAAAGAAAAAAGGCACTCATAAGCATAATAAATACCAA -CATGACTGCCAGAAGGAAAACTACTACATTTGCATTAACCCAATTTAAAAAATCCTCATAATTATAATAA -AATGCAATACAAACTGTCATAAACACAAAAAATACACAAACACCTGCAAGTACTGCACTTAAAAGATATG -TAAGTATTAATTTTATCCGTATAGAGTTTAATTTAGCCCTCAATTTTATATCCTACTCCCCAAATTGTTT -TTATAATTTTAGGTTCTTTAGGATTTGATTCCAATTTTTCTCTCATTCTCCAAATATGAACCATTACGGT -ATTATTCGATTCATAGAATTTTTGTTTCCAAACGCTTTCAAATATTTTTTCCACACTAAAAACCTTACCA -GGGCTGCCAGCAAGCAAAAGCAATATTTCGTACTCTGTCGGTGTAAGATCAACTATATTTCCGAGTAAAG -ATACTGTGTGATTATTCTTGTTTATAGATAAACCACAGATATTAATTATGTTTTCATCATGCTGTTTATC -CAGTACTTGAGTGTTCATATAGAAAGAACGTCTCAGTTGTGATTTGACTCTTGCCATGAGTTCCATTGGG -TTAAAGGGTTTGGCTAAATAATCGTCAGCACCGGTACCAAGACCCATAATTTTATCCATATCACATGATT -TTGCACTGACCATAATAATTGGTATAATATATGATTCTCTAATTTTCCGGCATATCTGCAAACCATCTTC -TCCAGGCAGCATAATGTCAAGTATTAAAAGGTGTATTTTTTGTTTTGCAAGAATTTCCACACCTTCATCA -CCGTTAAATCCCACCAAAACATTGTAGCCCTCATTTTGGAGATATATTCTGATCAATTCCACTATCTCTT -TATCATCATCAATAACCAGTATATTGTACTTTTCCATTCGACTTTTTCCTTATAAAAGTAATTTGTATAA -TATGGGTACTTTACCAAATTAAGTTATAATACCCATATTATATCTTATCAAACCGCCTATATCAATTGTA -CACCATCTGTTATTGGAGTTTAAAGCCCAGCAGATTCCAGTAATTCAGAAACCAAATAAATACACTGCAT -GATATTGCTGAGATTGTATAGATTATTCTTGAACTAAGAGTCTTTTGTCTCTTAACCCAAAGCAAAACGC -AGAAGACAATTATACCGATAGACAAAACAGCTCCTAAAAGAAGCCCGCTGATCGATATATAACCGACAAG -GGGTAATCCATATTGTATTTCATAGGTTGCAGTCATCAGTAGCAAAACAAAAGCTATCATACTAATCACA -TTCAACATACAAACAGACCATAGTGTAGCGTTTGAGGCTAATTCAAGCTTTGTAAGCGACGATTCTTTTT -TCTTGTTTTTTCTCCTAAAAAACGAAAAAGTTATCCCTATAATGTTAAAAATAAATATCAACATGCAAGC -AGTTAGAGTAATAAAGTTGAAATCTCTGGTTTCATACCAATGAATTTTTTCAAATGTCTTTTGAGGTTCA -TTGTTAAACGCATATGCAGTATTCCCCTGCTTATCTTTTTGGAAGACAATATCACTGTTGTCATCCTGAC -GTTTTAAAATCAAATCACCGGTTTGAATAAGCTTTGTAGCTATAGGATTACCCTCAAATGAGGTGCTGTG -CATAAATAATGCACCCTCTTTACTATTTAAAATTTTCATTTCTCCATCATTAGAAAAAAGAGCCATGACT -TTTAGAAGTGTAGTAACACTTATGTCATCATAGCTTCTATATATACCTGTATAATCGCTGTTCCTTTGTT -TATACCCAGCAAAATATTGTACTTTGCCAGTCTCACGTGGAAAATAATGATCAAGGAATTCACTTTCAAA -AGTAATTGGTAACGTACTGAGCGTATTAACTTCAACAAAAAAACCAATATTGTATTCCGGTAAAAGATAT -AATGTACTTATATAGCCTGACGCATCCCCTCCTTCGTGCTTAATCGCTTTTTGATTATTATCGTAACTTT -GCATAAAGGTATAGCACATCCCCGGAAGTACAGGATTATTTGTGAACTGTTGAGTATGCATCAGTTTTGA -AGTTTCTGCCTTTAATATACTTTTTTCTTTATATCTGCCGTTTTGCAAATGGGCAATCATAAATTTAGCC -ATATCGTCAGCTGTAGAATATATACATCCTTCGCCAAGCCCCGGCAAGTTTATTTCAGATGTTGAAGGCT -GCATTGTTGTACCATCAAAGATATAAGGTATCGCCAGATTATCAGGTATTTCACCCGCCGTACTATTGGT -CATACCAAGCGGTTCAAGAATATTTGTTTTGATATAATCCCTAAATGGCATTTCTGATATTCCCTCAACC -AGATAGCCTAAAAGGTTATAGCCAAGATTGGAATATCTCGTAAACGATCCTGGTTCTCTTAACACACTAC -CAAGTTTCATTTTTAGATAATCTTCGTATGACAAAATTTCATCTTTTGTTTTTGAAGCACCACCAATAAC -ACTACCTTCATCAAGACCACTTGTATGTGTAAGTAAGTTTGAAAATGTAACTGGGTTTGTAAATTTATTA -TTAACTTTGATTTTTTTCAGATACATGTTTACATTATCATTAAGATCTTTAATTTTACCTTTCTCATATA -GCTGGATCACTGCAGTACCTGTAAACAATTTACCTATTGAACAAATATAGAATGCTGTCTTATCTGGATT -TATAGGAACTTTATTCTTAAGATCTGCATATCCATATCCTTTCTTAAGTAATATTTGACCGTTTTTAACA -ACCGAGATTATAGCACCTGGTACACTATCCTTTTCCATATACTTTTTAAAAAAGTCATCACAGAATTTTT -CCAATTCCTTAGGATCGTTTGGTCCATCACTTGAAGTAGTACTACTTACATTAGAAATTTGTTTACTAGG -GTTTGCTGATTGTGCGGCCAAAGTATTTGACCAACAAATACAAATAAATGCTGATAATAACATTACGGAA -AGTATTCTTTTTTGTTTTTTAGTTTTGTTAATTTGCAAAACATACTCACCTCCACTGAAAGTATATACAA -TACATACGGTGAAGGTTTAACTTCTTTCTTAAAAGTTTTTAACGAAAATCTTACAATTACATCTATTTTA -CTCTCTAAAGAGCTACTAATTTCAGTTCAAAGTATTGGACCACAAAGCCCTCTATTAATCAGTATTTAGC -TGTCCAAGAAATCATCCTCACCCCTCCTTTTATTTTTATATTAATAAATCGCTACTGGTCCGTGTGGGCC -ATCTATAATTTCTATTTTTGTTTCAAAAATATCTGTCAAAATTTCTGAGTTCATAATCTCTTTTACAGTT -CCAAAGGCAGCAATTTGGCCATCCTTCATGGCACAAATCCTATCAGAATATTTGGCTGAAAAATTGATAT -CATGCATAACAGTAAGAATTGTTCTTCCAAACTTGTCAGCAGCATGCCTCAAATGTTCCATCATTTGAAC -AGAACGAGCAACATCAAGATTATTAAGAGGTTCATCTAAAAGTACATATTCTGTCTCTTGGCATAAAACC -ATTGCAACATACGCCCTTTGCCTTTGGCCTCCAGAAAGTTCATCTAAATATCTGTTTTCTAAATCAGATA -GGCCTAAAAAATCTATGTATTTAGAAATAACTTCCTCGTCCCTTTTGGTTAATCTGCCCTTTGAATGCGG -AAAACGTCCGAATCCAACTAATTGTCTAACAGTAAGCTTCGTTATGAAGTGATTTTCTTGTCGCAAAATA -GTTAAAATTTTTGCTAAATCTTCAGATTTAGACATAGAAACATCCATATTTGCCACCTGAATTTGGCCTT -CATCCATATCTAAAAGTCTTCCAATCATTAAAAGTGTCGTAGACTTTCCAGCCCCGTTTGGTCCGATTAG -AGAAGTTAGACCAGCTTTTGGTATTTTAATATTTAAAGGTCCGATTTTCACTTCATCACTATACGCTTTT -TTAACACCATGTATCTTTATCATAAAGTTCCCTTCCTTAAAATTACAAGTAAAAATGTTATTCCACCAAA -CATTTCGATAATAATTGAAACTACACCTTGAGCATTGAACACATGATTCATAAAAAAGTATGCTCCCGCT -AATATCAAAAATCCTATAACAAGAGCCATTGGAAAAATATATCTGTGATCATAGGTTTGTGCTGCCTGAT -AACTTAAAGTTGCAACTAAAAATCCATAGAAAGTAAGTGGTCCAACTAAAGCAGTTGAAATTGACATTAA -AACAGAAACTAATACAAGAGTATAAATAACGTTAAATTGATGATTAACTCCCAAAGATGTACTGGCATCC -TTTCCAAGTGAAACAACATTTAACTTTTTTGAATGAGCAATAAGAAGGATTGCAGCAATTATTACAATTG -GAATTGCAATAGGAAAATATTCAGAATCCGCATTATTTACAGAACCAAACAGTCTCGCCTGTAAAATATC -AAACTCTGAGGGAGCAATAAGCCTCCTCATAAAAGACGACAAGGACTTAAGCCCAGTTCCAATGATAACT -CCAACTAAGAGCATAAGTTGTAAATTTCCATATTTTCCAGAAAGTAACCACCCAAAAAGTACTAAACACA -TGAGCATCATAGCAACAACTTGAAATAAAAATGATCCAACGCTACTAAAACTTATTAATGCACTAGCACC -AAATAAAAAAATTGTACTAGTTTGTATTGTTGAATAAAGTGCTTCAAATCCTAAAAGCGAAGGAGTTATT -ACCCTGTTATTTGTGATTGATTGAAAAGCAACAGTGGACAAACTCTGGCAAAATGCAGAGATAATCATTG -CTACAAGAGCTACCATTCTTCTTCTAACAACTGGAATAAAAGAAGGAGAATCTATTGGAACCGGATTATT -ATAAACCAAAAGACCATAGGAAGAAAGAACTCCCAGAGAAATCAATGTTATCAACAAAATCCAATAGCGT -TTTTCTTCTTTGTTAGAACGAAAAGCTCTAGCAGATCTATTTTTAGAACGACTTGAATTTCCTAATTTAT -TCTTGTTACTAATTACTAATTCTGTCATCTTAACCTCCTTTGTCTCATTAATATTACAATAAATACTACT -GCCCCCACTGTTCCAAGTATCAAAGAGACAGGTACTTCAAATGGCATTATTATTGTTCGAGAAATTATGT -CACAAACAGTTATAGTACCCATTCCTAACACACATACCCAAGGTAAATTGCTCCTAAGGTCATCGCCTCT -ATACATTGAAACAATGTTTGGTACAATTAAACCTAAAAAAGGCAAGTTTCCAATAACAGCTGCAACAACC -CCTACCGCAAAAGATATAAGGCCAGTCCCGATAAGAACTATCCTATTATAGTTTAATCCAAGACTCGTTG -TAACATCTTCTCCTAGTCCAGCTAAAGTCAACCTGTCAGCATAGATAAAAATAAAAAAGGTAACTACAAC -AATTAGCCATAAATACTCATATCTTCCGATTTGAACCGATGCAAAAGAACCAACAAACCAACTTTCAATA -CTTTGAGTCATTTGAAAAAGCAGTCCAACAAAAGTAGATACTGCAGAAATAACTGCTCCAAGCATCATCC -CAATAATAGGTACAACTATAGATGAACGAAGTTTAATTCTTTTTAAAAATATAAAGAAAATCATAGTTCC -TAAAAAAGAAAAAATAATTGCACCAGTCATTCTTTGAACAAGAGTTGGTGCAGGAAATAATAAGTAAACA -AAAGTAAGTCCTAAACCAGCCCATTCAATTGTCCCTGTTGTAGTAGGCTCAACTAAACGATTCTGTGTAA -CAAGTTGCATTACCAGGCCTGACATTGACATTGCTGCTCCGGTAAGCATTAGTGCAGCTGTTCTTGGAAC -ACGAGTTATAAAAAACATATTCATTCCATCCTGTTGTCCTCGTATATCATAAACTCCAGTAAAAAGTGAT -ATGCCGCCTAAAATAATAACAACTATAATTGCTAATATAAAAGATTTTGTCCATAATTTATGGTGATTGT -AACTTTGGAGCTGATAATTTTCAGCCCCAGTTATTTTTTTTATTTTATGTTTCAACTCAAGTTATACTCC -TTTATGCTATTTACTTAAAGCATTTGAAAGACTACTAAATAACTCTAAATAAGTTTGTATAGATTCATTT -GTGTAAGTGTCATTTGGTGCATAAACTATCTTTCCTTCAGTAACAGCAGTTATGTTTTTAAGAGCTGGTG -AGTTATCAATAACATCTTGAGCAGGAACTGCGTCGGTTGTAGAAGATGTTGCAGCATCACGATCTAGTAC -AAACAGCCAATCTGGATTGCTTTGTGCAATTGCTTCCACGGAAACTTCATCACCTTGGTGATTTGAAGAT -GCAGAACCAATTTCTAATGCAGGAGCCCATCCAAAAATTTCATACATTGGCCCCCATACACGTCCGGAAT -GAGGAGCTGAGAAACCAATATTTCCACCAGACACTACAACACTCATAACTGTATCCTTGCCATTATATTT -AGACTTGGCATCTTCAATAGCTTTGTCAAAATCAGCCACCAACTTTTCGGCAGCTTCATTTTTATCAAAA -ATTTGTCCTAAAACTATTGTGGAATGCTTAAGTCCATTTACTAAGTTTTCTCCAGGAGTAGCAGCTTCTT -CAGAAACATCAAAATTAAGATCAATAACAGCTGCATTTGGCACTAACGCTTTTATATCTTCATAATGACT -TGCAAATCTTTGACCAATAATTACGAGCTCAGGGTCTACAGCTGCGATAATTTCAAGATTTGGTTCACGA -TGATTTCCAATATCCTGAACTGATTCATTACTTACATATGGTGAATCTGTAGGCATTACACCTTTTGGAA -CAGCCGCTAATTCAATTCCCCAATCAGATAAAGTTTCAAAAGTTCTATTGTCTAAAGCAACTACATTTTT -GGGGTTTATAGGAACAGTCACAGTTCCATGAACATCTGTGATTTCAACTGTTAAAGGTTTAGTACTCTCA -TTGACTTGCTCATTAGTATCAATTTTAGCAGATTCGATGTTTGAATTTGAGCAAGCTGTAACCATTAAAG -CAAAGGCTGCTATAATAGCAGTTAGTATTAAAATTTTAGATTTTTTCATAAAATTTCTCCTCATAGAATA -TTGTGTGATAATTAGCAAATTGTTAATATGATGAAATTAATATATGTAACATTTTTATGGTGATTTAAAT -AATAATTCCTCCATTCACTAACGCTATAACGACAAAACTTTTATTGATATTGATATTGATATTGATTTTC -AATTTCATTTATCTGGGTTTTAATATACCAAATATAAAATATATTTTCAACTATTTTTTAGTGGTAAAAA -AAGGTATAAAAAAGCGGCAGCATCTAATGTCTAAAATGCCACCGCTAATTTAACTACATACTAGCATATA -TGTTCCTATTAACGGTAGAAAACCGTCAGTGCCTACTATGAATTCGGTCTGAAACTCCAGAGGGATATTC -AACATAATCTAACAAATACTAGGCTTCCACTATCACCCAGCTCACTGTAATTTTTCAAAGATGTTTACTA -TCTCTATCATCGTCATCTTTTTATTAAATTGATAACTAAGACTTTGTAAATATTTTTATGGCAATTTTAT -GAAGTGATTTTTTATTTAATCCTATATTTTCTCATGTCGAATAATTTCTTACTTTTCATTCAATGACCTT -GCCTTAATAAAATAGACAGCAAGAACTCCATCCGTTGAGAATGGTGTAACATAACCATTGGTTGAATGTG -TCATGTGACGGTTATAGAACAACTCTGTATCTTCAAGAACAGCTTTTTTGCCTCTACATGAAACTTCAAA -TTTGTAAGCCGTGTAGAATCAGTGATTCATCCGTTTTCTTTCTCCAAGTATTATGAATTCCCCACGGATT -TCCCACAAAAAAATATTCCCCCACTCAAATGTAAATTAATGTAATATATCAACTCAGTAAAACAAGCATT -TCATTATATATCGGCACTGGTTCCTGTTATAGTAAACTATATTAATAATGATTAAAAAGGAGAGCCTGAG -CTCTCCTCTTATTTACCACCTATTGCCGAAACTTCTTCCGTTGCCTCTGTTGTTATTCCCTTGCTGCTTT -CTCGCTCTTCTGCAGTCAGGACATCTTTGTGGTTCATTGTCGAACCCTTTCTCTTTATAGAAAGCCTGTT -CGTTTTCGGTGAAAGTGAATTGTGAATTACAATCCTTGCAAGTTATTATTTTATCTGCCATATCTAAATA -CCTCCTTAAATTATTTGGATCATATAATTTATAACTTCTCGCTCAAATAAATTAAAGAGAGTTGTAATCA -AAAAATCAATCCATAAATATTTAGTTAACTTAATTAGTTTAACATATTATCCAGAATAAAGCAAACATAT -ATTTAAGCATTTCCCAAATATTATACTTTTAATAAACTGGTTTGCACCTATATATACCATTTGAGACATG -TTTATATCACAGAAACTCTATCATACTCTTCAATCAAAGTATTTATCAATTCTCTTACAGAAACTATTTT -TTCAGCTTTATAAGCATTTTCACCCGCAAAAGCAAATCCATACTTCATTCTTCCTTTTTCTGCACTTATT -AACGCAAGAGCAATGCAATATGGACTGGATTCATATTCGCAAGTTAAAATACAATGATATGGACATTTAT -ATGGTTTCTTGATGCCTGCATTCACATCATTGATGAATTCATTAACTATCGCTCTTCCAGGCATACCAAC -CGGACTCTTTATAATTCCGATGTCGTCTTTTGTGCATTCAATATAGGCTTGCTTGAATTCAAAAGAAGCA -TCGCATTCATCTGTTGTTACAAAGCGTGTCGCCATTTGCACTCCTGATGCTCCCAATTGTATGAATTTAT -ATATATCATCACCGGTATAAATACCACCTGCTGCAATGACTGGAATGGATTTACCAACCTTATCTTCAAT -GGTTTTAGCTTCACTTACCACTTGTGGAACAAGTTTCTCCAATTTATACTCAGGATCTGCGATTTGATCG -CTTTTAAACCCCAGATGCCCTCCTGCCATTGGACCTTCAACTACTATGGCATCTGGAGCATATTTATATT -TCTCAAGCCACCTTTTGGCGATAAGTCCTGCCGCTCTTGCAGAAGACACAATGGGAACGAGCTTTGTATG -CCTTGACCCTTTTAAGAATGAAGGCAGATTAAGTGGTAGTCCAGCCCCGGAGAAAATTATATTGATCCCT -TCTTCTATGGCTATCTTGGCCATGTCTGTAAAATTCGATAAGGCTACCATTATATTAATCCCAAGAATTC -CTTTTGTAAGCTCACGTGCTTTTCTTATTTCTTTTCTAAGAGCTCTGATATTTGCTTCAATATAATTTGT -TGAAAAGTCCCGTTCCCGCCTTCCTATAGCAGCAGCTGAAATAACCCCAATGAGACTCCAATACCCATTC -CACCTTGAATTATCGGTAATGTTGCAGTTAATTCACCTATTTTTAGACTCTTCCCTCTCCAAGAAAGCAT -AGAATATCTCCTCATTTTTTATTTGGATTTAATATGATTATCATACTTTTACCTTCCAGCTTTGGTTGCC -TTTCTGCTACTCCAACTTCACTAACCACACTGGTAAACTTTTCGAGTACATCTTTTCCATCTGATGTATA -TTTCATTTCCCTGCCTCGAAATTTAATACTTACTTTGACTTTATCCCCATCTTTCAGAAACTTATAGGCA -CTTTTAACCTTGACATCAAAATCATGTTCTTCAATCTTGGCAGACAATCTTACTTCCTTAAGTGAAACAA -CTTTCTGATTTTTCTTCGCTTCTTTTTCTTTTTTACCCTGTTCAAACACATATTTACTATAATCCATAAT -CTTACATACCGGTGGTGCTCCATTTGGTACAATCTTTACAAGATCAAGATTCTTTGTTATCGCCATCTGT -TGTGCAGCTTTTGATGATATAACTCCTAACATAGCACCATCCGCATCAATTAGCCGTATATCCGAATCCC -TTATCTCGTCATTAATTTGTAATTCGTTTTTCCTGATAAAAAACACCTCCATAGATTCTTGTGTTCTTAG -AATTTTTATAAACCAGATTATACCAATTAAGAGTCGATATATAAAGCAATCCACCCTCACTACCATTAAG -TATTCACTAAATAATAGCTTAGTTATAAGCGAATCTATAAAAGAAAATAGGATTAACATATTTCCTATTT -TTGTAATAATTTCATTATAGCATTAATTATTATACTTATGTATTTTTTGAAAATTATTAAGTGGTAAGTT -ATTCGTGTCCAGTATATACCAGCTATCGAAAAATTAATCTGACAATCTTACTTTTACATGTTGGTATGTA -CATGAGGTGAATAATTTGAAGGAAAACTCATGGTACGATTTCGAGAAACTCCCTGCGGGTGCGAAAAAGA -AATTTCTGATTTGTATGAAGCCTATTGCAGAAAAAACGGAAGAACCGATTTAATCCTATTATAACAAGTA -TGCCGTGCAGTTTGGCTTACCCAGAACCAAGCCTGTTTACTGGGTATAGCAGGAAATATCCATTTACAAG -TGTCAATATGTCACAATTATGGTATTATTGCTTATTGATATTTATTAATTGTATACTGCGATACATATGT -TGAATTGGGCTTTTAGTCAATATTATATGGATTTTTGTGAATTATTTATATTATAAGGTATATATACCTT -ATAATATGCCCCGTTCATTTAGTAATACTTTCCCACCAAAAATAAATAACCTTTTCCTTAACTTCCTTTT -TTGCAAATTTTGCGTTAAGAACCGTTTTAGGATTCGCCAGTACAACTATTGGATTTATAACTATCTTTAA -AATATCTGCCTACTATGATTTTTGTTAGAATAATTCTGTGGTACGTATAAAATCTCCTGCACTATTAATA -CCATAGAGATTTTTACATTCTATAACAAAACATATTTTCTTAATAAGTACAAGATAATCAATCTGCAATA -TCTAGAATGCAACTCCCCCATTATAACTAAATATTAATTTAACTTTGATTTACGTTATATTGCAGACAGC -ACGTCTCAATATGCCTTGCGTAAGCAAAAAAGATGTCGGGAGAACCCATTGGTTCCTTGGCGGAAGGGTA -TTTTTATCTAGTAACGGGTTACAATGATCCGCTTTTCGAATCCTTACCTCCGCACTTTACATCGGAAACT -ATCATTCTGTCGGACACTTTGAAGTACTGCTACAACTTTACAAGTAAATAAAAATTATGCAATAAAACTT -TCAAACATGTTTTGGTTTGAGTGCTTTATTATGAACAATTTTTCAATTGTCTTGATTAAGTCTTTTCCAT -AATTAATCTAAATTTAAAGTACACCGTTGTAGTTCTTTCATTCTTGATGACTATCCGTTCAATCATCTAA -TTCAGTACTGATTTGATTAAATCACAAATACCAAACTCTGATTTATCAGCGAATAGGCAATTCTCTAATT -TAGCTTTTATTTTAGCAGCATTGCCTTTGGCTCCTGCTCTTTCTAGGACTCCGGCCTTTTTAAACTTTGA -GGTTACAACTGGTGTAAGTATCAGTAATCCTATTGCCAATGTTATTGCAAGTGCCGGAGCCGCAACTTCA -ATGTTTCCTGCCCGGCTCGGCACTTGGTAGTAATGAGCAACTTTGCACTGTCCCGGTGCTGTTCAGTGAC -AGCTTTGCGGTACTTTGACCGTTTCACAGAAAAAAAAGGAACAGACAGATATGAATTCTACCTACCCTGT -TCCTTTTCTAAGATTATTTCACTTTACTAAAAACTGCTTCGCCTTTTTCATCTAAGACGTAATCATTTGT -TGTCCAAGAACAAATCTGGCAAGATATTGTATAAATAACGATCTACGCAGGTCCAGTTATGAGCTCCGCC -CTTCAATGTTATGTAATAAAAGTTACCCTTTCTAAGATCTGCTGAATAAACAAACGTATCAGTAAGTTTC -TTCATTTCAGCTATCTGGGAATTCATTCCATTATAAGCTAAATCAGCTGTACCTGTTGCACAGAAAATTC -GTATATCATCTTTTGTATAACCCGCTTTTTTAGCGATTTCAGCCAAATATTTAGCTTTGATCTCATCATC -GGTTCCTGTCAAATTATATCCTTCTTTCTTTATTGAGTCTACATCCTGCCAACACCATAAACTAATTGGA -ACATAGTATTTAAAGTAATCTATACTATAAATGTAGTTATACCAAGTGCAGGCGGAACCCATGGAGAATC -CAGCAACAGCTCTGTGATTTCTTGCTGCAAGCAAGTCTTTTTCACTGTTAGACTGAGCATATACATTAAA -TTTTCCTTCGATTGTAGGTATGATATCCTTTACTAATTCATTATGGAAATTCTTAATACGGAACATTCCA -TCTTCCTTCTGTCTCTCAGCAGTATATGGTGCTGTATTATACCAAGTAGGAGTAACGATAATCATTGGAT -TCATCTTACCATCAGCAATCAAATTATCAACTGCTCTCATAAGCTCAGTATTCTGACCAACACCGCCAAA -AGCAGTATGCTGACTCTCGGAATTACCATGAATCAGGTATACTATATCATATTTCTTAGTTTTATCGTTT -GCATCATATCCGTGAGGAAGATATACAAGCATATACTTGTCTAAAGCTTTTGCGTCTTGATCGTAAGTAT -TTGTTTTGTAGTCAACTCTTACGATAGATCCTCTTATGCTCTCAGGATCTGACGTCTTGTATGCCTTTGG -TATATCTCTACACTCCTTTTCATCAAAGGATAAATCGTTATGTACCAAATTATCAATGGCAGCTTGTAAT -TTAATGAGCAAGCCGTCAAATTTTGCTTGTGTTGAAGCTTTGTCAGCAATCGCAGCTTCTGAATCTTTAA -TTAGCGTGTCAACTGCATAGCCGTTAGAATAGCGTTGCAGTTCGATATCCTTTGCACTCATGACTAAGGA -TTTCAAATCATAAAAGTTTGGTTTTGATACAGAATTGAGACCTTTACCAGTTAAAAGCATTTGACCAAAC -TTTTTTGTATCCTGATAAGCAGTACCCGTAGTATCAAATATATTCATAGTAGCTATTCTTGTACTTCCCG -TTGCATCATTGATCTGACCTTCCATACCCATTACCTTACCATTGGCCGGGGTCTGGGATAATGCAACGCG -CCCTTCAATTACATAACCGCCTGCTACTGTCTTTGCAGCTGTATACAAATTTGTTAAATCACCATGGTCA -GAGGATCTCTCATTTTTAAAATTAACCCTAAACTGACTATCATCACCTTCATATGTCCCGCATCTCTTAT -TATCTTCGTCCAGGAAAAATTCGACGCTATCTTTTTCATAAACATTACCGGAAGCATCGGAAATGTTAGC -ATCCTTTACTTCAGCCAGGAAATACACAGCATTATCTCGAGTTACACTATTTGTCTTCAATGTGTTCCTT -GCAATGCATGTGTAAGATCGTCTACATTTTAATGCCTTTGGATTTTCTGTGTTGTTTTTAATAATAGGAA -ATTCTCACGAACAATACATTCTTTTAATACTTTGCCAACTTTTCTTTCATGGGTTTTGAATAGCTGTTCG -AAAGTGAATATCGTTCTCTCAAAGAATTTACCATTGCATACAAATTGTTTTTATAATCTTTATTTGCACC -ACCAGTTTTATAGAGCAAACTCAGGTTTTCATATAAATCAGGAAAATCTTTCTGAATAAAATCGAAAAAA -ACCTTTCTTGTTTCTCCCCTCAAATATAGTGCTCCTGTTAAGACATAGTGAACATCACTATCCTTCGCTT -TGGAAAACAAAGCATCAAAATTCTCATAGTTATCAGTAATATATGGAATAATCGGCATAACATGAAGTCC -AACTGATGCATTTGTCTTCCTAAAAGTCTTTAGCATATCAAACCTATCTTTTGAGCTACTTGCATTCGGC -TCAATCTTATTACGTATCTCCTCATCCATTGTAGTAATTGTCGCTGCAATATTTATATATGTTATCCTAG -ACAGTTCATCAATAAGATCATAATCGCGCAAAATGAGGTTTGATTTACTGGAGATTATAGCAGGGGTTTT -ATATTTTATCAAAAGTTTGAGTATTTCCGGCATTAATTTATATGTGGCTTCAGCATCTTGATAGCTATCT -GTAACACCGCCTATGTTTATGATTTCTCTTTTCCATCCTACTGCACTAAGCTCTTCTTCTAACCTTTCTA -CGATATTTGTTTTAACATGGATATCGTCATAAAACCCATCCGACCCTAAGTACTGATGAGAATAAATAGC -ATAACAATATTTACAGTCATGCTCACACCCACGATATATATTCAAATCCCAACCATATGGGATTTTCCTC -TTTAATTTACTCAGCGCATTTTCGCAAATTATTTGTTTATAGTTTTTTGTACTAATGATTACACCCTCTT -TGTTAGAAGAATCAATTTAATATGCTAATATCAACACATCATTACGTTTATCATGTAAATCACCACAAAT -ATCCGAATCTTCTATATGATCGGATATTTGTGATGATTTACATACTCTATAAGCATTGCTTTACAAAATC -AATCGGGAACATTGTACGTTCTGCGGTTTCCTCAACAGATATCCCCTGCTTCAAAAAACATTTTACAACA -CTTTCCATACTTTCCGCAACTTCAATGATGTGCATGTCTGGGTCATATAGCCGAATGCTCCTTTGTCCCC -AAGCATATTCCTTGATGCCGTGTACAAACTCTAACCCACTTATGTTTTTCAGTCGCGAGTTCCAACTATC -CAAATCTGTCACTTCAAAATACAGTTGAAAATCATTTGCTTTACGTAATATATCACTTTCGCTTAAGCCA -ATCAGTTGTGAATAATTCTGTTGTATCGAAAACCCACCGTCAAAGGTAACATGTTCGCCCAAATCAAAAA -TTATTTTTTGTTCAAGAACACTTACATAAAACGCTTTTGACACTGTAACATCTTTAACCGCCAAAAGAGA -TCCTTTAAATTTGATAAAACCACCTCCTTCCAATATAATTATATATTATTTTTTAATGTTTCATTGGAAA -AATCGGACATGTTTTGTAAATACACAATAGGTGACACACCACATAAAGCCTTGAAGTCATTTATAAAATG -AGATTGGTCATAAAACCCTGCCTGCTGTGCTATAAAAGTAAAGCTACTTTTGGAATTTTGCAACTGCTCT -ATCGCACTATTTATTCGCACAATTCGCGAAAACAATTTTACATTCATTCCTATATATCGACAAAAAAGTC -TATTTAAATGCCGTTCGCTATAGTGCTCTGAAATTGACAGTTCTTTTATATGCAAAAAACCATTATTGTT -ATGTATTTTTCTTATCAAGCCTATAATGGTATTCGTTTGGTAAACATCGCCCATACGAGAAAGGAAAATC -GCATTTAGTCCATTTACTAAATCTCTAACTTCAATAGCTTGTTCAATTATATTGCATAGCGATGTATTAA -GAGATTTATCGACTGTATCCAAGTCAATTCTTATATCAGTAAACTCTTTTTGGTCGACGCCTGTAAGTTG -ATATAGTCCGCATGGTTTCAATTCAACTAATAATAAAAAATCATAATTATTGGCTTCACTCCCAATTATA -TTTATTCGTGTTGAAGCCCCCCATAATTCGCCCTTTATTCTTTTTCCATCATAGGCAAAAGAAAGAGTTC -CGCTTGCATCTGGAATGAGTGTGTATTTTTGGGAAAGCATGTTTTTGTCAGGAAACAAAATGTTATAGGT -TGATATATAAGGTTTTAATATTTCATGTGGCGATATGTATATATTATACTGTGCAGCTATAAATTTATTA -TCAGATCTATCAAGCAGCATATAATCACACCTCCTGCGGATTTCTTTCTAACTTTCTTCCTTTAAATTAA -AGAATGGATTTCATTTTTTTCTAAACCCGCTTCTTGAACTGTTTCAACAAAGGGCGATAACGGTAAGTGA -TATAAATTCATTTTGAAAATCTTCAGTATAGATATTAATATCCATACCTTTGGCGTGAATTGTTTCTATT -TTTGGTTTCTTTGCCAGTGGATTATCCTCTTTCTTGGTGCCTTAATCTATGAATAATGATATAATCATTT -TTATCATACTATATTTTACCAATATTCACATTATTAATATATAAACTCTTCGCTATCTATCTTTGTAGAA -AAATATCTTAGTCTGTCTTCATTTTTATAACAAATTGTACTATACGAATTAAAGATTTGAATTCTATCAA -CTTTATTCCTGATAGCACTTTCATCATTATCACCATTCTCACATATCGTTTCGTTAAGTATTTTCTTAAT -CCATTCTTCATCCAAAGTAGGTGTGTGAGGGCATGCCTCTTTACCTTTTTCTGTCCTTGTAGTACAGCGT -CAGACTACCTTGTCCTTCTCCGATAAGATGCATCATAATCTCCACATACTGTCAAATTACCCAAGATATG -TTTGCTATTGTATTTACTACCGTTGGCTTCCACTGTGCCATCTTCTTTATGAATTGATCTTGCTCTCCGT -GCCAGTTGCAGTCTTTATCCCCTGAGATTCCAAGAAAGACTTTATTTGTTCGAATGACAGGCCCTGCAAA -TATAGGTCAAATAGAATCTCGAATTCTTTATCCGCTTCGATTGAATCCAACTTCTCATTTTCAAAATGCA -TGTTGATTCCTAGCTCTCTTAAAAATCTTATAATCTTTAAAACCTCCAGAGTATCTATCGACACTCTGCT -GATTGACTTTGTTATAATGTAACCGATTTTCCCTTTCGCCGCTTTCCTAATCATTTTATCCAGCCCATTT -CTGCCTCTTCGGTACAACCTACTTTTAATGTCATGGAACACCCCTGCAAAAATCCATTTGGGATGCTTTG -TATCATCTTGTAGGTTTTTATCTGAGTCTCAAGACTGCACATCTGTTCCGCACCAGATGTGCTTACTCTA -CAATAGGTGGCAACATTGAGCTTTTTATTCTCTCTGGGTGTAGCCGGTATAATCCTTACATTTTACATTT -TTCATTTGCCTTCCAAAGTCATTTTAATTCTTTCACATATTTTCTTCAATAGATTACTGTAATTCCTATA -ATATAGCTGATATTTACAATTTACGATTTATTGATGCGGATAAACCTCTTAGATAATATCTCTTCCTCTA -ATTCATACAGCTTTTTCTTAATTCTGTAACTCTTACCATCAAGTGTATTTGGATAGGTATCATTGCAAAA -ACCCAAGTATTTTCCTTTTCGATCGGGTTATCCATCATATGAAGTTTTCAAAAAATTGATAGACAACGAT -TTATTATTTCTTATTAGACTTCCTTCCAGTTTCAAAAAGCTCATTAATACCGAAAAGGAACAGGCTTTGA -AAAAGTACCATTTTTATAGGTGCTTGAATAATCACCCCTGTAGCTCCAGAAGAAAAGTTTTATTGACCCA -TCCTTCCATTCCAATCAAGTCCGGCGTCACAGTAATTGTGAAAGCATAATATAAAAATCGAGTAGGAGCA -TTCCTGTAAGTAAGAAAAATGGTCTTTGAAAAAATTAATACCCTCACGTAAAATATGAAATGTGCTGAAC -ACCACAAATGAAGGCACAAATCAAATAAACGGAGGGTAACTAATATGAATTGTACACAAAACAATAAGTT -AATGCAAATCACACCTGAAACAATGGTGGTTGGAGTAGATATCGGTAGCGAGGTCCACTTCGCCAGGGCT -TTTGATTTCAGAGGATTTGAATTTTCTAAAAGAGCATTTAGGTTTGAGAATACAAGAGAGGGTTTCAATG -CCTTTGATATTTGGGTTACAGACCTGATGAAGAGAAATCAAAAGACAAAAACATTCGTAGGAATGGAGCC -CACCGGGCATTACTGGTATGGGTTTGGAAGTCACTTGCAGAACATGGGTGTAGAGTTTGGTATGGTTAAT -CCTTACCATGTAAAACGCTCAAAGGAACTAGATGATAACACCCCAAGCAAGCATGACCGTAAAGATCCAA -AAACGATTGCAATGCTAGTCAAGGACGGAAGATATCTAATACCGTACATGCCTGAAGGTGTATATCGAGA -AATAAGAAATCTGATGGAATTACGCAGGCAAAATGTTGTGCAGTTGATTAGCATACAAAATAGAGTAAAA -CGATGGTTAGCAATATACTTTCCTGAGTTTAGTACTGTTTTCAAGAAATGGACTGGAAAGGCGGCGTTGC -TTACACTGAAGCATTTTCCTACTCCACAGGCAGTAATTAAAACAGGTGAGGAAAAAATAGTAGCAACATG -GAAAGAGGAAGTCAAAAGAGCGGTTGGACATAAACATGCCCAGAAGCTCATAAAAGCAGCAGAAGAATCC -ATTGGACTAAAGCATGGTCTGGAATCAGCAGTTCTGGAGATTGAAACTCTTCTAGACGAATATATGATTC -ATGGTCACAGGCTTGAGCTGATAATGCAAAAAGTAGAAGCACAAGTAAAAGAAATTCCGAGTGCAAGTAT -GCTTTTAGGTATAAAAGGAATAGGAATTGTAGCTGTGGCAGGGTTCTTAGGTGCTGTAGGAGATATTAGT -AGATTTGATGCTCCAGAGCAAATAGTAAAACTATTTGGGTTAAACCTAAGAGAAAACAGCTCTGGCAAGC -ATCAAGGCAAAACAACAATAACCAGAAGGGGACGCTCTGACGGCAGATATGCCATATTTCAAGCAGTATT -GCCATTAGTAGCTAGAAACCCTGAATTTAGGCAGTTGCACCTATACTACATTAATAGAGATAACAAGCCA -CTTAAGAAAATGCAGTCAATAGTAGCCTTATGCGGCAAGTTGATAAGAGTATTTTATGCAATACTAAAAA -CAGGTAGCCACTATGATGCTGAAAAGATGATGAACGATATTAAAAGACCAATGATGAAGGCAGCATAGCC -TACTGATTTGAGGACTATGCCATAAAGAATCTGAAACCAATGACTGCGAGTAACGGATATATGGTAAGAA -AAAGTGATGTTTAAAGTGTATCGATTAGTTTTAGAAGAGCATTGACAATTGAGAGCCGGGATAGTCAGGT -TGAATATTTTCCATTAGGGCACGACCCAGTTTAGGAGCATGACTGACATTCCACCTCTGGACAAGACAGG -ACGAAGGAATTTAGGGCATGACCCAGTGAGACATAGGAGGTTTGTCGCCAGAGACATGTGGAAGCCATTG -GCGTGATAGCAAAAAACAAGCGCAGTCTAGCCGAAGGCTAACCAGTATAATCCAGTATTATACTAATACA -GAATATTTGTCCAAATAACGCTCTCGGGTTGATATGAAATTCTAAGATTAAGCGAGATAATACGAGTAAA -TGAAAGATATTATAAGGAGGTAGGTAATTATTTTACCTACCGACCTCTCACACCACCGTACGTACCGTTC -GGTATACGGCGGTTCAATAGGAATTAACATACTTTCATATACGTGTCATAAAGAGAAATTAATCCTGCGT -CTCAACCACTCGTCCAGTGTTTTCGTTAACGATAACGTATAATAGGTTTCGCAAATTCGAATAAAAAAGG -ACAGATTTACAGTCATTTGGTAGAATTAAGTTACCATACAAAATATACCAAAAAAGGAGACTGTAAATAT -GTCCGAAAAAATTATACAACTAAATGAAGGAATCATCAAGGAAGAACTGAAAAACCTGGTTAGGAGTAGT -GTTGAGGAAACATTAAACAACCTGCTCGATAAAGAGGCTGAAGACTTAACCAATGCTGCAAAATACGAGC -GTACACAGGAACGACAAGGCTATCGCTCAGGTCATTACACCCGTAGTTTACAAACCACATCAGGTGAAGT -AACTCTAAGAGTTCCTAAGCTAAAGGGCGTGCCTTTTGAGACAGCAATAATCGAAAGATATCGCCGCCGA -GAAAGTTCAGTTGAAGAAGCCTTAATTGAAATGTATCTGGCCGGTGTTTCAGTTCGTCGTGTAGAAGATA -TTACTGAGGCTCTTTGGGGAACTAAAGTATCTCCCGGAACAATAAGTGAACTAAATAAGAAAGCCTATGT -ACATATTGAAAACTGGCGAAACCGCCCTTTGCAGGACGGTAAATACCCATATGTATATGTAGACGGTATA -TATCTAAAACGTAACTGGGGCGGTGAATATGAAAATGTGTCTATTCTTGTAGCGATTGCTGTAAATCAAG -AGGGCTACCGTGAGGTTATCGGTGCCAGAGAAGGGATGAAAGAGGACAAGGCCAGTTGGAAGGAATTCTT -ACAATGGCTTAAAGGTCGTGGACTAGATGGTGTAAAACTTATTGTAGGTGATAAATGTTTAGGTATGTTA -GAGTCAGTTAACGAAGTGTTTCCAGAAGCTAAATATCAGCGTTGTACCGTTCATTTTTACCGTAATATTT -TTTCTGTAACACCGCGATCAAAGATGAAACTTGTGGCAAAAATGCTTAAGGCGATTCATGCACAGGAAAG -CAAGGCATCAGCTCGTGAGAAGGCCAAATTGGTAGCGGAAGAATTAAAGTCCATGAAACTAAGAGAGGCA -GCTAAAAAATTGGAGGATGGAATTGAAGAAACTCTTACTTATATGGAATTCCCTTATGAGCATTGGACAA -GAATCCGTACTAACAATACAATTGAACGCCTGAATCGGGAGATTCGCCGACGGACTAGAGTAGTTGGTAC -TTTCCCCGACGGAAATTCAGCCTTAGTGCTGGTATGTGCCCGACTACGGCACGTTGCAGGTACACAATGG -GGCAGCAAGAAGTATCTGAACATGAAGCATTTAGAAAACATGGATTCTGATGAGTCCGATTTCATAGCAG -GTTAACTGCTAGAGAATTGACTTCACTTGACAGTATCTGAATAATGTTGGGCAATATCTCCTCTGGACAA -TAATTAAATTGTAGGAGGAGATTTCAATTATGACAGCACAAGATCGTATAGTTAAAAACAAAATGAGCCT -GATTGAGTTGGCCGAATATCTTCAAAACGTAAGTGAAGCATGTAAAATTCATGGAGTCAGCAGACAGCAC -TTCTATGATATTAAGAAAGCTTACGAGGAAAATGGTCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGC -CTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAGGAAGCCGTATTAAGAATAGCATATGAAAAGCCGGC -ATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAAAACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGA -TCAATCTGGCAGAGATATAATATAGAAACCTTTGACAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCA -AGGAAGGCATACTTTACACTGAAGATCAGCTCGCTGCTCTGGAAAAGGCACAGCAGGAAAAGAATATATC -CATAGACGAGATAGATACCCAGCACCCGGGATATTTGCTGGCACAGGACACTTTCTATGTGGGCTATATC -AAAGGTGTTGGACGTATATATCAGCAAACTGCCATAGATACTTATTCGGCAGTGGGATTCGCAAAATTAT -ATACAGCCAAGGTACCAGTAACAGCAGCAGATATATTAAATGACAGAGTCTTACCGTTCTTTGAGAATCA -TATGATACCGATAATGAGAGTACTCACAGACAGAGGAACGGAGTACTGTGGAGCACCTGAGAAACACTTG -TATGAGTTATTTCTGCAGATGAACGACATTGAGCACACAATGACAAAGGCTAAAAGCCCTCAAACAAACG -GTATATGCGAGCGTTTTAACCAAACAATTCTGAATGAATTTTATAAACCCGCATTCCGAAGGACAATGTA -TAAATCAGTTGAACAAATGCAGGAGGATTTGGATTTTTATATGCTGGAATACAACGAAGAGCGAACACAT -CAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCAGACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGA -AGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGGTCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATAT -CAGACCAGGCGCCGGTTTGACATAGAAAGGCACCTCCATATTGGAAGTGCCGAATAAACAAAACTTAATA -TTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAGGACAGGTTAACTTATTTCTACCATATGGCTAAATC -TAATTTTGCGAAAAATACTTGACGGTACCTCGTTAACTTTTTCATGTCTGCCAATTTAAAGTAGTTTATC -CAACCCACCATCTTCTTCTTTATCTTGGTGTATGTTATGTCTATCTGTTTTGTTCTGCTTCTACCAGTTA -ACTCTTTTAAATGGCTTTTTAGCTTCTTTACAGACTTTTCATGGACTCTGAACCTCACTCCACCCTTTGC -TTGGTAAAATGATTCCTCGTCACCGAGGACACCCTTGCTCTTGGCTAACGGTTGGCACTATCAACCCCCG -TATCGGACTTTCACCGACGAGAAAACGCCTATGCTGGGCGCACAACGAGCAAGACACTCTACGAAATTTA -ACGTAGGGTGTCTTGCTTACTCATAGTTCCATTCTGATTATAGGCATAAAAGCATTCATTTTCACAATAT -TGTGCAAACTGTTTATTCAAATGCCATGCCTTTTAAAGCACATGACAATATTATTTTTTCTTTACAGGAA -TCCAAATTTCACAGAAACCATTCTTGTGTTTCGCCAATCCGTAATACATTTCGAATTGAATGCCTTCAAT -TGCTTCAAACTCAGATGTAGGAAACCACTCTGTAAAAATACGTTTCCAAATACTCTGCGTCTCACATTCA -GGCACATCAAATATTGCCCATGTTGATGGAGGAACAACGAGCGTTGTGAACCTTGAAGGGATTGATAAAT -CCTTCGGCAAATAATTACATAACATGTACTTAAATGTTGTTTCTGAATAGTCATACAATGCAGAAATCGT -ATAATTATCATCAAAACGGCCTAAAAGATTATTAATAGCATCTGTTGTACCGTCATCATCACATCTTTTA -AAAAATAATGGGACCTGATCAAATGCTTTTTCTTGGTCTGTGCTAATTTCAGTGTAAACACCAAATACAT -TAAAAGCCTCTCTTTGTTCAATACGATAATTCATTTCAGTATCTCCTTTAATTGATATAGAGAAGGTCAT -TTTAGGAAAGGCTTTAAGTGAAATACCAATATCGCGTGCTGATGTTGGCATTACTCCATGTAGTTTTTTA -AACGCTCGACTAAATGCTTCAGGCGATTCATATCCATATTTAAAGGCCACATCAATAACTTTAATATCAC -TTGTCTGCAATTCAAAGGCAGCTAAGGTCAAGCGCCTACGCCTTATATACTCAGACAGTGGCACATCAGT -GATAGATGAGAACATTCTTTGAAAATGATACGTTGAGCAGCAAGCAATTTGAGCAGCTTTATTATACGAA -ATTTTATCAGCGAGATTTGATTCAATGTAGTCAATCGCCTTATTCATCCTGTTTAGCCAATCCATCAATT -TCCCTCCTTTCAAGATTTATATTATCATATTAAGTGTTTGAAGCCTTGCATTTGATTCACGAAGAAATCA -TGTTCGTTGAAAGACTTAACAAAATCGGGTCTTATATCCTTGTTATCAATACCTCACATTCAACTTGCCT -TGAGGCGTCGTTGATGGTCGCTGATGATAATAAAACGCGAAATGCTTTGTTTTTTGAAGAAAACGACCCC -CGGGGGTCGAAATTCTGATAATTTCATTATACCGTAAAATTTCTTATATTATCTGTAACTATTTGTTTTA -GAGAGTTTTACGTTTTTTTATAAAACCTACACTCTCCAAAAATCGGTTTGCGCATACCCTCTCCGACTTT -TTTCCACGTGTTTCCAATTAGTGCATACCCACCGTAAAATCAAGTACCCGACAATAGTAAATCCTTGAGC -CATTTCGGCAAGCAGCTCACTTTTTTATACTCCTGAATTTTATTTATCACTTCTGCTGCATCCTCTTCCC -GCCAGAATCTATCCCTGATATAGCACTTCTGACTACAGTACTTTCGACCATTTGCTCCTAATGATTTGAA -TTCTGCTCCGCAATATATACTCCTTCTGGGGTATACAGTTAAAATAATAAAACTGTTTATCAAGAGGGAA -CATGTCAACCTTCAGTCGGAGGATTAGTTTTGTCACTTTTTATCTATGTTATGTGTAATTGGTGAAATTT -GTTCAGTTCTAGGATGTAAAGTACAATCCAAAAGCCCCATTAGTAGTCCCAGGCAAACCTAGGATTGTGA -TGCTACAAGAAAAATCAAACAACTAATTACTTGTACCACAGTAAACACTTTTACTTTATTATTGTTATTA -TTTGGGTACCTTATATGCATGTTATTAAAGAATTCATTAAATATTATATTTAAATAACAAAATACAAATC -GCCCTAAGAGAACCCCTATTGTATTTAGAATTATATCCGTTATATCTGCAGATCTTCCACTAAATAATTG -TATAGTTTCTATTGAAAAAGACGTTAGGAATGCAATTAGTAAAATTTTAAATTTTTCATTTTTATTTTCT -TTATAATAAGCTGCTAGGAAAAAACCCCATGGGGCAAATATAAGTATATTCCCAAATAAGTTTATTATAG -AGTATATATTCCCATTAACTCCTAATACATATTGCATGTAAACACCTTCAAATGGGCGTACACTTATATT -TTGCCATGTTACATTTTGAAATTTTAAAGGGGGATTATTTCCTATTGTAATACTTAAAATAAACATTAAG -CTTAATATAAAACCAAGTGTAAATATTTTTTCGGTAATTCTATATTCAACATTTAGAAGCTCTCTTTTTT -TCTTAATTATGTACAAATTTAATATTGTAAATGGTATTACTGCAATATAAAACGGTACCGCCTCGTAAAG -AGCACTGGTAATATTATTCATAATATCCTTCCTCGTCTTTATTCTGTTCTTATATTTTTCTTCAGATATA -AATTAAGCATGAAAGTTACGGCTATAAATCCAAATAATACAAATATAACCATCTGCTTTTGCATGCGTAT -TAAAGTTAAATAAATAGCATTATTTTTTAAGCAAATTGACATTACAAAACAAGTAATTGCATACAATAAA -GATAAATGCAATGCCATAAAGATTGACTTTTTAGTTTGTAATAAGACTCTATTTTTCTTGTTTTGAGAAA -AGTTTGTTCTCTTATATATTTGCTTTTCTAATTTATAAATAATTATCGTCAAAACTAATGCTATAAGCCA -TGATAAAATTTTTATAAATTTTGCTGTTTTTAAAGATATTTTTATTGGATTTTCCTCAAATACATTATTA -TACTTTCCTATATATCCCCAATCAATATCTATTTCATTGGCTATTTTATTTATTAGCATTGTAATATGAT -TGTATTCGTCATTGGTATTGTATGGTATGTATCCAGTATTTTTAATAGAGTACAAAATTTGTTCAAACTT -TTTGTTTTTTAAAGATAACCGAGGGTCAATAATTAGTGCTGGCATTATAATCTTGTCATCCAAATTTTCC -TTGTGGTCTATATAAAAACTACTATCTTTTTTAAAAAATCCAATAACATTGCATTTAAATTTTTTAACGC -CTAAATAAAGTACTTCAAACGAATCTCCTATTTTATACATACCTGAATATAAATCACCTAAAATAACTGG -GATCTCATTATTGGAATTCAAATAATAATCCTTTTCTAAAAAGTATTTTCCTTGATTTATTTTATCTTCC -ATATTCAAATATGTACTTGCTTTTTTACCCAGCTGCAATGATTTTAATGGAGTATAAAGGTTTCCATCTG -TTTCTGTATTAATGCTCTCTTCAGATCCATTAACCAAGTTTCTGTAACCTGTATATTTCCCAATAAATTG -CAAATTTTGTCTTGATATTTCATAATATGTAAAATTGTTATTACTGCTAATATTATTATATAATTTTCTC -ATTTTTATTACAGCATCTGGTTTTTTAAAGAAATCCATAATTGACATTCCATTATCTTCCCCATTATAAT -TGTCCTTCAGCCTTATAAACCCTTTTTCAGTATCTTGTTTAATTAATTGTTCTTGTAAAGATTTCGACTG -ATAAATAGTATTTGGTAGTATGATAATTGTAAAAATCATAATATATATAATACTTTCTAAAAGTTTAATA -TATATACTCTTATTTTCTTTCATATTAATTCCCTTTTATTAATCAGTATTTAGGCATTTGCCAAATGCTT -GTAACCACTAGTTTTAATGGCTTTATTCTTTTATTTATATAAAGTTTCAAAGAACCGTTAAAGAACCATT -CATATTTATTAAAATGCGTCAAAAATAAATGCTTTATTTAAATTTTGTAAAGCATTTTTACAAACTGTTT -TCCGCTTTTTTATTTTAAGCATTTCGCAAATCTTAGTTAATTTTAATTCCCATATTATAACATATTATGG -TTCAATTTTCAAATTAGTTAATATAATCCAAATTTTTATAAATTCTTTCTACCAACCAGACGTTGGATAG -TTCTTACACCTTTCATCTTGGATATATGGGGTTAACTTACTATGAATATTACTAAGTTCTATTTAAGACT -GAATAGAAACATTAAATTTTTTCATTTCTGAACTTCTTGTACTCGTCTACTAATTCTTTCTCAAAGGTTT -TGATTGTACGCAATTTCCCCACACTACCATTAAGCTGTTCAATATTTTTGGTAAGGGTCGTTCGTTCCTT -TTCGCTTAAGCAAGCTTCTCCTTTAAGAATCTCCTTAGAGTATTTTTTAAATATACTTTCAAGGTCCTGT -TATAACACCAATGCCATCTATTGATGTATTGGTGTTTTGTATTAGAACAATATCCCCAATTTCCATCTCA -TCTTGGAAATTTAACAATATTCTTCTTGCCTTGTCAGTTAACCCTTGAGTTTGTTCTGTTATTACTTCTT -CGAATGTAGGCCAACCAATCTTTATATATGTATTACTAAAACATTTTTTTCAGGTTAGATTCACCTGTTC -CATCCAATAATACACTCCATACTCTATGGCTTTTCGCCAATTTGCACAGATGAATCCTGAACACAGAAAT -TATTTTTGCACCAAACAACCGTCTTGGCTATGTACTTGGCACTATTAACCTGCACTCGGGACTTTTACCC -GTTAGATTGCACCCATGCCGGGCGCACACAAAAAAGGTACGCTTAAGAGATTAGACTCCTATTCGTACCT -TTTCGATACAAAACTATTTATTAATCATTATTTGCCTTTGATTTTGTGTAAACATCAAACGCTACAGCAG -CAAGTAATACGAAACCTTTAATTGATTGCTGCAAATCTATTCCAACTCCCATGATTGACATACCGTTGTT -CAATACACCCATAACAAGAGCTCCTATTATCGCTCCTATAATGGTACCAATACCACCTGATGAGGATGCG -CCACCTATAAAGCATGCAGCTATTGCATCAAGCTCAAAGTTAACACCTGCTTTAGGCGTAGCAGCATTGA -GACGTCCTGCAACTATTAGTCCCGAAACCGCTGCGAGCAATCCCATATTTACATATACCCAGAACATTAC -TCTCTTTGTCTTAATACCTGAAAGCTTAGCTGCTTTTTCATTTCCGCCTAATGCATAGATATGACGTCCA -GCTATAGTCTTCTGTGTAATGAAGGTATATATTACAATAAGTCCAACGATAAGAATCAGAACTATAGGAA -TACCCTTGTAGGAAGCTAAACTGAATGTAAGAAGATTTATAGCTATTATAATAACTGATACCTTTGCAAT -AGTAAGTGAAAGCGGTATAGTTTCAAAGTTATATTTTTGCTTATTCTTTAAGCTTCTGTATTCCATGAAA -ATAAATACAAGCGATAGCAGCAAGCCTGTAATTACAGCTATCATGTTAATCCCATTGACCTTCATTGTAT -CAGAAAGGAGAAATCCATTTGCCATTGCCTGGAATGATTTATCATATGGCGATAACGTTTTTCCATTAAG -CAGTGTCATTGTGAAGCCTCTGAAAATTAACATGCCTGCCAGAGTAACAATAAATGCAGGAATTCTTATG -TATGCAATCCAAAAGCCCTGCCATGCTCCGACCAATGCACCAATAACAAGACATATCAAAACCGTTGGTA -TAACCGGCATCTTCATTTCAATCATTAATATTGCAGATATAGCACCTATAAATGCTGCAACCGATCCTAC -TGAAAGGTCAACATTTCCTGTAAGTATAACCAGCAGCATTCCAATACCAAGAATCAAAACGTAACTATTT -TGTAGTACCAGGTTAGTAATATTTAGCGGCTTGAAAAGTATACCATCTGTAAGGAACTGAAACAAGACCA -TTATAACAACTAACGCCACTGCCATTGCATATTGTCTTACATTGTTTTTAATAAAGGATTTAATTGCTAG -AGAATTGACTTCACTTGACAGTATCTGAATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGT -AGGAGGAGATTTCAATTATGACAGCACAAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGC -CGAATATCTTCAAAACGTAAGTGAAGCATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATT -AAGAAAGCTTACGAGGAAAATGGTCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAA -ACAGGGTTGCTCCAGAAACTGAGGAAGCCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCT -CAGGGCAAGTAACGAACTGAGAAAACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAG -AGATATAATATAGAAACCTTTGACAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATAC -TTTACACTGAAGATCAGCTCGCTGCTCTGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGAT -AGATACCCAGCACCCGGGATATTTGCTGGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGA -CGTATATATCAGCAAACTGCCATAGATACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGG -TACCAGTAACAGCAGCAGATATATTAAATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGAT -AATGAGAGTACTCACAGACAGAGGAACGGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTT -CTGCAGATGAACGACATTGAGCACACAATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGC -GTTTTAACCAAACAATTCTGAATGAATTTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGA -ACAAATGCAGGAGGATTTGGATTTTTATATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGG -TGTAAAGGCAAGACGCCGATGCAGACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATG -ATCCTGCGAGTTAATTTGTAGGGTCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGC -CGGTTTGACATAGAAAGGCACCTCCATATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGA -GTGTCAACCCAAGTACCGTTCAGGACAATTTAATATTGTTCATCTTTATACCCCTTTGTATGATTCATAA -TACATTTCATAATGCTCTCCTGGCTTGCCTCTTCACGTGAAAGCTCTCCGGCAATTTCGCCTTCAGTTAC -GACATAAATCCTATCGCATAACCCTAATAATTCCGGCATTTCAGAAGATATTACAACAATTGATTTACCC -TCATCAGCAAGTTGGTTTATTATAGTGTATATTTCATATTTTGCACCAACATCTATACCTCGTGTAGGCT -CATCAAGAATCAAGACTTCAGGATCGGTAAATACCCATTTACTCAGTACAACCTTCTGTTGATTTCCGCC -GCTCAGATTGCCTGTCTTTTGTAATATGCTGGATGATTTGATGTTAAACTTTTTGCGAAAATCATGTGCA -ACCATGTTTTCGTCCTGATCGCCAACTACAGAATTTTTACTTACCTTCTGTAGATTTGCCATTGTGATAT -TGTTTTTAATGTTATCTATAAGAACAAGACCATAATTCTTTCTGTCTTCGGTTACATAAGCAAGACCAGC -ATCTATAGCCTTACTTACTGTAGTAAGTTCAACCGGCTTACCCTTGAGCTTAATAGTTCCGGTTATTTTT -TTGCCGTAGCTCCTTCCGAAAATACTCATTGCAATCTCTGTTCTTCCGGCTCCCATTAGTCCGGCAAGAC -CTACTATCTCACCGCTTCTGATATTAATATTAACGTTATTTATTACTTTTCGATCGTCATGGAGAGGATG -TGTTACATTCCAATTCTCAACTTCCATAATGACCTCGCCGATTTTCGGCTCTCTTATTGGGAAACGGTGG -GACATATCGCGTCCAACCATGCCTTTGATTATCCTGTCTTCACTTATTTCATCTACACCTTTTTCAAGTG -TTTCGATAGTTTTACCATCGCGGATGACGGTAATCTGGTCAGCTACCTTTGAAACTTCGTTTAGCTTATG -TGATATAAGAATTGATGTAATTCCTTTTGTTCTAAGGTTATTTAGCAGTTCTAAAAGCTTATTGCTTTCT -TCATCATTAAGTGCTGCTGTCGGTTCATCAAGAATCAACAGCTTAACATCCTTTGCAAGTGCTCTTGCAA -TTTCAACTAACTGCTGCTTACCAACGCCAATATTTGTTATCAGCGTACTTGGATTTTCGTGTAACCCCAC -TAGATCTAAAATTTCTTTCGTTTTTGTCGTTGTCTGATTCCAATCTATAATTCCAGTTTTTGCCTGTTCA -TTACCCAAAAAAACATTTTCGGCAATTGATAAATAAGGAATCAAGGCGAGCTCTTGATGTATAATTACTA -TCCCAAGCCTTTCGCTGTCTTTTATCTCCTTAAATTGGCATACCTTCCCGCCAAAAACAATATCACCTGT -ATAGGTTCCATATGGGTAAATCCCACTTAATACGTTCATTAGAGTTGATTTACCCGCTCCGTTCTCTCCA -ACCAAAGCATGTATTTCACCATTCTTAACTTCCAAATTTACATTATCCAGTGCTTTGATGCTAGAAAACG -CCTTAGTTATATTCCTCATTTCAAGTATTAAATCAGACATCCTCTCAGCTCCCTATCCATTGGTTTGTAC -AATTGCATCTTTTTTGGCTATATGAAGTATGCCAAGCTATTGCATGGCGTACTTCATATATATTATTTAA -AGAGGTGCTATTATTTAAGGTCTGTTTCATTATAGTATCCACCGTCAATTAGGATTAGCTTATAATTTGA -CTTGTCTATTGGAACTGGATCGCAAAGGAATGAAGGTACAACCTTTACACCGTTGTTATAAGTCTTTGTG -TCGTTAACTTCTGGTTCAGTATTTGAAATAACTGCATCAACCATCTTTACACATTTCTCAGCAAGAGTTC -TTGTATCTTTGAATATTGTTGAATACTGTTCACCAGCAATGATTGATTTAACTGATGCAACCTCTGCATC -CTGACCTGTTACTACTGGCATCTTCTTGTCACCAGTTCCGTAACCAACACTCTTAAGTGAAGAAAGGATA -CCTATTGATATACCGTCGTATGGAGATAACACACCGTCAACCTTAGCACTTGTATAGTTTGCACTTAATA -TGTTATCCATACGAGCCTGAGCTGTTGCTGCATCCCAACGGAGAGTGGAAACCTTATCCATACCCGTTTG -TCCACTCTTGACTACTAATGTTCCTTTATCGATTAGTGGCTGCAGCACTGACATAGCACCATCATAAAAG -AAGAATGCATTATTATCGTCTGGTGAACCACCAAATAATTCAATATTGAATGGACCTGGCTTTGTGTCAG -CTCCTAATCCTTTAACTAATGACGTAGCTTGCTGAACACCAACCTTGTAGTTATCAAATGTTGCGTAATA -GCTTACGTTTTCAGACCCCTTGATTAAACGGTCATAAGCAATAACTTTAACATCTGCGTCCGCTGCTTTT -TTCAATACATCTGTCAATGCAGAACCATCAATTGATGCAATAACTAGTACTTTAGCACCTTTTGAAATCA -TATTTTCAATCTGTGCAACCTGGTTATCAATGTTGTCTTCTCCATACTGCAAGTCAACAGTGTAGCCTTT -TGCTTCAAGCTGTTTCTTCATGTTGTCGCCATCCTGAATCCATCTTTGCGATGACTTTGTAGGCATTGCA -ACACCAACGAGCTTGTCGTTGCTCTTTGACCCACAACCCGAGAATCCAATAGCCATTGAAGCTACCATTG -CCATTGAAAGTGCCCATACGATAATCTTTCTCAAATTCATTTTTATACCCTCCTCAATAGTCGCAAACAT -TACATTTAGTTTCGTTTGCTTTCGTTTTGTGATTAAATGTTATCACTTGAAGTATATGGCTGTCAATACA -ATCATAAACATTCAACAAATTTATTTGCTTTTTATACATATTTTTGTGAGTATTATATAACACTTTTGAG -TAATACTATTTTATCTTTTTTCATTTTTGTTCTTTTGATTATGTTTGATTTTAATGTACAAATCATTTAT -ACTCAAAGTAATTAATATTGTAAATAAGGAAGATCCGTAATGTTTGCTATTGAGAGAATACGAATAATAA -AAGCCTATTTAACAGAAAACAAACAGGTTGAAGTAAATCAGTTAAGTCAAATGCTTGGCGTTTCTGAAGT -TACTATTAGACGCGACCTCGAAAAACTAGAGTCTGAGGGATTTCTTACTAGGACTCATGGAGGTGCAGTA -CTTGGCTCTATAAATGACAGTTCTTCAAGTAATTCTGATCCGAATGCTTTAATGGAATATTCTGAAATTG -CTAATATCGCAATTCAGATGATCAATGACGGCGATATAATTATGCTTACAAACGGTGAAATTAATCTCGA -AATTGCAAAACACCTAAATTCCAAGAACAGAGTAACAGTGCTTACCAATGACCTAAAGATAGCATCTCAT -ATTATGGAAGATCAGTCAGCAAAGGTAATTCTTTTAGGTGGGGACATTGACTATAATACGAAATCTGTAT -TTGGCTCACTGACAATCAGTAACCTGAATAACTTCTATGTGAATCATCTGTTTATCGAAATAGATGGTAT -TTCAAACACTCTTGACATATCTGTTTCAAATATTGATATGGCAACCTTTATAAAAGAAGCCGCAAAAAAT -GCAAATGAACGAATTATCGTTTGTAAGTCCTCAGCATTTGAGAAAACATCTTTTTATAGAGCAGGACGAT -TAAAAGATTTATGTGATAAAGTGATCACAAATAATACCTTGTCCGACCAATACAAAAACAATATTTTTAA -CGCTAATATACAGTTATTTACATCGATTTCTGTTATGGAAGGTAAAGTGTAAATCAAAAATAAGTCTTCT -TATGCGGAGGTTTTTGATATGGGTGTTCCCAAGCTAGAAATCAGGAGAATAAATAAGTACTTTAGTGAAT -CTTTCTCTCTATGTAATGTTAGTTTAGATGTATTTCCCGGTGAAGTTCATGCTATAATTGGTGAAAATGG -TTCCGGCAAATCTACGGTTACAAAAATAATAAGCGGGCTTATAAAACAAGATAGCGGCTCGATATTTATT -GACGGAAAGCCTGTCAGCTACAATAGTGTAAGCGGCGCTAGACAGAATGGCATTTACTGTGCGTGGCAGG -ATATAAATTTATACCCAAACCTTACTGTCGCCGAAAACATTTATATGGACTACTCTTATTTGCTAAAGGG -TCATTTTAATACTGTAAATCTTTACAAAATGTTTGATGCCTGCAGCATTGTTTTTAAGGAGTTTAATATT -AATATCGATATAACGGCCAGGATCAGCCAATTAGGCTATGCTCAAAAGCAAATAGTTGAGCTGATAAAGG -CTTATATTTCAAATGCCCAAATTGTAATATTTGATGAACCTTCTTCAACCTTAACGGAACCCGAAAAAGC -CATTCTCTATAAAATAATAAATACTCTAAAGGCCAAAAACACCGCTATTTTCTATATAACACATCTAGTT -GATGAGATAGAGTTGATATCCGATAGGTTTACTGTCATGTATCAGGGCAAAGTAGTAGGAACCCAAACTG -TCAGCGAAACAGCAAAAGAAGATGTTATAAAGCTGTTATCAGTCCCGATAGAAAAACTAAGATATCCTAA -GCTTAACATTCCACTTGGAAAAGTAGTCATGTCTGTTAAAAACTTGTGCTCTGCAAATTTATTAAGTTCA -ATAAACTTCGATTTACATAAATCAGAAATATTAGGTATAACAGGCCTAATGGGTTCCGGCAGATCGTTAC -TCGCGAAGTGTCTCTATGGCTTAACTCCTATAAAGAACGGAACCATCGAAATCGACGGACAAGTCCAAAC -TATTAACGATCCCAATGATGCCTTTAGAAATGGAATAGCATTTTTACCCGAAGATAGAACAGATAGCTCG -ATATTTTCTTATCTCAATCTTGAAAACAATGTAACGGTATCAGCACTTAAAAGATTTGAGCAATACAAAT -ATTTGCACAATGAAATTATGACCAGTGTCACTGATTCGTATATAAAAAAGCTTAGCATAAGACCGGGTAA -TCTTGACGACCTATTGAAGAACTATAGCGGCGGAAATCAGCAAAAAGCTGCTGTTGCACGTTGGATTATG -ACAAGATCAAAGATTTATATACTTGATGAACCAACACGTGGAATTGATGTAGCATCTAAGGTTGATATTT -ATAACTGTATGCTGGATCTGGTTTCAAAGGGTGCATCTATTATCCTAATTTCCTCAGACATCGAAGAAAT -ACTGGGAATGTGCGATAGGATTCTTGTACTTGCAGAAGGTAATATAACTGGGGAATTCCAACGAAGCGAA -GCAACAAAAGAAGCCATAATGTATGAAGCTATAATAAACTGTCCTGAACGGTACTTGGGTTGACACTCCT -CTGGGAAATATTAAGTTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGC -CTGGTCTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCAGGATCATT -CAGGAGCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTT -TTCCCCTGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTGCATTTGTTCAA -CTGATTTATACATTGTCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTC -GCATATACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAAT -AACTCATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCG -GTATCATATGATTCTCAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTTACTGGTACCTT -GGCTGTATATAATTTTGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGATATATACGTCCA -ACACCTTTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCT -CGTCTATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTAT -GCCTTCCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGC -CAGATTGATCTTACCCCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCT -GCCCGTATGCCGGCTTTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTT -CATACAAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATA -TCATAGAAGTGCTGTCTGCTGACTCCATGAATTTTACATGCTTCACTTACGTTTTGAAGATATTCGGCCA -ACTCAATCAGGCTCATTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAA -TTTAATTATTGTCCAGAGGAGATATTGCCCAACATTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAG -CAAATAAACAACTCTTAGAAGTAACAAGTAGTTTTTTAGCGACGGATGCTTACTGCGTAAAGTATTATAA -CGTATTTCGACGAAAAAGCGAGGGGTTTTTTCCCCTCGCTTTTTTAGCAGCAATCAATATATACTTTTTG -AAGTATCTTACCCCAGTAGCTCCTCGAGCTCATAAAGCAGCTTTTCAAATACCTTTAACGCATCCTCGAT -AGGCTTTGGAGTTGACAGGTCCACACCGATTTGGAATATTCTCTCCATTTTTAAGCTTTGATTGATTACC -ACGGTCTATTTTCAAAGCTGATTTCTCCCATTTTATCCATCCAACAGTCAATAATGACTGTGAAGTGCAT -GTCTTTATACATATCAATTCCGATAAAGCAGGTATTTCTTTTTTTGTATATTCTTATCTCCTCCTCATTT -TTCGTCTCCTTCTCTCATAGCGGCAACCTCAATTTAAGAGCGTTAGATTAACCAGTTGACATACTTTCTG -TCAGCAACTAAACCCTCTCAAGGGGACGGCAACCTATCTAATCCAAATGTGACAGATTACGTGATTTAAG -GCTCACGAGCCATGATTCTGTTCTTCGTTGGGTAAACTTTTTACTATTTGTAAAAAGTGCTTTCAAAAAT -ACAAATTTTAATTGTGTGTGATGTTAACTCTGGTGAGAAGTGATTGCAAGTAGATTCTGCGAAAGACACA -AAACAAAAAACAGAGAAGAAAAACGATATCAACGTGCCTTGAGTAGACAAAAATGATGTCGTGAAGACAT -ACTGGTTCCTTGGCGGAGGGGTATTTTTCTCAAAAACGGGTTATAATGATCCGCTTTTTGAAATCTTAAC -CTCCGCTCTTTATGATCAGAAGTATATCATTTTTGTCAGGCACTTTGAAGTGCTGCTACAACTTTACCAG -TAAGTAAAAATTGTGCGCAATAAAACTTTCAAACATATTGTGGTTTGAGAGCTTTATTCTGAACAATTTA -TAATCTAGTGACCTTTCCCTGATAAATTAGACACAAAGAATGGCGAGATTTCTCCGTTTTTCTTTGTATC -TTGTTAAATTTTATTTAAGCCGCTTTGTTTTGCTTTTCGAATTCCACAGGTGACTTATAGCCAAGCTTTG -AATGTAATCGTATCCGATTATAAAAGACTTCAATATATTCAAAGATAGCCAGACGGGCCTCAGCCCTTGT -TTTGAACCTTGTTAAGTAAATAAGCTCCGTTTTAAGAGTACCAAAGAATGATTCCATACAAGCATTGTCG -TAACAGTTACCCTTACGGCTCATACTTGCTGTGAAACCATTGCTGTTCAGCACTTTCTGGTATTCCTTGC -TGGCATACTGAACCCCTCTGTCGGAATGATGAATAACCCCTTTGGGATGTCTTTGGCGACCTATAGCTTG -CTTTAAAGCATCTATACTGTCCTGAACGGTACTTGGGTTGACACTCCTCTGGGAAATATTAAGTTTTGTT -TATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGGTCTGATATCTTTTTTGCC -CTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCAGGATCATTCAGGAGCTTCTCTCGGGCAAGA -GGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTTTTCCCCTGATGTGTTCGCTCTT -CGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTGCATTTGTTCAACTGATTTATACATTGTCCTTCG -GAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTCGCATATACCGTTTGTTTGAGGG -CTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAATAACTCATACAAGTGTTTCTCAG -GTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCGGTATCATATGATTCTCAAAGAA -CGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTTACTGGTACCTTGGCTGTATATAATTTTGCGAAT -CCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGATATATACGTCCAACACCTTTGATATAGCCCACAT -AGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCTCGTCTATGGATATATTCTTTTC -CTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCTTCCTTGGCAGCCTTTTCT -TCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGCCAGATTGATCTTACCCCTCCGG -CTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCGTATGCCGGCTTTTCATA -TGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATACAAGGCTTTCTTCTGGTC -TTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATATCATAGAAGTGCTGTCTGCTGA -CTCCATGAATTTTACATGCTTCACTTACGTTTTGAAGATATTCGGCCAACTCAATCAGGCTCATTTTGTT -TTTAACTATACGATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAATTTAATTATTGTCCAGAGGAGA -TATTGCCCAACATTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAGCATCTATACAAAGCTGTTTTGT -CATAGTACTATCCATTGCCCATCCAACAACTTTTCTGTTATAGAGATCAATAATGGCAGCCAAGTAGAGC -CAACCTTCATCTGTTGGTATATAAGTAATATCTGCAACCCAGATTTGATTAGGCTTATAAGCTGTAAAGT -CCTGATTTAGGATATTATCTGCAACTGGGTAATTGTGATTTGAATTAGTTGTAGCCTTAAATTTCTTCCT -GGTTTTAGCAGCAATATTATTTTCCTTCATCAGTTTGGCTATACGATTTTTGCCACATTTTATGCCTTCA -TTCTTTAAGGCATTGGTTACTCGGGGGCTTCCGTAAGTTTCGCGGGATACCTTGTGAATTCTTCTGATTT -TCTCAAGGAGTTCTGTATTCCTTTTCTTACGTAAGCTTTCAGGTCTTTTAACCCAAGCATAATAACCGCT -TCGAGATATATTTAATAGTCGGCACATCTTCTCAACAGGGAATTTGAAGCGGTATTCGTGAATGATAGGA -TATATTATTTCCGGTCTTTCGCGAAGATTGCCGTTACTTTTTTTAGTAATTCATTCTCCATCTCAAGGTC -TGCAACACGCTTCTTAAGTTTCCTGAGTTCTTCATCTTCAGGTCTTAGATTGCCGCTACCTGGGAAAGCA -TTCTCTTTATGAGTTTTGTACTGGTCAATCCATTTGTATAGGGTGTTTTCGTGGATTCCAATGTCATTAG -CCACACTTGATACACTTTTACCTTGCTCTGTAACAAGACGGACAGCTTGTTCTTTAAAATTACTATCATA -ACGTTTCATGATGGGTACCTCCAACTGGTTTTATTATACCAGCCATTCGGTGTGTCCATCAAATCGGGGT -AAGGTCATAGCTATCATTCAAAGTACATCTTATTTTTCACTAAACATCAGATGCGTAGATAAACTCATGC -TCCTCAAATAATATATATTTTCTCTTAGTGTTGGCATTCCAAAAATCCATTATCCTATTCTCCTGTATTT -TCTCCCACGCTATCTCCAATAGTTCTGCCGCAACATGATGACTTTTGATACGCATAAGATTGTCCCAGGC -GTCTTCCTTTCCAAGTAAATTCATACCACCGTGCCATACAAGTTCATCATCAATTACCGCAAAATGTTCT -TCTACCTCTTCTTTTAACTTTACTATAATGTCTGCAAATTTCAGTTGTTCTACTAATTCATTGCATACAT -CCGGGCTACTACCATACGAGACATTTTCAGGTTCTCTTGTAATTACAACAACGCGGGCACCAGCTTCCTG -TCTGCTCTTCACAAGAAATATTAATCGTTCAATCTTATCAGGGATAATTTCAGGACTTGAGATTACAATC -TTCTTTTCTGCTTCAATAAGATCCTGTTCGAATACTTCAACGTAGTTACCGGAGTCATATATTGCATTTG -CTATTTGCTTTGTAGCCTCCTCGCCAGTCCATAGTGTAAACCCAGTCTTTCTGTAGGTTCGTAAACGCTT -TGCATACATATTATCAAAATATCTAATGTGAGAGTCTATATAATCATACACATAAACTGCCTCTTTACCT -TCATAATCTCGGTTCAACCGTCCAACATATTGTTCCAGACGTCCTTCAAATGAAACCGGTGCAGCTAACA -TCAGTACGTCAAGTCTTGGAAAATCAAAACCTTCTCCAATTTTCTGTCCTGTCGCTACCAAAATAAGACT -TTCATCCTTTGGAACTGCTTTTAGAGACACTCTGATTTCAGAATTTTCCCTATCAGTATTGTCTCCATAC -AAAATGAATACGTGATCAGCACTACCTTGCAGTTCATCATATAAAAGTTTCGCATGCTCTTTATATTTTG -TAAGAATAACTGGCGTATGTCCCGCTTTGATACTTTCCCCTACATCTCTAGTAATCATTTCATTTCTAAC -ATTGCTAGCACTAATCAAACCATATGCCCGATTTATATCATCTTTACTTGTATCCGTATCGACCACTCTA -GTATACCTTGGAATAAAATAATGCCCAATCCCCTGTTCTTTGGCTCTTTCAAGCGCAGTGAACTTATGAC -GCAGTGAACTTATGACGCAGTGGTCCAAGCATCATGTATATGATTTTGTCCAGACTATCGCCTCTTTTAG -GTGTAGCTGATAAGCCATATACATATTTTGCATCAACCTTCTGCAATATCTCCATAGATGTATTGGATGC -AGCATGATGACATTCGTCCATAATCACCATTCCATAAGAATTGATTAATTCATTGAATTTGCCCTTACTA -TACATAGAACCAACCATAGCTACATCAACAATTCCTGTTAATGTATTCTTACTACCATGTAAAATTCCAA -TGACACTTTCTCGTTTCTTTTTTCGTCCAGTCTTTGTCTCATATTCTGGTGGTTCTTCTTTTATATCCAG -AAATTTATTTAGTTCATCCACCCACTGATTTAGCAGATCTTTGCTCTGCAATAAAATTAATGTATTCACT -TTTCTATGCGAAATCAAGTAACTACATACTACAGTCTTACCAAATGCAGTAGCCGCGCTCAACAATCATC -CGTATAAGAAAGTAATTTCTGGGCAGCAAGATCTTGCTGTGTTCTTAAATCCCCGTTGAATGATACTCTA -ATTGGACGCCCCTTTTCTCTCTTATCTGTAATTTCTATACCAATACCAGCTTTTTCACATTCTTCAATAA -TAGACTCCTTTAGTCCACGTGGAATCCTTATATACCCATCTATATCTTTACCAAGATATACAGTGCTAAA -ATTATAATAATTTGAATAGCCAAGACGCTTGTTTTTATAAAACTCAGGATTATCAAAGGCTGCCATACTG -CGAATTTGATTCTGTAAACGGGGCATTAGATTAAGCGTATCAACATATACACCATTACTTAGAACCATAT -GTATTTTTCCTACAACATCTTTTTTCGTAAATCCCTTCTTCTTTTTCCACGGCTTAGGTCTGCTTCCAGT -AGCTGTGCTGACAATCATCCCCCTAGCCTCGGCAAGTTCTATCTGCCATTTTGACATATACTTCTCAATA -TCTTCCAACGATAGCTTTTCTGTTTCTTCTAGCAAAACCTTCCATTGATCAGGATATGCATTCCAGTTTT -CATCCACAAAAGCACTGTTTCCACTTTTAAGAGCTTGGCCTTGTAATGGAAGAGCAATTAAATTACCAAT -ATAGCTAGCAACATCCTGTGAAGGATACATTCGGTCATAATAGTGAAAAGATTTCAAATTAATAGAAGTT -GATCCCTTGTCCAGTAAAAGAAAGCCAAAATTTCTTGCTAAAGATGCAGCTATTGGCCTTTTAAAGAATA -CCCATACATGAGCACCTCTTCCAGAACGAGATCTTTCAACCAAACACTTGATGTCGTTCTGCTCACACAT -TTTTCTAAGTGCATCTACTTCATCATGCCATTCATCATCTGTATTAGCAAAATCCGTCTTCTCTGCATCC -TTTTCATGGTTATCAAAATCAAATACTATAAATCGACATGTACCATCTGGTAAAAGCGGATAAACTCCAA -GTACATCTGTTCCATCCTCTTTTTTGCCAACAAGATGACTTATAATTTTCTTCAAATCAAGCTTAGTCCA -TTTTGTGTGCTCACAATCATCACAAAACACTTTTTCACCACGCTGTTTTGGACACAAGGCATCATTCCAT -CTGTTATCACACTGTGGAAAATATCTACCATTCTTACCTCTTTTGGCATAAACATCATCTCTACCCCAAA -ACATAGCAAAATATCGTTTTGCTAAATCCTCTGTTATATATCTTCCAAGAATACGCTCTCCCTGATCAGG -ATCATACTCATTAATATTCTCTATTGTATCCTCAAATGGATTATAATCATCGAATGCAATATCAGCTTTC -TTCAGCAGAGATTTCAAGGCTTCATTTTCTTTTTGGAGAGTTCACACTATTTTTCTAAGTGAGTCAAGGT -CATAAGCCTCTATATTCATTCCTGCACCTCTATCTTGATTTCCAATCTATTCTTCCATTCATTCTGAATG -AAAGATAGGATTAATGCTACTAATATCAGTATTGGTATTCTCTGTATTATTACATTGCTGTGTCGTATAA -TTTCAATAATAATTTATAAATTTTTGATTATTTAAAGTCAATTTTTTTCATCGCTTCTCTTAATAACACT -ATCTCAATATTATGACTTTGAAGTCTACCCTTTTCTTTTTACGGTAGGTAGTAATCCGTTGTTTTATCAC -CAGAATCATAAAAAGTACCAAACCTATACGCCTGATACTTTCTGCTATCATACTTTTTACATTTGCTGTA -TTTGATGTGATTTGTTCTGTTCCGGTATTATAGAGATATATTTATCAAGCTGTGCTTCTTCCAATTCTGC -AATCATATTTGCAAAATCATCTAGAATACCTTGAGCTGCATATTTGTCTAATGCATTATAATAATCCAAT -CGATTTTCTTTCGCTATAGAAATAGGTAAAAAACCATAGCTCATCAATTGATAGTTCATAATCAGTCTTG -ATGTTCTACCATTACCATCCTGAAACGGATGAATTCTAACAAACTCTGCATGTGTCCATGCTGCTAGTTC -AATTGGATTCAAATCTTTCTTATACATTAAATCTGCAAAGAAATTCTTTATCTGAATGTACATTTCATTT -CTTGCAGGTGGTGTGTGGCTAGCACCACTAATAAAAACCTCTTCATTTCGATATATGCCACCGACTATGA -TATTCTCCGTGACAAGTGCATGAATGTCCTTTACTATTTTTTCACTCAAAGGAAGCCCTTCTTTGATACA -TTGCTTCACATAATGGAAGGCTTTTTTATGATTTACAACTTCGTATATTTCTCTAAGTGCTTTTCCGCCA -ACAGAAATACCGTCTTCCAATACCACTTTAGTTTCCATAAGCGTAAGGGTATTTCCTTCTATTGCAGTAG -AGTTATGAGTAAATTCTACTTCAAAAGCATTATTATAAGATTCAATTGTAACTTCATGAAGTGTATCTTT -TCCCTCTTCATACAATTTTTGTTTATCTAATATTCTTTTAAAATCCAAGATTGCACCTCATTTCATAGTA -AAATTCTGCACACTAACGTTATGACAATTATATCATACTGGTCACAAATAGTAAGACAGTAATTCATATT -ATGGTTCAAAGGATTACATACCTTCTCTGTATCGCACTTTTCGTTTATGTGCTTACTTTTTAGAATTCTT -TGTAAGTGTGAAAAAAATACCTTCTCAGTTCACATACAGCCCAATTTGAATTGATGGATTCTAAATAATC -TTGCTTGGTGATCTGATACATTTAATAGTTCACAATAATGAGACCTGCTCAATTTAATAGACAGTGTCTG -TTAATTTTGATATTCAAGGTAAAACCTTCTCATATATTAAAGATTAGAAACCGAAAAAACCTTACCACGC -TCTCGTGTCAATTCTTTTTATAATGACTTTAATAGTTATTTTCTCTCACTCAATCATTATACCAATAATT -TCAATCAAAAAAACTATTTCTTTAAATTACACTTAGTATAATATTTTAACCTGCCCACCATTTTTATAGC -AAACCATGCTATAAGAATCAAATATCTTTATTTCATCAACTTTATTCCTGATTATACCTTCATCATAAAC -CCCGTTCTGGCAAACATCTTTGGTCAGAGCATTCTGTACCCATCCTTCATTCAAGGTAGGGGAGTGTGTG -CATGCCTCTCTGCCTTTTTCAATCCGTGTCGCACATCTCCAAACCACCTTGCCCCGTTCAGTTCTTCTTC -GATAAGATGCTCCGCAATCACCGCACACTAGCAAATTCCCCAAAAAGTATTTCCCATTATATTTGCTCTC -GCTGGTTTCTATCGTGCCATCCTCTTTGCTTTTGAGCCTTGCACGCTTTGCCATTTCTTTCTGCACCTTG -TCGAATACTTCAGGCGAAACAATGGCCGGATGACTGTCCTTCACATAGTATTGGTTGCGTTGCCCGATAT -TCTTTCTTTTCTTGCCGGTCATGAAATCTTCGGTAAATGTCTTTTGCATCAAAGTATCACCTTTATATTT -TTCATTTTTAAGCATTTTTTGTATTGTTGTCGTATCCCAATTTTCCTTTCCCGTCACTGTCTTAATACCT -TGAGGCCGTAAGATGATATTAATACGCAGAATTCTTTCAGTTTTATGATTAAGACGGCCCCCGGGGGTCA -GAAAAGGTACTGGGCTTATAACCGACGATATATTTGGAATGCCAATCGATGATAGCTGCTAAATACATAT -GACCTTTGGGCATCCGACAATAGGTAATATCCACTGACCATACCTGATTAGGCCTATCAATTGTAAGCCC -TCTGAGAAGATATGGATGGACATACTTCAATCGGCCCCGTTTACTTAGGTTGGGTCCTGGGCAGATTCCA -TAAATGTTCATTTCCCTCATATAACGGCGGGTACGCTTCTTGTTGATGTTTATGCCATGATCCCTATGAA -GGATATGCGTCATACGCCGATACCCAAGTGAAGAGTCTCTCGTATAGATTTCATCAATAAGCCATTTAAT -ACGGTATTCTTCGCTGCGATCCGGTTCGTGCGGCTGATAGTAAAGCGTACTCCGATTAAGCCCTAGCAAC -TGGCACTGCCGAGTAATGGTCAGCTTTTTATGTTTTTTATCCACCATGCTTTGGCGGCTCTGTCGGGAGG -CCGAATTGTTCAGATTTTTTTTGAGCCAGTTACGCTCTACGGTTAACTGACCTATTTGCCTGTGAAGCTC -GTCAATCTGAGCTTCATGTGCCTGCTTCAATTGTTCGGTTTCATCAGCATCAACACTGAAAGCACGGTTG -GCATTCTTTATGAACTCAGATTTCCAACGCGTAAGCTGATTTGGTTGGATTTCGTACTTAGCAGCGATCT -CTGTCATAAGCCATTTAATACGGTATTCTTCGCTGCGATCAGGTTCGTGCGGCTGATAGTAAAGCGTACT -CCGATTAAGCCCTAGCAACTGGCACTGTCGAGTAATGGTCAGCTTTTTATGTTTTTTATCCACCATGCTT -TGGCGGCTCTGTCGGGAGGCCGAATTGTTCAGATTTTTTTTTGAGCCAGTTACGCTCTACGGTTAACTGA -CCTATTTGCCTGTGAAGCTCGTCAATCTGAGCTTCATGTACCTGCTTCAATTGTTCGGTTTCATCAGCAT -CATCACTGAAAGCACGGTTGGCATTCTTTATGAACTCAGATTTCCAACGCGTAAGCTGATTTGGTTGGAT -TTCGTACTTAGCAGCGATCTCTGTCAATGTTTGTGCCTCTTTTAAGACTTCGAGGACTATTTTGGTTTTC -TGTTCAGGGGTAAAAGTTCTTCTCTTTTTCATAGCTTTATTCTAACTAATTTTTTGGATTTTGTCGTCTA -GTTTCTTGGATTCATTATACTTTGTTCTGCTAAATTCGTATAAAGCCCTACTCAATTCATTAATATATTT -TAGTTTTAATATTCTTTCTCTTCGATTACTGATGGAGTTAAAACTCTTCATATGATAAACCAGCTTTTAG -GTGTTTCATAATTTTTAAATAAGCCTAGGTTGTTTTACTCTAATGCAAGCACTTAAAGCGTTATTTTTAT -ACCACAGATTTTTGAATTAGAACCGCAAATCATTATTTTGTACCAAAACTTATTTCTTGAGATATTTTTT -TATTTGCTAGTTTAATGCTAAACGGTACAAATATAAGTATACTAATTAATACCAATAATGAACCTATTGC -TAAGATTAATTTATTATCTAATACAATTTTACTCTGATTGTCCATCACTAATACAATATTAGATACTGCT -AATCCCAAAATATATCCCAATATTATTCCAAGTAGATTATATATTATAACTTGAACCATAACAGCCTTGA -CCAATCCAATTTTATTTAGTTCTAAAGTTCTTAGTATAGCAAATTCCTTTCTTTTAGACATTATATTATT -AATCAATGAATTAAACAGTCCCAAAAACAATGTTACTAAAATTATAGCAATTACAATAATAAAAAATGCA -TAATTTTGATAGAACTGTTGTCTTGAATCACTTAAAGCTTCATTTAATGTTGTCCATTTAATCTGTGGGT -ATTGTTTTTTCAGATTATTTAAGTCATTTAGAGTATTATCCACTTTATCGGAAGCAATCAGAGCCTTACA -AAAAAACGTGAAATCATTTGTATATTTATCATTCCAATCAAATATAGCAGATACCCTCGGTTGGGGGTGG -GCTGGAATCTTATCAATGATAGCACCTATCCGCATTGTATCAAAGCCCAAATTAGGATCTACATCAGAAA -TCAGTTTTCTATCATTTGCATCTCTTTTTACATTAATAACATCTCCGACTACCAAATTATGTATTTTGGC -GTATTCCTTAGTAATTACAATGTTTGATTTTAAATCTCCATGAATATCCGGAATTTTCCCTTCCCTAATC -AAAGTATCCAGGTCTGCGAAACAAGCATACATATTTTCTACACCTTTTTCCGATTTATAGTACACATTTG -TCCCCCAACTTATAATTGAAGTACCCCTGACACCACTTAATTTACCCAAATCGTTCTTGAAGGAAGCTCC -CAGTTTACTACTATTAGTGCTTCTATCAGTAACTACAATATCTAAGGCAAATTGGTTTTTTAAATTTTCT -TCAGTATTTGATAACACTGTATTTAAGAGGGTTCCTCCAAAAACAGCTATTATGATGGTAGTACTTATAG -ATAGGATAATTACTGAACTTTTTCTTACTTGAGGAATCAAACTCTTTACTGCTACAAAAGCAACACGCCC -TCCAATAAATTCAAAAAATGGTAGTAATCCATTCAATATATGCTTCGCATAATGTTGGAATAACTTATAA -GTGCCTAGGATAAGAAATACGGCCGACGCTACTGCCAATAACATAGCATTATCTGAATTCCCAGACTTCG -CCAATCCAAATACTAATGTAAAAATAGACAAGCATATACCTATCACACCTATTCTTTTGCCACTCTTACT -ATTATATTCGGTTTTTTCATTTTCCTCCTTATAATATCTTTCATTTACTCGTATTATCTCGCTTAATCTT -AGAATTTCATATCAACCCGAGAGCGTTATTTGGACAAATATTCTGTATTAGTATAATACTGGATTATACT -GGTTAGCCTTCGGCTAGACTGCGCTTGTTTTTTGCTATCACGCCAATGGCTTCCACATGTCTCTGGCGAC -AAACCTCCTATGTCTCACTGGGTCATGCCCTAAATTCCTTCGTCCTGTCTTGTCCAGAGGTGGAATGTCA -GTCATGCTCCTAAACTGGGTCGTGCCCTAATGGAAAATATTCAACCTGACTATCCCGGCTCTCAATTGTC -AATGCTCTTCTAAAACTAATCGATACACTTTAAACATCACTTTTTCTTACCATATATCCGTTACTCGCAG -TCATTGGTTTCAGATTCTTTATGGCATAGTCCTCAAATCAGTAGGCTATGCTGCCTTCATCATTGGTCTT -TTAATATCGTTCATCATCTTTTCAGCATCATAGTGGCTACCTGTTTTTAGTATTGCATAAAATACTCTTA -TCAACTTGCCGCATAAGGCTACTATTGACTGCATTTTCTTAAGTGGCTTGTTATCTCTATTAATGTAGTA -TAGGTGCAACTGCCTAAATTCAGGGTTTCTAGCTACTAATGGCAATACTGCTTGAAATATGGCATATCTG -CCGTCAGAGCGTCCCCTTCTGGTTATTGTTGTTTTGCCTTGATGCTTGCCAGAGCTGTTTTCTCTTAGGT -TTAACCCAAATAGTTTTACTATTTGCTCTGGAGCATCAAATCTACTAATATCTCCTACAGCACCTAAGAA -CCCTGCCACAGCTACAATTCCTATTCCTTTTATACCTAAAAGCATACTTGCACTCGGAATTTCTTTTACT -TGTGCTTCTACTTTTTGCATTATCAGCTCAAGCCTGTGACCATGAATCATATATTCGTCTAGAAGAGTTT -CAATCTCCAGAACTGCTGATTCCAGACCATGCTTTAGTCCAATGGATTCTTCTGCTGCTTTTATGAGCTT -CTGGGCATGTTTATGTCCAACCGCTCTTTTGACTTCCTCTTTCCATGTTGCTACTATTTTTTCCTCACCT -GTTTTAATTACTGCCTGTGGAGTAGGAAAATGCTTCAGTGTAAGCAACGCCGCCTTTCCAGTCCATTTCT -TGAAAACAGTACTAAACTCAGGAAAGTATATTGCTAACCATCGTTTTACTCTATTTTGTATGCTAATCAA -CTGCACAACATTTTGCCTGCGTAATTCCATCAGATTTCTTATTTCTCGATATACACCTTCAGGCATGTAC -GGTATTAGATATCTTCCGTCCTTGACTAGCATTGCAATCGTTTTTGGATCTTTACGGTCATGCTTGCTTG -GGGTGTTATCATCTAGTTCCTTTGAGCGTTTTACATGGTAAGGATTAACCATACCAAACTCTACACCCAT -GTTCTGCAAGTGACTTCCAAACCCATACCAGTAATGCCCGGTGGGCTCCATTCCTACGAATGTTTTTGTC -TTTTGATTTCTCTTCATCAGGTCTGTAACCCAAATATCAAAGGCATTGAAACCCTCTCTTGTATTCTCAA -ACCTAAATGCTCTTTTAGAAAATTCAAATCCTCTGAAATCAAAAGCCCTGGCGAAGTGGACCTCGCTACC -GATATCTACTCCAACCACCATTGTTTCAGGTGTGATTTGCATTAACTTATTGTTTTGTGTACAATTCATA -TTAGTTACCCTCCGTTTATTTGATTTGTGCCTTCATTTGTGGTGTTCAGCACATTTCATATTTTACGTGA -GGGTATTAATTTTTTCAAAGACCATTTTTCTTACTTACAGGAATGCTCCATAATTTTAAAAGGCAATATT -CTAGAACTTTTTATTGCTGGAATTAGCATAAATAACTGAATACCTAAAAATGAACATAAAGATATTCCAA -GAGCAATAAAAGGGGAAAATTTAATCTCAGAAACCTCGATTATAAATATGCTATTTAATAAATTAATTAA -ATATTTACTACTTATATAAGAAACTAAAATTGCAGAAATAACGCCAATAATATTGATAACTGTACACTGG -ATCATTACTATTTTAAGCGCCTGTTTGGAAGAACCGCCAACAGCCCTAATAAGTGCGAATTGATTTCTAT -AATTATATAAGAAAGTTTGAAAATTTGATATTATAAAAAGCGAACACATAATAATAACTAAAATAGATAA -AACGGATAGATAAATTTTTAAAATATTTATGCTTTCTTTTACAGACTCATTCTCTTCAGCTATATCAATT -CTAAAATCGTTATCAATAGCCTTTAAACCGTTTACCAAATCAAGATTCTTATTCTTATCAATGGTTTTAA -GCATTAAATATGTTGCTTCTCTACCGCCTTTTAACATGTCTTTAAATGTATTTCTATTAATAAACAGCAT -ATCCATTACTGATGATGACTGTTTCATATCATCAATTATTTCAATGATTTTAAAGCTTCTATCATTGATA -ATTATCTGCTCATTTTCTTTAACATTCAGCCCATCTATAATGAATCCAAGAAACTAGACGACAAAATCCA -AAAAATTAGTTAGAATAAAGCTATGAAAAAGAGAAGAACTTTTACCCCTGAACAGAAAACCAAAATAGTC -CTCGAAGTCTTAAAAGAGGCACAAACATTGACAGAGATCGCTGCTAAGTACGAAATCCAACCAAATCAGC -TTACGCGTTGGAAATCTGAGTTCATAAAGAATGCCAACCGTGCTTTCAGTGATGATGCTGATGAAACCGA -ACAATTGAAGCAGGTACATGAAGCTCAGATTGACGAGCTTCACAGGCAAATAGGTCAGTTAACCGTAGAG -CGTAACTGGCTCAAAAAAAAATCTGAACAATTCGGCCTGCCGACAGAGCCGCCAAAGCATGGTGGATAAA -AAACATAAAAAGCTGACCATTACTCGACAGTGCCAGTTGCTAGGGCTTAATCGGAGTACGCTTTACTATC -AGCCGCACGAACCTGATCGCAGCGAAGAATACCGTATTAAATGGCTTATTGATGAAATCTATACGAGAGA -CTCTTCACTTGGGTATCGGCGTATGACGCATATCCTTCATAGGGATCATGGCATAAACATCAACAAGAAG -CGTACCCGCCGTTATATGAGGGAAATGAACATTTATGGAATCTGCCCAGGACCCAACCTAAGTAAACGGG -GCCGATTGAAGTATGTCCATCCATATCTTCTCAGAGGGCTTACAATTGATAGGCCTAATCAGGTATGGTC -AGTGGATATTACCTATTGTCGGATGCCCAAAGGTCATATGTATTTAGCAGCTATCATCGATTGGCATTCC -AAATATATCGTCGGTTATGAATTATCCAATACCATGGATAAAAGTCTTGTCCTCAATCTGGTGAAAAGGA -CTATCACAGCACATGGGAAACCCGAAATTATTAACAGTGATCAAGGATCCCAGTTTACCTGTGAAGATTA -TATAAATCTTTTGAAAGAGAACAACATAAAAGTATCAATGGATGGAAAAGGTCAAGCCCTTGATAATATC -TGTATTGAACGCTTCTGGCGCAGTCTGAAATGGGAGAAGCTATATCTTGAGGAATATTCCACGCCTAAGC -AATTACGTAACATTATTCAGGAGTATATAGCTTATTACAACATTTACCGTCCACATCAGACCTTAGAGTA -TAGGACACCAGGAGAAGTTTATTATAGAACCCTAGCAGAAAAAACTGCCTAAGCTTAGGCAGATATCTAT -TCTCGCTGTAAGGCAGGAGCCTTTATAAAGCTACCAAGAATAGACGTTGGTATCCAAACTTGTCAATTAA -ACAACATTTTTAAGACCTTGACAAGCTCTAACAAACACTATACACCCATCGAAAGGAGACCTAACTAAAA -TTTAAAAATGTTTGTCTTGACATTGGGGGGCATTATAATCTGCCAACCCTTTGTTTAATATAACCTCATT -ACTGAAAATATCTTTTACGAAATGGTACCTGCTTTTTGATAATTTGTCATTATCAACTCCTACCGAATAC -ACTCCAAGCTTTTGTTTTTTGCCAACCTGTAGACGTCCTATCAGTACCTTGGATACAGTTTTAACATTTT -TCAATGAACTTATTTTTTCTACCATCAGTGAATCTATTTTTTTTACTGAATCTCCATTATATCCTACTGA -TAAATCCATCTCACCATAAGTTTTTATAACATCATTTCTTAGTGAGTTCTCAGCACTATTAATAAATGTA -AATAAAGTAATTAGCAAAGAAACTGATATCAGTATACTAAAAATAGAGGATAAAACAATAAATTTATTAG -ACTTTACAAACTTTAATGCAATTCCTTTTAAAGAACTAACCATTTCTAACCTCCAGTATTTTCCTAAATT -TATCCAATATTTGTGATATGTCACCTTTTTCACTATTTTTAGTATATTCATCAATTATATTGCCATCACT -AAGAAATATTACTCTATCTGCATAAGAAGCTACCATTGGATCATGTGTCACCAATATTATGCTTTGTTTT -AACTTTTCTTTCATTTCCTTAATAATATCTAAGATTTCAATAGTAGTATTATAATCAAGATTTCCTGTAG -GTTCATCAGCTAATATTATAGGTGGCGAAGTTATCAACGCCCTTGCAATAGCCACTCTTTGCTGCTGCCC -TCCCGATAGTTCCACAGGCCTGTGAGTTTTCCATTTACTAAGGCCGACTAATTCTATCATTTCTGTGGTT -TTATTTTTGATTTCTTTTTTATTCACATCTTTTAAAATTAATGGTAGTGCAATATTCTCCTCAACTGTCA -AATCTTTAAGTAGATTATAAGCTTGGAATACAAAACCGATATTTTGACTTCTATATTTTGTAGCATACGG -CTCTATATGATAATCTTGAATCTCTTGACCCCTTATTAAAATTTTACCGCTAGTCGGTGAATCCAGAGCG -CCAATAAGATTAAGCAGCGTACTCTTCCCCGAACCACTAGAGCCCATTATTGCCAGCATTTCACACTCAT -GTAAAGTTAAACTTATACTCTTTAAAGCTTGAACTTTATTTTTGCCAGATTCATAAGTTTTTACCAATTC -TTCTACGGATAGCACCTTACTATTTGTATTCATAATCGACCTCATTTCATGTTTTTATTTATACCAATTT -GCTTGTGCCAAATACATGTTTTTGTAAACCCCTCCTAATTGCATAAGCTCAATATGAGAACCAGTTTCAG -CAATTTCTCCATTTTGTAATACAATAATCTTATCAGCAAATCTGGTTATCCCTAATCTATGGGAAATCAT -AATAGTTGTCTTACTTGAGATATTTTATTAAACAAATCAAATATCTCAAGTTCGGCTATAGGATCTAAAG -CTGATGTAGGTTCATCCAACACAATTAAATCGGAATCTTTAATCATCGCTCTGGCTATTGCTAATTTCTG -CCATTCACCACCAGATAAATCTTCACCCCCTTCATATTCCTTGCTTAATCTTGTATTTACACCATATTTT -AATTTTTCTACTTTTTTTGAAAGTCCTACTTGGCTAATGATTTCTTCGACTATACCGTAATAATTATCCT -TATTGGAAACATCACCCATTATGATATTTTCATTTAATGAATAATTATATCTTATAAAATCTTGTAGTAT -CGCAGACACTCTCTTATTATACGAAATTAATCCAATTTTACCAAATTCAGTATTATCCATCAATATATTC -CCGGTGTACTTCGTATATAACCCTAGTATTATATTTATTAATGTCGTTTTACCTGCACCATTGTTACCGA -CAATAGCAATTTTTTCACCTTTTTTGATTGATAAATTAATATTATTTAAAACACTTCTTTCAGAACCGGG -GTATTTAAATGTTAGACCTAAAATTTCAATATCTTCAATCTTATTGTAAGCGCTTAATCTTGGGGTGCAT -AGTAGTTTATCTATCTGTATGAGATAATCCTTTCAAATTGTCTTTAGACTTTTTAAAGTTTTTCGACTTT -GTCTAAAAAGTCTGAAATCACCAAGGAGGCTATCCCCAAATGGATAAAATAACAGATACTAAAACTGAAT -TTAGACTCAAGCAGTGGACTCAGATAGTCCAGACGTGCCAAGCCAGTGGAATGACGGCTGTCAGTTGGTG -TAATCAGAACAATGTAAATATCAAATCATATTACTATTGGTTACGCAGAATCCGCACTCTGACTATCGAA -AATGGACCTCTTGAGCTTCAAAGTAAAGGACAGCAGATTGTACCCGTATCTTTCCGGCAGACAGCAGCAG -TTACAATTCATATTAATTCCGTTTCTATAGATATCCCTGATGGAACTTCCAAAGATACAATTGCGGCAGT -TCTGTCGGCATTGAAGACCATATGTTAGGCGATATTTCAAAAGCAGAAGACATTTACATTGTATGTGGTT -ACTCTGATATGCGCAAGTCAATCGACGGATTCGCCGCCATCATAAAGGGAACTTTTGGTATGGATCCGTT -TTCACCGAGCCTGTTTTTGTTCTGCGGTAAAAGAAGGGATCGGTTAAAAGCTCTCTATTGGGAAGGGGAC -GGTTTTGTCCTGCTGTACAAGCGTCTGGAGAACGGGAGCTTCAAATGGCCTCGGACACCAGAGCAGGCAA -GACGTCTTACAATGCAGGAATTTCGGTGGCTTATGGATGGCTTGGCTATTGATCAACCTAAGGCAATCCG -GGAAGCGAAACAGGGTGATATCTATTGATAAAAAGTGCTGAAAAGTGTGGGTTCTACTGTATTTTAGTTG -GAATTTTCAGTCCAATAATGGTATAATTAACTTATGCAAAAGATTGATATTACAGGGCTTTCGCCCAATC -AAATTGAATATGTTTCCTCTTTGGAAAAAACAGTAGAAAACCAGCAAGTTCGTATTGAACAACTTACTGA -GCTTCTTATTAAATCTCAAAAAGCTTTATATGGTCAATCCAGCGAAAAGCGGCGTTATGTTTTTGATGAA -GACAGCGGTCAGCTTTCCTTATTCAATGAGGCAGAGGTCGAAGCTGGCAACAAGGCAGAAGAACCGACCG -TGCAGACAATTGTGGCAGCACATACCAGAAAACCCAAGCGAACCAAGGAAGAACTGGCAGAAACGGTACC -AGTGGTGGAAGTCGTTTGTGATCTGGATAAAGATAAACGCACCTGTAACATTTGCAACACTGATCTGAGA -TATCTCGGAAAGGAATATGTCCGGGACGAACTGGAGATTATCCCTGCCCAGGTACGCATATTGAGATATA -TTCGTTTAAATTATGTATGCAAGGAATGTGAGAAGGAGACCTGCGAAGCCAATATTGTTAAAGCTCCTGT -CCCAAAACCTGTTATGAAGCGCAGCCTTGCTTCTGCCTCAACCGTAGCTTATGTAATGTATCAAAAATAT -GCAAATGGAATGCCTTTATACCGACAGGAAAAAGACTGGGCGAACCAAGGAGTGAAACTCTCCAGAGCTA -CTCTGGCCAATTGGATTATACGTCCAAGTCATGAATGGCTTGAACCAATGTATGATGCTATTAAGAAAAA -TCTGGTGACCGAACCGTTGATACATGCGGACGAAACCGTCCTGCAGGTATTGAAAGAACCGGGACGGAGA -GCAACCACCGAATCTCGAATGTGGGTCTACACTTCCGGTCAAAGTCTGACTCCGGCGGTTTTGTTTGAAT -ACCAGCCGACACGATCCGGTCAGCATGCCAGACGGTTTCTGGAAGGGTTTTCGGGTTATCTTCAAACAGA -TGGCTATAGTGGTTACAATGCAGTACCTAATGTCATACATTGTGGATGTTGGGCTCATTTACAGCGTAAA -TTTGAAGAAGCAATTCCTAATGGAGCAGATAACAAAAGCTCCAAGGCGGCTATTGGATATGATTACTGTA -ACCGCTTATTTGCCATGGAAAAGAAATGGATAGAATTATCCTCTGAAAATCGGCACCAAGAACGGCGAAA -AAATGCAAAACCTCTTCTTGATGAGTTCTGGCAATGGGTATCGCATTTAAATCCTCTCCAAAACTCAAAT -CTGGGAAAAGCAGTTACCTATGCGTTGAATCAAAAGGAAACTCTGATTAATTTTATGCTGGATGGGTGCA -TCGAAATTTCCAATAACCGTGCTGAAAATGCCATCAGGCCTTATGTCACAGGTCGGAAGAACTGGCTCTT -TGCCGACACGACCCGTGGAGCCAAAGCCAGTGCCATTGTATACAGTATGATCGAATCAGCTAAAGCAAAT -CAACTCAATCCATATATGTATTTGGTGTATCTACTGTCAAAATTACCGGACTTGAAAGAATTAACGCAGA -AATCTCTGACACCTTATCTGCCATGGTCACCCGAATTGCCATGCTGGTGTCATAAAGATTCAAACAAGGC -ACCCCAAGATTAAGCGCTTACTGTTTTTTGGCTAAAGGTCATTCGATTACAGTTAGTAGTATTATACCAT -ATATTGTAAGTGCTTTGATAATATTTTATACCCTTTACCCAGTTACTCCATGTTGCATCTATAAACCCAT -CAAAAAAAGGACTCAAAACACAGGTCATTTTTACTGTCCTGAACGGTACTTGGGTTGACACTCCTCTGGG -AAATATTAAGTTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGGT -CTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTCGCAGGATCATTCAGGA -GCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGCCTTTACACCTTTTCCC -CTGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTGCATTTGTTCAACTGAT -TTATACATTGTCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGGTTAAAACGCTCGCATA -TACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCATCTGCAGAAATAACTC -ATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTACTCTCATTATCGGTATC -ATATGATTCTCAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTTACTGGTACCTTGGCTG -TATATAATTTTGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGATATATACGTCCAACACC -TTTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTGGGTATCTATCTCGTCT -ATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCTT -CCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATATTATATCTCTGCCAGAT -TGATCTTACCCCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCG -TATGCCGGCTTTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATAC -AAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAGCTTTCTTAATATCATA -GAAGTGCTGTCTGCTGACTCCATGAATTTTACATGCTTCACTTACGTTTTGAAGATATTCGGCCAACTCA -ATCAGGCTCATTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATTGAAATCTCCTCCTACAATTTAA -TTATTGTCCAGAGGAGATATTGCCCAACATTATTCAGATACTGTCAAGTGAAGTCAATTCTCTAGCATTT -TTACCCTGTTTTAGCCCATTTTTTCATCAAAAACCACTATATATTGTGTTCCAATAATCTATTTATTGTT -TTTATCCACTAGTTGCATCCATATTATGCTCTCAACGTGCCTCGAGTGTACAAAATAGATGCAATTTGAA -GTTGGTGTGACCTTGGCGGCAAGGTTTATTTGCAGATAAATCACCTTTGAAAGCACTATGGAATATCATA -ACCATACATCTCTCACTAACCTTTTATGGTCTTTCTAATTTCTCCTACACTATTAATTTCAATGAATTTT -GACAAATAATATCTATCATCCATTTTTACCTTTATCAGACTATAGAAATGCTCATTATGAGTTGATATGA -CAATTTGTCTTCCCATAACAGTAGTTATCGTCCTTAATAAATCAATGAAAGCTAGCAAATTGATACCATC -AAGGTGTTGAATTGGATCATCCATAAATATTGTATTTAACGTAGTACCTTTTTCTGTTAATACCTTTGCT -AAGAAAATACATAATGATAAAATATTAACTTGTGCCGAACTTAAATACAAAACTGGAGACATTTTATCTT -CTTCCGACTTATCGTAAGTATAAATATGAGTTTGCAATCCCTTTCCAGAATTCTCTGTAAGAAATTTTAT -ATGGTTCATCGTTGGATGAGGATCTATCTTATGATAAATCTGATTGATTGTATTTGAATTAAAATATTCA -TTTGTCTGCTCAACAATATAATTCTCCACAACAGTTTTACTCTTTTCTAAATTCTCCAACTTGGACTTGA -TAAGATCTAATTTGCTATTTTTTCTTTCATATTCCTTTGTCTTATTTAACCAAACTTTCTGTTCCTTTAA -ACTTTTAGTATCAGTAATAATACTATTTAAATTAGATATACTTTCATCAACTTTATTTCTCTCTAATAAG -AAAGCAACTCTTAATTTTTCTAGTTGTTCTCCAATATCTTTTTCTTCTACGTTTGAGTTCTCAAAAGCTT -TTTTGCATCGCAACATATACCCGTCTAAACCCGCCCCCAATTCTTGAAGCTGAATTAGTAATGTATTATA -TTGAAGATTGACCTCTTCTATTGTCCCTTGAATTTTATTCTGAGAATCAGTTATTTCCATTTCAGTCTCG -GCTATCTTTTTGCTAACATTATTTTTTTCTTCCTCAATTTTTTTAAACACACTTTGTAAGTCATCATTAT -CTTCCCTATAATTTTTGCTTGATAAATATATTAGTATTGATTGATAAACATTGTTATTTTTAAGTTCCGA -TATTTTTTCTTCAAGTTCAACAATCTTAAGATCTTTATTTTTCAATTCAGTTTCTATATTTTTAACCAAA -TCTAGACTAGTAGTAATTTTTGACTCTTCAACTTCTATATTTGTAGACAAATCAAGTACTTTCATATCTA -ATTGAGCCTTTTTAAAATTTATTGCTTCAATATCATGTATACTAATATTTTGTGCATCATATTTTCTTTC -AATAATTTCATTATCATTTTGCAAATTAGTAATTAAGTTATTCCAATCACTTATCCGCAATTGTAAATTA -TGTATTCTTTCAGTTTGTTTATTATATTCTTTTTTAATCTTTTCCAAAATATCTTGTATAGAGGTTTTTA -GTTTTTGGGACTCTTTGGAAATACTTTCAATAGTATCAACATTTAATTTTCTACCTTCATCCAGCTCCTT -TTTTATACCATCTAATTCTAAGCTACTTGTATATTCTGCTGATATTCTTGCAATCAGTATAGAAAAATCA -TCATATTTTGCATGACATAATGGGCACTCACAAGATTTTGTATCCTCTACCAATTCTTTTCCTTGCAGTA -CCAATTGATTAATTTTGTCATGTAGAAGCATAGCATTTTTATAACGTTCCTCTAACTGAAAAATATTTTT -CTCTTGATTTACTTTTTCACCTTTCAAAGCAACAAGTTTTTCATTGGTACATAAAATTTCATCAGTAAGA -TAATGCTTAATTTGATCAATGTTACACTTATCTTCTATAAATACTTCAATACTACTTATGGCGTCACTCG -AAATTTTTCGTTTTTCTACTCGCTTAGTTAATATATATGAAGCCTTATTATTTAATCTAGAATATTTATT -GAGATTAACTTTATTATCGTTATATTTTCTCAATTCAGTTTCAAACAGATTTTTTTCTTCTAACTCCTTT -TTCTTTAATTGCTCAGATTGTTCAACGTTCGCCTTAGATATATTGATATTCTCTCTGATTTGGATTATAC -TTTTCTGCAATTCTGACTTAGAATTAGCAATTTCCTTTTTTAAATCGTTTTTTTCTAATAATTCTAATTT -AATGTTTTGAAACATTCCCCAGTTATTTACAACTCCGCAAATTTCCAGTTGTTCACTTTTCAATCTTTCA -TTTTGCACTATTAGCTTATCTATTTGATTTAAGATCTGGAGTTTTATTTCACATTCTCTTTTTTCGCTTT -TTTTAATCTCTAATTCTTCTTTTTTAGATAAATAATTCGGGAATTCATTAGTTAATAATTCTACTGTATT -AAGGTTTGATTCATATTGATTCCTATTTTCTTGTACTTTTTTTAAAATTTCCGTAGTTTTTTCTAATACA -GTGTCAATATTTTCAATTAAGTTTTCTGCATTTATCATATAATCAATACAGTTTAAATTAAAGTCATTAA -TTAAATGTCGTACATCATGTTCTTTATTAGTTTCAAATTTATACTGTTTTAACTCTTGTTTTTCCTTAAG -AACTTCAGCAGACAATGCCATCTTTTTCTTTACAATTTCATCATATAAATTGCTTATTTTCTCCAGAATT -CCCGAGTAGCCATTAGTATCCCAAAATACTTGTAAAGCTTTTGTTTTATCTTCAGCCGTATAGTTTTGTA -AAAAACTAGTTATTTTATCATGTGCCAACATATTAGTTGTGCAAAATGTATTTTTTTCATTTAATATTCC -TTGTAAATCTTTTGATATAACTTCCAGCTCACCTGGCCTATAATCGCTTTTCATATTTCCAGTACGCTTT -TTAGTCTTTATTTCAAAAACATCATCGGTTTCACTTATAAATCGAACAGTTCCTTGCGCAACTTCAGAGT -TTTTATTTTTTAAAATATCCCCTTTTTCGTTCTTCACTTCTTGCTTAATTGCATCAGTGCTTTTAAGCCG -TCCTATCTCATCAGTAATTGCCCATTCTATAGCGTCAAAAAATGATGTTTTGCCATATCCATTAGGTGCA -TAGATGACTACTAAATCAGCAATTTTTCCACTATCGTTATGTCTAAAATCAAATGGTTGTAACTTTTCAT -AAGCTCTAAATGCTTCGATGCTAACCTCTTTAATCTTTTTGCCCATTCAAGTCACCTCCTAAATAAATAG -CTATTTGGGTATTTATGTCCTTATCAGTATTTTCAATCGCTCTATATAAATTAAAATCTATGCTTTTAAC -TTTTTCCAATAAAGGGATTTCTTCAACTGGACTTTTTGCATCTATATATAAATATAATAAACGATCCTTT -ATATAATCTTTATCTCCAAGCTCTTTTTCATTCAAAGAATCCCAAACCATTTTTCTAGTTGAATACTTAT -CTTGCTCAATTTTTTGCTTTAGTTCTTCTGAAATTCTCTTTTTGCATTCGAACACCAAATATATGTTCCA -TTTTTCAATAGTTTTTTTTAAATTAATTTGAAATTCTGTTGCTATAGCTGCCGTAATTGTTTCATAATAT -TTTTCTAAGTCATTTTCACCTTCAACAATAACTTGAAAAATATAAATATTATAACCTGGCTCTTTATCAA -TCCAACAGGTAACCTTATTTATCCACTCAGTATTATCTTCACAGTTCAGAGCTAATACTCCTTGTTTGTA -CTCCTCAAAACTCATGCAACATCTCTCCTATTCGTTTACCCAATCGTCTTTCTAGTTCTATACTATCCAT -GCCTTCATCAACATTTGCTTCTATTACAATCTCTAATTCATCAATTAATTTTCTAATATGCATCAGCGAT -ATTCTTTTGACATTACTTTTGACATCATCAATACGAATTTCCCGTTCTACACAAATCACATTGCTAATAT -CAGTTACAATCTTATCAATTTGAGATGATGGTAATATCTTGGTTGCAGGTTGTTTATTGGTTTTAATAAT -CAAAAAATCACCTTCATGTATATCTCTATATGCATTTTGTAGATAGTCCTTTAAGAAATCTGAAAGTTTT -GTTTTATTAGTAACATAAATTAATTTTACTTTCCTAACCCCATTCTCATCATTAACAATGTAATAGTTTT -CGCTTTTTAAGTTTTCTTGATCTTCCATGCATCTAAAAATTAAATATAGAAGCCAACCTTCCCAAATTTC -CTTACATTGAAGGTTTGCATTTGAATATGGCCATACAAGTTTCTTCCCACAACGTTTCAAAATATCATTA -GGCGTAACATTATCTCTTATAATAGGTATTTGCACTGAACAAATTCTATTCATAGGTTCTTCGAATATTT -CAATAACACCCTCTTTAAAAAGATTAAAACTACAGCCTTCTATATCACATAGTAGTTCCCAGCTTTTTTC -TGCTAGTTTTTGTTGAATGCAATCCCGTGAAACCCCACTTATAGCATCAAATGCACCCTCAGGTGAACTC -AAGTCTGTAATAATCCCGCATAAAAATATTTCATTTTCTACTATTTTGAAAATTCCACTGCCAGAAAAAC -TGGACATTATTTCCTTTGCATTCTGCGAAAATGTACTCATTGACCGTTCACTATTAATTTCTATAATACC -CTCCCCTGGCAAACTTATTATTTTCGCATCAAGTGGGTATCTTTTTATTCTACTTTGCGGATTTTCCATC -GCTCTTGGAAATCCTGTAATAGACACTATGTCTCCTACAGATACTGCAATAGTCCGGTACAATGGAATAT -CACTTAAATAATCTAATTTTATAACAACTAAATCATTTTGACTAATAACCAGTATATCTTGTAGCGTTGC -TGTTAGCAGTTGTAGGCTTCCATTAACTTGTCTATATATCGTAAGTGATCCTAAATCTACTGTTTCTTCT -TGATTCACGCAATGCCAGGCAGTAACCAAATATGAGTAATTCTTATTTTCTGTTTGTAATAATACACCAG -AACCACAATTACCTTTATATACCGTTTTGACTACTACTTGATCATAAAATTTATCTATCATCTATGTAAA -TCCTCCAGATTGAGTCCTTTCTCATCTATCGTTATAAATTTCATACCATATTTATCTAGTTCTTTTTTTG -TAAATATTTGGTTAAAGTCTATTTCGTAATTGCAATAAAAATTAATTGGTTGCTCTGAATTACATATAAT -TCTACTTAAACATTCTTTGCTTGGTCTTCCTGAAGCAGTAAGATTAGTACTTATTATATAATTCTTGCAT -TTCAACATTTTCACTAATCCATTACTTGTATTATGTTTACTAGCATGATGTGATGTTTTGCAAATATCAA -CTTCCAATGGTTTTGTTTCAGAATATCCCAATTCTGATAATGACTTCTCAATTTCAATTGCTGATGCATC -ACCTAAAAACAAAGCTTTTTTTTGCTGATATTCAAAAATAAAAGCTAAGCTACTCTTATTAGCCAATGAT -ATATTTTCATGGAATTCCAAATTGTTCAATTCTTCAATCGGAATATCATAGTCCGAAGCTGCTGAGATTT -TGGTCTCTCGCTCTTCCTCTATCATCCAATGTTCATTAAACTCTCGTAATATTTCTAAACTCGGCGAAAG -TATTGTTATGTGAGCCTCTTCAATATCAAACTCATCAAATCTTTTTATGACTTTTTCGTATTGAAATCCT -GCTTGTTTCAAAACTTTTTCAAGACTCGTTCCTTGTTTCCAACTTATTTTAGTTGTCTCATCTTGAATAA -AAATATCATTTTTTTCTTTATCTCTAATTACTCCTAACTCTTTATTTAAAAAATCGCCATAATTAAACCA -CATCTTATTTATCGTAGAAAAATCAAAATCTTTTTCAGAAAAGATTTTTAAAACACCATCTATATGATCC -GAATCAATATGTGTCAAAACTAACAGGCTAAGATTTGTATTATTTTTTTTGAGACTATCTGTAAATGCCT -TCAAACTCCTATAGCATTCTTTACCAATTCCACCATCAATTAATATGTAGTTATTTTGTTCTAATCCATA -AGTTAGAATTATACAATCTCCGTAAAGCGCCTTCAATGCTCTAATATTTATTGGCATGAACATTATTCCT -CATTTCTTCTTTAAAGCAAATTCATTCTGAAATATCAATACTATATGAGTCAATAACTTTCTATTTTGTC -TTTGTATTTTTTCACCTCAATGATGTCTTTTCAATCGGAACAAGTGTATCAGCTATTTTCCATCCTTATC -TCCCTGATACTTTCCATGAAGTTAATACTGAAAAAGTACAATTAACGTTATATTCTATCTTGCAATAAAT -TCTTCGACATTTAATACCTGTTCTCCTTTAATTTGCCACATATTTGCCTGAATTGATTTCTTTTTAATTT -TATTATAAAGCCATCCATCATCTTCAAGAGATAAGTTAAATATTCATTCCCAACTTTCAGTCATTGTCTT -ATAAAATTTAGGGTCTTTTGTTGGATGAAGCAAAAGCTCTCGGCGGATCGATTGTTCAGAACTTAAAGAT -AGGCACTCATTTTCTACCTTCCTATCGTCATCTTCGTTTAAAGGTGCATACCAGTAGTTTAAAGGATAAT -GATACAGATCAAAGTCTGAAAGCAGCATATCTTTTTCATTTACCTCTATGGTAAGTCTTACTATATTTTC -CCCGTACAATGCATGTCCACTTCTTCTCATATCTGGCTTGCTTCTCTTTCCCTCCCACTAAAACCATGCC -CAGACAGGATATTTAATGTACTCTTTATCCAGTCTATCAACGAATCGTCAAGGTATCTGTAGCTCGAGAA -AGAAGGCTTTTCAATTTCATTATCTTTAATCTCCTATGCTAATACTGCCAAGTCCTCTTTATAATTTTCT -ATACCACTCCATTTTACATTTGAGCTGTCGCAAAACTCAGCAACGGCACTTTCATAGTCTTTCCCACAAT -AAAATAAATCATAATATTTCAAATCAGATATGTACTTTCTTAATGTTCGATCTATACTGCTTTTATATTC -TTTAAAATACCGGAGTATAAAATCTTTGCTTTTCGGATATGAGTTACAAATTTCCTGATCTATTTTCAAG -AGAGTTTGCTCAACTTTGATATTTCATAGTCATAAGTTCAGGATTAAGGTAGTTGTTAAAATAATCCATG -ACATACTTTATTACCGTCGTCATGTTTTCAGCATGATTCTGAAAATCGAATTCAGCCAACTTGTCCTTTT -TCTTCATTTGTGAAATATACTGCTCAACAGTAAGCATATTCCCACCTCCCCAGACTATAAAGCAATACTT -ATTACATTGATTGTCTTCTTCATTTAATGTTAGCATTAAATGAAAAAGACAATCATACTCTCTCCAACTG -CTAGTAACCTTTTATTGTACGATAAAAGCTTAACACTTTATCCCATTGTATTTATCTAATATTGTTAGCC -TTTGCTACCTCTTTTGCTTTTTCTTTGATTAAATGCTGCTTTAAAAAATAGTCATCATAATAAGCAACCA -AATATTCTTCAGCCTTCTTAGCCATATGTACAGGTATGGGTAAATTTAAAGCGGTAGAAAACTGAATCGG -TGAAGATGCAGAACGTAATTTATCCGTCAAATCAACATAAGGAGGTACATCATCCTCATTGCAGTTGTAT -ACTGCAATTTCAATAGCTGCCTGCCTGTTATTTGTTTCATTTGGCTTGTCTTCTTTTATAACCAAGTTGT -TCTTATGTGCATCACTTTTGCTTTGAACGCTGTAATACACCCTGTTATTCAACCTGAAAACACCTTTCTT -TAAAGTATGTAAAGACAAAGAATAGTCATCCTCTAAATTAACCCAGGCTGGAACCTCATCAGCTTCAGTT -AAAATTCTGATATTTACAACATCATCAAATATAGAGTCACTATTTTTCTCAATGCCTATATTAAGCTTTC -CAGAACCTATCCTCGTATTCGATAAGTCCTTTAAATGTGTCCTAACATTTTGAGCGTTTGAAAAAAGAAT -TAATTGTCTTTCTGGATTACTTTCTTTAACACTCCTGATGGCATTTACAATAAACTGTTGTTTCAACTTC -TCGCAATAATCACCATTTAGCTCATCGAATATTGAAGCCATATTTGCAATCTTGACCAGGCCATCCTTAT -AAGGAAGCCACTTGACTTCAAAATTATCTCCCATCCTTCGATGGTCTTTATATACGCTTTCTGAAAAAAC -TGCAATTTTAATAATATTATCTTCAATAATTGTTAATATTGGGATTAATATTTTATATGGTATTTCTTCG -CAGCTACTACTGAAGTCAAATGAATGTTTGAGCTTTGACATATACCAAAGGCCTATCAAAATAGGTTCTT -GATCCATTTGAGGCACTGACTTTCCCAATATCCCCAATTGTCTGAAAAGATCCTTAATACCATTGATGTA -TTTGTGCATATTTGCCTTGTATTCTTTCAACTCGTTCTCAGATTTCTCTTGGCGATTTATGTACTCTCCC -TCTTCCAATGATATAAACTGCGTTAAGGTATTCTTAACAGCAAAGACATTCCTTATAGTACTTTTGGGAT -CTATCCATTCATCATGATCAAAGTATTCTTCATCTTCAAGTTCAAATAAGGATGCCCGTATATCGGAACC -CTCTGTAACATATGTGTCTAAATAGTTTAGAAAAGAAGTATAGCAATCAATAGACTCAGAGATAATAAAC -TCACCGTTGCTGTTTTGCATCTTCACTGGGTTTAGAATTATTTTTTTAGTAACTTCTTTCTTGTCTTCTT -TATGAGTTACAAACAAGGTACTACTGGATTTATCAAAATGTGCTGCCTTTGCCTTAAATATTCCGTATTT -ATCATGTTTGAAGATCTTTAAATCAAACAATTCAACTAATGCATCCTTTAAATATTCAAGCCACGCATCG -TTCCTGTAGAAAGCTGTAATCACTAATTCAGCCGGTATTTGTTCAAATCTGAATTCAGCCTTTTGGGTCT -TTGCCTTAGTGTCAATTTCCTTTGCTATATTATCGAGAGTTATAAATTCTGGCACCTCAATATTTGTATT -ATTTAGGTGGTTTCTGATAGCTTTTAAAATTCCTTCACTGATATACTCTCTATCTTTTTCTGTTGTCCCT -GTCCTGATTTTATGACCTTTGCCCTTGATGTGTGAACCGTAAATAATTCCTGCCCCCAAATCATCATTAG -ACATAAATTTATTAGGTTCAGCCACAATAGTATCCTGCCAATCAAATATCTTTTCAATCAAATTGTCGTT -TATACCATCAGCTATGTTGTATTTCCATTTCCATTTTGCCTGATCCATTTTTAGACCCAATTCATATATT -TCAAATCCTTTACCAATATTTTTGTATATAAGGGCTTTTAATCTTTTATTACTTGCATAAGGCTTCTTGT -ACGCAAATCTGGCAGTTCTCAATTTAATAATCAAATACGGAATACTCTCACCTGGTATAGATACCACCCT -TAAATCAACTGCATGTGTCCAATAAAATTCTTTTCCATCTCTATCAACATATTTTCTAAATGGAACTGCT -GCTAGTTCAGCAGACTTGTCCTCATTTTGCACCTTATAAAAGCGATAGCTTACTGCTCCTTTTTTTGATG -AAGGTACCTGGATATCCATTTCACCACTGATTTTATATGCAAGGTAGGCCGGAAGTAGTTTATACATAAG -TTCGTTTTCATGTTTTTGTAGGTTATGTGGATTACCGGACATCTCTATATTCTCCTGGGATATTGTTATG -CCCTCTATATCGTCCTTGATATATTCATAAAAATCAGCATCCGTATTTTCTCGACACCATTTTTTAAATT -TTAGTTTGAATAGTTCAATATCTATCCGTTCATATAAATATAACCATTCCCCTGAGCACGTATAAAAGTC -GTCTCTTGCATATAAAACAGGATCCGACAACAAGGCCACTGTAAGCGTAAACCACTTGGGCTTGAAGGCT -CTATAGTCCTTATAGTATTTTCTACTTTTATCAAGATATTGTTTTTCCATTAAACTTTTAATTTTACTAT -TCAGTGTTTCTGGTGATTTGATAACAAAAATTCCTTCAATGCGAATAACATCATTTTCTGGCTTTATCGG -AGACATATAGAATTTATTTACTTTAACACTATCCGTTCTAGACATTGATTACATCCCCCTCAACAAGCTT -TAGTTCACTCAATCCATCAAGTAGAATACTGTACAGTTCTTTATTGATCTCTTTGTCTGCAATAGAGCTC -TCGCTCTGAATCATCTTTTTTAAGAGTTCCCGCCATCCAATCAACATACTTGTCTCCGGACTATCTGATT -TCTTGCCACAACTAAATGTATTTGGAGCGAAGCTTCCATCCAAAAAAATTATTTTTGCATTTACATCTCC -TCTGATTAGCCGGCAGCATAACTGATACACGTCGACCAGCGTATCTCCTAATAATCGATTCCTTTGCCAA -GAATCCAAGGAAGTATATCCAAACATATTTTCATAACTTCTCTGAGTCGCATTTAATCTTTTTATAAGCT -GACGAATAAATCCTTCAAAAGTATTTTTCCGACTGCCTTTAAACTGTTTTATTTCTGATACATAGACGCT -ATTTAACCATGAAAGCAGTGTGTTCGCGTCATCCGGCATATAATAAGGCCTTGCGATAAAGAATACTGCA -CCCATTGCAGCAACTGTTTTTTTTCCTTGAACTGCCAAGGATTCATCTATCATTTCCAACGATTCTGTAA -TAATATTGTATCCTCTACCAATTCCAAGAGGAATAGACAGATGTTTTATATTAAGCTTTGCAACATCTTC -TATGTTGCTCCTCTCCAATACATTCTTATCGTTCGCATCGGCACTACCTGGACGTACAAGACTGCGGGCA -CTGTATCCAAAACTGTTTAATGCCTTTGAAAACTCTTTGCAGTTTTCATAGGAGCCCAGAGTAAACAATA -TGCGTTTCCTTCCGGGCTCCAGCGTCTCAATAATAGAATCCAAGAAACTTGTCCCATTTGGGTTTATTTC -CTTTGCTGATATATTATATGCTGCTTTTTGTAATGCATCTATCCTATTTTCTCGATAAGTTCCAGATACT -TTAACTGCAATATGAGCCGGAAAACTCATCTCTAGTCTGGGTCTGTTTGCATCTTTTTTCCTTAACAAAC -AACTTACGGGAATATCCACATGATATTTTGGAGAGTACTCCAAATTACTTGTGCCCGAAAGCAAAATACA -ATTTATTCCTACACCATCCAAATCTCTGTATAGTTTATCAAAGTTTAGTAGTATCCACCGGCCAACGCCC -TCGTAATAGTAATAATCGATAGCAAAGGAATTGTTATCCTCTTTAATTCTAAAGCCGTAATTTACATCAA -CAGGCAATGCCGGAACTATGCCTGCAAATTCTTCCTTTAATATCCCTGGCAATTTATTGTCTTGACCTAT -AAAATCTGTGTCAATGTTTTTTACTGCTGTCCAACTTTGCAAAAGGCATTTCAGTTTATATTCAAGCATA -TATATTTGTAGAATAAATCTGACTTTTTCCTCTGCTCTGTGAACAACATCTGAAAGAGGCCTGTCTAGAT -TAGATTTCAACTTTTCGAGCTTATCGTATTTTTCTATATCACTGCGTTTGTGTTTAAAAAAGTTTTTTAA -AGGTAATTTTGTAAAACGCTGAATATCCGTTCTAAGTTTTGCCTCATCCACAATATTGGAAGTAATAGCT -CTTGCCAGATAATTCATCTGACTCTTACTGCTATATTCCATGAGTCCCTTGATATGTTCACTCTGAAATT -CCCAGTAACTTTCTCTAAATGATTCTCTTGCTTTTGTTACCTGTTGCTTTAAAGGATCTCCCGAAGGTAA -ATCTTTAAGGTCTTTGGTACTAACCCCAATAGCTTCGAAAAATAGTTCTTCCCACATCATACTCGATTTT -ATCACTTTGCCGAATATATCTTTTGAAAAAAGCTTACCGGGCCGGTCTGTGTTTTTAAAGAACTCAATAA -TACCTGTAATATAATTTTCGAGACTGATGGTATCTTTTATGAAATCTATTAATAGTGGACTATCTGGCAA -AGTACCCTTCTTGAAATAATCCATTTGCCTCTCCATTATTTTTTCATAGAACAGGTCTTCACTTCCATAA -AGGTGTATTGTAGTCGAAAATAATGTATCAAGATTGGCTTGCACCCTGTCTGATTCGTCAATAAACGCCA -AATCGCATGTCCGTATTAGGTATTCAAGAATAGTTATCTTTTTGTCACAGAATGGTGCAGGTAAATAAGA -TTGAACCGCGCTGTTAATTGTAGTAATTACTATCTGTGCATCATTTAAATCCTTGACATTATTATATCTG -GGACAAGAATATATAAAAGGGCAGTACACTTTCTTTTCACCACTCATTAGTGAAGTACACGGTTTTTCAC -GATCTTGCATCACACCTTCGATAGTCATATTGCTGTTTACCAGCAAACAACTATCCGAAAGATATCTAAA -AGAAGGCTTCTTATCAAATAGCTCATGCCTACTTTTTAATGTAGTCAGATATTGGTTTGAATGGTCTTTT -ATCTGATTCGGGCTGAGTAGAGGAACAGCACGAATTCCAATGTCATTAAAATAATCTACCGTCTGCAATA -CTTCAGTTATTGTATTAATAAACAGAGTTACCCTTTTTCCCTTTTTAGCCAATAAGTAAGAGCATATTTT -AATAAACGTTGACTTACCTACAGATAATGCCCCAACCATATGCTTAATTCCATCCACAGTCAATTCATCG -CTGTCTTTAATTGTTAAATTTTGTTGTGGTATAGTGAAAACCAAATCCCTAACTCTTTTTTCCCAATTAT -AGGATTTCCCTTTCTTTTTATCTTGCTCATCCATGTCTTTAGCAGCTCTATCCAATTCATCTTTTCGGAT -GACAATTTTCTCACATTTCTTTGGAGTAACATCAATATTTATGCTTCTTTCTTTACTTTTTACATATTCA -ATATATTGAACTTTCAAGTATATCTTTTTAATGCTCTTGTCCAAATAGTCCAAATATGAGTACTCTATGT -GTTCCTTTTCAGCGATTTCTGGTAAATCCTTTTCCCGTGTTTCCTTATTACGTTTATAACCCAGTGGCTG -TTCCAGCGCACTTAGAAGATCTTTATATCTTTTATTATTTTTGCAACTTCCTTTTAAAGCAAACTCACTA -ATTTCTTTTTTTCTGTAAAGCTAATACTTCCAATACGATAGCCCAGTGGCATGCTGCTATATTCCATGTA -GGCTTTCTCTACCACGGTTTTATAAGTCCAGTGAGGTAAAAGGTTCTGCAGCTTTGACAGTTTGGCCTTA -TCCAGGTTGTTGAAGTTGGGCAAATCCGATGTACTAACCAGTCGAAATATCTCAATAACTTTTTGAATCG -CTATTGAACTTAGTCTATACGAATCCAATAAAAAAATTGCTACCATTTCAACAGTACATATTAATTCTGC -CTCTTCTTTATTACAACGGATTTCCTTTACGATATTTTTGATTAAGTCTTTATACTGCTGATTATACTCC -AGCCTCACTGTCATCAGCCCTTTCTTTCACTAATTCAATGAATTCCTTAACTCTTATAATTTGGTATAGT -TTTGCATCAATCCAGTTATTTCTCAATACATTTATATACGGATTTTGGACTTCATCCGGCAGTACTAAAA -AAGCTTTATTATAAGAAATTCCTTTATCTTTTGCAAATCCACGAATGTTCAGATGGCTAGCCAGTTTAAA -AGGTATATCCCAATCTTTCACATCCGCAATCCAGATCTCACCGTCCGAAAATTCTATTTTTATATCTGTT -TCATCAGCATTTGGATACAGCTCAACAGTAAATGACTTATCTCTGATTAATTCAGTAAGCTTATCCCGTA -GAAGGATCTCACTCCTTCCGGGTATAACAACAGAATGCATAATTTCTGCTCTTGGCCGGTAATATTTCAT -TTGCCCATTAATATGAATACATTTAACCTCTGACTTCCCTTTCCGTTCAAAGCATTTTTTTGAGATACAG -TAAAATTCTTCGTACTCTTTTCCCATTGTATTACACTTGATTTTCTTACTTAATGTGTATCCGCAGTATG -GACAAATATATATTCTCTTATCATATATTACATCTGGCGGGATTTCTTCATATATCTTTTTCAACAAGTG -AGAAGGCTGCTCCGCGTTCAAAAATAATTTAAAGATAAGCTTATCACGAGATGAAGCCTTTTCCTCAAGC -TTTTCTTCCTCTACTAAATACTCCTTTTCGTCTAACAGAGGTTTCTCGACAGCCAGCTCTCTAAGAGTCG -TATAATATGAATCTGCAATTTCATTACTACGGACGTGTATTTGTAATTCCCTATAGAACTGAGCTCCTTC -ACCAGGATTATAGTCCCCTGCCAAACTTCTGGCCACATCCGTTAAATGCCACTCCCCTGAATTGTTCCAT -ATCAGGCCTTCCAGGATACCATCAAATTTATCGAAATGTGCAATGCCCCAATCGCATATTGGTTTTGTAA -TTATATCTATTTGCTCGTTGATAGTTAAAGGAAATATGACCTCAGATTTCGTTTCTATAGTGATCGCCTG -AAGAAGTAGTGATGCTTTTTTCCAATTATCAAGCAATTTTTTATTTGAATCGGACTCAAATATTTCTGTC -AGACTATATGCATAAAAATTAAGTCGTTTAATGCCTTCTTCGATAACATCTTTTTCGTATTTCAATCCAT -TCGTCCCCCACTATTGCATTAATACTTTGCACAGATAGCCTTGTATAAGCACAATCTGCAGACATTTTCA -TCTTCTGCCTTTTTAAAATGACCTATATCAAGAGGAATATTATCCTCTACCGATTTATTTTTTGCTTTTA -ATTTATCAACTTTAATCTGGAAATCCTCTTTAAACTTCTCAATATCATTATCATTTAAAAAATATGTAAA -TCTTTTGTTTTCTAGCAGATATTCATTAACGTAAAAAATTCCGTTTACTTTTGAGTAATCTCCTCTATAC -TTAGATTCCGCCAAGTATATGGCATACAATAGTAGCTGTTCTTTGTCTTTTACAGTATCTTTCTCACCTG -TTTTCCAGTCAACGAGTATCAAGTTATTGGATTGAGGAATCTCATATAAAAAATCTACTTTTGCATAAAC -AATGTCCCCTTGATACCGGAAATTTGGAAACTTATTTTCTCCAACTGTTTTATCACTTAGGAGTATTTTA -ACACCTACCTCCAAAATATCTTGATATGACAAGCTTTTAGGTAAATTGTTTGCAATACGTTTCAGTTTTT -CTATTACTTTTTCATACTTTTTTGTTACAGTATCTCTATCTTCTTTAAAATAGATTTCCTTTAAATAGAG -CTTATCCGCAGATGTCCTTGCTCCATTCAAAACAGTATATGTATTGTGTTTAGCTATTGTCAGTCTTTCA -TTATAGTCATTATATAAGTATTCATAAATATTGTCCGGCACACAATATGGAGTAGGGTTCGGAAGAGAAG -CAATTTCAGCAATTGCATCATGTATAACTGTTCCAAGGATTGTGTCCATTGTATTTAATCTTTTTAGGCA -TAGTACTTCATTCCTATCTTCTTTTTTAACACATAACCCCTCAGACCATGTTCCGTATGTCTGTAAAGCA -TATTTAAATTCACATTCTTCAAACAACCTAAATTTGGTGAAAGATACAGAAAACTCAATTTTGTTGTTAT -TATTATGCTTCCAGTATTCTGCCAATTGCAACCTCCTCATAAAAAACGTTCTGAATGTAATTGTACATCC -ATAACTTTTAGCCTTGCATAAACCATCTTCACTATTAGTAGGTAAATTAATAGTTTTTTGGGAAATTAAA -TAAATCATTCCTATAATTGTATTCCTTTAGGAGATATATTTCAACAAAAAATGTTACAAAATCTATAGTT -TAAGTACTTAACAAATCACAAATTAAAGAAACCACTTTTGAAATGGAAAAAAATTTTTTAACCCTACAAA -AATTTAGCTTTTGCCATATAACTATTAAAACAAAATGCAATTAGCTTATAAATGGAACGCATATACAAGT -GACATCAGACCTTTTTATATAAAAGTTGTTGCTTGAAATAAAAATTCGACAAAGATTTTAATGTCTATGT -CAAATTTCTTTATACGCATATTTTGTTAGTTCGAAAGAAGCCTTAATTTTTAAATTATTACGCTACTTTT -TCGGCTTCTTTTTATTTAAACTTTTTATTTTATTAATATATATTTTCTGCATATCATAATTTAAATTAAA -ATATAGGTAGTCACCTTTTGATTTAAACCCTAAATTATTAAAGAATCTATTTAATTTCTTTTCTATAAAC -ACTGGCTGACAATCCACAATTTCATGTTCCTTTTCGGGATTATACCGTGGAATTGGCTCTAGAACAAAAT -ATCCTGCTTGCCGATTAAATTGGGTTTTAAGATAATCAGAAAGCAAAATTATTGCGCAACTGCCAAACTT -ATTATTGCGATACTCAGGTTCAATATATATATTATCTATTGAAAATATATTAAAACACAAGGAAGGCATT -TCGCCTGGCTCATATGACAATTCATTTTGCAACTCGGTAACCAATTCATAAATATCAAAAGTATACTGGT -CTATGTCATCAAATGCATTATCAGCAACATCAGTTAGTGTATTATCTTCTAAAGCTTGTTCAATATTGTA -AAACTTTCCATTTAAATAACCTACAGTTTTATGTTCAGCATAATCACTAGTACTTGCAATAATGTCAAAT -GATATTCCTACTAAATATTTTTCAAATTCTGAAACACTCAAATCAAATGTTGTTTTTCCTTTTAAAATAT -CTTTAATATTAATAGGAATTGGTTCACTAAACCCTGCACCATATGGCTCTAGCTTCCCCACTAAGCTTAA -ATGTGTTAGTTTTTTCATAGTTAATCCCTTCCGACCATTAATTTACCTTTTATTACAAATATTGTATCAT -ACTGCATAAATTTTGATAAAAATCTTTTTGTAAAAAGGCAAAAAATAGAATCTGCTACATGTAATAGAAA -ATCAGCCAGCCATTTTTTTAGTGGGCGCTGCTTCAAGTTATCTTTACTTATTGCTCATTCAAATAAGATA -GATGGATTGCTTTTTACTTTTGGACGACCTACATCTTGTTTAAAAATAATATCAATATATAATTTTGAAA -ATTTAATTTACCAAAATACCTCAATCTGTTCAATTAATTCTTTATTTATCTCTTTTCTTTTTTAATTCCA -ACCCAATAGGTAGGTATTGCTTACTAGGAACAAAGACGGCAGCAAAATTAAGAACAGGTTTATATTTCAC -TCACGCTTGGGAACAGCGAACGTTGGGGGAGATGGCTGAAGAAACTTACGGAGGTGGGACACCATCAACA -TTAAATAAAGCTTATTGGAATGGTAACATACCATGGATACAGTCATCAGATTTAGTTGAACACCAATTGT -TTGGAGTTTCTCCAAGAAAATATATTACTGAAAGTGGAGTATGTAGTTCAGCCGCAAAATTAGTACCTGA -AAATTCAATTGCAATAGTAACGCGCGTTGGTGTTGGGAAGCTTGCTACTATGCCGTTTGCATTTGCGACA -AGTCAAGATTTTTTGTCGCTAAGCAATCTGAAATGCGAAATTTGGTTTTTTGCTTATTCTATATATAAAA -AGTTACAAAGAGATATCGATGCGGTTCAAGGCACTTCAATAAAAGGGATTACGAAGAACGAACTTCTCTC -AAAGAGCATATGTGCTCCATCAGATATTCTGGAACAAACCTCCATTGGTAATTTCCTCCATTTACTGGAC -GATGCTATCACCCTACATAAGCGTAAGCTGGATGATCTGAAGGATTTGAAGCACGGCTACTTGCAACAGA -TGTTTCCGCAGGCAGGCGAGAGCGTGCCGCTAGTTAGGTTTGCAGGGTTTACTGAACCATGGCAGAAGCG -GACATTGGGTGATGTTGCAGAAATTGTTGGCGGTGGAACACCGGATACCGCTAATCCTGCTTATTGGAAC -GGTAATATTGAATGGTTTTCGCCTACTGAGATAGGAACTGAAACTTATGCTTCTATTAGTCATAAGAAAA -TTAGTGAACTTGGATTGAAAAACAGCTCTGCTAAGATGTTGACAGGCGGAAGCACCATTTTATTCACTTC -ACGTGCCGGAATAGGAGATATGGCAATCCTTACAAGACCCGCTGCAACAAACCAAGGGTTCCAGTCATTA -GAGATAAGAAAAACATTTGACGTCTATTTTATTTACTCAATGGGTAGTAAGATAAAAGAGTATGCTCTTA -AAAATGCTTCCGGATCAACGTTTTTGGAGATTTCCGGGAAAAACCTGGGGAGGATGAAATTACGCATTCC -AACTTTCAAGGAACAAACTGCAATCGGCAATTTCTTCCGAAATCTCGATGACCAAATAACCGCTCAAAAA -CAAAAGCTAAGCCAATTAAAACAATTGAAATTTGCATATCTGCAAAAGATGTTGATATAGTGTGTAGCAA -AGTTTGAAGCCTCCTTTATAATAGAGATATTAACTTTATCATCTCTACTATTTTATATTTCAGGAGGCTT -TTTATGATTGCAAGCAAATCCCAATATTTTTATGAATATTTTTCCGAATGGATAAAAATATACAAATATG -GCGCGGTCCGCCCTGTTACATATCAAAAATACTTAATGACATTGCGAAGGCTTACCGAACTTTCTCCCAA -TTTGAAAATTTGTGAGCTGGATAAACGAAGCTACCAAACCTTACTCAATGATTATGCTGAAACTCATGAG -AGGCAGACAACAATGGATTTTCATCATCACTTAAAAAGCGCAATTTTAGATGCTATTGATGAAGGTTTGT -TGTCAATAGACCCCACCCGAAAGGTTGTTATAAAAGGCAAGACAGCCACGAAGAGAAAAAACAAGTACCT -AAGCCAATTTGAACTGCAATCTCTGCTGAAGAATTTATCATTGACAGATAGTCCAAATTGGGATTGGCTT -ATTCTTCTTATATCAAAAACAGGACTTCGTTTTTCGGAGGCACTTGCGTTAACTCCAAATGATTTTGATT -TTTCCACACACAAAATAAGCATAACAAAAACATGGAATTATAAAGGCGCTGAGGGTGGGTTTATGGAAAC -GAAAAATACTTCCTCTAAGCGTGTCATTCCAATAGATGCACCATTGGCTGTAAACTTTGAAACCTTAACC -AAGGATTTGGCGGCTAATGAACTGATTTTTGTGCAGGGAAGAGTTTTTAACTCAACTGTCAATAGTCGGC -TGAAGTATTTATGCAAAACAGCAGGGGTCCCTGTGATTTCAATACATAGTCTTCGTCATACCCATGCATC -ACTTTTGATTTTTGCAGGCGTTTCTATCGCCAGCATTGCCAAACGGTTGGGGCATTCCAGTGTCACCACC -ACGCAAGAAACCTATCTCCATATCATTCGAGAGTTGGAGAATCAAGACAACGATAAAATCATGAATCATT -TATCTGCTTTGGATGTTAATATAAGGGCACTGTGAGTGCCTTTATATTAACATCTTTTGTAGGTATGCCG -ATTTTAGCTGTTTTAGCCGGTTGAGTTTCTGTTCTTGGGCGATAATTTGTCTATCAAGTGTGTGGAAGAA -ATTGCCAATGGCAGTTTGTTCGTTACTATTAGTCGGTATTGCTAGAACGGTCTCAAAAAAATCAGATGTA -GCAATATTAAGCAACCCATGATTTCTTGCGCCTTCTGCTGCGTATTGTGCAACTTCATTATGCCAATGCG -TCGTTTCGTAATATTGTGTCAAAAATTCCGAATCAATAGTAGTGGGCTTAAAAACAATGTACAGGGTAGA -TAGAACCCCTATTTCATAATTATCGAGACGCTTAACTGCCCCCCAAGGATAGCCATTAGAATAGCTTTTA -TTATATGCGAACTCACCATTTTTCATGAGATAATAATTGCTTACATCTTTGCTCGCAACTTCTTTGTCAA -AAAAATCCTTTTGAGCAATAAGACCATGCTGCGCGGATATTGTAAGTACCAAAGTGCTTTTAAGTCCTTT -GTTTTTTCTTGTTACGCACTCAACAACATCCCCCAATGTCCGCTTCTGCCATGGTTCAGTAAACCCTGCA -AACCTAACTAGCGGCACGCTCTCGCCTGCCTGCGGAAACATCTGTTGCAAGTAGCCGTGCTTCAAATCCT -TCAGATCATCCAGCTTACGCTTATGTAGGGTGATAGCATCGTCCAGTAAATGGAGGAAATTACCAATGGA -GGTTTGTTCCAGAATATCTGATGGAGCACATATGCTCTTTGAGAGAAGTTCGTTCTTCGTAATCCCTTTT -ATTGAAGTGCCTTGAACCGCATCGATATCTCTTTGTAACTTTTTATATATAGAATAAGCAAAAAACCAAA -TTTCGCATTTCAGATTGCTTAGCGACAAAAAATCTTGACTTGTCGCAAATGCAAACGGCATAGTAGCAAG -CTTCCCAACACCAACGCGCGTTACTATTGCAATTGAATTTTCAGGTACTAATTTTGCGGCTGAACTACAT -ACTCCACTTTCAGTAATATATTTTCTTGGAGAAACTCCAAACAATTGGTGTTCAACTAAATCTGATGACT -GTATCCATGGTATGTTACCATTCCAATAAGCTTTATTTAATGTTGATGGTGTCCCACCTCCGTAAGTTTC -TTCAGCCATCTCCCCCAACGTTCGCTGTTCCCAAGCGAGAGTAAAGCCCTTGAACCTAATTTCAGGTATG -TTGTTACTCAACCTCTGTTCCTCCTTTAATCCTTGCGTTCTTTTTTCAAAGTTAGAATTTGTTTTATAAG -CCCTCCTATGTAAAAATCCGTTTTGTGGCTTCAATCAGTTCTCTGGTTCCATCTGTTATGGCAAGGTCAT -CAAGCAAGCCTAAAAACTCCATTTCCTTTTGCTTTATTTGCAAATTCAAATCAACCATTTCGTTACTGAG -AGCAACGATATCAATTTGCACTTCTTCCTCGAAAGTATCCACATAACGCGGTATATTGAGATTATACTCG -TTGCGTACAATCTCATCATAATCTGCCAAATGCGCATATTTGTGAATACTCTCTCGCTTTTTATAAGTAT -CTACGATTTTTTGTATATCTTCTTTGCGCAAGTTGTTTTGATTCTTTTGTTTCTCAAAATCCTTTGAGGC -ATCTATAAACAGAACATCTCGTTTGCCTCGATTTTTCTTCATAATCAACACTGTAGTCGGGATGCTTGTA -CCGTAAAAAATATTGGCAGGAAGCCCTATAACTGCATCGATAGCACCCATTTCGAGTAAAGTTTTTCTGA -TTACGCCCTCTGATGCACCTCTGAATAATACGCCATGGGGTAAAACAATTCCCATTGTTCCGTTCTCATT -CAAATGATAGAATCCATGAAGCAAAAATGAAAAATCGGCCTTGGATTTGGGTGCAAGCTTTCCATAGCGT -TCAAAGCGTGGATCACTTAAAAATTTATCATCCGCACTCCAATTTGCCGAATATGGAGGATTCATAACAA -CGGCATTAAAAAGATACGGCTCATCAGATGGCCAATCCTCATCAAGTGTATCACCGTTTCTAAGCCGCAT -CTGTGATTGCTCAACATTATGCAAAATTAAATTCATTCGTGCCAGATTATACGTTGTTGTATTAAGTTCT -TGTCCGTGATAATGTACTTTCCACGGGTTTTTTACAAACTGACGAATATTGAGCATCAGCGAACCTGAAC -CCATTGCAGGGTCATAGATGTGAAACGGTGCGACTTCTTCTTGCCCTATAGAAACAATTTCGGAGATGAT -TTTGCTTACAGTTTGTGGTGTGTAAAATTCTCCCGCTTTTTTGCCTGCTCCTGCGGCAAACTGGCCAATC -AAGTATTCATAAGCATCTCCTATGACATCGCCATCGTGACCAAAAAGGTAGATCTCATCAAGAGCCTTTA -TTACTTCGGTTATGGTTATATTTCTCTGTTGGGCGTTTGCTCCCAATTTCGTAGAGGTTAAATCAATATC -ATCAAATAATCCCGTAAAGTGGTTGCCCTGACGCCCCAGTTCTATAAATGCGTTTTGAAGGTCAGAAATT -TGAAGTTCATATTCATCGGCCTTTTTTCTAAGTGTATAAAAAAGATAATCGGGAACAATAAAATAACCTA -ACTTTTTGGAGATTATATCTTTAACGTCCGCTGAGTCTTCTTTATACCACTCCAACAGTCCGGCGAGTTG -GTCGTGTCTGTTCGGATACTCAGATACCTTTCCATGTTCTTCTTCGTAAACGGCACGTAATTCTTGGTCT -GATAAGTATTTATAGAAAATCAGTCCGAGCAGATAATTCTTATATTCACTGGCATCCATTTTGCCGCGCA -ATATATCAGCGCTTGCCCATAACTGATTGTTAAGATCACTCATGATTGTGTTACCTCTGCTTTCTTTAAT -TCAATAGCCAAATTTGAAAGTTCTTCTCTTAGGGGTAACAATTTATCCTCAATAGTTGCTTTCCAGTAGG -CCTCTATCGTTCGGCGTCGCTCTCTAAACTTTTTATGAAACTTCCTTTCAAATTCCTCTTGTGTTATGGA -AGATTTGTCAATAATCACGTTGATGTATGGAACCTCCACCTTATCGTTACGGTATTCATGAAAGCTAACC -AACAAATCGTCATCCGAAACCTTGAGCACAGCTGCTGTTTCAGCAATTATCTCACCAATTAGCTTCTTAA -AATGAGATGCAACTTTGTCTATGACCTCCTGTTCATCTGAAAGCGTACCTAATATCTCATCATAGGCCAC -TTTAACAATAGGGGGCTTTTTTTTGATTATTTCATCAAATCTCTGTTTATTGTCCTCTTTTTGTATATCC -CTAAGAAGCTGAGCTATGTAATAACTGTCAATTTTCTCTTCAAGAGTCGCGCGTTGATCTGACGAAAACT -CTATTTTAAACAATTCCGCAATTTCCTCGTCACCCATATTGTGTTCAGCAAACGTTTCTTTGACTTCGGC -CTTCAGATTCTCAATATTGCCTAATTCGTCCGAAATGGTTTGAGTTATATTGCGAAACTTATCAAACTCA -TCCTCATATTCCTCATAGCTTTTTATGGCTTCTTCAAGCTTACTCAAGGTTTGAAAAGTTTTAATGGTAC -TGAGTTGCTTTTTGATGTTTTCCGGGTCTTTAGCCAATTCTTTATAAGCTTCCTCAAAATTCTTGTAAGC -GACCTTGAAGCTTTGCTTAACCTCTGCATACTGCTTTGGCACAAGATTTTCCCAATCCCTCTCCTCGTTT -GAAAACAGTTTTATTGCATCTCTAACATTCGCTACCATTGTTTTCGGTTTGCGAAATGTAACGATCATGC -CGATGTTTTTGCCAGGATATGTGCGGTTAGTCCGAGAAAATGCTTGCAGTAATTTTTGATAGCGCAATTC -TCTGTCCACATAAAGTGTTTGAATCGTAGGTGCGTCAAAGCCTGTCAAGAGCCTATCCACAACGATTACA -AAATCCAGCCACTGCCCATCTTTCTGATATTGCGCCTCTTTTCTGGCAAGGCGTTTATTAATATTTTGAT -TATACAGATTTATATCCGTATATTTTGTACCGAACATAGCATTGTACTGCTCCATAATTTCAGATATTTC -ATTGTTCGCATCAATTATTCCATCTTGGTTTTCAGCAACCGAATAAGTAATTGCCACACGCGGGAATTCA -GGATCATTTAGTCGTCTGCGCTCATCTAATGGATTACCTATGATAAGTTCTCCTGTTTTTTTGAGTACGA -GCAGTTTATGGTATATCAGTTTTGCCTGAGCTATGGAATGAGTAGTAAGAATAGCGCTCATTGTGGGAAT -ACCATCTATAACCCTGAATTTTTCCAGTATAGACTGATGACGGAATATTTTTTTCAACATGGCTTCGATA -TAGGCATCATTCTCATAGTCTGAGGTTTCTAAAAGTGCCTCCTTATCTATAGCATCAGTCATAGAAAGCA -GTTTTATCTGTGGGTCATCATCAGGATATTTTTTACTGAGCTTACTTAGGTACAGTCGAGTTTCCTCATC -CTCACTCATAAGTGAATGATACTCTACCTGAAAATCTAGCACAGATTTATCATCCATGGCGTTCTTGGTA -GTATAAGCATGAAGAAGCTCACCATATTGATCGAATGTCGTGCGGGCATAAGTGCCATTTTCCTGTTTTT -TGTTCTCCTCGAAAATCGGAGTACCAGTAAGGCCTATCCAGGTAGATTTTGGAAAAAACTTCTTGATTGC -TTTCATTTCCTTATCAGAAACAGCACGATGACACTCATCTACAATAAACACAATGTGCTCACCCTTAAGT -TTCTCAAATTTATTTACCTCTGCTTCTGCACAGTCACGTATTGCATGACTCAACTTCTGGATTGTTGTAA -CAATAATGGTGTTGCTGTTCTTTTTGCTTATGAAATTATGCACCAGCTCACGTCGGTTATTGATACCTAC -AATAAGCGTATTGTCTGTGGCATCTCCCGTGGAAAGCCCTGTGTTGTATTCAGAAGCAAATTTAGAAAAC -TCATCTTTGGTTTGGCTGTCTAAGTCTCTGCGGTCAACAATCATCACTGTTCGAGAAACTGAAACTGCCG -ACTGAGCAAGTAGCTTGGTAGCGACAAAGCTGGTTATCGTTTTGCCTGAACCGGTGGCATGCCAGACAAA -ACCTCCCTTATGACTATAGGCCTGTTGCATTATTGTCTTTATCGCATGTATCTGATACGGACGCAGCACC -ATCACAAACTTTTGATTCTTCTTATCATCCACCAAAATAGTAAATCGACTTATAAGCTCATGCGCCATTG -GTATACTGAGAACCTTACGCGTGAAGTCGTATAAATCCTCTACTGGAGTATTATCCTGCTCGCGCCAGTT -GAATAGGAATTTCTTAGCAGACTCAAAATCATTGTTTGTTCTCGGGCGAGCAAAGTATCTTGTTGAAACT -TTATTGCTGATTATGAAGATCTGCACAGTAGCATATATACCATTAAAAAAACCTGATTGCGCATAACGTT -CAATCTGCTTAAACGCCTGCCGATAGCCGTCTTTGGCAACCTCATTTTTCAATTCTATATGTATTATGGG -CAATCCGTTTATAAGCAGAGTAACATCTCCACGCGTAGTTCTACCTTCTGTTGTCGGCACAATTTGGCTT -ACAACCTCATAACTGGAGATCCCCCCAGCAATATCCTTATTGCTGAAAAGTGTAAGTGTTATCTTACCCT -TAGAAATATCTTCTCGCTCAATGGGTATTTGAGCTATCCCATTCTCCCCTCTTAACCATACAGCAGCTAA -AAATGGTGTTTGGGTTAATCGCGTAAACTCATTTTTTATCTGCTCAAATTCACTATCAGTAAGCAATATA -CCTTCCAATGCCGCAAGATTAATCCTGTTGATATGCCCGCGCAAATTGCTCCAAAGGGCAATTTCTGTTT -TTATATCACCACGATATGTCCATTGATTTCCCCTCATAGTTAAAATGTCAATAAACATCTTTTCAATTTG -ATTCTCAGGTGTCATGTTTCCCCCCAATATATGACGTACAACGACCCTGTCACTTGTTATCGCCCAATAT -AGCTTTTTTATTAAGTAAAATCCGTTCAAGTCTTTATTCAAGATTTTTGTATGTACAATATTCATTAAAT -ATACTCACTCACTACTGTGCGTACCTTAACCCTTGAATTTGTCATATGTAATGGCTCTTTGGCTTTATAA -AACACTACACTTACATTGTAAACTGCTATCCCTTATTTTCCGTTTGAGCTGGCTCCTGCCTTCCATCTTC -ATAATCCTCTCCTGTCTTGAACGGTTTAAAAATATGCCTTTTAAACCTAGTGGTATATAGGAGGAAATGT -ATAATTCAACTTTATCTTTATTAGATTTTATTCAAAGTAGTTTCTTTATAGAAATAAAACGAAATAGGTT -CATAAATTCTAGCTTTCTATTAGCTATACTTTGGCTAACATCATTATTAACAGAATATTATATAAGCTTT -TTCCAGCGCTATAATAATAAATGATTTTTACAATGTCGGCAAAAATTTAAGCCAGATGTTATATAAAAAT -TGCGTACAATGTATTTATCATTTTAGTTTTTCATCTTCTATTAATGCTTTAGTTATCTTTAAATCTTGAA -TGTAAACATCAATACAATTTTGTTTCACTTGACAATTAATAAAATGAACCCCCTGTCTCAGCATCTATGT -TTTTAATTGTCCAATTTTATAGCTTTGCAATCGTGAGTATAAATATTATCTTCATTTAGGTGTTCTTCAA -ATGCCTTACTATTATTGAACGAAAAAATACGGCGAGCTATATCAATCACATTCTTAACTAAAACTATACA -TCACATCAAACTCTTCATTCTTTTAAATAAAAGTTCTTTCAATATCTATTTATCTACCCATATTAAAATT -TATATTAATGCATAACGGCCTCTAAATATACTTGCCAGTAATTTATCATTAAATCATTATATATCTTTGC -TGTCCTGAGTAAGTTTTTTCTATAGCATTAATATCATTTTTTGGTAGAATATAATTTAAGGACAACGTTT -CTAAAAATAGACGATCACTTCTAAGAATTCTGAACTATTCATATCTTTTAATAAAATACTTCGCCTGCTA -GAAAATTGCCCCTTTTACTTTTTGCAATTTAGTTCGCTGGCATTTAGCTTTTAATCCCTCTTCCAATAAT -AATTTAAGCAACACCATTATTTTAGATTGTATATCTTTTAATAAGTTATTTCAACCTAAAATAAACATTT -TTCCCAATATATATATAATTATATCTATTGATTACAATTTTGGACTTAAACTGTATTTCAACAATATCTT -CTTTGATGACCTTGACGTCTTGTACGAGTATGCGCATTAAATCGTCATCAAATTCCCGAACCCCGTGGGT -TACTTTTTTCAGTCATGTATTCATGTCATTGACTCTCACCGAAAATTCGCAGCCTATTTTTGTTCCATGA -CCCTATTTAGCTTCTTTTGACTTAAGCATCTTAATCTGTTCAGTTTTTATCTGATACTGCCCATTAAAAT -CTTCAGTGACCTCTCTCTTATGTGCGATTTGGAGTTTTTAAACTTTCTTGAACAGCTCTGTGTAGAATAT -TTGCGAATAGAACCCATCACCCTAATATTTTACATATTCCAAAATTTTACTAGCTGTTCTGAGGTACCGG -ATGGGTTCTTCGTTGGCATACAGAAAACCAGTCTCAGCCATCCCCCTCGAAATCTCCAGAAGGAGGTTTC -TAATGCATAATCCTAAAATATATTATTTACTGCATTCAACTTGGAATCGTCCAGCTGAATTTTCTTTTCC -ATCAGCGTGTAAAAACAAAGCCGTAAAGTTCAAGACCAAATAATGTATTATTTTATACACTGACTTCTAT -TACAATAACCTTTCAACCACTTTCCCCGACTTAAACTGCACAATAACCTTTTCCTTCGACACTACCTTAA -CACTTTGAATCAGCCTGCGTACAAGTTCATTATCGAATTGAGTAATTCCATTGCTGCTGTCGAAAAATTT -TGTTATATCATCTATCCTTTGTTCATTATTTGCTCTTAGCTTTTCTTTCTCTACAAACTCCTTTTTCTGC -TTTTGCAGGACGGATATTTTCTTTGATATTTGCTCGAATTTAGTATCATATGCGTTACTACCAGAACCTG -CTTTTGCATTGAGCTCCACATATTGGAGCAGCTGCTCTTGCAAAGTATAAAGCTGTTCATCTATTCTTTT -CTGTGAAGACTGCTCAGTATTTTCTTTTATGGCAGTCAATATATTTCCCTTCAGTGTATCTGCAAAACCT -CTGTGTCCATATATTACTGAGTTTATTACCTCCATGACTGCCATTTCTATGTTTTCCTCCTTAAGTGTAG -GAGAATACTGACATACCTTGGTTCCATGCTCTAGCCTATTTATACATCTCCATACTATCTTTTTCTTTCC -GTTTTTTGCCCAGGTTGTCCTACGGTAGTGACTCCCGCATTCCGCACAGATTAATATTTCTGTCAAAGCA -AACTGCGAGCTGTATTTTGATGTTCCTGCTTTACCTTTATGAAGCTCTGCACGACGTGCTTTTTCCTCCT -GCACCCGATAAAATAGAGGCTTTGGTATTATTGCTTCATGACTGTCCTCCACATAATATTGCGGAACAAT -TCCATTATTTTTTACTCGTTTTTTTGTGAGATAGTCTACAGTATAGGTTTTCTGGAGCAAGGCATCCCCC -ATATATTTTTCATTGCTCAGCATTTTGTCTATTACAGACGTTGACCATTTTTGTCTTCCAGTAACTGTCG -TTATCCCTTCCTCCTCAAGTCCTTTCTTTATGTTTATAATGCTTTCTCCCTCAAGGTATTGTCTGAATAT -CCTTTTAACAAGTGCAGCTTCCTCTGGTACTATTACAAGATCTCCATTTTCGTTTTTGGTATAGCCTAAG -AACTTGTTATGGTTAACATATATTTTCCCCTGCTGGAAACGATGGACCACACCCCATCTGGTGTTAGTGC -TTAGTGAACGACTCTCCTCCTGTGCAAGGCTTCCTAGAATAGTAATCAGAAGCTCTCCTGCTCCGTCTAA -GGTATTGATATTTTCTTTTTCAAAGTATACTGCAATGTTTTTTTCTCTTAGCTGTCTTATATATGAAATG -CAGTCAAGTGTATTCCTGGCAAAGCGGCTAATGGATTTAGTTATTATCATGTCGATTCTTCCTGCCATGC -AGTCCTCTATCATGCGGTTGAATTCTACACGCTTTTTGGTATTTGTTCCGCTGATACCCTCGTCTGCATA -TATCCCTGCAAATATCCACTTGGGATTCGTCTGTATTGCTCTTGTGTAATGGTCTACCTGTGCCTGATAG -CTTGACTGCTGTTCCTCAAGCTCAGTACTGACACGGCAGTAAGCTGCAACCCTGAGCTTGATTTCTTCTG -TACGGCTATGAATATTATATGTGGGATCCGCAGGTATTACTGATACCGTTCTTCTTGCTCCCGGCATTTC -AATCTCTCCTTTTTTGTTTTTCTATTCGATTCGTATGCTGTTTCCGCTGCTGTTCCGTTTATGAATTCAA -ATCGGAGTATGCCACTGGTATATATAGTTATGTTCCGTATTATCTGCAAAAATAAACCCCTGTCGAAGGC -TTCAACAGAGGTAATGTCATTAAGAGAATTTTTTAGTTTATTTGTCTGATATGTAAAGTCATCCGCCGAG -CAGTTCATGTATTCCTCTGCTGCATTGTCAAACAGCAGCCTTACTGCTTCCCTTGGGTCTGAACAACTCT -GACCTGATTTATATATGAGTTCAGGGTTATTGGATAGTTTTCTGATTTTCGGATTATCAGGTAGACTGCT -GATTTCATGTGGCCTCGGATACCTTGTATATATCAATTTCGGTTCCTCCAGTACCTTTTTCACTATATCA -GTAAAAGCCTGCTCCAGCTGTGCATCGTCTATAACTGCACTTCTGCAGCATACTCTATTATTTACAATGT -ATCTCTTGCATTTCCAGTTGCATTTTTTATTTGCATTATGATGCTCTGTATACCGTTTAAATATTGCACC -GCATTCTCCGCATATCAGTTTTCCGCTAAATGGGTATATTCCTGTCTTGCTGTTTGCCAGATAGTTATTG -CTATGATTGAGCTGCCTTGCCCTTTCCTGCCGTATTGTTTCTGCGGTCCGGTAGTCATTCTCTGTTATGA -CAGCAGGGTGGTATTCATCACCAATGTATTTTATATTTTTAAGTATGTTACCAACTGAGCAGTGATTCCA -GGATGGCTTGCCACTTGCGTTAAGTACTCCGGCTTTTGTGAGCTCCTGAGATATTTTCATCATTGATTTT -CCCGATATAAAGCTGCTAAATATCATTTTGACTATATCAGCTTTTTCACTGTCAATGGTAATACTTCCAT -CAGATATTTTATATCCCAGCGGCATATGTCTCTGCATCCTGTTTCACTCCATTCATAGGTATTCCATAAG -CTCTAGTCCGTTTATAAGTGTAAATACAAGCTGTGTTTGAGATTTAACTGTTATCACTTTTACGGTTTTT -TCGAACATATTTTCATCGTATTCTTCGATAAGGCCTTCATGTGCTTTAACGATGTTTATAAGCTGTTTTG -TTTGCTCTATTTCAAAGCTTACATTTGTATTATCAAGTATTCTGTTCCTTTTGCTTTTCAGTTCTTCCAG -CTCTGTTTCTATGACATTACTTTTCAGTATAAAAAGAGCAGAGTCGATGTATCCCTTAGATCTTAGTCTG -TTTAACACCTGATTCTGCTCATTTAATTCGTATATTCTGTTATTGCACTCCGTTACTTCTTCCCCCGCAT -AATCCTCAGCTGATATTTTTTTCAGTCCCTCTAACAGCGGAACAAGGATTTTGTTTGTATTGCATTTTAA -TTTATTAAACAGCTGTATGTATGCCAGTTTTACTTCTTCTTCTTTAATAGCCTTCATACAGCATTGTGTA -ATGTCCCGTATATGTCTTCCGCAGCTCCACTGAATGTGCTGGTAAGGCTTGTTTTTAAAGATTGTCCTTC -TTATAAATGCTTGTCCGCACTCACCGCAAATTATTCTGCCGCTGAACGGGTATCTGTTATTGTATTTTGC -AGTATCTGAGCTTTTTTGCTGTGCTTTTCGGTACTGTATAATCTTATTGACCTTCTCCTCTTGCTCCCTT -GAAATTACCGGTTCATGATTGTCCTCTATGAAATATTTTTGCTTCTGGCCCTTGTTTCTTTTTCGCAGGA -ATGGGATAGTATCAGTTGTAAATGTCTTTTGCATCAGCAGGTCCCCTGCATACTTTTCATTCTGCAGGAT -GTCCCTTACTGTCCCCTCCGACCAGCAGCTGTTTCCACGCTTTGTTGCTATCCCATCCTCTGTCAGCCCT -TTTGCTATTGTATATGCTCCTTTACCGCTTAGAAAATCATTAAAGATTCTTCTTACAACCTGTGCCTCTG -GCTCCTTAATTATTATATTTCCTTTGGCGTCCATGTCATAACCGTAAGGAAGATATGAAGGCACCCACTC -CCCGTTTTGGAAACGCTTCTGGCAGCTCCATCTATTATTCTTTGATATGGAGATCGATTCCTCCTGTGCT -ATTGAGCTTAGTATTGTTAGTACAAGCTCGCTTTCAGCAGAAAGAGTATTTACATTTTCCTTTTCAAAGT -ATATGCCTATCCCCAGTGATTTGAGCTTCCGTATTACTTCAATGCTATCCGCAGTATTTCTTGCCCATCT -GGATATAGACTTCGTAATCACGATATCTACTTTTCCCGATTCGCAGTCTTTGATCAGTCTTTTGAACTCA -TCTCGTTTACTTCTGCTAGTACCGCTGATACCCTCGTCTGCATAAACGCCGCAGAACTTCCACTGCAGAT -TTTTTCGTATCATTGCTGTGTAGTGTTCTACCTGTGCATTAAAGGACTGCAGCTGCTCCTTGCTATCAGA -ACTGACACGGCAGTAGGCACACACCCGGTATTTTGTTTCATCTGATTTTAATTCTGTTTTTTGGATGGGA -TTAATTACTGTTACCTTAGGCATATGCTCACTCCTTCCTTATGGTGTTTTGTCTGTCCATCAGCTACACA -CACTACCACACAAGGGCAGTTATATCAAGTGTTTTTACGTATATACTCCTGCTAAGTCAGGGGAAAAGGA -AATCCGGTTCATTTCATCTATTCTCCTATATTCAGAAAGAGTAAGCATCCCCGCCTCAAGCATAGTATTA -AGCATATGCAGGGCTGTTTTATACTTTACTTCATTAAGTATTTGCTCCTGAGACATACTCCTTACCTCCT -TATCCCTGCACCTTATTAAAAGGATTATGTTCATTTGCTAAAGCAGCTATTTCTCCCTCTGCCGGAGAAT -ATATCCTAATACCCATTTTATAAAGCATGGTGATAAATCTTATTGTTTTTCCGGTATCTCTGCCAATACG -TGAGATATTTGTAATAAGCAAAGCATCCATCCTGCCCATTGCAGCCGCTGCACTTACTTCTGCAATACCA -TTTCTTTTAAAGTTCAAGCCGCTTCCTATATCCCGTGAAATCCCTATTATTTCAAAACCCATTTGCTCTG -CATAGTCTATCAGTTCCTTTTCCTGGCCTTTCAAACTGCCCTGTTTATCCTCCGGGGCATCAATACGGCA -GTAAAGCCACGCTCTTTTTTGCTGTACCATAGCTATTTCCTCCTGTTTATTAAAACTTTTTTCGAGTTTT -TATTTTGATATTACAAGGATGCTGCAGAGATTGGCCCTGCAGCATAGTTTCTAACATCAAGGCTTTTATA -TGCTTCTTCATTTTCGGTATGTACCTGGTACAATTACTTAGGTACTTATAGCTTAAACTATCTGTGGCAA -ACAGATATCACAGGAATTCCACCTCCCCCTTAACAAGCGGGCTGCACTTTGGGACTTAACCTCAACTATG -CAGGAGTATCTTTATTGACTGTTCAGGTCCTGGCGAAACAGTCCGCCGAGACTGTTTTATGGCCAGACAT -TTCCGCTCGCCGCCTTTGATAGTGTTTTTCAACGGATTCCCAATCCGCAGGCGGGTTATGGCGTGTCTGC -CAGTGTCGCTTACCGCTCATCACGGCTGAACAGCTAATGTATTTAAGCTTTAGTTATTATATTTTCAAGG -AACAGAAGAGAGACAATTTATCCCTCTATAGTTAGGAGATTTGAAGGGGTATTTTATAACCTTTTTAAAA -ATTTGTTTACAAAAATAATGAGCAGCTTAATTGCTGCTCATTATTTGGTTTATTAAATATACTCTTTAAT -CAGCTGGGTTATTGCTCTTTTAAGTACCTTGGATACGTTGGCCTGACTACAGTGCAGGATTTTTGCCGTC -TCTTGCTGTGTATAGCCCTGCCAAAATACCATTTCAATAATTAACCGCTGTTTGGAATTTAACTTTTTTA -TTGCATTATGTAAGTGTAATTGTGTGATGCTTTCTAAAAAGCCAGATGTTTCTGAAATAATTTCTTCTAT -GGGAATATATTTAGTAATTGATTCTTGTGATACCAGCTTTTCACCCATTGCATCATATGATCTGTTATGG -TAACGATATCGGCGGTCTGAATTGGCAATCTTACGATCCTCATCTATTAGCCATTCCTCCCATGAAATAT -CAGACTGTATTTTTTCTTTTATCATAGCCTATCCTCCATTCAAGATTTTTTAAGTCGAAAATGAAGAACA -AGCGGTGGTGACCTACACCTTTGCCTTGATTTATTTTTCAGTAGCATATACGGGTTTGAATCATAAAATC -GAAGCGAGAAAAGTCGAAAATACAGCTTTATTGTCACAAAAATAAAACCCGCACTTTGTCTTAAACAAAT -TACGGGTTCCGTTATAAATATATGAAATTGTATTTTTAAGCATAAAAAGTATAAATGCATACTAAATTAG -CCTGATTATGGCAGATATCCTATAAAAAATGGTTACATAAAATTCTTGGATATTTATAGCAGGAGTCGTG -TATGCATATTAAAGCAGAGAAATTCCTTTACCTGCTTTTAAGCAGCTGAGTTAAAGTCAGCAAAAATATA -TGTTTTTTCTTAAATTAAAATACAATATTCTGTTGTAAGGCATAAACAATGATGTAAGACTTAAACAAAA -ATTTTTAGGCAGATTTCATTATCAGATTGTTAACCTATGTCTACTTCTTTGAATAATTACATTCTGTTAA -TTTTTACTTCTTTAAGTAATTAAAAGATACCAGAACGGTTTTTATAAGAAAAACAGGCATTTATAAAGTC -CTTCAGGAAGTGGGTTCCTATTTTAAACAGTGCTGGTAACCTTCCTAGCAGTCTAACAGTTTAGTTAAAT -TCTTACATATAATTATATACTTGTATGTATACATAATATATAGTAAAATTCACCATATATTGGCTATACT -TTATATTGATTTTTTCAAATTTATGTATTGTTTTAATTTTTATTTGTTTTTCTCTGATGATAAATATATA -TTAGGGTGGGTACTTCACATTGGCAGTTCAATATGAACCATACCATGATCCACATAAGAACAGACCTTCC -CCTTGGGTGAAAGATAAGATTTATTTTTCCATTGATAAACAGACTTTTCTGATATAGTGTGAAAAGATAT -GTCACCAATGGCTAACAAAATATTTTTACGCCATCAAGCTGTTAAATCCATGATAACAATAGAAAATAAT -TTTTATGTAAATTTTCTCCTGAAAATAGATTTGGGATATAGGTAACTCTGCTATAAGCGGATAATATTGT -GATAAACATATCATATACATAATTTTAACTTTTTATATTTCTTTTTACTTGGGATTTTGGGGTAATAATT -CAATTAACGCAAGATCAGGCTATAGATCCATTAAGCCGAATTCTGATCCCCCTTGATGGCTTGGAAACTA -CGGGATATGCAGTACTTCTTTACTTGTTTCTCATTTAAACAATGTTGAGTAAGTAAACTTAAAATATAAT -TATTCAATAATTTTCGGCTTATTCCCGACGTCGTATTGGTAGTACCGTTTTGTAGTTGTATCAAATAAGA -CGACGATACTGACTTCAGACGGTCCGATTGCTTTACCAAGTTTTTCATCCCTATAAATAAAATGCTTTGT -AATCTGCATAACACCGATATTACCATCCTTAAACATACCAATATTACTTTTTGCTTTCAATATTTTAGTA -CTATCTATAGCTGATGTAGTTATGTAGTCTGTTTCAGGTAAATTACTTGGATTAAGAATAGATTCAAATA -AATCTTTGTATTTACTAGTAATAATTTCTTTATCAGATTCAACTACAGAATTTTTATATATCAGAATATA -ATCTCTAACCAGAGAATCCGCAATTAAGTAACAGTCATTGTTCGCATTATCCTTAAATGAACAATAATAA -TTAGCTTGCCGTCCTCCTATAATTGGAGGGACATCAAAAACTGATGATTGTACTGACAAGCAGTCAAAAT -TCTGTTTTAAGGTTCTTTCAATATCAACCATTGTTTGCTGTGTGCATCCAATGGATAATAATGAAATAGA -TAGGATAACCATAATGGCCTTAATCTTTTTCATATCACTATACCTTCCATTTTTCTACAGATTTAAACTG -TAGTTTTAACAGAATGGAATTTCTGCAAGCACATTAAAACATACTTTAATTTAACATTAAAAATCGACAG -CCTGACATTAAATATTATCCACTGTCAGGCTGTTTTATGCATAGGTACCTTTTAATCAAGAACCTACTAT -TCTTCCCATTCGTATCCACCTATAGTAGTTCTTTTCGATCCTGACATTCCATAAACATATACTTTATATA -CACACCCACTTGTAAAGTCATACTCCATGTAGTTGTTTGTAGTACTCAAAGTTTGGGGTTTCGATCCTCC -AGACACTGGATCTGCTTGGAAATCTGCTAAAGAGTTCCACTCTTTTACGACTACTTGATAATAATTATAA -TCTTCACCCCACATAATTATATCATCACCTATTGTAATAGAACCAACAAAACCTCCTCGAGGTAAAAATC -CACCGAGAATTGAAACCTGCTGTTTTGCAATATGTGGCGTATTGTTTGTCTGAGCAAACGAGCCTACACT -AGATGTTACTAAAATTGAAGATACGATAAGGGCACTTGCTACTAGTTTTTTTATTCTTTTCATATAAAAG -ACCTCCATATGTAAATTATTTACATTTATTGTATTGCTTTTATAAAGTAATAACAAGTCATTTGTAATAA -TTTGGTAAAAATAACTATTCTTTGTGTATGATTTTGGTTAATTTTATATAATAACTATTATTCGATATTA -AGCAAAAATGAGGTCTTACGAACATTCTGAATACATTGCGACTCAATATACTTAAAACTAATAAAATGGA -CAAACTTTTATTTTATTATTGCAATCTCAATTTAGAATTTCCATTTCATATTTTAAAAATTCGAATTGTT -TTTCAAAACAACATCAACCTCGATTTTCTTTTTAATAATAAAAATTTTTCTCCTCTAAATGTTAGAACAA -AAGATTAGTCTGTAAAAAGTATAGTCGAGGCTTTTGTAAGTAAATATTAATAATTTAAATTATTTACACA -CTAGCTATATTACATCTGTTTTTGGTTTGTAGCAGCAACTTGTTTAATTTTGTACAATTCAAAAGTATCA -CAAAATATGTATTATAATACCTGTATATAATACATATTGCTGCTCCTGCCCCCATTATCACGCCACCTTT -TCTCTTTTTTCAGACGTCCGCTTTTTTCAAGGTCTGCAATAGCACGCTTTACTGTACTGCGGGACAGCTT -TAGCTCTTTGGAGATTGTACCAATTGCAGGATAGCATTTTCCATTCTTGTCCGCCCGGTCGCGTAAATAC -ATATATACTGCAACAGCCCGGTGTGGAAGGTCTGAAGCATAGAGTGAAGTAAAGTATCCCAATGCACACC -TCCTAATCCGTCCTGAGCGGCGGCTTGCTCTTTTGCTCCTGCTGTGTGTCAGCCTGCTCAGGCTCAATAT -ACCTTTGTTTATTTATATGACTAAACCCATCTTGTAGGACAGTATCTTCCGGTTCATCCTCATTAATATA -ATTGCAGGCTGCGTGCCCTTTTAATATTTCCTGCTCCAGCTCCATGCGGTCGGCATAGGCAACCTTACGT -GAAGACTTTTCAGTGATCTCATACACCTTGTTAAACACTATACCCCATTTAAAGAATAGCTTTAATATTG -TTTTCATTGGATAACACCCTGTTTTGGCAAGGATAAAGTTTCCTTTCGGGAGGGTTTTTAATTCGTCCGT -TGTCATCAACGGTCTCTGTATCATTTGAAGGCTTTGTGAAGGATCATTTCTTCCCCTGCTTATAGAACCT -GACATAACAGTTTTATTACCGAGGGCCTGTGATAGGATTTCTGCTGAATGACTATTGGGAGCGAAGCCTC -CGAACAGCACGAGCTGACAGTTGTCAATTATGATGGCAGCACCCTCCTTGCCGTAGTTTTTTTCAAGCTG -TGCAAAAGACTGTATTATAGCAACAATAGATATCCGACGTGAACGTGAGGCAGAAAACATCATTTCTGCT -GAGTCTATTTTGGGTATTGTACCTATTTCATCAAGAAAAAACATTACCCTGTTTTTAAGTCTGCCGCCTG -CTTCATCAGCTACTGAAAGTATCTCCCTGTACAACTGCTGGACTATGAGCGATATAAAAAAATACTTTGT -GGAATCCTCTTCCGGCATAACCAGGAAGACAGCATGCTTTGTGTTACAGAATTCCTCCGCATCTACTGCT -GTGTCAAAGCACAATATTTGCTCAAGCTCCGAGTCCAAAAAAGCGTTAAGTCTTGAAAGTGCTGTAGATA -GAACTGACTGCATTGCCTGCTCAGCAGTGTTAAGTGCCGCACCTGCAAACCACCTGGCCTTATGCTCAGG -AGGGAGCTTTTCAATCAGCAGCTGGAACTGATTCTTCCCCTTTACTCCAGACGGAGCAAGTAAATCCTGT -ATTAGCTTAAATACAGATATTATGTGCCGCTTCTCCGGCGGACAGTATTCTGCAATAATAAGTATTACAA -AAGTCAGAAGCCCCTCTGCTGCTTCATAGAAAAAAGCATTCTGCCCGTATGCTCCTGCATCCATCCCGCC -TGAGTTAACTATCGTTTTCGCAGTAATTTTTGCATACCTTTCGGCTCTTGCCTTAAGGGACAGATTATCC -GGATCCTTAAGATATGCATCCATGTATTTGTTCACCAGATGCAGCATATTATTGCCGTCACTTCGTGTAG -GATTACGCAGATCAATTACCGACACCTTGTATCCGTAGTAGTCCTTGGCAATACTTCCGTAATTTCTGAA -CAGATCACCCTTGGTGTCGGTTGTCAGGAATGACATTCCGCTTGCACAGGCATATTCAAGGTTTGGATAA -AGAAAATTAGCTGTTTTGCCAACTCCTGCAGCTCCTATCATAAGACAGTGGACATCTCCCTCATCCAAAA -GAGCAGTTACAGTCTTACCGCTAGTTTTACAGCCAACCACAATCCCCTGCACCTGGGGCAAATTTTCGTT -TCTTCTCCATTTTCCCACCTCATAGGGTATATGGGTGTAAGTCTTTTTTATTTCATTTCTGGTGGCGAAA -CGTGCGGTACCGTGCTGGCCGTCGCCCACTGTTTTTGATTTAATTCCGTTTAAGGTATAATAATGTGCCA -AAAGAGAGAGTCCGCCGATGACGAAAAACATCACGGCGGTCACTGCTATGAGGGTATAAACTTGGGATGG -CATATAGGACTCCTTTCTTTGTCTGTGGTAAAATAATTTTATGATAACTAATTGAGGTAAAAACGCTATG -GAAAATTACACAACAGAAGAATTGACGGAGGCACTCCGTGCTATTAATTCTGTAATTCACAAGTGTGAAA -AGGCACTGAAAAAGTTCCCGGAGGGGAATTCGCATCATACACTTCTGCGAAACAGATTAAAAGCAATGTA -TATTTCAAAAATGTTGATTACAGAGGCGTTGTCTAAAATGGAGCTATCCACTGAACCGCGAACCTTATCC -GACGATAGCTGCGATTCTGAGCTGCTGCTTTCAAATTTGAGTCAACTGCATACCACAGATTTGGGTATCG -AACGGATTCGGAAAAATCTGCGTTTAAACACAAACGATGTGGTCGGCTGGTGCCGGAGTAAAATCAAAGC -CCCTAATGCGAGCATCTCACGAAAGGGCAAGAACTGGTACATCACCGTGGATAGCTGCGAATTTACCGTG -AATGCTCACAGCTACACCATCATTACCGCACACAAGCGAACTTAAAAAGCATGGCTGCCAATAAAACGGC -TGTCATGCTTCTTCATCTCATCATAATAGCTTGTTTCTCCTGCTCCTGCGAGTACGATGCTATTAAATCC -TCATTCCAGTCCTTGTGTTCCGAAACGTCATACACCACGTCTTCAAGCCCTTGCTGCTGTAAAATTTTAT -GAATGCGGCCGGCAGCCTTAAATCCGGCTTTATCATTATCAAGGCAGAGTGAAACTCTCTGAAGCTGCGG -ATACAACTCCAGCAGCTTCAGGATGGGCTGCCCTGACACACCGTTTAACGCCACGTAACTGGAGTTTTCC -CAGTTCTGCGGATGAAGGCTGATGTAGGACAGAAGATCAATGGGTGCTTCAAATACAAAAAGGGTATGAG -GATGGGAATTCTTAGAGATATAATGGAAACTGTAAGCCGGATTACTGCCCTCCACATTGATGCGAAAGCC -ACTACCGGTCGCCGTACTTTTCCTATGTGCATGACGGGCGACACCCTTTTCATCAAAGCCAACAAACACA -GCGTTATGGTATTTGGCATCCTCAAAAAGCAGCTTTTCTCTTGCGAAACATGCCAGCACATTCCGGTCAA -TAAACCTCTGCTTTATTAAATAGGCAAACACACGCCTCATGTCACTGTTTGCCTCTGGGAGAACAAACGT -TTTTTTCTCTTGCTCATCTGTGCTTTCACTAGCTTGTGTGAACTCTATACCCTTTTCGCCGCCAAGCAGT -AGTACCACTGCCTCTTGAAAAGACACTTCATAGAATTTCTGTACAAAATCAATTGCAAGGCCTCCCTTCT -CTGTGCTATGGTCAAACCATCGGTTACCTCTTACAGTTATGCTGTGGTCGCTTTTAAGCCTCTTGTCTCT -TCCTGAGCGTATGAGTTGCTCTCCCTGTCTTTCCAAAAAATCTTCAAGCTCTACAGAATTTGCCCGTTGC -TTCTGTTCTTCAGTGAAATGAATGTATTGTGTCACGAGACTCCTCCTTCTTGATTTTTGGGTAAAATAAA -AAAGGATACCCTTTTTGAGTATCCTAATTTTTGTATCTTTAATTTCAGACCATGTTTATACGCATTGATT -TAATTAATGTATTCAATAATATTATTTTCCTATATTTTAATTTTTTTATAAAAATACTTCTTTCTCCAAA -ATAGAGCCACATTTACCAATCCAATCATAACCGGCACCTCAACAAGTGGTCCAATGACTGCTGTAAAGGC -TTCCTTTGACTCTATTCCAAATACAGCAACAGCTACAGCAATTGCAAGTTCGAAGTTATTACTTGCTGCC -GTAAAGGCCAATGTTGTAGTTTTGTTATAGTCTATTCCTGATTTATAACTTATAAAGAATGATACTGTGA -ACATGATTAAGAAGTAAATCAGAAGTGGTATAGCAACCCTAACAACTTCTAAAGGTAATTGAACAATATA -TTGTCCTTTATATAGGAACATTACTATTATTGTAAATAGCAGTGCTATGAGAGCTAGTGGGCTTATTTTA -GGAATAAACTTTTTGGTATACCATTCAGTTCCCTTTATTGGTTCCAATATTAATCTTGTGAGCATACCAA -GAATAAACGGGATACCAAGATAAACAGCTACAGAAAATGCAACTTCTCCCATTGAAATATGAACTTCATA -CCCTGTAAGCCCAAACAAAGGCGGTAATACTGTTACAAACAAATACGCAAAGATTGAATAGAATACTACC -TGGAATATAGAGTTAAATGCTACCAACGCTGCAGCGTATTCATTGTCGCCATCAGCAAGGCTGTTCCATA -CAATAACCATAGCTATACATCTTGCCAGACCTATCAGAATTAAACCCGTCATTAAAGCAGAATCTGATTT -CAAAAACACAACTGCAAGTATAAACATAAGAATAGGTCCTATAACCCAGTTTTGTACTAATGATAATATC -AGTACCTTCGGGTTCTTAAAAACCTTTCCAAGTTCTTTGTAGTTAACCTTTGCAAGCGGTGGATACATCA -TAACAATTAATCCGATTGCAATTGGAAGTGAAGTTGTTCCAACTGACATTTTCGATAATATTTCTGAAAA -CTCTGGTACTGCCCATCCTAATAAAACTCCTAATCCCATTGCAAGGAATATCCATAGGGTTAAGAATCTA -TCTAACAATGATAATCTTGAAGGTTTCAAGAAATAACTCCCCCTCGTATTATATAGTCATAGCTTTTTCT -TTACCTTTTCTTAAGGTTTAAGCTATGCTGTTTTTAAGATACTGTGGATTAGTTCACTCCCCCTACCACT -TGATGGTTAAATAAAGGCTCTAACCACAGTCTCTTTGTTACTTTGTTAATCAGTTAGATACCGCATGACG -GTTTATTTAGAACGAGGTTACAACTGCAAAGAGCACCGTGGTCCTAAAACAGTATCAAATTTTATTTTAA -GGAGTATTCGATGATATACGTAGGAATTGATGTTGCTAAGGATAAGCATGACTGCCTTATCACTAATTCA -GATGGAGAAGTGCTTTTCAAACCTTTTACCATCCAAAACAATCTTGAAGGTTTCGATTGCCTTTTCCAAA -AGATTAAATCCGTTGCATCAGATTTTGGAAAAGTAAAAGTAGGTCTTGAGGCTACTGGACACTACAGCTA -CAATCTTCTGGGATTCCTTCTTGATAAAGGTCTGGTCACCTTTGTTATCAACCCGTTACATACCAATCTT -TACAGAAAAAGTCTAAGCCTTAGAAAGACGAAAACGGATAAAGTTGATGCCCGTACAATTGCTATGATGT -TAATGTCTGATGTAACCCTCAAGCCTTACTCAGATACATCTTACCACAATGAAGAGCTAAAATCACTAAC -TCGTTACCGTCTAGATAAAGTTCAGGAACGTACTAAGCTAAAAACATCTATATCAAGGCTTGTTAACATC -CTTTTTCCTGAACTAGAAAAGTTGGTTCCAACCTTACATATGGCTTCTGTCTATGCCTTGTTACAGGAGT -TCCCAGGTGCTTCTAAAGTAGCTGCTGCTCATTAACCAAGCTTACAAACCTTTTAAGTGAAGCTTCAAGA -GGTCGCTATAGCAAAGACATGGCTGTTACTATACGTGAAGCTGCTAGAACTTCCATTGGTTCAATAATTC -CAGCTAAGTCTCTAGAAATGAAGCACACCATTTCTTTAATTAGAGAATTAGATTCTGCAATTGATGATAT -CGAGGCTGAAATTAAAACTATTATGGATGAAATATCTTCTCCGATACTCACTATTCCGGGAATCAATTAT -CGTATGGGAGCAATGATTATTGCCGAAATTGGTGATTTTAGCAGGTTTAATTCGCCTGATAAAATACTTG -CATATGCAGGATTATCTCCATCAACCTATCAGTCAGGACAATTGGAATCCTCTTATTCTCACATGGAGAA -GCGTGGTTCGAGATATTTGCGTTATGCACTATTCAATGCCACAAAATTCGTTTGTCATTGGGATCCTACA -TTTGCAGCATATCTTCAAAAGAAACGTAGTGAAGGTAAGCATTACAATGTCGCAATTTCACATGCTGCCA -AAAAACTTGTAAGGGTTATATACCATCTTGAAAAAACAAAGCAGGTATACATTAAAGCTGCCTAGCACTT -TTTCTGAATACTTCTTTTTTGAGCACCTTTAAAGATGCTCTATTCGTCATGCAGTTTTCAAAGTTCATAA -ATATCTAAAATTCATTTCTGTACTTAATTACAAAATATCATTTTAAGACTTGACTTTTAATAGTTAGTCT -TTAAAATAGATATTATTTTTCTTTTGTAGCCTATTAAACTTATGCCGGCCCGAAAGGTTATATACTTTGT -TAAACTCGTTGTTAATTAATATACTTTGTGTGCACTTCCGGTAACCCCTTTATTGCAATAAGTTATTATT -ACAGCATCCTTATCCAGTGTTTTCAAGTCTTTTCGCAAAGAATCCTGAGACATATTAACAGCTGTATCTA -TATGTCCTTCGTTATATTGCTTACTAACTTTGGTATCGATTATTTGTACTTTCTTACCACTGTTTGTTAT -TTTGCGACTTAGGTTAAAGAAAGCTGGATTTCTTGGTGTATGGAAAAGTGTTGTTGAGAAATATGTTATT -GATAACCACACATTTTTCCGTGTATCCGGATATTAAATCTAAATGTGGGAAACTACTTTACAATAGCTTC -CCGCGTTCTCATCAATCTTTTATAAAATTAATTGTTTTTGCTATATATTTACCATTATCAAAAACATAGG -TAGCTTGAATTTCTCCTATAGAACCTCCTGGAGATACTTGGGCAAGAATTCTAATCATCAACTTATTATT -GATTACTTCATAATGATACGAATTTCGAAAAGCTACATTATCAAACCAATAAATGGCATCGCTCTTTTTT -TTAATAATTGTTGTCTCTTTAGATCCTATTGTAATTTGTATTTTCACGTTATTTTCATCACTTGTAATTT -TAGTCTTTACATTATTTTTAATAATATCGTCTGGTGTTTCTATATCAAATTCTGTAAGGGTATTAGGGTT -TATAATATGAATTTTTTCAATATGAACTCCAGTTCCGTATCCAGTAGTTAAGATAATAATCAATTCTTTT -TTCCCATCATTGTTAACATCATTATAAAGCAACTGAGGTCTATAGGTAGGATTGATTACATTTATCCAAT -CAAAATATTTACGATTCCCCTTGACTTCTAATATAAATTCATAATAAACTCCATCTTTTTGTTGAAAAGG -GTATAATTTAGCATCGGCTTCTGATAGGCTAGAAAGAGGCTTTGGATTACTTATATTATTAACTTCTTTA -TTCAGCTCATCCCACCGAACATAAGTACCCAATGCTTCCGCTACCCACATAATAGGAACCATAACTCTAC -CATTAATAATTTTCGGTGAAACGTCTGGTTTTATCTCTTGATTGTTAACAATGAGCTTGACACTACTATT -AGCATAAACAGCGGAGACAGAGACGAAGATTAAAACAGCAACTACTATAATTGTAACCATTTTTTTTTAG -TAAATATCATATTGTAATTCTCCATTTCATTTACTGATATTTATATTGTACGCTAATTAAAATTATATAT -GAACTTTTAAGTGTTTATCAGACGGTTTATTACACGTTGAAAGACTAGGGCTTGGTAGAGGACTTGACCA -ACGTCGCCGCATACCTGTTGAACTTATAAATCAATGCTGAGAAGTTTCTATATGGGGTTACCTCATAAAT -AGGAATTTCTTAGAGTGGGTTTTGTCGGAAATGTTGGCGACACCCCTTATTGAAAATCATTAACCAAAAA -AATATTCTACAACTATTGTGTTACAAATATATTGTTGTTAGTTTTCAAAAGAAGTCTTTCGGCTTCTTTT -GAAAACTAAACATCTATTTAGATCAGTTGGACTAAAACAAGAACTATTCTTATTTATACTTGTAATTTTT -TTCTGTTTCAATTACATATGAGGTAACAAACTGTTCGACGTTTTTATCCGGTGTCCATGCTTTTAAATTT -TAGTATCTTTGTTCCGGTGTATAATCATTGAATGCATGTCCCTGTGCAGATTTTTTCTGCATGAGCCTTT -TATACTGTTTTCGGTCAATATTAATATATGGATTCTTACCTGATTTAGTTTGTTCATTATCGAATATACT -CCCGAGCCAATGCATCAGCCTGGTTGCTGCCAGCAGTACTGAAGGCTTATGTAATGAGTCGATATGGTCT -ATCAAAAACTGTGCATATATGTTCCCCTGTACTGCTGATGCACTTAGCCATTTAAAAGCCTTTTCTCTGT -CCTTTGGAATGTCCTGGTCCATAAGATACAGCTTTCCCAGTGCATACTGTGCATATTGATTGTCCTGCTC -GGCAGCTTTGGTAAGCCAACTGACAGCTGCATCGATATTCTTTGGAATCTCTTCACCTGTGAGATAAATT -CTGCCCAGCCTGTATTGTGCAAACTGATTGTTTTGCAATGCGGATTTTGTAAGTAAGTCTATTGCTTTCT -GAACATCCTTTTGTATAACTTCACCTGTCAGATACAGCTTTGCCAGTGTATACTGTGCGAACTGGTTGCC -AAGGTCTGATGAAAGTGTAAGCCAATTAACAGCTGAGGAAACATCTTTGGGAATATCCTCATTTGCAAGG -TACAGTTTTCCAAGGGCATAGGCTGCATATTGATTTTCCTGTTCCGCAGACCTTGTAAACAGCTCTGCTG -CCTTTAGAACATCCTTATCCACATGATTTCCGTCACGGTAGAGCTTTCCTAATGCATACTGTGCAAGGTC -ATTACCGTTGTCCGCAGCTTTTGACAGCCATTCCAGAGCTTTTTCTATATCCTCATACCCGCTGCCATCC -TCCATATATATACGTCCGAGTATGTATTGTGCATGAACATTACCCAGCTTTGCCGCCTTTTCAAAATATA -TGATTGCTGTGCTCGTATCTTGCTGTGTACCTCTTCCAGTATAAAGCATATGCCCTAATCTGTACTGGAG -CTTGTCATCATGGCTTTCGGCTTCAAGATCGGAAAAACCTCTGAATGCCTTTTGAAAATAGTCATTTGCT -TTTATGGTATCCTTTACTGTACCAATACCATCCCTTAGCATCTTAGCCAGTTCATAAGAGGCATAAGGAT -TACTCTGTATTGCAGACCTACGGTACAAATCAAATGCAGTATTGTAGCTCTGATCCACCCCATGCCCGTG -ATAATATAATCCTGCCAAACTGTACTGGGCATACCTGTGATTCTTTCCAACCGCCATTTTAAACCAACCC -GCAGCCTTTTCATAATCCTTCATAGTTCCAAACCCGGCTGCAAACATTTTACCTATCCTGTATTGCGTAT -ATGGTGTTGGTTTTTGTGCTTCCACCTCTGAAAAAGCAATAAGTGCCTTCTCATACCATGCATGTGCAGT -AACAGAATCCATCACAACACCCAGCCCATCCATATACATTCTACCGATGTCATACATTGCAAGGGCATTT -CCTGCTTCAGCCTCCTCCATAAACAAGCTGTAGGCTTTCTCAAAGTTTTGCTCAATAGCGTCACTGCCAT -ACAAAAACGTACGTGCTCCCTTATACCTGCCATTCCATTCTGCATAATAATGCATTTTACCAGTTCCGGA -ATAAGACGTACTATGCTGTAATGAACCATGATTGAATTCGATATCACCGTTACCGTCATCCAAATCATCA -ACTATTGATAGTATTTCATCATTTACTGTGAATATAGTGTCCGGTACGGATAAATCACTATCGATTACAC -CATCGTCATACTCAAAAGTAAAATGGTGATTACCTATATTCATCGCTTCTGCAATCACCATGTTTTTGAT -ACTCTTAAATTGCTTCTGTTTTGACAGAGGCTGTGCATCAGGAAGCTTTCCTGTGTATACTTTTATAATA -TCATTCTGAGCTTCATTCCACAGTCCATATTCTTTTGAAATTCTGCTGTCTTTTTGAAGCTCGTCCACAA -TACAGTCAATAATCTTTTTTACATCAGCTTTAAGGTATCCGTACTGCTTTTTGCCTGAGGTATTTTTGAG -ACGCTCTGACAGCAGCAGGATTTGTTCTTCAATAATTTTATTCTCACATACTCCTAATTGTATCTCTTTT -ATAATAGCTTCAGCTTCTTTCTTTAGCCAACTCCGGCCTTCGTTTTGCCTGCCATAAATATTCATAAAGT -CCTGACGGAATATGCTGTGTGCCAATTCAGAGCGCATTGCTTCAATTCCCTTGTTTGTGAGGTAACCCTC -CTTTTCATTTTTTGAGTAAAAACAAGAAGGTGCAAATGCGGGTGATGACTTTCGTTATGAAAAGCACAAT -ACCATTTCAGATTTTCCGAAGGTATTTTCATGTTCCTGCACAGCATATCTTTTTTGCTGCGGATCAGTTC -CTGCCACTCCTTTCCGTTGTCATATCCCAGCCTTTCGGCATCCTCTCTCCGAAGACTTATGATATGTGTC -CATATAATTCCCTTGTGATTTGCCACTTCATCTGCAACCTTAGACAAAATAACTGGTGTCCCCGCATCAG -TAAATAAGCCGTGCTCCCCAATACGTTCAGCTCTTGGGCGGTTAGAAATGTATCCTACATAATTTTTTCT -TTTGCCTATAAACTCCAGATTACTTTCTAATGCCTGAGTAACAAATTCCGATGCATTTCCGCGAGTCGGG -TTTTGCAGATAGTCAATATATTCATGCATATTTTTTGCACTTTCAATATCCTTGAGAATTTTATCAATAA -TCTGTTTTTGTTTTACAGTTGCAGGAAGCAGTGCTCTGCTGTCATCTATTTTTTCAACGCCATCCCGAGT -ACTGATATATTTTACGTAATTTGATAGGTGCTCTGGCGGAGCACCACTGAGATAGTTACAGCGTAAAATA -ATTTTTGGCATGAGAGTACTCCTTTTATAATTGATACAAGCTGAGATTTAGAGAATAGCATTTATAAATT -TTATGTTTCACGTTTCTGATATTTATGAGCACTTTCAAAGTCCACTGTGCCATTTATTCTCTTGACCTCG -TCCAAGCATTTTATATGCAACTTGTGCAGAGCCTCATTATCAATATCATGTGAATACGCAATTACATGAG -CCAGCTTGGAAAGCTCCACTGCTACTTTGAAATCTACTCTGGCGATTCGGTTTTCCGTATCACGGACAGT -ACTGGTAAGTACTGAGGATAAAGTCTGCAGTAGATAATTTTCAGCCTTTTGTGAGGTCAGATAACCGCAA -TAAAAATTTAGTGCCTCTGTAACAAACTCGTTTCTTGATCTTACGTTTGCCATAGGCAGCAGCTCGTCGC -ATCTTTCCAATACCTCCTTATTAATATAAAAGCCAGTTCGTACTTTTCCTGTTTCTTTTGTCATAATTCT -GCCTTTCTTTTAATTCCTGAATTATACAGATATTTTGTTTCAAAGCCTTCAAATGCCTTGGTCTTGTAAA -ATTCGGCATAAGAAATTCGGATACCGTTTAAGTAGTTATGTCATGGCATAATCTCCGAACGGCTTTGCCG -GTCGGTGTTTAGTGGGTTTATGCTGCGAGAGGCAGCATAAACCCTTTAACCCGCAACGTTTTCGACCCTA -TAATTTCTCCATAAAATAAATAAAAACCTATTTCTGATACTTCCTTAAAAATTGCCCCAACAAGGTAAAA -ACCTCTGGAAGGGTGTAACTATTCCAGAGGTTTCTGAATAATTGCACACAAGGCGACACAGCCCCTCACG -TGCCCATGATACTATTGACAGTATCTTTTTTCTTATTGCTAGCCCTCGTTGATATTTGTTAATAATGGAG -CTGACTGTGATTTTTTGACTGATATTTTAGGCTTTTTCTGTTCACTGGCTTCTCTTCCTTCTATGTACTC -ACGAACTGCGACAGGTACAAACTTTTCATATAGCTTTTGTACAGCATCCTCCATCTCCTTCTCCAACTCT -GCCTCCTTCCTACCCATGTATTGCTTAATTGCTCCGAGCTTCTCAGCGTCGAAGCTTATTGAAATAATTG -ATTTTTTCATTTAAACAGCTCCTTTTAATTTTTTGTTTTTATTGCTGTGTTATCACTACAAGCTCATGTT -CATTCCCTGATTTTCTTCCTCGTTGATTGGTGTGTTTTCTACTTGTGACTGCACCGCATTTACATTTATC -TCTGCTGTTTGTGCACGCTGTCGACGTGTTTGTCTCGGCTGCCGTTGCGGCTGCTGCTGCACTTGTGAAT -CATTGCTGGCTAATTGTTCCTGGGTGGAATTCTGCTCAAGCCTGCTTTCCACATATTCTCTCACATATGC -CGGAACAGTTTTTTCATAGACCTTGTCTAGGTAATCCTTCAACTCATTTTCAATGGTAACCTCCTTCTTG -CTCATAAAATAGCGAAGTGCATCCAGCTTCTCTGAGGGAAACATCAGCTTTATTTCTGTTTCATTCATCC -TTTACTTCCTCCTGTGTTTTTATTTATTTTTTGCCCCAGTATATAGGGTCTTCCGTACATAACCTGCTTT -TCTGTGTTGTACAAATCTCGGTATACTACCTGTCCCTTTGAAGAGGATGCATCTATCACCTTTCCGTTTC -CTGCATAGACACCGACATGGGTTATATTCATAAATCTTCCGTTAGGCCTATAGCTCCAGAAAATTAAATC -TCTCGGCTGCAAGTCATTTTTTGAGATAGTCAGTCCTTTTTCAGCACAGAATTTTGCCTGTTCAGCGGCA -GTTCCCGGAATATTTATACTGACCTTTTTAAAACACCACATGGTTAGGTAGCTGCAATCGGTATATCTTC -CTGTACCTCTAAGCTCCTGGGAATACGGATCACCAAGACGTGTAAATGCAAGCTGTACGATTTCTGCTCC -CAGTGTACCCTCCGGCAATTGACCTTTTATATCCTTAATCTTTTCTGGAGACCAGTCCTCCCACCAACCA -AAGCTGTCACCCTCAGTTTGTGTACCCTTGCCATATAAGGCACGCGAATATATTTCAGAGGCGTTTACCT -GTTCTTCACTGGTTATCTGCCTATTAAGGACTTTTTGAAGCCTTATATATATTTCAGGCATTGATTCCAG -CGGAACAGTCACAGTGTATTCCTCCTCTGTATTGCTGCCATTGTCATTTTTAACAGTGCGAGTGTGCTTT -TCATAATTGACGAAGCAATCAGTAAAAGCCCTGTATTGAGCACTATCCAGCTTCAGATTTTCCGAACCGA -AAAACAGAGAATAAAAAACAGCCTTGACTCTTATACTGTCAAGACTGCCGCTCTCTGCTTGTGATGATAT -CTTCATTATTTCCTTATCCAGTTCCGAAAAGCTATAACGCATAATCTTTATATAATTTGCATATTCAGCT -GGAACAGTGTGGGGTATTGCTCCGCTACTAAAGCATAGCTTTACAGCAGTATTATTATGGTCAGCTCCGG -CCGAAAGAGTGTTCAATACTACCAAAATAAATAGTATTATCGGTGTCAGGAGTGCTGCTATTATAACTCC -GATAACCTTCCAAATTCGTTTATCTGTGGCCGCCTTTGCTGCCACTTTTATTGCCAGAGTAATCGTTGCA -GGATCGGCCATATTGTCACCACCGCTTCAAGTCAAACACACTGTCCTGTTCCTCATTTTTTTGCTGAGCT -TCAAGACTAATTGATTTTTCAACTGCCTGTTCCAGAAACTCCGTATCGAAGCCTGCACTTCTATATCCCT -CCATAATAATATCCAGGTAATTATCTGAGGGCGAGCCAAATGGATGGCCCTCATTCATCATATAGATCAT -AGCCGGAACAGTTTTTTCCTTTAATTCAACATCAACAATTTCCTTGCGGTATAGATACGGGTACCATAAC -GATAGGTAACTCTTTGAAGTTATCTCCGAATTTTCCCCCGTTTCACACCGTACATGCGACTTTCACCGCA -TACGGCGTTCCATCAATATTGCAATTTCACTAGATTAGTACTAATTTCAAAGCTTTTTAAACATCATATC -GCAGGATTTCCTGCTAGACTTCGGAACTTGTTGATTTTATCAAGTTGAGATTGATTGGGTTTCAATTTGT -TCAGATATACCTGTATTGTGTCAGGCTTAACAGAATGAATTAGCCTGTGAACATCTATATGTATAATCAC -AAGATTTTTGTATTCATCTGTGCCACCCTGACTGAGTGTTATTTTGTGGTGACAATGAATCTCATTAATC -CACAGTACATTGCCCATAACAGCACATTTTCCATATTGTGCAGCATAAAGCGAAACTCTGTTATCCATAT -ACGCAATGCTTCTGCTCGGTATGTATGCTACCGCGAGCATATGGAGTACCGCCATTACAGATTCGTCAAA -TTTCAGATTTTTATGAATTTCCTCTCTGCCTTCTACTGTATATTTGCATACCTGTCGCTTTTTGTACATT -GGATTTTGAGTTTGAACATATCCTATCGGACATATCGGCTCTTGGTGAATAAATCGTAGCATTCTGCTCT -TTCCATAGTTCTTGTTTATCACTGTTCTCTGAATAGAGCCGTTTCTTTTTAGTTGCCCTTTCAGTTGATG -AAACATAACTCTGTAAATCAAACGCTGTATTTTCATGCAGTCAATACTGATATTCGTTGCATATCTGTAA -TAATTATGAATACCAATTACCATTGCATTGTATCGCTTTATCTGCAATATTTCTTCATCTTTGATTTTAC -AGTGGGCTATCTCTTTTATTTGTTCTTTTAGCTTTTCAGTTTCACGTTTGATAGCCTTTTCGGACATATG -AGACCTAACTACAAATTTTCTGCCTTTCCTAACTGTTTTAAATTGAAATCCTAAAAATTCAGAGTAGTGT -TTTTTGAGATTTACAACCTTTGATTTTTCTTCACTGATTTCCAACTTTAATCTATCCTTTAGCCACTTCT -TCACAGCAACAAATATTTTATTAGCGTCACTGCGTTTACGGCAAAAGATTTTAAAATCATCTGCATATCT -CACAATGTACATTTCTTTTAATGCACTTCTCCTAAGTGTTCTAAAGACACCGCTTTTATTCAGAGAACCA -TTGTTGTTTACACTTACATAGTATTCTCTATGTGTAAGCATATCTTCCCATTGACTGCTAATCCACCAAT -CCAATTCATTCAGAACGATATTGGCAAGTAGCGGTGATAAAATACCACCCTGAGGTGTACCCTTGGTCGG -ATAAAGCGTTTCACCATCAGGCATTACAACAGGTGCTTTCAGCATTTGCTTGATTATGCATATCAGCTGT -TTATCTCGTATTCCCATTGCCCACATCTGACGTATCAGCTTAGAATGATTTACGTTATCAAAGAACCCTT -TGATGTCCACATCCACTACAAAGTATAAATTTTGTTTCTGTACCATTCGATAGCATTGTGCCATTGCATG -TTCCGCTGACCTGTTAGGTCTGAAACCATTGCTCCGTTCATAGAACTTGGCTTCACATATTGGTTCAAGC -ACTTGCAGTATGCACTGCTGAACTAACCTGTCAACAATTGTTGGTATTCCCAGAGGTCTGGTTTTACCGT -TTGGCTTAGGAATTTCTACTCTTTTTACTGGCTTAGGCTGATACCACGCCAGCTTTCTTTGCATCATCTC -AACTAATTTCTCAACGGACAGCTTTTCAATATCTTTGATATTCAACGTATCTGTCCCGCTTGTATGACTG -CCTGAATTACTTTTGATATTTCTGTATGCAAGCCGTATATTTTCTTCTGAAGAGATTACCTTCATTAAAT -TTGTAAAAGACTTACCTTGTTTGCTCTGTGCATACAAATTATCAAAATATTCCTGCAAATCGTAATATTC -CAAATGTCTTAGTTTTTTCTGCTTTGTCATAGGCAACGCCCCCTTTCAGGTTTGTTTTTCTCGGATAAAA -TCCTAGTCTTACTCGAAGCTATAAATTTTAGTACCTATAACTATTTTTACAATATTGACTTGTGGCTGTT -CCTCCGTTTTCCATTACAGAAAACATTATAGGTAGTGCCACTACTTTGCCCACAATTAAAACAGCTTATT -ATTCATCGTCTGTACCGCTAACAGCGTATTGTAGGCTGCCACGTTCCGATAATCCTATCTTTGCATATAT -ACTTAGGTGTCTACTGTAAGCCTGACAGCTTGGCAGTGCCTATAACACTGCAAGGTATTTCATAACGAAG -ATTTTTACTTTACCTCACTGTCTCTGCACGCAGGCAGTCTGCACATTTCTATGCAGTCACGTTTCTAGAC -CCGTACATTCGCAGATTTGTCAGATATCTCTATCATTCTCACCATATATATTTTATAGACCCCCGACCTA -TGGGATACACCATTCACCTCTGAACAGCTTTCGTTCTACTTACGCAGACTACGGTATCTCTCAGTCGTCT -TTACCGAGCTTCTGACAAAAACTTTTTCTTGAAGATGCCAGTCGGAGTATCAGGGGAGGCGTTTTAAGGC -GTTACCCTATCATTCCACCTCTTGGATTATCAGTTCTCCTAACAAATTGAACTGTCACGTTCTTTCATTA -GTGCCTAATCTTTTCAATTAGGAACGTGTCGCACCCTCATAGCGGTCAAGTGCCTGGACATCCCTATCCC -TAAGTGTCCACAAAAGCACAGGGACAGTGCTGTTCTTTAAAGGCTCAACTGTTGCTACTGAGCAGTTACT -TCCGCCCCTGAACAGCAGTTCATACCCATCAATTTTACTTGCTCCGGTTAACCTGGCGGTCGGGCATCGG -AGTGCCATCTGCCTAAGATTTAGATTACTCCCGTAGGCAATATACAACGTTTTTTTGTTCATATGCGTCA -TTCCTCTCTGATAATTAATAGATTGCAATTTACATACCCATAGAAAAACCGGGGCCTTCTACAGCCCCGG -TCTGTTCGATACTCTCATTATTCTGTTCTGCTTGTTCCACAGCATCTGTTCGTATGGCTTCCTTTTCTTT -TTTCTGACGCAGACGTTCCTTTTGCTGTTCTGCCTGTGCAGGATCCTTCCATGCAATGCAACCCACAAGA -TTTTCAAGCAGATGCAGACGTGCAGTTTTAAATTCATCACCTATCAGCCCAAGCCTTAAAAGCCATGTCC -TAAAGGTATATTTTTCATTAGTACTCTGGGTTTTTGTACGGCTGGCACAGCGTTGCGTAAGTGCCTGATG -GCTAATGGCAAGGCACAGCTGTATATATGCCTTTATTTTTCCCGCATGGGTTGTGCTGTTAAATAATCGG -AATTCTATTGTACCCTTTGAAAATACACTATGAAGGTTAAGGCAGTGATATCTGCTGTCATGATAATGCT -GGTTCCTGCCATCCTCACCGTTGTACCAGATACGGCTAACTGCATCAAGTGTTTTGGGCTTCTTTCTGTT -GAGTTCCTCGAGAAAATGCTCATCAACCTTTTTGCAGTAAGTGTGTTCCCTGGCCACATTCACCCGCAGC -GATTTATAGATTAGATCCTCCTTGCTTGCCATTATATTTGTTATGTTTCGTAGAGTATTTGCATTGTGAG -GCGAGGCATCCACATGAATATGTATTCCACAGCTTGAGTTGGCAATGGCTCCGGCACTGCGAAGCTTACG -GATAAGCTCCTGTATTGCTACTATGTCTCCGTATTGACATATAGGGCTGACAAGCTCAACCCGGTATGTG -GGATCGGGTCTGCCTACCTTGCATTCCTCTTTGATACTTGCATCACTCACAATCTTCCACCTTCGGCACT -GACTGTCGAGTACTGAATATGAGTCATAGAAACCACCGTTATGTGCCAGCTGTGTACCAAAATATTCAGA -CAAAATCTGCCCAGCCTCCTTACGTGATAAACCTGTAAGCTCAATTTCTATTCCGAAACGCTGATTTTTC -ATATCCAATTAACTGTACCTCCTTTTTAGCTGCCATTTTCTCAGGCAGTAATGGTACATAGTCATTCTTC -ATTAGCGGCCTCCTGCATTTCCAAACAGTCTGGCCTTATGCTCAGGAGCCTGAACTATCAGGTTGTATCG -TTCATTACCGCATTTATATAGGCAAACCCCTCGCTGAGGATACCGTATAAGGTTATATTCACTCTCCTCT -AATTGCAGAGTGTCTATATAGAATTTAGAATCAATTGAGCCTGCATTGAACAGAAATTGGTGTGTTGGGA -TGGCAAACAGAGGCTTTGTATACTCCCTGATACCCTCCAGATTAAAGTCCTCTAAATTTTGAGAGCTAAG -GATTACAGCGGAATCCTTTTTACGTACGCGCTTCATAAAATTTCTGATATATTCCACTGCAGTCAGGTTT -GTAAGGAACAGATAGAACTCGTCTATGCTGGCAGTAGTATTTCCTTTTGTGAGGAGCTCATTGCTCATAT -ATGAAAGCACATTAAAAAGAAGGGCATTACGAATATTTTTGCTTGCCTGCAAAAGTCCCTTTACACCGAA -GGTTATAAAGTCACCGTTTGTAATATTGGAGTGCCCATTGAAGAATTTTGACTCTGCACCCTTGCACATT -GAATGGAGCCCCAGCAGGATTTCGCGTAGGGTATCGGCAGTATATAGCTGGCGGTGGCTCTCGTCAAAGC -TCTTGTATTCCTGTTCAATAAGCTCATAAAGATCGGATAGAATTGGATAGTTACCTGATTTGAGAATGTC -AAAATTACTGCTGTCATTAATGCCCCATTTATCATAAAGCTTGCCCAGCATAATCTCAATCGTGTCTATT -TGCCTATCATCAAAATCCTTGTATGTACGGAAAAAGTCCTTGAGAAAGCTGATATGCTGGCTCAGCCTTG -ATGAACATTTAAATGTACTGGGAATATTTGTATCAACATCATTTCCGTTTTCATCCCATACCTTAGGCTC -CAGCACATTGATAATGTACTCACCGGACATAAGGTCAATGAAGCAGCCGCCGAGGTTATTTGTCAGTTCC -TCGTACTCCATTTCTGCATCAAGAGCAATGATATTCATCCCTGCTTCACGCATATTTGTTAAGATCAGCT -TCAATAAATATGATTTGCCCTGACCGCTGTTTCCGAGAATAAGGATATTGGCATTGGTCTTGTCATCCTC -ACGCTTGTTGAAATCTACAATGATATTGCTGCCGAATTTATCCCTGCCGAGATAGAACCCGTTTGTATCC -GTTTTCCCCGAATAATTGAAGGGATAAAGATTGGCAGTCGATGATGCAGGAAGCACACGTTCGAACTGTT -CTCCGAATACATTCCATCCGCTTGTCATAACACAAACAAAACCCTGCTGCTGTCTAAGTATGAGCCTGTC -AACATTCAGCTTGCTTCGGACAAGCTCAGTCAGGACTTCCGTCTGCAGGAGTTTTAGCCTGTCAAGGTCA -TAGGCTAAAAGCTCAATGTATACAGCTACATGAAGCAGAGGTTCCTTGTTTTTGTGCATTCCGGCCACAA -TATTTGCAACATCCTGCAGATTGCTTTCAGCTGCTACTGACTGCTGCAAATCATTGGCATTGGTTCGTCT -CATACGGTTTTTATTAGCAGCATTTGATATTATTTTCTTTTCCTCGACCGGAGTTACATGGCGGGTATAT -ATGTGCAGGGTAATTCCGTCCTTTTCACCAAGGTGGCATAAAATAGCCTGCTCGTCAGTAGCTGTGGGAT -ATTCCCTGAGTGCCCATACGCAGCGGTAGGTGTTTCCGCAGATAAAATGATCTGTGTAAAATTTAATAAC -ACTTGGAGCAATCATATCAAGAAATTCCTGAATGTGAGCATCCTTCTGAACAACCCTTGGGACATTGAGT -ATTCCTTTTCCCATATAAATTCACTTCCTTTGCTCTGATTTGTATATCCAAGATTTATCTGTATACTGAA -AAAGCTGCTTGCATCCCGGCAAACAGCTTTTTCAACGATATAGTATAAAAAAGTATTTATATAGCATATT -CCTTAATTTAAAAGAGCCTATTTAATTTCGACTTGACCGTCGTATAGTTAAAATGGCAACCTTAATCTCC -CGGAATCATCCACCTTTCTCCGTCAAAGTCCTCAAATTTCTCTGTTGTAACATTTTGCTCAAAGTATACG -GCTAGGATTCGCTTAATATCCTCCCGCTCAGCACGTTTTACTGTGAATCCTTACTCCTTCAGGCTTTTTT -CTATACGGTTCAGGTATGGAAACACTTCACCCGGTTTTTCATTTAAAAGCCGTATAATAATCAGAAATTC -CCTTGCTGTTGCCATTTGAACCTGTATCCTGTCAAGATGCTCCAGATCAGCTTCAAGCAGTCTGCACACG -GCTGGGTTGTTTTCATGCTCTATGCACTGCCGGATATTGGCTTTGTTATCCTCAAAACTTTCACGGGAAT -TAAGACAACACATTTCTATTTCAGCTATTCCCTTCAGTACAGTCATTAGTGAATAAATCCTTGCCGAAAT -ACTGGGGCCAGACAGTACTGATATATTTGAGGGCTTTATAATAAAATATACAAGCTCTCCGTGTTCATAG -GTTATCAGGCTGTAGTCAGTAATTCCCTTTGCTCCGATTAGCTGACGGGTATATTGTTTTTGCCTTGATG -TATTTTTTAATTTTCTGGTCATTTAGTTATGCCCCCATTCATAGAATTGCTGCTTTGTCAGAAAAAAAGC -ACAGGCATACTTTATAAAGTCAAGGATGCTTGTATCCTCAAATCTGATGCTCAGAAACCCATAAAGTGCA -GTCACCGTTGCAGGCAGCAGCATCCTTAGCTGTGAAAGCATAAAAACAGAGATAAGGCATCCAATACCGA -TTATACTGATATCCCGAAGCTGCCAAAGCCACAAAATAGGCTTTGACTTTAAATTATCAGGGTATATATA -CAAATTAGTTCACTCCCTAATTTCATTATTTTTTTGCACAAAAAATGCAATCCCTTGAAGTACATTTTCT -ACACAAGGGATTGCTACACTATATCTTGATCTCTTAACTGCTTTTAAACAGTTTTTATTAATTAATGAAA -ATCTCTTATAATAGTTGAATTAGTATTTGTTAGAGATATAACTACTTTGTCATCTGTGTGGCCTTATATT -TTATACTTAGCGAGCCTTGCGGATGCAAGAAAAGATGTCGTACCTCCCTGTGATCTCCTTGAAGGCTCTA -TTCGATACAATTATTCCAATCAATTCTTGAGAAATCCAATCTTACAGCGTTGTTAAGCAAACATATAAAT -AATTATTATTCCACTCTTTAGAATCAATCTCCTCTGCAGACATATTTTCTTTTACAGTAAACATGTTACC -GACAATTAGAATCTGTTATTGTGTCGCTGATACCTGTTTGATACTCCTCTTTGCATCGTATAAATCCTCA -GTAAGAAATCTTGTTCTGTAAAAAAGTGCCTTCTTTTAACTCGTTGAAAGCTTTATTCAATTCTTCTTTT -GTGTTCATGACTATCGGGCCGCCCCAAACTACTGGTTCAGCAAGGAGTGTCGAACTAATAAATAGCACTT -GGGTATTTTTGTCTGTTGCCTTTATCTTTACATGGTCACCAGAGGTAAGCTTTACCGCCGTCTTTTCTTT -TATCAATGCGTCACCGATATATGCGTCCCCTAAGAGGGTGAACACCATTACAGAACGCTCACTATCAGTA -TTCAAGACAATAGAAGCATTAGGATCAAGGTGAATATCATAATAGTCCAAGGGCAAATATTTGCTTAAAT -ACCCTTTTGTTCCTTGAAATTCACCTGCGAGCAGTCTCAGTTTACCGTTCTCCAGTTCAATTTCTTCAAT -TTCAGAGTTCTTGATACTATGATAAGCCGGAGGAACCATTTTGTTCTTTGCCGGAAGATTAAGCCAAAGC -TGCACTCCAAGCAATCTTTCGGATGCCGGTAGTTTTTCTTCATGTAAAATGCCGGAGCCTGCCGTCATCC -ACTGGACCTCTCCGTCTCCAATGGTGTCCTCATTTCCTAAACTATCCCGGTGGGTCATATACCCACGATA -CACATAACTGATTGTTTCGATACCTCTGTGCGGATGCATGGGAAACCCCGCCGTATAATCATCGGGGTTT -GTGCTGTCAAAGGAATCGAGCATTAAAATCGGATCGTATTCCTGAACAGTTCCGTTTCCTAATACTCTAA -CCAAATTTACTCCTGCACCATCCTGCGTTTTATAGCCTCTGACCTGTTGCTTAATTTTTCTTTCCATATG -CATAGCCTCCTTTCATATTATTTCATGATCGTAAAATATTGAATGCTTCATCAAACTTTTTTCTTTCTCC -CATTATGAATCCCTCTTCTTTTATTGTAGTGGAACTCTCGGTGTCCATCAAATCGAAGTAAGGTCAGTCA -TCCTTTTATAATAGATTATTGAGAAGAAGAAGCAGTTCATTTACATTAATAAACATATAGTTTATTAATA -TATTTGTCCAGATAGTAAAAAAATGTACACCTTTTAGATTTGGGGTACATTTTTAATTTTCCTTTTGTTA -TATGATTTATAGCTTAATATTCATGTAACAACAATTGAGCTATAGATTCTGGTGTGATTTATCACAGTAT -GGAGAGTTTTTAGTGCACTTGCAAACACATAAATAAGCAGTTTCATCTTTTTCAGCAGTAAATGCCGTAA -GTTCATTGGTGGTATCTGGTTTGTAGGGATTCGGCATGGGCTTTGGATTTATCAAATCCACAAAATTTTC -CTGAGGAGCCCAGCATCGTGAACAAAGGAATGGAGGTTCATCTCCTTCGTAAATGTAAAGGCATACATTA -CACCGCCAAAGCTTCTTCCCATTTGGCCCATACGCACCAAGCTAATTATAACTTTCTCGTGCCTCTTACT -TAAACTTTTCGAACACTTCAGCACATAAAGAGACATCGCAAGCTACTTGAAAAATAGTCGTGATATCCTC -TCCAGCAATATTATTTTGCTCGAACTTTACTCTTAAATTTTTCCTGATGAGAACCATCACAATGTGGTTT -ATTTTGTGATAAGCCGCACCTGCATAAATGAAGCTCAGAAGAAACCTCCATTGTTTTACCCTCGCCATCG -AGTAACTCCGAATCTCCTTTTATAATAATTGGGGCGTTATCAAGTACTTGAACTTTTACATTTGCCATCT -TATTATTCCTCCTTAAAGCTTATCATGTGTTCCATCACAATACTGTGGTGGTGAATTTCTATTATATTTT -GTGTATTAATCTATGCTTTATGCTTAAAAATGTTATAAAGAATCTTGGTCCGAAAAAATACTCTAAAAAA -TCGGGCCGAAAAATACACTTTTCAGCCCGATTTTTGCTCATTTTTTACTTCAAAACTACTACATATAGTA -GTTGGCTCGGCTTATTTGCCCTTTAAACCACTATTCAACGTTAGAACTATACTCTCAACGAGCTGTAAGG -CCGTCAATATGCCAGCTATTTTTTATAATTTTTAAACTTTTCTTATTTTTTTCTGGCAAAGCTGCAATAG -AATAGACTGCTTCGCCAATTGATTGGAACTCCTCTGGTGAATACTGAATTTCTGCCTCATTATCGCAAAT -AGCGTATTCAAAAACAGAAGCCTTATATAATTCATTAAAAAATTCAATGATTTCTTCTGTTATTCTATTA -ATATTTTCGCTTGAATTTACACCTATTAATTCTTCTTCGCTTATATCTAATAATAGCCCGAAATATTTTT -TTGCCTTTTCTATTCGTATACAAACATTGAGATTTTGCACGCTAAGTATACTGCAGGTGATATGAAGTTC -CCCAAAGTAGCCATTGCATAGAGAAGAATAGAAATCATCGATACATTTATTATTTAGACTATCTTGTATC -CATACATTTCCATACTCATCTTTACTAAATTTAATGCTGTTGATATTTCCATTATGCGAAATTAAAAAGT -TCACAATATTTTTTAATTCTATTTCAACTCTCTCTCCTGACATACCGTTATACACAAATCCGATTCCTAT -ATAACTTCCCATACTTTATTCACCTCAAATTATTTTATTTTTGCACCATTCTTTAAGTGAAAATTGATCT -GGTCAGAACTAAATTTCCATCCGCCGACATAATTACCTAACAAATCCGTATATGCTCCAACGCCAGTAGT -TTTATTAATGTATACATAAACATCTTGTCCTCTATAAGTTGACTTATATACATCTTTGGCAGTATCGATG -TGTTTTTGAATTGCTTTCTGATATATTTCTCCAGTGACTTTATTCCAATTACCAGTAACCCCAAAATCGC -CTGCATGTTTAAATTCATGTTGCAATTTGTTTATAGTAAATGATGTATTAGGCAATTTTGCAGCCTTTGC -TGTTCCTTTAGTAATTACTTTCTTTACATTTGAAAAAACTTCTTCCGCTTTTTCACAAACCGTATTAATA -CCGTTTTTGATTTTCTTTGCAAATGCGAGAAAAGTTTTAACTACCTTTTTGCCGGCCAACCACTTTACAA -ACCTTGAATTTGCAACGCTTTCCATTAAGTCGGGAAGCTTGCGAAGAAGTCCTTTCAAATCCTTTAGATA -TCCATTCAGTTTAGATGTAACCTTTTTTGCACCGCCAAGTAATTTTACCAGTTGCTTTATTGCGTTTTTA -ACTGTTTTTGAAAGGCTTCCGATTTTGCCCCCGACTTTACTTATTGTTTTCATTGGTATTGCAATTGCAG -AACCAATTATAGGTATCAAAGCTATCCCCGAGAATACTGCACCCCACCAGTCTTTACGTACTATACTGAT -TCCGGCATTAACTCCGTCTGCTATATCTCCAACACCAGGCACAAAGCCTATAACATCAATAGCAGTTTGA -ATTCCGTCTAATACATCATCAGTTTGACTGTTCTCTTTTTTACTACTTCTCTGTATAACCTTATTTCCCT -GCTGAATACTATAAGATTTTTTAAACTGCACTGTGCCGATCATCGAACTGCTTTCTTTAGTAGCTTTGCT -TCCCATAATGTCTGCTTCTTTTTCCAAATCCTTATCATCATTCACGAGCGTTCCAGTTTTCATCTGCATG -GTGGGCTTAACTTTCCCCTGCTTTTGCTGCACTGCATGCCAACCTTCATGCGGAAGATGCTTTTCTTGTC -CATGTGCAATATAAATATCGCTCCCCTGAGTATATGCCAGTGCCCCAACCTTCTGCGGCTCATTAGAGTT -TTGATGCACTTTAACATCTGAAAGGTCAGTACCGGAAAGCTTTTCAAGCCCGGCCCTCAAATTACCTGGC -AGCCCTATTCTTTCGGTATCATTATTCCCATCATCCTTTTTCATTTGTATAGCCTTTTTTTCTATAGTAT -CTGTTTGCAAGGATGAATTGATTTCCTTTTGCTTCAATGCTTTTGATAAAGGAGTCACTGTATTTGACTC -CTTTCGACCAATTTTCTTTTGACTTTTACGTTTTCTCCCTTCTTCCACTAATATCATTGCTTTTTGATAA -CCTATTCGCTTTTGTAAAAACATAAATTCATCACGAGTCAAATAAAAAGGATCATGAAGAACAATATCTA -TCAGCTTTCTTATATCCGTAGTTCTTACATTTGGCTTTTTGTTATTGACTTTATTCTTAGAACCTTTATT -ACCAACACCAAATGGGGAAAGATCTTCTGGTTTCTTGCTTAGGATTGCTTTAGCCTTCATTTGTTTCCCA -CTCCTTCAAAACCTGTCTATTATCTAAGGTAAATTTAGGCCATATTTAACATCCAGATTTTTAAAAAAGT -TCTATTCATTAAAAGCATATTCACTCCCCATTTTCCTTATTTTCTTGCAAAAAATATGCAATCCCCCTAA -GTACATTTTCTACACATGGGATCGCTACACTGTTTCCAAGGGCCTTATATCTAGCACTATCAGATGCTCC -TGGTATATCCGTCCAATAATCAGGGAAACCCATAAGACGTTCACATTCCAGCGGAGTCAGACGCCTTATA -AGATGGTTTCGTTCTACAACACACTTATCCGGCTTACGTACTGATTTCCGATCCCCTTCTCATCCCCCCG -ACATAAAGCACCAACAGTTTGCTGATATGTACTGTCTGTATCCACATCCTGTGAACAAAACACAGCATGC -CTGTCAGCAGTATTAAGGGTATAGCTTATTTCCGGCTGGCATCCCATACCGTTTCCTCCGTTATGCTCCT -GTCGGTCTATAATGTTGCCTGCAATACAATAGCTTTCCTGTAGAATAGCAATACCCCCCTGATTTTTGCT -TGGATTAGGATTAGTAGTATCTATCGTTCTTGCGAGCTCTGTTTCCCTGCATCCTGAATATGGATTAGAA -GATTTCATGCTGTTGCTTTCCGCACTGTCAAGGCTGAACACCAGAGGCTGGTTAATCAAAGGAACATTAT -TACCTCCTGTACCATAACTGGCAGTTACGGTTGGTGCTACCCTATGAGGACCGGTGTATCGGGAGTCAAT -GCTGTAATTCTCGAACAGGGCTGCCTGCTCACTCATCACTAAGGGCGGGTGCCCAGCCATTTTGGCACGC -AGTGTTGCAGTAATATCTTCTGACACATCCATACGGTCCCCACCCTGATCATTTAGACATAACATTGGTT -CTGCAATAAATGTTTGCATTTGCATATTTTGTGTTGCTAATAAAGCACCCGATATTCCATTTAAATCAAT -GCCTTCATTTCGTTGATTAATATGAAAGGATTTATATTCCCTATTCGTTTCAATAATTGTTTCATTTTCT -ATATCTTTAGCCCGGCCTGAAGCTCCAATGCATGCTTGAGAACTGGCGGAAGCTCTTTCCCTCGCTTCTT -CGCCCGTCGCAGGATTCCTATACAGGCTGTCCTGCTTAAATAATATTTCCGGTGCGGTGAGACCTCCAAA -ATCTGCGACAAGATAGATACGCTTGCGTCTCTGGGCGAGACCCCAGTATTGAGCATCGTATACCTTCCAA -GCAACGGAGAATTTATATCCCAATATGGTCCCAGCAGGCAGCCATACCCCTCCCGGAGGTCTAGGTACAG -AAACGGTGCTGTCAGCAATTCGGCAGGTTTCCTCAAGAACTGCCCTGAAGTCTTCTCCTTTTGTACTTGA -GAAGGCTCCCGGGACATTTTCCCAAACCATGTATCTGGGTCGAACAGCAGCATCTGTCCTTCCGCTTGCT -TCGTCATACTTTCTCATCTCCTTTATGACTCGAATTTGTTCCATAAACAGTCCTGAGCGTTCACCCTTAA -GACCGGCACGCTTTCCGGCCACAGATAAGTCCTGACATGGTGATCCCCCGCAAACAACATCCACCTGCGG -CAGGGTTCCACCCTTAAGCTTAGTAATATCACCAATATGCCGCATCTCCGGAAGCCGAAGCTTTGTTACT -GCTATAGGAAATGCTTCTATTTCGCTTGCCCAAACAGGTATAAATCCCTGACGTATTCCTGCCAGCGGAA -AGCCACCTATTCCATCAAACAGGCTGCCTAATGTAATAGACTTATTCATAAAGACATTTTCATGCCGGAG -GACTGTGTCTCGTTTAACTCCGGCTTCATTTCCTTTGGACGGTAACTCACATTTACAGTAACTATCTTTT -TCATAAGCGAATCAGCCGTTGCCTTAGCTTCCTCATAGGTATTAAATATAATAGGCTTCCCATCAGATTT -AAGCCATGCTTCTGCTGCTCCGAAAATAGAGGCCCCACTCCTTTTTGCCCAAATTTCATATTTTCCCAAA -CCAAACCACTCCTATCAGTTTTTTAATTGCTCTGTATAATAAAATCACTGAAAATGAAACCCATTATTTT -GCTACTGTCTGAACAACTGTACGTGTAATGTTAACCGCAGACTGTGCCGCATTAACAGTACTCATAAGGC -TTGCCTTTGTAGAGGTGTCAAGTCCGAACTGCCCTGCTATTCTCGGAATCTCGGAACTTGCCAACATGAG -ACCAAGACCTAAAAGCATATTTGAATTAAAAACCATCAGACCGGTTGTGAGGATGACTGTCTGCAGGAAG -GCTGTAAGGCACAGTCCAACAACCTGCTTGCACCATGCTGTAAACCCATCTATATATCCTCTTGGCACAC -TGAACATATACAGACTGCCAACTGCTATCTGAATAAGCAATATTCCGCCTCTTTTTAGGTTGGCAAAGAA -CACCTTTATAATTGCGTAGCCCATCACAAGTAGAATAAAAATCGCTATAATAGTATTCATTCCAAGTCCC -CCAAAGTTGGTGAGAGTGGCTTTTGCCATAGAGCTGATACTTCCATCCGAACCAGTAATTTTGGTAATGC -CCGACGTAAAGCTGCTTTGCAGAGAAACAGATAGCTTGTACAATTCAACAGGCACAGTGGTAAACAGGCT -TACAGCCATAAACCCCTTTATAACATTTAATGCAGTATCCTTAATGCTTCCCCTCCCGCTTTGATATTCA -ATACCGCATTCAAAAACAGCCACTACCAGCCCGGTTACGTAAAGTGCCCATGCAAGATAGGAAAATAACA -GTACAACCGACTTAACCCAGCTCATATCAAACAGCTCAGCTCCCATACTGCCCATCATAGTGAAAAATTC -ACCTAAAAAACCCACAAGCTCAGAATATATCCAGTCAACGACCTGGCCCAAGACAGTATCAGCAACAAAA -TCCCATATAAACATATATTGAATCACTCCCTTCGGGCTGAAAGCCTGTACGAATACTTGCTTTCAGCCAT -TACTCCTCTCCTACATACCTAAAATAGTCCAAATATATAGCGGAGCTGTCAGCGTAAACACTAAGCAAGC -AAACAGAATAGCTGGAGATGATAGTGATAGGTAATCCCTTGATGCAATCGCAGGATTTTCCCCCACTCCA -CACCGTACGTGAGAGTTTCCCCTCATACGGCGTTCCATCGTTAAGGTTTGTAAAGTAATTCACACAATTT -ACAAGTAGCTTTTAACCGTTACTGTAAAATTTCATTTAGATTAAGAAGATTTCGCAGCTTGTTTATCTTT -GCAAGCTGCTTTTTGTCCAGTTTGAGCGAAGCAAGGTATTTGTTGATGGTTTCCTCTTTTGTTGCGTGAA -TAAGAATATGTACATGAACATCAATCAATGTGAGATTCGCATAGCTGTCATTGCCACCAAAATGTTTTGC -TGTTCTATGGTGACAATGTATTCTGTCAATTTCTAATATCTTTCCTGTTACAGCACATTTTCCTTGCTGT -GAACAGTACAGGGACAGCCTGTTATCGTTGTATTCTATGCTCATATCACGGACAGGATTTCGCATGAGAT -AATGGAGAATAGCCACATTTACATTTGCCAGCATTTTATGTATTTCGGCACGTCCTTCGTTAGTATAGCT -GTTAATGCTACGCTTCTTATCAATAGGATTTTTGTGCCGTACATAAGCGATTGGCAGTACCGGAGTTTCT -CCAATAAACCTTATCTCTCTGCTTTTACTGTATTTAATATAAACCGGACTGGTAATAGGTTTTGCGATTT -TCTTCTTCATCTGTTGTTCAAGCTTGCCTTTTGCAGACGATTTGACCAAGAAAGCAATTTCACTAAAATC -ACGGCTGACATGTGTTGCATATTGATAGTAATTATGCCATCCCATGACCAATGCGTTGTATTTTAAAATG -GTATTTCCTTTTGCGTCTACTTGCTTCAACTCATTTACAGCAGAAACAGCCTTTTGCTTGATTTTCTCTT -TTGCCTTATCAGAAATATGGGATTGTACAACATATTTGGTTTTGCCGTTTGACTTCTTACCCTTCTTGAC -AGCCTTCATTTTAAACCCTAAGAACTCGGAATACTGCCGTTTCAGATTGACTATCTTAGATTTTTCGGAA -CTGATTTCAAGCCTCAATCTATCATGTAGCCAGTCCTTTACAGCTATGAATATCTTTTGGGCATCACTGC -GGTATCGGCAAAAGATTTTAAAATCATCGGCGTACCTTACGATGTAACATTCCTTTAACCCCGTTTTTCT -AAGCTCCGCATAAACATTACTTTTATCCAGAGTGCCATTTTTCAGCACCCTGCATTTATACGCCACTCGT -GTAGGCAGAGTTTCCCATTGGCTTGCCACCCACCAATCCAATTCATTCAGGACGATGTTTGACAGTAGGG -GAGAAATAATTCCTCCCTGTGGTGTTCCTTTCTCAGGAAAGCCAATGCCTGCCACCTCTGCTTTTAGCAT -TGCGGAAATGATAGACAACAGCTTTTTATCCCGAATCCCAAGTGACCACATCTGCTTCAGCAATTTTCCA -TGGCTGACATTATCGAAGAATCCTTTGATGTCGATGTCTACCACGAAATGAAGATTTTGCCCTTGGATAA -ATCTGTAGGATTGGGAGATTGCATGTTCCGCACTCCTGTTTGGGCGAAAACCGTTGCTTCGCTTGAAGAA -TTTTGCTTCGCAAATGGGTTCAAGGACTTGCAGAATACATTGCTGTATCAGCCTTTCCATAATAGTCGGA -ATACCCAGCGGTCTGGTTTTTCCGTTGCCTTTTGGTATTTCCACACGGCGCACTGGTTGAGGAATGTAAT -TGCTTAGTCTTTTCTGAATATAGGCTATGAGCTATGTATTTTCCCATTGCTGTAAATGGGTAATGGTCTT -TTTATCTACTCCTGCGGTTTTGCTTCCACTATTTTTCTTGATGTTCCGAAAGGCAAGCATTATATTTTCA -GAACCGCAAATCAGTTCTGTCAGATTTTTAAACTTGCAGCCTTTTTCGCTATCCGCATACAGCTTGTCTA -AAACATCTTGGAAATCATAATATTCAGCATTACGCAGGGCAGACCGTTTTGTCGGTTTTGCTCTTGTCAA -AGTCAGCATTATCCTCACTTTCATGGGATTTTGCTTTTCTTAGTCATACTCGAACCTTTGAGATTGTGTG -TTTACTTGTTTTATTCCTTAACGACTCGAGCCCGTCCCTCCACGGCTTATTATCACCGTTTCACAGGTAC -CACGGCTCTACTTTCAGTTGGATAGATGCAGGTTATACTGTTTTGGATTCAGCTTTCCCTACAAACGTAT -CATAGCGTTGTAACCCGCTCCGCGTTCCAACCTTTCCACGTTCCGATATTCCTATCATTTCATACCGCCC -TTAGGTGTCCCTCTAAGCCTGTATGCTGGATGCCGCCTGTAACCGCATAAGGTATTTCATAAATGGTATT -TTACTTTACCTCACATACCCGCCAGTGTTGGCGTATGCACATTTCTATGCACCATTCGTTTAGACTTTTT -ATATCAGGTTTTCGTCCGTGAACCACTTTTCACATACTCACCATAGGCAATTTATTGACCTCCGGCATAT -AGGCAACACCATTCACCTCTGAACAGCTTTCGTACAGACAAAATATCTTATCTGCTTACGGTTGCTCTCT -GCCGACTTCACCGAGCTTCGTACAGCACAGCTATTACACGCCCTTTTGCACGTCGGAGTATCAAGGCAGG -CGTTTCGGGGCGTTACCCCCTCATTCCACCTGTCGGAATATCAGTTCTCCTAAACTGAACATTTACACGT -TCATTATTTAGTGCCTAACCTTTTCAGTTAGGAACGTGTCGCACCCCATTCAAACTGGCCATGCTTCCGA -TAATCAAAATATGCAGTACCAAGCTTGGCAAAAAAGAACACTGCGAGAATTAAATCAATTGCAGGAAAAA -CTACCTTGTTAACGACAGTTTTTATCTGCTGGGATGCTGATGTCCATGTTCCTTCAATAGCTCCTGCCAC -ATCACCGCTGCCTGCAGCATAGACAATTGGACAGAGCATGACGGACAGCAGCAGGGAAACACACAAGATA -AATAAACTCTTCTTATACATTTTCAAACACATTCCACCTTTCATTTTTTGTCAAAATAAAAACACAGGGC -TTATTTGCCTTGTGTTCTTGTTTTTTCTGATGATATGCTTTTAAGTGGTTACAGGTATGGCACCCCAATC -GTCCCAAAGGCTTCCATTAATAGATACGGAGTCTGTTAGGTTAACTGAAAGCATTCCGTTTGGTGTCCAG -CAGTCAAATAGGTATGTGTACGGAGTATAGCTTCCGTCAGGCATCCATACAGGTGTAAAATGAGTACGCC -TGTCGTATGTTGAAAATCTGTTTTCAGGGAATTCAAACGTAGATCTGTACCCGCTGTTTGTCTGCTCCAG -AAGCCTCAAATAGGTCTTATATAGAAATTCAGGGAAATATGTTACAGCAGTCTGAGCTTCAGTCACAGCC -GAGGATTGGTTGGTGCTGACATTAGCCTCTGTCATCTGATTGACCCCATAACCTGACTTCATTTTTTTAC -CAAGTGCTGTCGGTACTTTTTTATCCGGTGTAATACTCATTAAAGCAGAAAGGCTTGCACGATATGAATC -GCAGCTGAAGTCCCACCAGCCTTTATCCTTCCATTCACCGTCATCCTCCCAATAGCCACCTCCGTTATTA -TCACTGTACCAATTCATGTCACTCTGCCAGACAAGATTTTGATGCCATTGAGGATTCCAAACTCCCCATG -ACGCGGAGGTCTTTTGTTCATAACTAGGAATACTCGGAGCACTGTATGAGTGATTACGGTCATCGGCAGC -AGGGTTTGGTGGATCTTTCCCCGACAAATCAACAATTTTTGCTGTTATAATACCAGTGTCAGTTCTGCCG -TTATTTGAAACAGACACATTAATTGTCATTGTCTGAGGTTTAGACGGTGTTTTCCATCTTACCCATGCCA -GTTGGCTTTCACCCTCTGGATAATATACATTTCCTACTGTATAAACAGTATCTCCAATGTTGAATTGAAC -AGTAACCGGATTATCAGGATCAGACCTTCCGCCACTGACCGTAACTGATGTAATCACCTCTGTGTTAACC -CTGTATGTATAGCTATTATTAGAAACCTGGGGCGGCTCAGTTTCTTTAAACTTCACAATACCGAGACCAA -GAGAGGAAATTATATCCTCGTCGGATGCTGGAGTTGTAGTCGAGCCAGACCACGCTGGATAGCCCAGATC -AGGGACCTCCAGAAACATTGCAAGCGGAAGGTTCTTATTTGAAAGGGACACCATTCTTTTGCGTAATTCC -CCGCTCAACCGCTGGTCGTAGAGTGCGGCTTCGGTTGCTGTCATTGCCATATTAATGCCTTTAAAGGTCA -TGTATGCAATTGGCTCAAGCAGAATTTTATAATCGCCACTGGTAAGTGTTTTGTAGTTAAAGCCAGTAAG -GTTTGAAATAGTAGTAATCATATATTCCGAACAAAAATATTCTTTAATCGCCTTAATATCTGGGTTTCTG -CTCTCTGTCCTTACAATTTTAGGCATAGCTTTATCAGGCTTTTTACACTCATAAGTGGATGTACTAGGTG -TCAATAACCTTCCAGTAGTATATGTCAACTTGCATACCTTACCAAAATGTGCAATATTACTGGGTTTAGC -ATTTGAAAAGTCTATTGGGACAGTTACTGTCTTTCTATCACTTACTCTAATAACCGTTACGCGTACCCCA -TCGTCACCAGTCCAATAGTTTTCCTGCGAACTGTTTCCCATACCGCCGCCGCCATGATCAATATTTCCTT -CACCGTCAGCGGCAGATACAGTTTGTGAAAGCGTTGAGGATATAAGCAATGTAAGTATTAGTAAAATAAT -ATTTATTAATTTCATACAAATCTCCCTAAAAGAAAAGAAGCATAGCATTTCTGCTGTGCTTCTTTTCTTT -TATTCCATTTTAATTATTAATCCATTGTACCCACCTGCTTATTTATATCTCCATCTGAACCTACTATTTC -TTGATGAACACCTCCGCCATTATCCTTAACCCATCCAAATCCGGGGACATAGATTTTACCGTCTCTTTTT -TCACCGCCCTTGGGTTCTGTTTTACCTGATGATTTATTCTTTACGGCATCCGGTTGTTTGCTTACAGGCT -TTTTTGCCGAATCTGGAGCTTTGGGAGTGACTTTTTCCTGGACCTTTGGTTTTGAAACGGTTGGAGTCTT -AGGCTTAACGGGGTCAGGCTGAATCGTCTGCTTTGTTCCGCTTGAAACTGCAGTATTCGTTGACGTTGTA -TATGAAGGGTTAATATCCTGAATAACTATATTTTTTTCCGTTTTTAAAGCTTCACTTGGTGTCACAACAG -CCGGATTTACCTGAGCTGCTGAAGGTGATGCTACAGCAATTTCCTTCGGTGCTTCCCATTTAAACTTAGA -GGCTATCGCTGCAATGAGGATTATGCATATAATTCCTAACCCGGTAACTATCAACCATTTCATTTGTTTC -TTTTTCATAAACTCTTTGCCTCCTCATATAATATACCCCTGCAAGGTTCTTACAGCCCAACCCTATCACA -GGAATTATATAAAGTCTACTAAATTTTACTAATTTATTAAAATAAAGGCATATATCTGGCCTGTACCTTT -AGCTTTATTTGCAGCGGCGGCAATACCTTGCCCGCAAATGATACGGGTACCTCCAGCTTGATCTCAGTAT -CAGCCAGAAATTTGTTTGCATTAATAGTTTCATATGGTGCCATCGGTGGGTTATTGATATCTACAGACAA -GTCTGAAAGTATGAATTCTTGTTTCTCCCCAGAGTATTTAACATGAAAGCCATTTTCAGATTTTAGTCCC -AGAGCTTTATCCAGACGACTGTATATATCTCCGTAATCAATGCTGTCAGCCCATTCTGCGTCATCCGGTA -TATATGCACCCGCATAGCCTTCACGGATACAATTATATACATTAGCATAATTGTCATTTATTGTCGAAAT -AGCAGCGGACTGTAATGCATCCCGAACACCCTGTGATATTATGATCAGGCGTATATATTCCGATATCCCG -CACATTATTAACATTACAGAGAGGACAGCAGCAATAATAAGTGGAAAAGACGAACCTCTTTTATCCCGTA -TTATACCATTTATTTTTTTCATTTCCAATACCTCTCACTTTTACCTGCCGCCTGTGCCTTTAATGTAATT -GGAAAGCTTCCAAATCCTCCGAAAAGTCCTATATCCTTTTGAAGAGTAACCGTTACAGTGAATTCCTCAT -TCAACTGCATATTACCTGTTTGAGACCATGTAACCTTTGGATCAAGACCTGTCTTTTCTTTAAGCACCTG -TGCCCTCCTGGTGGTTTCACTTCCGACCCTGCCTGCAGTTTCTGCTTCACGGCACAGTTCGGAAGCAAAG -GTGTCTATCTGACTTTTAGCTATATATACCGGAAAGACTTTGACTGCAAGAGCTATTACCAGCATAGTAC -ACAATAGCAAAACAGAAACATCTATATACCCTTCACCACATTTGTTTGAGATTGTTTTCAATACATTTGC -ACCCCGTTACCTTTCCAACTTCTCTAAAAGCTTTCTCCAGTTTGTAATCCTCCTCTGCATTAAAACCCAG -CTTTTCCGACAGCCTTTGTTTTATATCATTGTTTAACATTCAATACTCCTCCTTTAAAACATTCCTCCAA -GTGATTTAAGAATTTCATAAGCAATAATTACAAGATAGGTGAACATAAAGCACATTAGCATTACAAATGA -GAAAATCCTTATTTTAGGAGGTATCTTTTTTGCTTCGCCTTTAAGCCTATGCAGCTCAAGTGTCTTAAAA -TCATGTCCCAGCATTTGAAAATATACAGTACCGTCATCTCCCCTTAAAACTCCGACCAATCCCCTTACTA -CATCTGACAGTCTTGAGGAATTCATTCTTGCCTCAAATCTGGTGAGTGCCGCTTCGTACCCGGAGGAACG -CATATCCGCAGTTAAAATATCCAGCTCCCTTCGGAAGGCAACTCCTGCGTTTTTCTTATAGCTTTCAAGC -ATTGCCAATACATCACGGTTGCTCTTAAGCGACTGCTCTATTGTAGCCGCAAATCTTGGCAGCTCACTCT -CAATCTGTTCTCGCTTAAATTTAAGCTTCTCATCTGCTTTTTTAAACTCTTTGAAATATATAAGCACTGC -AAGAATTACAAATACAGATGAAAACAGCGGAAATACCAGCAAACATGGGATCACACCCATGAGTGCTGCC -CCCGCCTTTACTATCGCATACGCCGTGTAAACCTCTGGTGTCATACTTATATCAGCTGCCTTAAGAACAT -TTGACATACGGCTTTTACGATACTCATCCATATATATTATTTTTGAGAGCTTGACTGCCCATGTCATAAG -ATATGTTTCGATTATCTGAGATACTCTTTTACTCTTTTTCCCTGTATTCAGCATTGCCTTTGCCGCTTTC -ATAGTCGGCAGTTTCAGTATATCTGCAAAAATAAGAAATAGGCCTATTGTTAAAAGTGCTGTAAATAGTA -TTAACAGTATTATCATGTCTGCTACCTCCTGTATTCAATAGGTTTAGTCAGCTTAATTACAAAGGAAGCA -GATATAAAAATTGCGGCTGCACAAACAGCAAGCACAATCTGTCCTATCGCTGTATACATCAAGGTATTAA -ACCAAGACCTATTAAGAAGGTACATTACAGGAATGTTTCCAATTACTAAAAGTGCCATTATTATAAATTC -ATTTCTAGGCTCAAGCACAAGGTATTCTAACTCTGAGTTAACGATCCTCATATCTGACAGCTTAGTGACT -ATCGGAGTAATGGTGGTTTTCAGGCTTCTGTCATATTGACAGGCTCCCACAGCATCACACCATTCGTGAA -AAACATCATTTTCTATTTTGTTACTCATAGCCCTCAAAGCTGCATCAATATCTGGATTTACAAGTCTTAT -TTGTGTGAGGAATCCTGCAAAAGCATTGCGTACAGGAGGGTTCAGATAGTCTATGCTTTCCTCTACCGCA -GTCACTATATCCTCATTTCGTAAATAAGCCGTAGTAATGATGGAAAGTGCTGTTTCCAGCTCGGCAGTGA -TACTTCTTTTATAGTGGGTTGACGTAAGCCTAATATACCAGAAGGGGATAAACATAAAGCCAACTGCAAG -AACAGGGATAAGAAATACATTCTTAATAAGTATAGCAATACCTGCTCCGATAGCGAACAGCAGTAGTGAA -AATAGACAAATTACAGAGAAATATCTACTGCGGTCTGTATTTTCAAGAATTCCCTGCATTTCATTGATTT -CACGCCGTAAAAAGGACAACTTCTTGCGTTTTGTAGTTTCATTTATTTCATCCCTAATCGCCACAGGATT -ACTTGTTAAGAAGCTGAACAGACCAGTGGTAAATTCCATAGGAGAAATTCCGAACAAAATAAAACAACCC -ACAATAAAGCCGATACAGGCTGTAAGCTGAATAAATGTCATGATTTCACTCCCTTCGGATCAGGATACTG -TCCTTTCAATATAAGATTGAGTACCTCTTGAGGCATACCGTTCTCGAGAAACCGTTTTTGTAAGCTTTGG -GATATCTGCTGCTCTTTTTTATGATGTCCGTTTATTAATAGCTTACCGTTCTCTATCCTGTTTTCTGTAA -TATTGAAGCGGTAAAGTGTACGGAAGCATCGCATCCCGTCAGCTCTTATCTCACACTCCTTTATTTCCAT -CATCCTTCTTTGCTTGTTTTCAAGCTGCTTTGTGAATACCACAATGGGAAATGCCTCTGTCACAAGTGCC -ATAAGCGTATCATCATTAATGTCATATTTCCTTTTACAAAGTGTAGCCATTCTTCTCCATGTGGCTTCAC -AGCTGTTGCTGTGTATTGTTGTCAGTACGGTATGTCCTGTTCTTGCAGATTCCTGTGCCGTATAGGCCTC -TGATGAGCGCATCTCCCCTACACATATAATCTCGGGATTAAATCTCAGTGCCATATCAAGCAGCATATCC -TGATCAATATTTTGCTTTTCATTGTCACTGCTCCTTGTCAGCGTGTGTATGACGCTGTTTACTATCTTCC -CATCCCTTTTACGTACTAGTGCCAGCTCACGGGAGCCGTTTTCTATTGTAAAAATTCTTTTATTGTCAGG -TATGGTAGTGAGAAGCCAGCCTGCCACCGTAGTTTTACCTGACGAGGTTGCACCTGCCACACATACAGAT -ATTCCGTATCTAAGGCACTCGGATAAAAAGTCCAGCATTTCGTCTGTTGCCGTTCCTCCGTCTACAAAAT -CCTGCTTTACCATGCTTTGCGGATTAACAATACGGATAGAAGCAGAAACACCCACATCCTCATCTACAAG -TGGTGTTTTAAGTACCGCAATTCGGATATTTTTGCTCAGATGTCCTAGAATTGCGGGGCTTGCATTATCC -AGCACCATGCCTGACACATGAAGCATTCTTCTAATAACATTAACAGCATGCTCCGGAGAGTCAAAATGCT -CCTCCAGCTTAACAGTGCTTCCATTTGAATATTGGATTTCTATGTCGTTCCAAGCATTTATATCTACTTC -TTCTATACCTGTTCCAAATATGTACTTTGTAAGGAAGCTGAACTCTGCCATCTCAGTATACAGACTGTCT -ATCAGCTGCTGATCACTCATACCCTTTACAGCAATACGATAATCCTGAAGGTATTTTGCAATATACCTTT -TTATCTGATCCTTGACCTCATCTTTTCCTCCTTCAATAATAAGAGTAGAATATTTAGATGAGATGTATTC -CTGTACCTCCTGCAAAACTTCACTGAAATCTCTGAAGCAATCCTTTGATCCAAAGAACAGTTTTTGATTA -TCAGCTATATATTGGGTTAGCACTCTCTGGTCTGCTTGAGATACTGACGCATCTTTAATGGAGGTAAAGT -CTTCTGTATAGCCGGCCAAGCGAACTGAATTGTTTTTTGGGGAATGAACACGAGGATTCTTTTGCCTTTT -GCTTTTCATACTCCAAACACCTCCTTGCTTATTTTTCTTATTTCTCTGCGGAAACCTCGGCTGTCCTTCA -GTACTAGCTCCTGAAACAAATCACCTTCCAGAAAATGATTTTCGAGCTCATCGGAGTGCGGTATTTTAAA -CACTGTATTCCCCAGCACACTTTCAATACTTTCACCGGCTTCACCATTCTTTATATTACTGGCTGTCTTG -TACTGCTTTTCAGCATTCCAGCTATTATCGTTCAAAAGCGGAAGCTGTGAGGACAAATAGCTGACCGATT -TAAGATCACAGTTTACAAGTCTTAGCACAGAATCGGCCTCCATTAATGAAACTGCTGATAGGATATCTGT -TGCAATTGTACTGCTACAGTCAATTATTACATAGGGAACAATTCTTCTTACGCATTCAATCAGCTCCTTG -GCCAGTTCCCCATTATAAGGCGGGTATGTAAACACATTTTCACCTTTTAACATACCAATCATTGTCAGGT -ATTTTTCCTTTCTATGTGTTATGCAGTTTTGTTTTATAAGGGTATCTGTTATACGTGCAGCCGCCAGAAT -ACTTCCCAGAGATTTTTCACATTCCAGATCAGTTGGCGGACAAATACAGGGCAGCATAGGTGCTGTCATA -TCACATAGGAGCAAAGCTACATTTTTCCGTTTATCAGCAAGGTATTTTGCCAGCTTCACAGCAACAGTAG -TTTTTCCGCTTCCCGGACTGCCCCACACCGCTAATACCTGGGGAGCTATTTCAGTATCACTTTTCTCAGA -AAGCCCGCCTATGTTCCGGGAGAATATACTCCCTTTTATGAAATTGAGCATTACTCACCCTCACCTTCTT -GCATGGCATCTCCAACTGCCATTCCTGTATTATTAGATTCATTGCTTTCCCCTGCTTTGGGTTCCGTATT -TATAGTTGCTTTTTGTGTATCTGTTTCCATTTCTTTTTCTGTCTTTTTATCCTTATCAAAGTATAAGTCT -TGGATTACCTTGTCCTGATAATCTAAAAACTTTTCAGCATTTTCCTTGATGCCACGGTACACAAGTGAAA -GGTGCAGCTTTCCGTCCGATTCCAATGCTGCAAGGGTTTTACTCTGTACTGCAGAAACCAGAAGGGTTAC -AGTGCTTGGAAGCTCCTTTTCTTTGTTACCTGTCTGCTTCTCCGTATTTTCACTTGTATTGGTGTCATAG -CCTGTGCTTGCAGTAACACCTATAACCTCCACATACTGAAGCTCCTCCGGTATAACGGCTGTTCCTTGAT -TTTTGTAATCCGGAGCTATGACCGAGACTATATCACCCGACATCAGCTTTCCCGAAAGTCCGCTGGCAAA -GCTTCCGACTGTAACGGACATTGCCTGCTTTTCACCGTTTAAGCTGTACAAATATGAGTTTTCAGCGGCA -GGGGCAGCCGACAGCTTTGTATTAAATATATAGTCACCAGTCTTCATGTCTGCTGACGCATATTTGCCAA -TAGCATCATCCTTATTTTTAATCACACCTGACGGGAGATTATAGCTGCCCACCTCAACAATCTGCACCAT -ATTCCCGGTGATTTTGTCACCAGCTTTTATATCCCGTGAGACACGTACAATTTTTGTTCTTTGAGAAATG -CTTGAGTTAAAAAGAGGTGTAACTGCAAAACAGATTACAAGTGACAGCAATATGCAAATTACACCGAGAA -CAGTTCGATTTTTTAAAATATTCATAGAGTAATGCCTCCTGTATTAATTAAATATGCTGCGATACAGCCT -ATTGATAAAAAGGGTGCAAGAGGGAACGCCTTCTGCCGTTCTCTCTTACGAAGTCTTTGTAGTATTGCAT -AAGCAGCATAAAAAAGAAGCATTGCAGTAAGACCGATAATCATTGCTGCTATGCTTCCACCTATACCGAG -AACAACCCCTGTTGCTGCCGTCAGCTTGATATCTCCGCCCCCTATTTTCCCACCCATAAGTGCAGCTACT -AAAAATGGAAGTGCTGAAAAACAGCCAAACAGTCTTGAAGGCTCAAAGCATATTAAGCCTGTAAGAACAA -CACCTATACATATTGTGTCTGGAATTATTCGTTTTTTAACGTCAAAGACAGATGCTGTCATAAGAAGTGC -TATAAAAAGGGCTGCCTGGAGAACAAACAGCAGACCGCCCTGACCAATACAATTATCCTGCATAATTGAA -CATCTCTTTTATACGCTGTGTAAGTGTCGGCAGGATGGTACTGCCAAATAAAGTATACAGTCCTGCAAGA -ATCAATGCTCCTATCACTACCGCTATTAAAATCTTGATTGCGGTATCAACAAAGCCTTCACCGGACTGGG -ATTGAAGGACATTCCTCAAATTCAGCACCGCGTTGATTTGATTTAATACTGCCTTTCGCATAATTTACTA -CCTCCAGTATTTTTTAATTAATAATCAGTATGGATGCTTTCTTCTGTTCAACTCATCTGTATACCGTGTT -CCTCCTGCGTTTGTACTTGGGTATATTGTGCTGATTTCTGTCCCTGTATTAGTGCCTGATGGTATGCATT -TATGACTGCATCGTTCAGCTGCTGTCTGAATGCAGCTGTTACAGGAAAGCATATGTCCTTGTATTCTCCG -TTTCCCGCCTTATAGCTTGGCATAGCTACAAACATTCCCCTGCTGCTTTCCATCACCTTAACATTCCGTA -TTGCGAAGCAGTCATTTAGATTGATCGATGCAGTTGCCCTGATGCTGCCCTCTGGACGGATAGATCCGAT -TTTTACATCTACCTTCATTTGAGGAGACTGCACTGTATTTTGGGAAATATCTGTTTGAAAGTTTCCTGTT -TTCTTCATTTCTTTTTTCCTCCTACTTTAATTTTTTAGAGTACAAAAAAACAGCCTATTAGCTGTTTACC -TAACTTATAGCTTCATTGATTGTCTGTTTTGCTGCTCCTGCTCCTTAAAATCAATTTCCTTGAACCCGAA -GCTGTCAACGTAGTGGAATGTGCTGTCCTTGCTGCTGTAAAGCTCAATAACATCCGATATTGACAAGCTG -TGTCCGCTATATCCATCCGGATGACAAACATTGAATTTTTCGTAGATGGACTCAAGGTCATTGGTTTCCA -GATGCCCGTCATATACAACATTGTAGTTTTCAAGCTTTGGCTCACCGAAGTTTTTTATGAGCTCATCGTA -GCCAATAAATTTCATTAATACATTTACATCCGGCTTCAGCTGATAAATACGGCAGCTTTTCAGCACCGGT -ATACTTCCGTCAATATTAGGCCTACTGTTTGCCAGCTTATCATACACTCCATTTGTCCACTCTACCTCCA -TCTTTCTTTCCTTTAAAAGGTAATCCCTTATTTCCTTACACTGAAATATTGTATCAACTACTGCTTTTTC -TCCTTCTACATATCCGGCAGTGTTTCCATAGAACATTATTCTGTCGTTTTTTATGCTGATTCCCTTCATT -CTGCCCCTCCCTTCATCATGGTTCAATATTTATTCAAAATAATAGGATACTGAGTAGGTGATGTTACTCT -TGTTGTACATACAGTCATGATTTGTATAATAGTAGAATTCAAGTTGCGAATACACTCCTGCTGTAAGCTT -CTGGCTGAGGGTAATCCCATTTGCTATAGATTGATAATCCAACTGATCCCAAGTATCGGTCAAAATATTA -TAGCCTCGCACACGTCCATAGTCACTGCCTGAATGTCCTAAAACAGGCGGAACAGAAAAGGTATACTCCG -TAATTGTTGCACATTCTATTCCCTTTTCAACTATCACTGACTCAGGCCCACTCAGTGTCATTCCTCCGCC -GTTGTTTGAATCGGCAACAAAGAAAACTATTGCTGCCCATGGAGATTCCATTCCTGTTGAATCCACAGCC -TTAACACGTATGGTATTTCTACCCAGAGGGTATGCTGAGGTCTCAGCTTGTCTGCCCTCCCATACATAGG -TAATAGTATCACCGTCTAAATCTGTTGACGCTGCTGTTATGGTTATAGGTTTATTTGGTGCAACACTGTT -ACCGTCTGGTGTTCTCGTAATTACAGGTGTAGACGGTGCCGAGCCGACAACCTTGAAGTTAATTTCCGTC -CAGCTTGAAACAGCCCCGAAGGAATCCTTTGCCCTAACCTTAACAGTATGTGAACCTAAAGGATAATAAC -CGTCTTCACTCTGGTCTTCATATTCATAGATAACATCATCCCCATCAGGGTCAGTTGCAGATGCTGTAAT -ATTTACAAGGAGCATTTGATCCTTAGCAGTTCTAGTAACTGTTGCATATCCTTCTGGTGCATTGGGAGCT -GTATTTGTAACAGCTATATTTTCTGAATACGAAAATATTCTCCCCTCACTGTTCGTAACAGCTGCTGTCA -GTGTATAACCTCCGACATCATTTATAGTAATATTCCCGCCATTGTTGCTAAGGCTGCCTGTATAGTCAGT -CAAACTGCCATCCTTGGTCAGGGACCAGGTAATATTGCTTTCCTCTAAGCCCGAAACCTCCTCCATAGTG -ACACTAAAGCTTTCTCCGGTATGTACGGAGGATGGTGCTGCAAATGAACAGATTATATTGGGCTTTATTG -ATATTGTATTAGATGAAAATGTAAAGGTACGGCTATTTTCATCTGTTACAGAAGCAGTGAGCTTTACTGC -AATAGTTTTATTTGTACTTATACGGATTTCACCACCAGTGCTTGTGAGTACATCGCTTGCATACTGTCTG -TATGGTACTTCAGGACCTCCGTCAATTGAAATACTCCATACGGCATTCAGCCCCTTAAGTCCGCTTTCTT -CAGTGGCTACTGAAACAGCATCTCCGCTGTAAGCTAGCTTAGGGAGGCTTATCTGCATATCAGGTATTGG -ATATATGGTGATTACTTTACTGCAAGTAAATGCCCTGCCTAGTTTGTCTGTAAAGGTAGCAGTCAGTGCA -TAGCTGCCCATTTTAGCAAAGGTAATCGTACCGCCATCATCGGAAAGGGTACCGCTGACATGGCTTTCAT -ATTCCTCGGGGTTTCCTCCGTCAGCTGCTATTGACCATTGACATTTAAGGTTATTGAGATTATCTCCGCT -CACATTGACGGAAACCGTTTCTCCTGGATAGGCTTTAGCAGGAAGCGTGATATTAATATCGGATACGGGA -TACACATCTATCCTGCTTTCAGAATTTAAGAGAAACACTCTTCCTGTTTTATCAGTTACCTTGGCTGTAA -GCTGATACGTACCTTCCTGCTTGAATTGAATGGTTCCGCCGTCGTTGTCCAGTGTACCGTCAATGTAATC -ATTCCAATCCAATGGGCCCGACGTGCTTTCTACCAGCCATTCCACTATCAGTCCGTCCATTTCTGCTGTT -TGAGTAATTATAATATTGCTGTCTGTATATGCAGTAGCTGGGTACTTAAAAACAAGACTTGGAACAGGAT -ATACTAAAATTCCCTTACCGCAAGCAAAGCTTCTGCCTGTGGCATCGGTGACAGTGGCAGTAATTGCATA -GCTACCCTTTTCCTTAAAAGTTATGCTTCCTCCCGTACTGGTAAGGCTTCCGTCAATAATTTTGTCTATT -GCTGTCTCCTTGCCATCCTTTGTTGCAGTCCACACTACATCAAGGCCGTCAAGCTTCGGAGCAATCGTAA -TATTGACCACTTTATCCGTATGAGTGTATTCGGGAAGGTCAAATTCGGGGCTGATTACTGGATAGACTAA -AATCTCCTTACTGCAAGTAAAGCTCCTACCTGTTGTATCCGTGACAGTCGCAGTAAGTGCATAGGTGCCC -TTTTCTTTAAAAGTAATGCTTCCTCCAGAATTGGTTAGACTCCCATCAATGACGGTGTCTAGTGCTTCAT -CCTTTCCTTCTTTTGTTACACTCCACACAATGTCAACATCGTTAAACTCTGGATTAACCGTGATATTGAT -TGTTTCATCTATATAACTGTATTCCGAAAGGTCAAATTTAGGGATAAACACCGGATACACTGTTATACCT -TTTGAACATTTCGTTTCTCTGCCGCTATAGTTTTCGGTAATAGCTGTAAGGGTATATTTTCCACTTTCCT -TGAATGTGATTTTCCCTCCACTTTGAGACAATGAACCTTTTATTACCTGTGAAATATCGACAGGGACCTG -TACTCCATCCTCAGTTTCCTTGGCAAGAGACCATTTAAGTGTCTGAGCGTATTGGGTAATAGGTGATATG -CTGATTTCTGTGTCAGTATGTGCCGTATTCGACAATTCAAAATCTATCTGAGCATCAGGGTAGCTGTTAG -GGCTGCTGCTTGCCCCGCTTCCATAATCATCTGAACCGTCGATAGGCGGTACTTCGTTCCCAAGCTTTTG -GTTTTGTCTCATCTGGTTATCGATCAGCTGGAACGCTTCCGCCCTTGTGGCTTCGCTCTTCGGCCGAAGA -GTGTTATCAGGATATCCGGCTATAATATTGTTTTGCTTTGCAATTATTACATAGCCCCTGTCTGCTCTGC -TTATATCAGCCTCGTCTGCAAAGCCTGTATTGTCGTTAGTTCTTTTAGCTTCATCACTCTTTCCACTTGC -TCTTACCATCATCCTTATAATTTCAATACGGGTAATCGGCTTATCAGGCTTGAAGTTTCCTTCATAATCC -GCCTTTGCAATAATACCGCTTTGAACTAGGGCCTTGATGCTCCTCTCAGACCAGTGGTGATAGATGTCAT -TAAAGGGCTGAGATTCTTCTGATTTTGACGTGTCAAGTCCCAAGCTTTTTGCCAGAATAGAAGCAAACTG -ACCTCGTGTGACAATTCCATCAGGTCTTACTGTTCCGTCAGGATAGCCGCTGATTACATCTTTTGTGGCT -AGACGGGTGATCGCCTTCTCTGACCAATGGTTTACTGCATCGGGGAACTGCTTAGCACTGGAGTAAGCAT -TGCCAATCATTAGAAAACAAAAAACAAGTACCATAATACAAACATTTTTACCCTTCCATTTCATAACCTT -ATTTCCTTTCTGAAGTTTTAATAAAAAAAGCCATGTCCGTTTTTCTTTCTGACTCTGACTCTGGCTCTGT -TTTCTGTGTTTATTTTTTACATTTTTATACCTTAAAGCTTGATATTCATCCCTCCATCCTGTTGTCCTAA -CAGAAATTTATCTATAACCTCCTGAGACGGATAAATTACTTTTCCCTTTAGCATTTCAAATACACAGAAA -TCATTCCGGTCGCATATCATTACCCTATGCTGATAGTCCTTCTGCATTTCTATGTACTCCATAGCCTCCT -TTTCATCAGCCAGCCACACGCCAGCGGAATATCTTCCGTCCGGCAGGAAACTATAACCGCTGTACTTAGG -CTCAGCTTCTCTTTGGTCAACTACACCGAAAGGCCGTATTTGCGATAGATGCAGCCGGGCTGAATCGGGC -AGTAGGTGGGGTTTTAGTATGCCAAGCACATCACTCCGGTTCCACCTTATACGCTCACCATCAGCAAGAG -ATACTGTAAAAACTGAGCGTCCTATAGGGTTTGAATTGCTTCCGTTACCACCGCTGCAAAAATACAACTG -ATGCGATGAATTCTGACATTTCTCAGGCAGTGAGGATTGCTTCAGTACAATCACCCTACCTGCAATAGAC -ATAGCATACCCGGTTTCTGAACAGTCCTCCTGGGTAAAAGAAATTCTTTCCGTCATAACTGAACCCCCTT -CCTGCTTTCCACAAGCTCCAAAATACGGGCTGCAATGTTAATTTGCGTTTCCTCCGACATTTCTTTTAAA -GCCGCTCTTACATATGCCTCCATTGCTTCCGGTGACTGATCCCCTATCTCTATAAGATTCACTTTTTTAG -CTGTGACGGTTCCTTTTTGAAGTCCAAGCTTTACAATATCCCCGGGTTCCATTTCTGCAGCAGTACGCAG -CTCCTTTGGAATATAGATACGTCCCTTATTGTCAATAATTTTGTATATATTTTTACTCTTACTCATGTGC -CTGCCCTCCATTTCTTAACACCTCACTTACAGTATCCTTACTTATGCCCAAGTCCTCAAACAGCTCACAA -AGCTCCCTTGGCAGATTGTCGGTTAAATCCGCCTCCGTAATAACTACTGCACCCTTAACACATATAACCT -CAAGATCGCTGTTATACGGAATTTCAGCCTTCTCCAGAATTTCTAGCGGCAAAGTCAGCTCTGTCTGATT -ATCCTCGAGGATATTTGCAATACCGTCAGGTGTGACAACAAATTCCTTGAAGGTATTTTCCATACCAACT -TTTGAATCACTTACAAATGAAAGCTTGACCACATCTCCAGAAGTAAAGTTCATTTTGCACATAAGCTCTG -CTGGTATTGTAACCTCTCCGATTTCATTAACTCTCGTTTCAATTTCAATCATTTTCATAGCTTTCTCCTT -CTGATTTGAATTTAAAGTCATTATTATGCCTTAGGCCTGACATTTACTGGCCAACTTTTGTAAACTCCGA -TATACTGGGTCTTAACTTAAGAATGAACTCCAAACTGTCTCCTGACTCATAAAATAGATAAATCAATAAG -CCCCATCTGAGTTGGCTTGGCTCTGCATATTGAGGTGTCATAGTTTGTTATTAATACCTCGGAATATTCA -CAGCCCTTGTCATATCTCTGTGCCAAGTTGTTTAAGCGGCTAACAGCTTCAATGTAATAGCCCTTATACA -GCTCACGAATATATTGGCAATCGTTATATGACACCATCCATTTTCCGTGGCAGCCTACGACAACATCTCT -TAAACGTACATGATCCTCCTTTCTGAATTTGACTGCATAATGACCCTCCGTTTCAAAATATGGCGGATCA -ATATAAAAAAAGGCATTATCCCTATCATATTGAAGGATTAATGCCTCAAAATCTTTGTTTTCAATTAAGG -TATTTTTAAGTCTGCGGCTGCCTGACCAGATAAGATGAAAGGTTTTGCGGATATCAAAGGGCTGGCAGCC -AAAAGAGGTACAGCCGCTTCCGTAGCTGTAACGTATAAGCTTAAAGAAAGCGGCTGCACGCTTCACATCA -CACATCGTTGCGTTTTCAATAAGGATTTGTTTAATTTCCTCAAACTCCGGTTCGCTTAAGTAATACTGTG -CAAGCTCCATCTCCTCCTGAAGATATTGACTGGTGAACTCCTCCTTTCCAAGATACATTTTTAGAGCTGT -AAAGTCATCCCTGCTGTTTAATGGCAGGAAATTTAGCTCCTTCAGCAATGCAAACGGTCTTTCCTTTATA -CAGCGGAACAGGTTTACAAGGTCTGAATTGAAATCATTGTATACCTCCATACATTTATCAGGCCGTCTGC -CGAAGAGCACCCAGCCACCCCCGCCGAAAACCTCTATGTAACGTCCAATGTCTCTGGGCATCCTCCTATA -AATTAGTTCTCTTAAAGCTCTTTTACCTCCAACCCAGCTAATAACGCTATCCAATTAAGATTCTCACCTC -CTCGGTTCATTGATTTTTTGAATTTCTGTTCTCATACAACTCCCTTTCGTTGTCCAGCAAATAAAGCCAA -CACCCGGATACGGACAGTCCCTGCACTGCTTTGTATCTTTTGGCAGAGAAACAGAATAAACTATCTTTCT -CGGTACAGTAATGCTATCCGGCTGCTTTTGAATATTCTCACTTAAGTCCATTTGTATTTCTCCTTTCCGG -CAATAAAAAAAGACACTGCCGGTTTAAGGTAGTGCCTCATTTGATTGCTATTTATTTTTTAATTTGATGC -TAAGACTATTTGTCATATCCTTAAATATTTTTTATAGCCTTTTTCTTATTCACAGTTTCCTTTTCATTGA -CTAAGTTAGAGAATAAAGGGTTATAACTTAGTATAAGCAGGTTTTAACATATTAGCATTCAATTCATTTG -CTGCTGTTAATTGGATGGGAAGTGTACCCAGCTTAGCTGGACACACTTCCACTTATAAAAAAAGACACTC -CTAATAGAGTGCCATTAGCAGGAGTGTATTTATGAAAGCATAAAACGAGAGGATGATATATATAAATTGT -CATTGACTTGAAACAGTATTTGCTATCTGTCGTTTCTATAATTAATGACAAAACTTGTAAATCATTAGCA -TTAAATCTTTTTTATAAGGGGCATTATCGCAGTTGCTTTCTTATATCTAGCACACACATTTTGGGTACTG -TTCATAAAATTTTGAGTACCTCCTCTCCATTTCGGTTTTTAACTAACTAATATAAGTATTTCTATAATGA -TTACCGAGTTAATTTGCTTTAAATGTTGTTCTGGTGTGGGTTTTGGGTTTTATGCATTCGTATTTAAATT -TAAATTATGGTACTCTTTGTACCGAGTTTATTATAATATTAAACATTGTAATAGCCAACAATATTTTTCC -AATACTACTGTTAATTTACAAATGTAGTATTGACTCTGTAAACTCTAATTCCTGCTTATAAAACTACGAA -GACTAAAATATATTGCCTAACGTATTATTAGTATCATATAATCTCCACTGAGGTGATTAAGATGCATATT -CGGCTAGAGAGAATTAAAAGTTTGCAAAATGTTAAAGGACAAACCCAAAAAGAAGTAGCAAAAGCTTTAG -GTTATAGAAATAAAGCAATTTGAAAAGCTTATACATGAGCTTATTAAGCAGATAAAAGAAATAATTCCCA -AAATAATACTCCCCCAATTAGAATTAATATTCAGTAAACAAATTAACTATTCTTTGAAAACAGGGTTGAG -GGGGTGCCGTCAGTCCCCTCCCCCTGCTTCTGGTATTGGCTGTTCCTCAAGTATTATATACCAATACCTT -TTGTATTATAAACTCATAAATTCGGGATGAAATGAATTTACAAGAGTTTACCTTAAAATATAAAAGAAGT -GTACCAACCTGAATTTAAATAAAGTTAAAGTGCTTTTTAAGATAGTTTGTCGTTTATCTTTATTTAAAAT -TGGTACACTCCGTACCAGTTTTATTATAATACCGGCCTGAAAAACAGTCAACCTTATTTTGTAATTATTG -AAAGTAAATTACAATCATAATAGGGGTCGCCAACATCTCCGATTATCTCACCCAGACCCCACATAAAAAA -TCAACCGGGATTAGTAAAACAAGCTTATATAGATATGCCGATGAAAGGAACCTCCAGCCAAGAGGTAAAT -AGAGTACCAAGTTTTTACTTCAGTATATGACACCAGGTGCAAAGTAAGTGTTATTAAAAGAAAAATAGCA -CCAGTTAAGGTACTATTCTCCTTTTACGCTATTCACTTAATTACAGAACGCTTAGAAACCTTTAATAATT -AGTTAACGGGTACTGCATGTCCTGTTGTCGGAGCAGTAAATGTAAAATATTCTTGTCCGCAATCCCCTCC -GGCTAAAACGAAATTAAAAATCATGCTTGATTTATTCGGAAGTTTTATTACAGCATAATCCAAAGAGCTT -TTATAAAGTTTGATGTTCTTCCATGAAGAGGTATATGGGTCATAAATAGTATAAGAGTTAGATCCGAGGT -ATTTTATATTAGTCCAATCTGGAATAATATATAAAGTTTTTCCACCAGCATTATCTAAACGCATATTGTA -ATTAATGCCCCAATTACCTTGTGAGTATTCTCTTGAAGATGGTAGGTACCACACAGGTTTCTGGAACTCA -TTTGCATTATATTTATTATGTGGATCTAAGACTTTTCCTGTTGAATCTGTATATGCAACATCCATATTAA -GGTAGAATGCTTTATTAATAGCTGACGCATAATCATAAATTATTGTTCTTCCATCATTAAGACATTCATT -AGTAGTTGTAGAAACGGTATCTCCTGCTGTTAAGTCACTAAGATTGCCTGCTGCATCATCTGAAGTTCCG -GTTTTAAAATAAGCAACTCTACAGTTTACAGCAACATCAGATTGGAAAAGAACTTTTCCCACACCGGTAG -AATAATCAGCAGCATTGAGATTAGAACGAATAAGTACGCATGACTTTCCTGGATCAATGGTCTTTGTCGA -ATATTTTGCAATACTCCAGTAATCAAATTCAGTCTTTGAACCAACCACATCATATGCTTCATTTTGATAA -GCAGCATTGTTATAGATAGCAATATTAGCTTTCACATTTGTATTATTCTTTAAAATAACAGCCACTGTTA -AAGGAATTGTGGTCATGTTTGTGTGACTATACTCAACATCATATTTTTGACCTGGGGTAACAGTCCTGTT -TACTATATTTTTTCCAGTTGTTCCAGCTATGAGTGTAGTTGTAATTTTTTCCGGATTATTTGAGTAGATA -TAACGATTCCCGGTAAATGACATACTTAATCTGTCATATGGTTGACCTACAGCCGCATATGCCATAGATG -AAAGTAGAATAATAGAACTTAAAGCAAGTGTTATGACTTTCTTAAATAATTTAGTTCTCATTAAATTGCC -TCCATGTTTAATATTTTACTAATATGCATATTATTGTAAAATTGTACATTATTTACAATTAAATGTCAAT -GTAGGACTTCTGCAGGGTGCTGTATTGAAACAGGAATTCGTCTTTCATATGAATGTAAATCTAATTGCAA -GATGCTGGCAACACTCCTATAAAAAATAAATTTGTCGATAAATAAAAAATATTGCATAAAATGGTATGAA -TATTTATAATAGTATCTTGAGGTGATTAAGATGTATATTCTGCCAGAGAGAATTAAAAGTTTACGCAATG -TTAAGGGACAATCCCAAAAAGAAGTAGCAGAAGCTTTAGGTAAAAGCAGAGAAGCTATTTCAAAATATGA -GCTTGGCGAAAGAGAGCCAGACCCAGATGTTATTGTACAATTTTCACAGCATTTTAATGTATCCTCTGAC -TATATGCTGGGAATCACTGATCATATAGAAAACATAGCTCCTGGCAAAAGAATGCCTTACAGTCCGGAAT -TATATGCTTTTGAAAAGTACTTGAATGACCAAAATTTTATCCCCTATCTTCAGCTGGCGGTAAGGATGAA -GGATTCAAATATCGAAATAAATCAATTTGAAAAATTTATAAATAAGGTAATCAGACAGGAAAAAAAACAA -AAACACACTTAAAAATAATTAAGGTGTTTTTGTCGTGACTCCGTGTATTGTTCCGATTAAATTCAGCTAT -GCTGTCTACTTGCCGTCAAATGTTTCGGTGCTTTTGGCTGATAAAGTGACGAACAACATGCCGAACAAAC -ACCTGATAACGCAAGCTGTGTAATTATAAGTGACAAAGGTGCAAGCAAAAATTTGATTCTTGACTTCATA -ATCCTTCCCTCCCCTCTGTTTAAATACTTACTCAGTTATATAATCAATAAGCTTAACTGCCTCATCTACT -TGGTTATTTACCAGCAGTGCACGTATTTTATCTAAAGCAAATCCGACATCATCCTCCAAATCAGTATACA -TTTTATATGATTTTTGTAGTAGGTTTCCTATTACCATATAAATTAATTTAAATAACAAAATATTAAGTAC -TAATACTATTACAAACATAGATACAGAAAACATTATTTGATAGATAAGTGTTAACTTATCACATAGATCA -AGGTATACAAAGTAAAGCAATTGTTCTCCAAATGTTAACAGTAAAAATGATGCCAGGAACAATTTGTGGA -ATCTGTAATTAATCCGCGTGGCTAACAAGATTTCATGCTTCCATAAAAATGCTATAACTATTACTTGAAC -GATTCGTTGAGGCGAAGAAAGCAGTACATACCAATGATATGCATTCTGAAAGTTTACCATTCCTTTAAAT -ATATATGTAATTACATAAGAAATATATAACATATCTGTCGTAGTAATTATCAGCAAAAAAAATGATGATC -CAAATAAAGCATATATGGGTTTCAGCCTATATACAATCATGTATATTAGAGAGTATGCGACAGTATGTAA -TGAAATACTTGTTAATATATTAGGTGATATAGGTCGGATAACCCATGATGAGGTAAGCATTAAAACTATC -GCAGCTGTAAATTTCAAAATATTCTGAGTATTTATTTTTAAATTTTCTTTTCTGCCGGTAATAAGTAAGG -CTATTATTAAATTCAAAAAAGCTTCGGGCAATGATACTAAAAGTAAAATATATAAATTCATTACCATATA -TAAACACCTCCTACAAATTTTATTAATTATTTCTATTTTATGACATAAAATCTTCAAAGTAAATACAATC -AGAGAAAGACCAATAAATCGAGCAATAATTACACTTTTCGACACTTAGATAACGCTATTGGTGTTAATAT -TTTGACCCCTATGTATGGTTTTTGAATATAAGCTTTACCTGTAAAGTTATTCTTGGGGTGATATTTAATG -GACTATAAGGAAATAGGCAAAAGAATAAGGGATGAAAGAGAGAGCTTCGGCCTTACCCGAGAAAGATTTG -CTGAGATGCTTGAGTTATCAACAAATTTTGTCGGACAGATAGAACGCGGCGAGAAAAAAATGAGTCTCGA -AACTCTTATAAATATCTCTGACTGTTTGCATATATCTCTGGATTATTTAATAAAGGGCACACCGGAAAAT -AATATAAACACCAACAAGCTTCAAAAGCTTATTGATAAATGTTCAAAAGAGGAAATATCGCTTATCACAG -ATATGCTGAAAAGTATGCTCCCTTACCTAAAAAAGTTAAAATGAAACCCCCGCCTAGCCGGGTTTTTTCG -TAGTGGGCGTCTTCAGATTCATCAACAACATCAAACTAGGTGTTACAGTGTTTTACCAGTTCTCGATGAT -GTAAGTCCATTGAAAATCAATGATAATTTATTTCTTTATTTTAACAGTCAGGACCACCCGCTTAGCGGGT -GGCTTGCACTAGCCCTATAAGGGCATGTTACTTGCTTGAGCCTTAAGGCTTATTGAATAGTTCGCCAACC -GCATTTATTTACTCACTACCGCTAAAGCGGTCGGCTACTTGCTCTTCTTTCCTTGCTTACCCGTAAACGG -GTCCACGTACTCTATCAAACTTAACTGGTCGCTTGCTATGTCTGATTGCAACTGCTTTCTAATATATTCT -TCAATTTTCTTCGCATTCTTGCCAACTGTATCAACATAGTATCCTCTACACCAGAAGTGTCTGTTACCAT -ATTTATATTTTAGATGGCATATTTATCGAATATCATTAAAGAACTTTTGCCTTTTAAATATCCCATTATT -TTTGATACACTATATTTAGGTGGTATCCTAACAAGCATATGTATGTGGTCCTTACAACACTCCGCTTCTA -TAATTTCTATACCTTTCCTTTCGCACAGTTCCCTCAGCATCTTACCTATATCCTGCTTTATTTTCCCGTA -TATTATTTGTCGACGATACTTTGCTGCAAACACCAAATGATATTTGCATTCCCATGTCGTATGTGCTAAA -TTATTCTTGTCCATTGTGGACCCTCCTTTGTTTTTTTATGTGGTTGGCAAACCTACACTATTTTAACATT -GGAGGTTTTATTTTTTCCACTTGAAGCTAAAGCCTTATGGCTCACCCCGGCTTAGCCGGGGGTTTATTGT -TATATACAAAAAAACCAGTGAAAAAAATAAATTCACTGGTCTTTAAAGTCTTTTATTGTATACTAATTTG -TATTTGAATCAATATAAATATAATTTCCTTGTGGATTAATACTTGTTTCAATAGATAAAGTAAAAGGTGT -ATTTTTATAATTAAACCTAAACTTTTCTCTTTCATCTGTACTTGATGAATCCTTCATAAATGTATCCTTA -TCACTTATTCTCTTGAAATAATTAGTAACTTCGCCTTTTCCTAAAGTTGTACAATAGGTTGCTGCTTTAT -CTGAATACCTGTAATAAAAAACAGTGCTTTCAGGTAAAGGAAGAGAAGGAATATTTTTATCAGTTAAATT -CTTATGTTGATTCACTTGCCTAAATTTTAAATCAACGGATAACCTAAATTGCTGATTGGTAAAGTATCTA -AATCCGACAGTGCCTAGTATTCCCCAAAACAGTACCAGTGCTATTATTGTATAGATTAAAAAATTTTTTT -TAACTGCTAAAAATGCCATACCAAAGCTTAAAATTATAAATACAATTACTATAAAAAAGTAGTTCATTTT -TTTCTCCTTCTTCATACTTTGTTACTAACTCTCTTAATATGAAAATGAGTTTATGTATACTCGTTATATA -TATTATGCAAATATTGTAATAAATAGTACAGTAATTAATTATGATGGGAATATCTTTGTAAAGCTTCCTA -ATGTACTTGTCCCCCAAGCATCCCAATCGATATATCTATTATCTTTTGTCCAGTTATCATTTACTTTGAA -AAACTCTGTATCTGAATTATACCAGTTAGAGCCTTTATAAATGCAATATCCAGTGACGCATATTGAATGA -TTCGAATAATATCCAAATGCTATATTAAATACAAATGGTCTATTCTGGTCAATTTCTGCTTGTGCTGTAC -TCCAATCTAATATATAGTCATTATTTCCTCGACCCGTTTTATGACCATATTTTACCCATAAATCAGTAAC -AATGTCATCTGCTTTTGTAGGGTCCGTTCCTGCACTTGCCGTATAACCGTATTTTTTTGCAATAGTTCGT -ATATCTGAATAAAGTGTACTTATATTCGAAGGTATTCCAGCTTGTCCTTGTGTTCTATGATAATCAAATA -CCATAGTTATTGATGAAAGCGTACAGTTATTTGCAGCTGCTTCAAGGTCAGCTTGCAAACGAGGAGTAAC -GTTTAAATATTTAGAAGATTTTAATGTCCAACCTGTGCCATACCTATCATTACAATATTTATATGGGTCA -GTTATTCCACCATACCCACTCTCTCCGGTTATTTGACCATTGTAACCGCACATCCACTCATTAATTTTTA -AATGGTCATCATTTTTAACCCTGTTAATGATATTTTTATTTTTCTTTAATTTCTCTTTATTGTGTTTCAT -TTTGCTTTTAATATCTTTTCGTTTAACTTCCTTTTTATCTGTTGAAAAAAGTTTTTTATCTTTTTCAACA -GCATATTCCATAGGTGCAGTGTAGTATACTTTATCAAAATTATCTACATTGGCACTATAGTATGGTGGCT -TTCCAGTGTAAGAAAATTCTTGAATTAAGCTATTATCTCCTGTTGCAGATACCATAATATAACCATTATC -GGAATCAGAATTTACATTTTTAAGCTCAAAGCAATAAGCAGTAACATTATCATTTTCATCATATAGATTG -GAAATTTTACTTATCCTTGTATCCTTACTCCAAATTGAATCTGTATTGTCTTTAATATCATTTGCTATAT -ACCATAATGCTATGTTCCCTGCTTCTTCTTGGCTTATTCCAGATAGTGAATCGTCACTTGCTATAACTGG -AACACACAATCCCGATATTGTAAACGCAATGACTAATAATAAAATTAAAAGCTTCTTCATTTTAAAATGA -CCCCCGTAATATAGTATTTTTCAACCTGAAAATACTAACATATTGTATAAAATATGTCAATATTTTCCGA -TAAATTTTTAGAAAAAAAGGTGTTAATTTTATCATACAAATAAATTTTTAACTGGTGCTGATTATTTCAT -TTTGTTTATCCTATTTTCCAGATAAGTAAAAATCAAAAGGAGAAGCTCACATATAACTTTCCATAAAATT -ACATAAAAAACGAAGGCAATAATTCCACCCACTAGTCCAATAAACCAATTATTTGCACTTTCAGTTACAA -GTATATTATTCTTTTCAGATATTACTTTATTATATGTATTTGCCGTATATATGAACATACCAAAAGAATA -CGATGAATAAACCACAGGTATAAAACCTATAAAGAATAAGCATGATATAACTTTTTTTACAGAGGCCTTT -CCTAAACTAAAAAAATCTTTAACCATATTTAGTCCTTTCTTTCATTCTACAAGGGGAACAAAAATAAATA -GTCTATACTTTATTTTACGCTTTTGCTTGGCTCTCATAAAAAATACCCCCTCTGTGACCATTCAAAATCA -CGTGAACTTCCATTAAGCAATAACAAGTTATGTTATACATTCTTTCATTATCATGTCAGTGTATGTCGCT -CACCTAAAAGATAAGTTAAAACCTAGCTGTGATTAGCAAGGCTTTTGTTTAGGAGCCAAACCATATTTTA -TTTTGTCAAAAAACATATGTATTGGAGTTATTGCAAATAATTCCTGCAATACACCAAAGCATAATAAGAT -GGTATACATTTTCATTTCAAGTATAGTTAATACTGTAACCACCGCTAGCCATACACAAATATATGCAATG -GATAAAGCCTTGAATTTCCTTATTTCTTGGAGGTCTGTAATTAATCTATTGGGCGTATCCCTTGGTGCAT -ATCTAATCAATACATAGAGCCCTATGGTAAATGTTAAGGTTATCAAGATTACCAGTAATGCAATACTCCA -ATACCGGTATGTATGTTTTGCAATCAGTGCTGCGAAAACAAATAGTGCTATTGAAACCAACAAGCATTTA -CCATATGTGTCCATATGATAACCTCCTGCCACCTTCCTTAGTAATGCAAAACATATTGATACTATAAGTG -TAGGAATCAACACTCCCAAGATCATGGAAACAGCCACTAGTAAAGCAGTTTTAACAATACCACCCAAAGC -TACTTGAAATCCGAAATAATATTCCGCTTTTTTTTGGTGATTTTCTTCAAGTACACTTGCCAAACTCTTC -GCACAAGTATATGACCATTTATTTATAAACCTCAATAGAAACACCTCCATATAAAGGATTATATACCATT -TATTTTACAAAACCTATACAAAATTAAAATATTCGTAATTGTTCAAACGTCAGTCCTTGTTTAAGGATTT -TATTTTCCCAATAAAATTTTTTGTTCCTCCCTTCAAATAATCTTCGATCATTTTTTTGGCATAGGTTCAG -TGGAACTGCCAATGCACATACTACATCCATTTAGAGGCATACTATATATAGGGATTCTTCGTGTATGTCA -AATTGAAGTAATGTCAGTTTGCTGTTTTTGAAGAATATTATACCATAAATATCCATTGCTTTTCTTGCAA -AATTCTATTTACTGATAATTATATAGCATTTAATTCTCCTCTCATTTGGCATCATTATTCCTAAATAATT -GCTTTCATCTAATAAAATTATCCTTTGCATCTATAAACCCATCAAAAAAAGAGCTCAAAACACAGATCAT -TTTAAGCCGGTTTCTGCCCTTGCTTTCATAAAAAACCACTATATATTGTGCAGGAAAACTCAAAAATACA -TTTCATACCCGCTGTACAAATCGGAAGAAGCAACGCAACTACAAGCTGGGAACGCAAGTAAAGTTAGAGA -GCTAACATTTCAGGCAGGACTTAATATACAATCATTTTTAGAGTATGTCAAACTGCTGACTATGGTATTT -TGAGATACTATTTTTCTTGTACTATAAACGAAAAATGCTATGGAATTATCCATAGCACCTTTCAAAATAT -ATCATTATCTTTAATTATACTTATTGCACCTTGATTGCTTTTGTGGCAATTGAAGTACTAATATATTGAT -CAAGTGCACTTCCTCCACGATCTTCATAAAATCCAATAATCGCGAATCCTGCATCTATTTGACCCTGAAT -TTGATTCTCCAATGTATGTCCCCAAATATATCCGTCACTCTCAACAATTGATCTTACATTCTCATCATCC -ATATGTTTAATATCTGCATAAGGGATTGAATGCTTCACTTCAAATAGTCCTTGTTCAAATTTACCAAGAT -CAAAAATATATTCAATCGGATTACCAAATCCCGCCAAGAGCAATCCCTTCTTCTTTAAAACCCTTGCACA -TTCTCTCCATACGGGTAAGACGTTATCTACATACCCATTGGACCATGGATGGATGATACAATCAAAACTT -TCATCTTCAAACATAGATAAATCCTGCATATTTCCTTGAACAGTTTTTATCCTTAAATGATCCCTCTTTG -CAACAAACTGATCTTTTTCTAATTGTTTGCTACTATTATCAAATACCGTCACATCCGCTCCTGTAGCAGC -AAGAATCGGTCCTTGTTGTCCTCCTCCACTAGCCAAACACAGAATTTTCTTTTTTGATAATTCATTCGGA -AACCATGTTGATGGAATAGCCTTCTTAGGAGTCAAACCAATCGTCCAATTTCCTCTTTTTGCTTGCTCAA -CCATTTCACTTGAAACAGGAAGCGACCAACGATCATTATTTTCTGAACGAGTATCCCAAACCTTCTCATT -CTCTTTTATATAACTATCTATTTTCATGATTTTACTCCTTTTTAGTATGGAGAAAACCTCCGCATATTAT -CTGTTTTTATATTATTCATCATTTATACCTCCTTTCATAAATTTCAGTGTTCTACACACAAAAAAACTTT -ATCATATCGACTGGACTTTAACAAGTATAACTTAATTCCTCAACCAAGCCATAGAACTTTATGTCTTTGA -CCTCAGATGATATGAGAATATCTACATTACTTGTTTGCTTTTGATTTAGCATATGACCTAAAAAGATTTA -TTTCATACAAATACTATTCTATACACATTATAGATGAATAGGCATAAAGCTTACGATATTATTATCGTCC -CCAGACGAGATGGTTATTTAAATATTATGTATTGAATTATATATATATCAAACGTCTTATAAAAAAAGGC -AAGAGAGGCTTAATTTGTAGATGAGAAGATATTATACTTGATATGTTTCCACGGACGGACAGTTTCAACG -ACATCAATACTGTCCTCTCGAGCCACCGAAAAGCAATCCTGTCTACACAACCTTATGCCTTTTAGAAGTC -AATTTATTCCGGCAAACAAGCTATTTGACGCAATTCCGAAATTGCCTTAAAACGTCGAATGCCCTTGTTT -TCTACACTTTCGAGCCTTTTACTTTTCCACCCTTGACATCAATACTACTGTCTCAACGTGCCTTTTGGTC -AGCAGGCAGATTATTAGTTATTTGAGGTGCACCGTAAATTCTACGGCTCTTCTCATAGATTTCTTTGATT -GTTTTCAGCAGCTTACGATTCTCAGTGGTTCGTTTACTCTCACCTCTGGATATATAAAGCATAATAGCCG -CTTCTCGATACTTCCAAGGCCTTGCACATCTTTGCATCCGAAATACGAAGCGATGTTCAAAGATAAACTT -GAACTTTACTATTCCTGATTTTTCGCTAGTCCGCGGCTTTTTTTAGTATTTCATTTTCCTCTTTGAGATC -AGCCAGTTCACGGCGAAGCCTTCTGAGTTCATCATCTTCAGGCTTCAAGTTGCCTCTGCCGGAAAAGGCG -TTGTCGCCATCCTTTTCGTAATACCTTACCCAGTCCCTGACTGTAAAATAATGAACGTTAATTTCCTAAG -CCATTTTATTAACAGTTGTTTCACTGGATAAAATCCGCAATACTGCTTGCTCCTTAAATGCTTTGTCAAA -TTTTCTTCGTTCTCCCATTTTGAATCCCTCCATTTTTATTATATAAGGATTCTTCGTGTCCATCAAACTG -GAGCATGGTCAGGCTACTGTTTTCATATTCATAGTTTAAAATCCTTAACTATATAATATTGCAATTTCTT -GTTTAAGAATATCTATTTATTTTTCTTCCTGCATATGCATAAGGAAAAGGATGAGTATATAAAGTTAATA -TGACCTAACATTTGGATTAGAATACCGTGCTATCCGTAATAATTATTTCACCAAATATGGTAGAATCACC -GTTGCCACTTAATGTGCTATTCGTAACAGGAACCATATTTATTCCAAAATTAGCTATTGCTCTACCTTTT -AAAGCACAGTTGTCAGTAAAGATAATATTTATACCAGTGATTGTACCGCTGCTATAGTTCACTATGGCCC -CACCACTAATACGAGCACTATTGTCTGTGAACGTACCTGACATAACACTGGCTGCCCCTTGATTTGCTAA -AGCTCCTCCATCACCAGCAGCACTGTTACTGATCAACATACTATTGTTAATTAAAGTTTTACCATCGTTT -ACTAGAGCTCCACCGCTTTTATCTGCACTGTTGTTAGAAAGAGTACTGTTTATAATATTAACTATACCCG -AAGCATAATTTCCTATTGCTCCTCCATAAACAGCGGTATTACCAGAGAATGTGCAATTTGTAATAATAGC -TATATTAGAGATATTAGCTACAGCCCCTCCAGATCCGGTACATTTATTACTTGAGAAAGTACTTCCTTGA -ATGGCTATATTCCCACTATTCCCCAAAGCTCCTCCGTACATACCGCCTCCGTTGTTGTTGAACATAGCAT -CAGTAATATTCGTTATACTATTGTTATGGATAGCACCACATACATATGCCGTGTTGTTTACAAACTTATC -CCCGGCAATCTTAGCTGTTCCATCATTTAGTAAAGCCCCGCCATCATTTGCTCTATTGTCAGAAAACGTA -TTATTTGTAGTATTGATCGTGCCCATCATATTCCATATTGCTCCGCCTTTAGATGCGGTATTATCAAAGA -ATGTATTATTTTCGATAATGGCTCTTCCGGCATAATTTACTATAGCTCCGCCAGAATCGGTACACTTATT -ATTTGAGAACGTACTTCCTCGAATTGTAATACTCCCATCATTCCCTAAAGCCCCTCCATTATCATTTGCA -CTATTGTTAATGAACATGGTATCCGTAATGTAAACGTCGCCAGAACTTGCGATAGCCCCACCACTATTGG -CACTGTTATTAAAAAACACACTATCTTTAATTTTGACTTCGCATAATGAGGGAGCCTCTATAGCACCGCC -GGAAATAGATTTGTTATTGAAGAACTTACAACTTGAAATTGATAAAAAGCCACGATATCCGACGTTTATG -GCTGCACCTCCCTCATAATCATTGCCTGTATTGTCATAGAACATACAGTTTGTCAAATGCAGTGTAGCAC -TTCCACTTTTAATTGCTCGATTTGATTTTGTCAAATAAACATTATTAATGTTTACAGTTATTCCAATTGC -AATGTAAAAGATAGTGGTTGAACAACTGATTGTCAATCTACCCTCAGCAGGACCATTAATAGTTAAACTT -TTATCAATAACTATACCTTTACCGTTTAAATAAATTATAGCAGGCAGAATAGCACTACTAAAATCAATAG -TGTCTCCTGACTTTGCATTGAGTACTGATTGACGAAGCGAGCCGGGCCCGTTATCATCGGAATTAGTGAC -CGTAATTGTACTATTCTCCTCTTTTTCATTTTCAATATTATCATATAAATCGTCTGGCATTTTACCTGAT -CTCCTCAACATAATATATTCAACGACTAGTCGGTAGTCAATTCTGATAATATTGTATGCATTATGTTTAC -ATAATGTTACTAATTGCAATAATGTTGTCATTTAAAGTAATTCTTTTTTATTAATAGTAAATTTATGACC -TAATATTGGTATGATATAGTACACACAAAATCCTTATTCGAAAATTTAAGCCTTGTATAAAAAGGACAAG -TTGAATTTCTTCAACCTGCCCTTTATTCACCATTTACATAGTTTTTATGGTGCTAATATCCAAATCTATA -TTAAATTCATATACTTTAGATACTTATCAACTACACATTCCAGAGAATACCTCATTATAGGATGCTTCCT -TACAGGTCGCTTCATTATAACTTCTACCATTTCATCCAGATCATATGGTGTATAAAGGTTATCACTATGG -ATGAATTCAGGGAAACACAAGTTTCGTGGTGCCACAGGAACTAAGTTCAGATATATTGCCTCAAGCATTG -AATTTGGAAGCATATCTGAAATCGATGTTGTAACCGCAATGGATGCCTTTGCCAGGTTTGTATGGTAAGT -TTCCTTTACTGTGTTGTGTATAAATTCTATGCCTGAGTTATCCATTATATTAAGAAGGGCAGCTAAGGTC -GTACTTTGTTTTGACAACTCTTCTCTGGAAGTACCAGACAAATGCTGTACTTTAAACCCTTTTGCAACAA -GCCTCCTTGCCAATTCCACTTCTACCACATGAAGTTTTTCTATGGTTAACCTTTGATTGAATATAACCAG -ATTATCGACTTTTTCTATGTGTTTAAATGGATCATAAATACTGTAATCAATCGGAAATCCTGTAACAGCA -ACCCTTCCTTGCAACTCAGGGTATGACTTTGTGAGTAACCGACTGCACCAATCTGATACTGCAAAAATCG -TATCATATTGGTCAAGTCTGAATCTCTCATTGCACCAATCTGTGGTTCCCCATAAGTTTGCGGGTTCAAA -AGGGTTTGCTGTTGCTCCTACGACTATTCCGTATTTTTTACCTGGCTTATCTTTTAAAATTTCCATAGCG -GGGGTCTGAGCCCATCCAAAAAACCAAACGTCATCCTTATTGCTATTTATACTGTTATAATAGTCAATAG -GAGGGTTAGCGGTATACCAATCATACGGTGGAATTTCCACATATTCTATATGTCTTTTATTCAGCTCATT -CCTCATTGCCCTTGTATAATTACCTGTCCAATTACCTTCGTTGTCAGTGTAACCCATAAAGTACAGCATT -ATATCACCCCCATACTTTTCATGTATATTTCAAATACTCTTTCGGGAGCATATTTTTCCAAATCCACAGA -TGTATTGCTACAGTTTTGTACTATATCTATTAATTGATCTTCATTATATGGCATATAAAGGTTCTTAGGA -TTAATATATTCTGAGAATGGACCGATATTGGGGGCCACCAGAATTGATCCTAGAGCTCCTGCTTCAAGCA -TACAAATTGATAGTGTATCTGCTATCGAAGTTGTTATTGTATACTTTGCTCTTGCAAGTTTCTCAAAATA -GTCATCTTTTGTATTTGTAATCAGTACCTGTACCCCCATTTTTTCTGCTTCCTTAAGGAGAAATTTTGAT -TCTCTGTCCCACTGTATTCTTTCATATTCATTCTTTGAGCATATATGCAGAACCTTATAGCCTAAATCTA -TTAGTTTCTCACTTATGTAGACTTCTAATATATGAAGCTTATCCATATCAAATCTTTGATTAAAGACTAT -AGTTTTATCATCCTTCTCTATATTCCGGAATCTTTCCGCAAACTTTATATCAAACGGAAAGCCTGTAACT -ACTGTTTTAGCAGCTGCCACTGGATAGGATTTCTTCATAATGGAATAAGCCCAATTTGAATTTACAAATA -ATCCGTCATAGTAATAAAGTACAATACTTTCATTGAGCTGATATCCATGTAACACTGCAGGTTCGTATAA -TGAAGCTTCCAAACCATGAATATGTGCATATTTCTTACCGGGTTTAAGAAACATGTAGTTAATAAGCGGA -TTCTGAGCATATGAAAACAGCCAAAGATCATCACTTCTAGATTGAATTGAGTTTATTCTATCAAAATTGT -TCTGTGATAAATAATCTTTGTCTATATTAATCTCAGTAAATTCTATATTGTGAGAATGCAGGTATTGTCG -CAGTGCTGTATTATACGTGGCATGGTAACCAAGTTCATTATCTGGATCTAGAATAAGGTACAACATTTCA -AATATCACCTCTTTGTTTTATTACCGATATTATTTTTAATAGTGCTTCGTCCAAAGAATACTTGGGGTTG -TACCCAAGATTACACAACTTACTAATATCAGGCTTGCGTTGCCTGGTTTCTTCGAAGTTATCACCAAATA -CCTTACTGAACGGTACAAATTCTACTGCGGATGATGAATTAGTCAAATTAATTATCCTTTTTGCAAGTTC -CAAAATACTTATTTCTTCTGTGCCCCCAATATTATATACTTCTCCGTCTTTTCCGTTTTCGATGATTATT -TCAATGCCGTCTATAATATCATCAACATAACTAAAGGTTCTTGTATGTGTACCATCACCATATACCTGTA -TTGGTTCATTTTTAAGAGCACAACTAATAAAATTCGGAACAACCATCCCGTAATGTTTTGATTGATTCGG -CCCGATAACGTTAAACAGTCTGCAAATTTTCACCTTAGTACTATGCTCTCTATAATATGCGAGGCACATA -TGCTCTTCGGCAAGTTTTGAAATAGAATACAACCAGCTGGATTTGCTACTGCAGCCTATAAGGCTGTCGG -CTTCTTCATTGACAGGACTGGATACTATTTTCCCATATATTGCAGAAGAAGATGTAACAAGTACTTTTTT -ATTTAGCCTTGAAGCATGCTTCAAGATGTTTTCGGTTCCCTGACAGCTCAGCTTCAACCCGTCAATTCCA -TATAACATTGCCAATCTTACTCCAACAATTGATGCAAGATGAATTACATGATCGCAGTTTTCTATAAGTG -AATTAATTAAATTTTCATCATTCACACTTCCTTCGATAACATTTGCTCCTGTATTGCTGAGTCTTCCTTT -CGGACTTGTAAAAAAGTTATCAAGAACCGTAACTTTATGTCCTTCAATTAATAATCTCAAAGTTAAGTGA -GAGCCTATAAACCCATTTCCACCTGTAATTAAGTATTTCACAACCACAGCCCCCTTTTACATTCTCTAGG -CATAATATGATTGTAAATAAATTATGTTGCCAATCTTCTTAATAAATCTTTTTGATGGTAGCAAAAAATT -TTTTTAACAATATTATGTCTATTAGGAATGTATTTTAAAGGAAAAATAAATGAGTGATGATTTGAAACAA -AAATTTAACAAGCAGGTTGGAATCATAGGATTGGGGTATGTGGGATTACCTCTTGCTATATTATGTGTAA -TAAAAGGGTTCAATGTTATTGGTTTTGAAAAAGATAATAATAAACTAAGTCTTCTGCATCACGGAAAAAG -CTATATAAGTGATATAAGTGATTTAATGGTCGAAACTGCCGTAAAGAACAATTTACTATATCCAACTCAG -GATTTCAGTCTTATATCTAAATGTGATATCGTTATTGTTTGTGTGCCTACTCCTTTAGCTGAAGACAAAA -CTCCAAATTACTCATATTTATTTGATGCTATGGAAAGCATTGCTCATAATATGAAGCAAGGTCAATTGGT -GATGACTGAGAGCACTATTGTTCCAACTACCTCAAGGAACGAAATTATTCCAATTTTACAGAAGAAAGGT -TTTATAGCTGGAAAAAACTTTCATTTTTCGTTTTCACCGGAACGCATAGATCCTGGGAACGATAAATTTA -AAATCGATACAATTCCAAAACTGGTATCAGGATACACCGATGAATGCAGGGAATTAGCAGCGGACTTTTA -TACACAACTGGGACTAAAAGTTCACAAAGTTGCTTCTTTAGAGGTCGCAGAAATGGCAAAAATATTGGAG -AACAGCTACAGGGATGTCAACATCGCTTTAGCAAATGAACTGGCACAAGTGTGCAAACTATCAGGAATAT -CAATATGGGATGTTATTGAAGCTGCTGCGACAAAACCATTTGGTTTTTCCGCTTTTTACCCTGGGCCGGG -TGTTGGTGGACACTGTATTCCCAAAGATTGTACTTTTTACACTTACCTTGCAGATAAATATGGGACGAGA -GCAAAACTTGCAGAATGTGCCAGAGAAATAAACAATAATATGCCACATTATATAATATCCAGATTAGAAA -CCTTACTGACTAATAGTGGTAAATGTATAAATGGAAGTAATCTATTAATTCTCGGAGTAACATATAAAAA -AGATGTAAATGATATTCGGGAATCACCAGCTATTGAAATAATCAAGAAATTATCCGATATGGGTGCCCAT -ATTGAATATCATGATCCTTATATAAAAACCTTGGATGTCCATAATATAAAATTTTCATCAATCCAGTATG -AAGACATTCTTAAATCTAAAGCTGATTGTATTCTGCTGGCTGTTGGGCATTCATGTTATAAAGGACTTGA -TTTTTCTGGCGTTGCACTGCTGTTTAACGCCGCAAATAATTCAGTTGGTTCTTCAAATAACACTGAAATT -TTGTAATCACTTTTAGTTAATTTTATTCTGTTCTTAACAGTTATTAAGTAATATACTGTGCCCTAAAGGA -TGATATATCCACTATAATTTAGCCCATTCACTTTATCATCCTTTGAATTTTTATTTAAATTACGGATAAA -GCTTTTAGGTTAGTTTTTTTATTTTTAAAGTTCTTATTTATAATTAATTTGCTTATCTATTTTTACTATA -CTATACATTTGCCATTTAACTTACTTTCTCAAAAAATTTATTGTCATCAAATAATCGTTCTCTTTTACCA -ATCACTCTCCTTTGCATCTATAAACCCATCAAAAAAAGAGCTCAAAACGCAGGCCATTCTAGGCCGGTTT -TTGCCCTTATTTTCATAAAAAACCACTATATATTGTGTTTGAATCGTCTATTCTTCGTTTTTATCCACTA -GCTGCATCCATATTATGCTCTCGACGTGGCTCGAGTTGATGGCATTGATGTCATATTACTTTGCCCGTCT -GTGGAAACATATCAGCAGCATTTTTGGAACTATCGGTAGACGGGAACATATCCAGCGGTTTTTGACCATT -TTAAGAAATTTCGGTATGAGAGAACCTATCAATGGAATTCTCAACACCAGCCTTTTAGAGATTAAGGGAA -GACTCTATAGACTTCTTCATATTATTAACGAGTTCAGTCACCTCAGAATCCATTCCTTTCCACTTATCAA -TATACCCTCCTAGATAAGCCTTTCTTGCTTTGTCAAGTAAAATGGCATGCTCATAAGGTAATTGAGGTAT -TGCCCATTCAGCTGCCAGATCTTTTGATCTGATTTCACCAGTAGATGCTGTCACCCACATTCTGGCTAAA -GTTAAAATCACATTGCGTTCGTCACCTTTAATGCTAGTTATCAACCCGGGCAACGATTCTTTAATTGCTT -TTCGAATATCTGTCATCGGCACAGGCTCAATTACTTCTGTTGCCTTTGGTCCCAAAAGGTTAATACTATT -TTTTCTTAGTTGTGCTAAAAGTATTGCTAAATCCGGATCATAAGTCGGCTCAGGAATATCTCCCTTTTCA -AACTGCTCTCTTAGCCACTCGCCGTACATAAATTCATATCTGGGAGGAAAATGCCAAGGAATAATATCTT -TTTGATTAATGACTGTAACTTCAAGAGGTCTCATATCTTTTGTGTTTCCTATTTTCCCAGATATAAGCAT -TAGTCTGTCTGTAAGATCTCTTCGAGTTCTTTCAGATAAACTACGATTTATTACAACCAAAATATCTACA -TCGCTATTAATGCGTAATCCTCCCATAACAGCAGAACCGTACAAATATATACCCACTAATATACTATCGA -GTAGCTCCTCTATAATTTTCGATGCTTGAATTGCTTCTTTCGGTATTTCTTTGTTATTCATATTCTCGAC -TGCGAGCTCCTTTCGCGCAAACTTTCTGGGCATCCCGACACATATCTCGAGACCTTTATGGATGTAATTG -GGGATGATTCCTTGGACTTATCCCGTACATTTAAATTAAAACTGGTTTATTTTAGAAGATTTTACTGCTT -TCAAAAAATCCTCAGGTGCTTCTGCAAATTGCAGCTTTTCAAAATCTTTTTGCGGCATATGTTCTTTTAG -AATGGTTAAACATTCCTCCAAATCATTTTTTCTATATCCGATTATTGGGTCTGTTAAAAAAGCAAATCCA -AAATCAGAATACAATTTTATTGCACGAAAGCTGGATGGTTGTGTATGAAGAAATACCGGATAGTCATTCT -CTTTAATACTTCTCATAACAATGGAAAGTAAAGCTCTACCAATGCCTGATCCTTCATAGTTTTTCCGGAC -TTTAAACCAATGTATTGTAGAAATTTTTTCATATGCCTTCCACGCAAAGCACGTCCCTATAGGAGTATCA -TTTTTATCACAAACAAATAAACACTTCTGAAAAAATAAATCTTCTTTACTTCCGTATACATCATTAAAGT -ATTCCGTCATAAACCCATTATATTCTTTGGCAGATTTCACATCGTCAAACGGCATCTCTTTCCATATATC -CAGTTCATCTCTTCTACATGTTCTAACATGATACTCATCTGACAACTCAGAAATGGCATTGGAATTTAAT -GCTTTGCACATCATAAAAAGATTTTTTTCAGGAATCCCATTTTCTAAATTCAAACTAGCTCGTTCCATGA -TTTTCTGTATTATGGACGTTTTGGCGTCCGCATAGTGTTGAACATGCCTCCATTTATTCTTTGCCAAGTT -TCGCTTAACTTGTGCATATTTGTCTCGATCAGCATCATTAGTCCGCAACCAATCTCGAAAACGTAACATT -CTATCAATCTCTGATGTGCCCGAACTGAACACATGCAGATTGATGTCGGTATCGGGTCCTTTGAACAGGC -GGTGTTCGAACCACTCGGGTTCCCGAATCCGCAATATATAGCCAGCTGATTCCAATGCCGGAACATAGGA -TAGCTCGTCGGCAGAGTCCTTCACAACCAGCAGCATATCAATTATTGGTTTGGCACAAAGCCCCGGTACC -GAGGTCGAGCCTACATGTTCAATCTGCAAGGCTTTGTTGCCGAGTACTGAACGAATCCGGTTCGCTTCCT -GTTCAAACAAATCAGACCAACTCGGATCGTATTCGACAAGAGTAATCGGTGCATTGTGCGGCTTAAGTTC -AGCAACCATGTTTTTTTGCAGCTCTTCATCACTCCTTGGTGTGGAGTTATTTTCAGATAGCATCATATCG -CACTCCTTTGCTGTTTATGTTGCGGGTGTTTCAATTTTATCTTTTCTCTTTTTTGTTGGCCGATACAATC -AGCATCATGGGACGGCGCATTTCATCCTGCATCCCCGGAATATCCATCATGTTTTCCGGCGGCTGCGGCT -CCACAATCTGATTTATTATAAAACCATTTGAAAGCAGTGTATTTAGATATGTGGTCAGTGTTCTATGATA -TTTTGTAACCTTTTCTCCCAAAAACACAGCTGTCCGTTTGCCCTCATAATAATAATTATCCACCGGAAAA -TGCAGTATTTCTCCTTTTTCGTTATAATGCCAGTCTTGTGTTCCATAGGCAGTAAAAACAGGATGTTCAA -CCGTAAAAACTAGCTTACCACCAGACTTCAGTATTCTATATATCTTTTTTACTAAAATCTCATAATCTGC -TACATAGTGAAACGCAAGTGAACTTAATATTACATCAAAACTCTCCTCTGGGAATTCCACATCTTCTATA -GCACAGCATTTATATTCAACCTGTGGAAAATGCGTTTTTTCTTTGGCTACCTCGAGCATTTTATGAGAAA -TATCAACACCTACAACAGAAGAAGCACCGTGTTCCATCGCATAAATACAGTGCCATCCATAGCCGCATCC -TAAATCAAGCACACGCTTATCTTTAAAATCCGGCAGCAGCTTTCTCAATGTTTCCCATTCTCCTGCACCG -GCTAGTCCCTGCTGCGAGCGACTCATTTGACTGTATTTTTGAAAAAATATATTATCATCATATTTGTTTT -CTTTCATCTGAATTCCCCTCGTTTAAAAAGTTATTTATCTCCGTTGCAATTTTTTTCACTTCTTTATAAA -GCTTCTCGGTCATATCGTAGCATTCAAAAAGTGAAAGACCGAGTACTTCAAAAATATGATTAACCCTTTC -GGCATATTTTTCAGGTTTATATTCAAAAGTTTCAAGCAGTTTTATAGCTTTCTTTTCGTTAATGCAATAA -GCATTATTACATGCAAATAGTACTTGATTTAAGCATGAAATAATACGAAAAACATGGCCTGCAATATAAT -ATTTATCCTCTGCTCCCGCATTTGCTTTTACAAACATTAAAGAGAACTCTGCTTCAAATATAAAAAAGTT -TATCAAGTTCTTCTTTAGAGCACCAGGGTAAATTTCTGCCTGATTTTTTAATTCGCATAAGCTTTCATTC -TTAGCATATTGTATCTTGCTGATCGCCAATTCTCCACGATACATAGCACTTATATAACCATGGGGATGCC -CAGTCTGATAATTGGCAGTAACAATTCCTTGCTCCGTATCTTTGATTATTTGTTCCACCCGTTTTATATC -ACGTAAAATCAAGTCAACATGATACCCGTTTATAACTAACCATCCGCCGCCATTAATCCAATCACCCCAC -GCTCCGGGAGGTACAACAAGGTCGTTTCTATTCTCATCATCCAATTCTGTAGCAATTTGATTAATCGCTG -TCAGGTCAAATGATTCTGAATTGTAATAGATTCCGATATCTATATCAGAATCCTCTGTATGGGTGCCTCT -TGCACGTGAGCCCCCTAATACAATGCCTCCTATGCAAGGCAAAGAAGATAATTTCTCTGTTACTATTTGA -ATTACATTATCTACCATACGAACACACCCCTTTTATCGATTAAAGACAAAATACTTGTCTCCTCTCTTTT -TCTTTCCGTAGTTCTTCGGGAAGTAATCCTTCCCGAGCTGCCAAACATACTGGTCGATTTGCTTCAGGCT -AAATTTATCCAAGCCATAGAAGGCACGGAAATCAATCAGTATACCTTTGAATTTAACATAGTCTTTCAAA -TCACCATCTTGGAAATCTGAGAAGCTATCACGATTTCTAAAATAGCGAAGTACCTCATCGACGTAGCTGT -CATAAATCGGATAATCGAGTGGATTGTGATGGCTACAATACTTTGTGGCAAAGGAGTAAAAATTCTTCTC -TGTATCACCGATAGGTACATACTGGATATCTCCAACAAGAGTAACATCACCAGCCTTAAGCCTCGCATCA -ATATCCAAAGCGCATATGTGCTTAGCTACTGGATAGATTGAGAAAATATTCGTACTATAAAAATCATTAA -GCGTTGATGCCTTCAAAAGAACATCGATTATGTCTGTATTCTTCGGGCATAGCTCAAAGAACAGTTTATT -AAGTGCATCCTCCTGCAGGTGGTAGTTCTCAAGGCCATCCCACTTAGCAAGATAAAACTCCACCTGCTCA -ATTGATGGATCAGGAACATCAACATCCATTCTCTTCTTACGAGTATATGTACGATTAGCAGTATTTTCAT -GCTTGGGCGTTGATCGCTCGGCAGCTCCATCAGAAGCTAAGAGTAAACGGAACCTTCTTAGATGAGACAA -GTAACTATTAACAAGTGATTTAACATTGCCGGTCGAATTCTCAGAAAGAGCCTTTATTAAGGAATTCTTC -GCCTCATTCTCGAAATCAGTAGCAGTCACTGTATTCCAGAACAGGTCTTTGCTCCCTTTCCTCCAAAGGT -AGAAGGTGTCTGTGTAAGCAGTATTGATTGTTAACTTTGAAATGTTCTGGCTATATAAGAATTCTCTGTA -TAAAGAACGCAGTTCATCATATGATAAATCTTTCATTTTGTTTATATTCAAAGTCAAACCCCCTTTACTT -TACTCTTTGCTCCTTTTAATTACAAAAACTCGATTTATATTTCATCAGTGTATCTTCTACCTCGTGCCAA -ATTGTTACCGTTTCACCGTCATCCTCAAATACTTTACCGTGACTTTTAGGTCCATCCAACTTCATCTGTG -AGTAATTATTCTTAAAAGTGGGCACATACAGTTCTGGGTTGTTTTCGTCACTGCATAAACGCTCCATCAA -ATTTATGGTAGCACGACCTGTGGCAGCCACTGCCTTAAAATAAGCACGAATGATTTTGTGGTTATATTGA -TTCGGCTTTATAGCCCATACTGGGATTCGTTGATTTGCTTTTCCGTAAAAATCCTTGTTTGTATCTTCAT -TCTGTTTTGCTACAGTTTTTGGGTTATAGGCTTGTGATGCCTTTTCAAAAGTTTTTGCAATATACCAACG -CATACAACTTTCCACTGCAGCATCTTTTGTTTCATTTGTTAAATTCAATGCGATGCAGAATTTTTCATAC -ACATCTGCATCTACTGTAAAGGTCACGCTCTTACTCAAAGTTTACACCTCCGCTATTACTCTATAGAAAA -TTATACCACTAATTTATATTTTGTAAATACTAATATACTAATTTGTATTGACTCATAGAAGTAATATGAA -AAACACCCTGCATTTCCGGCAAGTTGTTAGATTCAAATAACATTTTTCTTTTCATTTCAATTTTTAACGT -CTATACTAATTCCAGCCTTAAATTCCACCTCAACCCTGTTAGCGTGGATCGTTACCTTTTCAATAAGCCA -CCTTACTAACTGCTCATCATATTCCTCCAACTCGCAGGATTGTTCATTTAAGAAATCCGTCATCTCAGCG -ATGCGTTGCCTTTTCCCTTCTCGCTCTGCACTTTCAACCAGTGCATTTTGCTTTAACTCCCGAAGTCGAT -AAATTTTATCAGCTACATCTTCATAGTCGTTCTTGGATTTTGCTTGTATAAGAAGCTGCTGCTGTAATTC -TTCCAATTTGCTATCGATGTCATCAGTGGCATTATCATTTCCTTCATTAAGTATGGCGGCTATGTTTTTC -TGTAACGTTGAGAGGAAGGGTTCTTTGTTAGCCAAAAGTTCGTTAATAGCCTTGACCACTGCTGTCTGCA -ATATTTCCTCGTTTATGGTAGGGGCAGTACATTCAGATCCTTTTTCCTCCAAGCGGCTGACGCATCTCCA -AACAATAGACTTGTAACCTCGGTTATTCCAATGTACCCGTCTGTAAATATTACCGCACTGTCCGCAGTAA -ACAATACTCGATAAAGCATACTTGCTGCTGTAAACTCTCTTTTTACCGCCTTTCCCGCCACGAAGGTTGG -CTCTTCGAACCATCTCTTCTTGAACCTGCATAAAAAGCTCGCGTGGAATGATAGGCTCATGGCTGTTTTC -CACATAATACTGGGGGACAATACCGTTATTCTTGACTCGCCTTTTAGAAAGGAAATCGATCGTATATGTT -TTTTGTAGAAGGGCATCACCGATGTACTTTTCATTCTGCAGTATCTTTTTCAGCGTTTCAGGTCTCCATT -TAGATTTGCCTGCTGCTGTAAGAATTCCGTCAGCTTCTAGTCCTCTTGCTATCTGTAAAAGGCTAGCCCC -CTCAAGGTACTCCCTGTAAATCCGTTTAACCACCTCAGCACCCTCTGGGTCAATCACCAATTGCTTGTTT -TCATCCTTGGTATATCCAAGGAAACGCTTATGGTTGACCTGTACTTCACCTTGCTGATAGCGATACTGAA -TACCCAGCTTTACGTTCTGGCTTAAGGACTGGCTTTCCTGTTGGGCAAGGGATGCCATAATTGTCAGCAA -GACTTCACCCTTAGAATCCATGGTATTGATATTCTCTTTTTCAAAGAATACGGCGATGTTTTTATCCTTT -AATTGACGAATGTATTTAAGGCAATCCAACGTGTTTCTGGCAAATCGGCTGATGGATTTTGTAATGATCA -GGTCAATTTTTCCTGCCATACATTCCTCAATCATGCGGTTGAACTCTTCACGCTTCTTGGTATTTGTACC -TGTGATACCATCATCCGCAAAAATCCCTGCCAATTCCCATTCCTTGTTTTTCTTAATATAATTTGTATAA -TGTTCAATCTGAATTTCATAACTTGAAGCCTGCTCTTCACTATCCGTTGAAACACGACAGTAAGCAGCCA -CTCGTATTTTGGGTTTGCTTTCGCTATTTTTATTATTTCCAACCCGTTTAATTGCCGGAATCACTGTTAC -ATTCCTACTAACTGCCACTTGTTACACCTCACTTTCTATCAGACTGTAGGCATATTCCGCCTGTTTGTAT -AGGTCGTCATATTTTTTCACTAGAGGTTTTGCTTTGAACTTCACAGGGTAATCCGTTTCCGGTTCATCCT -TAGGCTCCCATATCCTTCCGAGCTTTTCTGCTCGTTTTCGTTTTTCCACCCTGGCTTTTTCAAAGGTCTC -CTCATCAATAATTGGAGGGTAGAATTCATCGCCAAGGTAGTGCTTGTTTTGCAACATCTTACTAGCTGTG -GCATGGTAGCAGTCTATCCCAGCTTTTTTAGCAGCACCCTTCAAAGAAAGGCCTGACAAATATCCTGAAA -ATAATTCTTTCACTTGTTCTGCTGCTATATCATCTACAACAGCTTTTCCATCTTCAATTCTATATCCATA -GGGTGTGTGACCCATCTAATTCACCAACCTTTCCTTCAATGTGATTCCACATTTTAATTCAAATCCGACT -TCCTCTCGTGAAAAAACAATAATCTTCTCTGCATAACTTTCAAACAACTCATCCTCATAGGCTGTAAGCA -TTTTGGACTTAGTGGCAAACTTGAGCAGTCGATCAACTTCTTCCACTTTTGCAAAATTGCCATTGACGGA -ACGAGTAAGTAGATCCTTTTCAGCAAGAAGTCTTTCTCTTTCTGCTTCCAGTGAATTCTTCTCTTTATTA -AACAGAGCAGGTTCCAGATACCCTTTGGCCATTAAACCTGTCAGTACCTGGCTCTGCTCCATGTTGTTTA -CAATTTTAGTTTCCAACTCTTCAATTCTACGAAAACTCGCTGCATTGTTCTGGTTACGTAACCCCTGCAA -AAGTGGTCTTAATATGAACTTCTGACCAAATATGAGTTTATTCATCATCGTAACAAATGCAGTCTTTATA -TCTTCATCTCGAATGAACTGCATAGAACATTCCGTTATATTGCTTATATGCTTACTGCAGCACCAAGCAA -TGTATTTTCTTGGACCGGATGAATGAATCCGTCTTTTAAAGGTACTGCCACATTCCGAGCAGATAATTTT -GCCAGAGAAAGAATATCGGTTTAGATATTTACTGTTGCGCTTTTCGATGCCTTTTTCCTTTGCCCTTTGA -TTGAGAATGGCATCTACAGCTTCAAAATCTTCATGGCTGATAATTGCTTCATGGTGGTTTTCTACTAGAT -ACATATTTTCCTCACCATAATTGGTGTGCCTGTTAAAATGGCTGTCAGTATAAGTCTTTTGCAAAATAAC -ATCGCCGGTATATTTTTCATTGGTTAGAATTCCTCGAATGGTAGTAGCTGTCCAACGACCACCTCTTTTT -GAAGGGATACCCTTTTGATTAAGATCATTTGCAACTTTCTGTGTGCCTTTGCCCGATAATACCTCTGCAA -AAATATACTTCACAACTTCAGCCTGCTTGAGGTTTACTATCATCTGACCGTCAATATTTTGATACCCATA -TGGTGGGTAGGAAATTTTAAAGGTTCCGTTTTGAAATCGTCTTTGAATTGCCCATTTAGTATTTTCAGAA -ATGGAAATTGACTCACTTTCTGCAAGCCCACTTAAAATGGAGAGCATCAATTCACTTTCCATTGAACCCG -TATTGATGTTTTCCTTCTCAAAATAGATATGAACCCCAAGGTCTATCAGTTTTCGAACCATCTCCAAGCA -GTCTGTAGTATTTCTCGCAAATCGACTGATGGACTTTGTAATGATTAAGTCAATTCTCCCAGTTTCACAG -TCTGATAACATTCTAAGTAGGTCAGAGCGGTTTTCCTTTTTCGTGCCGCTGATTCCCTCGTCATAATATA -AGCCTGCATATTCCCATTCTGGATTCGCCTTTATGTAGGTCTCATAATGGGCATTTTGTGCTTGCAAGCT -GACTAGCTGTTCATTACTATCTGTTGAAACACGGCAGTAGGCAACTACTCGTGTTTTTTGCTTAATAAAA -GAATTGGCCATATTCCCTTCTATTTTCGTTATCCTTTTCATCCTCTCACCTCCTTCTTGGCATGTCACAT -ATTACCTCTGAAACCCTTATATATCAACGATTTCAGGGCAATATCTCTGCTAAAAAAGGGGAGAAAGTTT -GGCGATTTAATGCGTCTATCTTGTGGAATTCTATTTCAGTTATTAAGCCTTTTTCGAGCATCCTTCTCAG -CAATTTTTCTGCCTGGATATAATCAAACTCACGTTGTAGCTGTTCCTGAGATACTCTCTTTGATTCGATG -CTTTTGTCTATAACCTTATCTGAAATCTTTGTAACTTTTTTATCCTCGTGCTGATTCACTAGGAATCACC -TCCTACCTAATAGCCGTGGGAACATGTCGAAGTTGAGGATTTGTAGAATTTAATTAAATCAAGGCATAAA -AAAAGAGCCTGCAAAGGAAGAACCCCCACAGGCTAGATAAATTAATAGTTTAATACTTTATTTTAGAGAC -TTTGTGAAAATCAAGCAACACCGTTTTTAACTTGCCCTTTTGATTAATCATACTTAATAAATGCATCCGT -AAAGCCTGCTTTTTTAGCTTTGGCAAGCTGTGCCTCAGCATTTGCTTTAACAGAATAAGCACCGATCTGC -ACACGGTAATATTTCTTATTCACCGTGTCTGCTGGTTTATTTTCGGCACTTAATAGTTTCTTTACATCCG -CTCGAAAGGTGTCCATACTCTTCCCATGCTTAGGAAACCAGTGCATCACGTCTGCATGATTACTGGCAAT -GCCTCGTTTATAACCTTCGCTATGACAAATGATATCTCTTTCACTAAACCCATAAAGTTTGCAAAGATAT -ACACAAAGCTCCACAGCTTCCTTATAAACAGCAGAAAAATACGAGGCATCGGTCAAACCGTCCTCGCAAA -TTTCAAAACCAATATGGGAATTATTAGCAGCTCCTCCAGCATGCCAACCTCGGTGATTCCAAGGCAATGT -TTGATAGGTAGCAATGGAACCATCTGCTAATTTGCCAATAAAGGCATGAACACAAACTTGACGCCCTCCA -GGTTTGTCTTGATTCCAATGGTTGTTATACTGGTTCTTTCCTAGCAAGCCATCGTCTGGGCCAACGTAGC -GCTTCAACCACGGGTTGTTAGCTCCCGTTGAGTGAATCATGATACCCTTCGGTGTTATTGTTTTGCCCGC -TTTATAGCAGGCATTGTTCGTAAGTAATAGTTTGCGTAGATTCATTTATAGTCCTCCTTGTCGCTTCTAT -TGTGAAGCTGCTCTAATATATCCTTGAGTTTCTGTGGCACAGGCAGACCAACATGAACAGCATTTTCAAG -TATGGATATGCCTTCATTTGAAAGATAAAAAAAGATGACCGCTGTTCGTATAACAGAGCCATCTCCAATA -ACGTTTTTATCAATAATGTGACCGATTGCTACCAGTGAAAAGATGAGTACTTTCTTGAATATGCCGCGAA -AGCCTACCTCACTGGATAGCTTTTTATCAAGCACAGCACACATTAAACCTGTGATGTAATCAATCACAAC -AAAAGTAAGTAAAGCATATAAAAATCCGTCCCATCCTCCGAGGAAATACCCAAGCCAACCACCAATAGCG -GCAAATGTCACTTGAATCCAGTTCCAAATCTCTCTCATTGTCTTAACCTCCTATCATTTTGATTGCATAA -AAAAACGCCAGCCGAAATAGGCAAGCGTATACTTGTATAGGTTATTCTTCCTTTATATTTGTTTTGGCAA -GGCTTCCCATAGCCGCATATCTTCCTGTCCCAATGACCAGATAGCAATACCCCGTAAGTCCCAGCGATAG -GCCGCTTCGTTTGACCAGTAGACCAGCGAATCCACATCTTGATAGTACAAAATTGAAAAGCCATCTGCAT -CACCGAGAAACAGCCGAGATATCCAGACGTTGATGTCCCTTGGTATAACCTTCGCTGTATAATCTGCATT -GCATGGTATCTGCAAGAGATTACTGTGATAAAAGTCATAATCCATGGAAATATCCTCACTTCTGGTGGAG -GATTCCTCTACATCAGCTGTAAGAGTAAATACATGAAACCTATTATCCCAAGTTACACCACTCCTAGCAA -TCCTGCCATACTGCATGAGTGATCCGTCTGGCATGGTGACATCAAAGGCTTCATAAGGCTCATAAGTCCA -TGCATCGCCCAAGCGGAGAAGTTCACACTTGATTTGCCCATCGGATTGAATACCGCAATAACCACCCGTA -CTTGAGATGTTTGCAGTAAAGCGAAGCGTGTTTGAATTCCCAGAGTAGACACGCACCCTATTGCCACGCT -TTCTCATTTCGATAAGATACATATTCGGATTGGTGCGAATGTCGGCATCCGGAGTTTTAGAGTAACTTGC -TGCATAACTGCCAAGTAAAGTAGAGCCTTGGTAGAGCTCCACTTGTTGGGTGTCAATGTTGATACAGCAA -AACACATTCCCACAAAACACTCCTGCTCTTCCGCTACTACCCATAGGAAAGGCAATTCTTGCACGGATAT -GCACATCACTAAAGCTATCGTATTTCCAAGCAAGCTGACCGCTTCCTTCAAGCTGGGAATATGGGCGGTT -GCCATTGTCATCGGGATTTTGCCATACACTCCAACTCCCCGATAACATCTGCCAGTAGCTTTCCGGCAGG -ATGATGGGATCTCTAAAATCTTCATACCAAGCTAACGCTGAATCCGGCTTACGGCGCAAAACCTCTGTAG -TAAGCTTAAACCCTTTGTCGGGAACAGCCATGTTACCATCTATGTCTTTGAAGCTTCGTGGAGATAAACA -GAAAGTTGCCTCTCCAGCAGAGGGATATTCGCTAAAATTAGAACAAACCCGGAAACCATAGAATTGCGTA -CCAACTACACCGCCTTCAATCTTAATGCTATGTGTTCCTGCCAGAAGATTTACATTAGTGGCAAGTTCTG -CCCAGAAAGTTTTTCTCCAGTATGGCCACCACAGACGATTCTCTGAGTAGCTAACCACTGTACCGTCAAG -TGCAATTGTGATACCGTTCTTATCCCAGAACGGAAAGCAAAGCTGTACAACTACATCATAAGTACCTGAT -TGGGCAATGGTAAAGTTATACTCCGATTTGCCTTCACTTGACGAAAGAGTGATCATTCCATTACCAACCA -CAACACCATCCGTGTAGCTGTCAGGTTCACCATTTCGATTAACATAGATAGTTCCAAACTCCGACTTTTG -TGTTTTCCCGTAACAAGTTAGATATTTTCGGCGGTTATATGTTTCATCAATAATAGGAGGTTCTCGTGAT -ACTGCGTCCCAACCTTCCATATAATCGTAGACATGTGGCAGTGCCCATGGTACTTTATCGTGATCATCCC -AGTAAGCAATAATTGGGATAAATGGTTGCGGAGGCTGGTCGTTCGTAAAATTATACACCCCAGTCATCCA -GTTCTTAGCTGCGTAGTAGGTGTTTGATGTACCGCGATAAGCCTTACCTAGGTTGGACGGGTAATCGTAA -ATCTGCCAATTCCAACCGTAACCAGGTAAACCCATATATACTTTTTGTGGTGACATAGCTGTAACCGCAT -AGTTATAAATACCCTCAAGCCAACTCCTTGGTGATACTGGGCCTGGAGCTGAACCTGCCCATGCCATGCC -ATAACTCATGATTGCTGCCGTGTCACAATAATCGTTAAGGTCGGCATAAACACACCAATTTTCTCCACCA -ACTGAACCTTGCACACCCGTCATTCCAGGTAAGCAGATATTGACTAGTTTTGATGAATCGTAGTTTTTAA -CAGTCGTGTATATATCAGCGAATAGAGCATTTGCGGCAGTACGGTTCTCAAATCCACCACCGCGCTCTAA -ATCGATATCTACACCTGCACACCAAGGGTATTTGTTCATAATACGCACTATTTCTGAGAGGAATTTTGAC -TTTGCACCGCCCTCGTTATTTCGCAGAGCCGTAAAGATACTCTCTGTTCCATGGTTCATAATGGTAAGTA -ACCATTTGATATGTGGCCACTTTATACGATATGGAGTAAGGGAAGAAACGCTGGTACCTGTTTCCGTTAT -CGTGCCTGTGATGTCTACCTCAAAAGTGAAAATACCAACAGTATCTAAGCGGTCACCGTAATCGTTCAAA -GCTTGATACATCCGGGCATTGCCCATGAAGGACCATACCATACAGCGTTTACCCTTAATATAATCTTTCA -TGGACGCAGATCCCCTTTCAGCATTTCTTTGTATTCGAAATATACCCTAGCAGATTTTCTGTCTTGTAGC -TTCACTTGGTGCTTGCTGTCAGTAGCAGCTGTGTATTGATAGAATCCATGTTTCGGTGTGGGATAGCCGT -TTCGCAAACACTCTCTTGTTGAAGCTTTAAGTGCAAATTCGTCGCCTGCATAAGCCTCCGAATCAAACCT -TACCTTATGTGAACCCATACCTTGCGAAAGCTGAATGCTTCCTGCTTCCATTGCTTGTAGCGGGTAGATA -TAGCAGTCTAGCCCGTTTGAAGTTTCACCAAGATTAAAGATAATGATTGTGTCGCCACTACGCACTACAC -CATTGTGGAAACGTACCGGATTAGGCGAATACTTTAGGAATGCTTCCGTATGAGGGGTATATCCCGTCAG -CTTATCACCCTCCTGCAGTTGAAGGTCGGTGAAATAAATCGAACCCGTACAGTTGGTAATAAGGGGACGC -ACAGTGATACTTACTACACGCTTTTCTGATTTTACTTTTATAACTTCCGCAAAACGTATAAAATTGCTTT -CCTGCATAGCCATCACCTACCCGTCGTTCGTCCACTTGATTTCGCATACATGACCGACCCAACCAGTGGC -AATAGAACCTGCCTGCAGCATAAGGTCAGTGAAATATACTTCTCCTGTGCAGTTTGAAACTACCAACCGA -ATGGTGATAGAGCGAAGTGTTTCATACCCTTTAGGTGTTGCATCACGAGCAATTTGTTGAAATACAGCCA -AGTCAATCACCATCCTTCCTTAATATAGGTCAATAAATCTCGTTTCAGTAGTTCCGTCCTCAAACTCAAA -CACTACTTCGATACCCACTTGTCCATCTGGGCCTTTTTGGAGGTTATCTGAGCCTATTTGTGCTGATATG -GTGTAGTTACGGCGGGATGCAGGATATACTGTTTGAGCCATACTTTTTGTAGCAGTTGCAGAGCCTACCG -CTTTAAAGGAAGCTGTACCGGTCACACCTTTTTCAGTGTCCACCTCAAAACCTGAATTCTGCCAGTAAGC -GAAGCCATCGTCTGCTCTACTATTACGCAGGTGGTTGAACGGCACCATATCTTTGATTTCCTGCCCAATG -AGGTTGCTTTGGTCAAGCTGATCAGCGAGGATGCCAGAGGACGTATCCCCAAGTTCACGAAGTTTTGATG -ATAATTCAAGTACAGTTTTCCACGGCTCCTGAAGATTATATTGTCTGCGAACAACCCTTGTTTTGATAGT -AAGATTTAAATCTCTATCATCCACCGTCACAATGTCGCCAAGTGACCACCTTTCATGCTCATAACCTGTC -AGCACAGACAAATCCATCGCTGATAGCACATAGGAAACACGAGGCTTTGAGTACTCTGCAAGTCGCATAT -TCGTAAACTCAAGCATTTGATAAGGATTTGTGAAATTCGAAAGATCGAGTGTTGAAACCCGTACCTCATT -GGAATATTCATAGTTATCCACATACTCCTTGCCACCATTGATAGTGGCAAATGTCATGCCATCTTTACCA -TAGGCATACAGCCTTGTCACCAGAGAGCGGGTATCAACAACCCTCTTGATACTTGTAAGGTTTTTCTTAT -AGGCAAATAATGCACCGCTATCACTACCACTAAATCTCAGTAAACTAACAAGACGGTTTCGACTATCAAA -TACCAAGTCCCCACCGTGAATCTGTTGCGTCATTCGGAGTATGGCCAATGCATTCTTCTCTTGACATTGC -CATGTCCGCTTGGTAGTGACATCAACTACACCAAGAGACCATCCTGTACCTTCCAACGCATAACTCATCG -GAGCAGATGGTAAATCGGCATTAAATTCTCTCGGCTGTTTTTCAGCTGAAAAGGTCAAATCATAAAATGC -TGCTTCCGCATATACGGTGGTCAGAACACCCGTTCCATCTGCTCCTTTTTCATCTGTCAGCGTCCTTATG -CGATAAATGTCATGTGCCACCTGAACTTGTTTTTCATTATCTAAATGTACACGCTTGCTGTCATTCCATG -GGAGTTTGAATTCCAAAGTATCTGCGCCGTTAATCTCTCCCGTTACGATGATGTCATATGCATTTTCAAG -TACCGCTTCCCATGCACCATTTTCGTCCAGCACGACAGGCCTGGCAAAACCCAGTTTCTCATATGGAGCT -TTCGGTATGTCGTGAAGTGTGATATCCAATAGTTTCGGGGTAACCAAGGGATCAGTAGTTGAAAGTGTAA -TTCTATAGCGAATAAAATTACGGTTTGGAGATACTAGTTCACCGTTGGAACCTACCACCTGCCACGCCGA -CCAATCCTGCAAATCATCTGATGTAGCAGTTTCTATAGAAGAAATTGAAGTCACACCTGCAGTATATTCC -GAAGTTACAGACACTCGACCACTACCTGCAAGAGAACATTCCGCAGCTATAGTCGTAAGCTGCCCACCTT -CAGGATATCTGTTGTTAGTATCCTTGAGGAGTGTTACCACACCAGGTTCTGTTATAGCATCAACCGCACC -ACTGGTATCACCGCCGTTGGCAAGTATTGACTGCTTGAAATGTCGTTCTAAATCCTCAATTGTAAGCTGT -GAATTTACTTCGATGAACCAATCATCAAATCCACCTGCATAATAATACTGATTTGCATGCATTCCAATCA -CAATATCGGCTGTGCAAGATGGGTTTAATGTTCCCGTGAATGTCCGTTTAGGCGCAATCCAGACTGTACC -GTCTGTTCGGTTACAAAGAATAAACTGCGATGTCTTGGTATTCACTTCAATAATTGCTGCAATAAAGTAC -CACCCACCATTAACCATGTTAAAACTTGGTGTTTCACTCTGGTCGAGAATCAGTGAACCAGAAGAGTTAT -ATAACATCATTCGAGGTCTGCCCTGGTACAGGGACAAGTATAGAATAGGTTGACCCGGGCCTTGTCTTGT -ATTAAACAGCGGAATAAAGGTCTGTCCCACAGAGTAGGTAGTTGGGTTTATCCATCCACCTACTGCGATT -TTATCGCCTAGATTGGAGAAAAATGTACCATCATTCTTTGCAATCAAGTAAGTTTTCTCTGATGTCGGAT -TAATAATATTCTGACGAAAAAATCGTCCATAGCGACCATTTGGGAGACTTGCCGATGTGCCAGACCATCC -CGATATAGCGACGTGCCGACCGTGACCACTCGCATCGACAAGTTTAACATCGGAGTCAGGTCCAGACTCA -TTGAATCGCCAAAGGGCAAGGGTATTCTCACTTACAGGAAACTCACCCGTAAAGTCAGATTGTGATGTCA -ATATTGATTTAATTGCCATTTGCATCACCTCCATCGGCTTTTTGCTTGTATTTTAAGCTCCGTAAAATCC -GCACCTACAGGAGTAATCGTCACAGTATTGTTGCCCTTACGAAGTACAGGGAAATTGAGTTCTTGCATAA -GCGGTAGACCGTTACGGAGTGTTTCGCCGCTAGTATCAACGACCTTTGCTGTGACCTTTCCTGTATCAAT -TATTAATGTTTCACCATCATACAAAGGACCAATAACACGAATTTCTTCATTGTTAGTCTGAATGGAAACA -TATGTGTTTGTTCCTGATGGAATTATTCCTTTTATCAAGTACACAGGTTCGGAGTCGGCATTGCCTTTAA -GCCTTGTAACGGTATTTTCTCCCTCGGCTGTTATGGTATAGGTTTCATCCGTTAAAGCGTAGGCATGGGG -ATCTGGGCAAACAAATTTCAAATCAAATGCACCGGCTGAAAGAATGAGTCTGTCACAGTCTACAGTTTCT -GACAGACGGGCAGTGAAATAACGGTCAGGTACATCGTCCAACACAAGTTGTTGCACCCCACGTTCAGGAT -TTAGCCAATCAGCAAGGCTATCCATAACAGATACCAGTTTAGAAAATTTATATTGTGGGTAGACATTGCA -ATGAACTGTGATTATTTTCTCTGCAATATCGCTACCAAAGTCAGCTACACCAGGCTTGCCAGGTATCGTT -ACAAAGGAGTTTCGCAATGAGGGTGATGCTTGCCAGTTTGTCAGCCTAGCCTTGATATTCATTGATTGCG -ATGATATGCCGTTAAATGTGAACCCCATTTTCATCCTCCTTCCTTAAGCGGGATTGAAGCGTCCTTGCGC -CCTCGAGCCGGTTTCCATCAAGTTGTACAGTTCCTGTGAAATCCTGCGGATATCGTCCTCGGATCGAACT -ATCATCTGCTGTATGGTGATAAGCGAACCACCAAAACCCCCAGTACCGACTGACCCATTGACAGAACTGC -TAAGGTTTATACCTGGTGTGTCAAAGTCTGTGGGGATAGCATTTTGCATATCCTCACCAACCTGCGCCAT -CGTCTTCTCAAAGCCTTGCCCAAGCCCCTGTGCCATATTGTCACCAAGTCCTGCAAAAAGTGCAGAAGGT -GAGCGAATGCCAAAGAAGTTTTTGATTTTATCCACCACACCACCGAAGAAACCGGATATTTTCCCCCAGA -GCCATGCACCCGCATCAGAGATTCCCTGCCATAGACCCTTAATAAGATTGCCACCAACGTGAGCCATCTG -CCCAATTGAACCCGTAAAACCCTTAACTAAAGCTGTGATTATCTGTGGGACAGCTTTGACAACCTCTACG -ATAATAGTAGGTAGGTTTTTAATCAGTGATACTAAAAGTTGTATACCCGCCTGAATTATCTGCGGGATAC -TGCCAATAATTGCATTGACAAGCGAGGTAATAATCTTAGGTATCGCTGCCACCACAATAGTAATGATGAT -TGGTAAATTTTGAATTAAGGCAATCAACAGATTCACCCCGGCATCAATTATTTGGGGGATTGAGCCAAGT -ATCGCCGTAACTAAACCATCAATTATCTGTGGGATTGCAGCAACTATTGCTGCAATGATTTCCGGCAATG -CTTCAACTAGTGACACCAAAAGCTGTATACCTGCATCGATAATCTGCGGAATGGCGCCAATGATAAAGTC -AACTAAAGCGGTAATGATGGCGGGTAATGCGGCAATTAACTGCGGAATAGCGGCAATTAGACCTTGGGCA -AGCCCCATAATAAGCTGAAAGGCTGCCTCCAGTATCATTGGCAAGTTGTCAGTTAATCCTTGTACAATCT -GTGTTACTGCAAGAACCGTTGCTGGTATGAGTTGTGGTAAAGCCAAACCGATGCCTTCTACAAGTGCAGT -GACCAGTTCCACTGCAGCATTAATCAGGAGTGGAAGATTATCGATCAATGCCCCAACAATCGTCATTACA -GCTTCAACAGTAGCCGGAATAAGTTCTGGTAAAAGATTCAGAATTGCCTCCAGTACTTGAGAAAACAGTT -CTGTTACAGTGCCAAGAAGCATAGGAAGCAAGTCGCCTACCGCTGATAATATCGCACCTGTTGCCGTAGG -TAAGGCGGCTACAATATTCTCTAAAACTGGGACAATATTAGCAACAACCGATTGGAATGCATCTACAAGA -TTCTGTGTCAAATTCGTCATATCTGCATCGGCATTGCCAAGTCCTGCTGTAAACGAGCCGAGTGCGGCTT -GGAGTAGACCCAGCGAACCTGTGACGGTTTCTGTTGATTCACGGGCAAAGTTGCCTGCATACTGCTCTGT -GTTCTCAAAGAACATCTGCATGGCTACTTCAGCTTTTTCCGCTTGTGTTGCGGTGTTCCAAGTGAAATCC -AGCCCTTTTGCAAGTGCGTAGGCTTCGATATTGGTAGCGTTCATAGCAACACCCAGATTATCCATCATAT -CAAAGTTACCCTTTGCCGCACCTGTGACCGCCTCCAGTGCAGAGGACATATCAATACCCATAACAGATGC -CATATCCGCCGCTCGTTGCATAGCCTTTTCAGTTAGCTCAAGACTTCTCTGTTGCTGTATACCAGAGCCT -TGGAACAATGCGCCCATTTTGTTTGCCGTAGCAAGATACTCACTTTGGGAAACACCGAGATTTTTGTAAG -CCTCTTCACCAGTTTTTTGAATGGATGCGGCATATTGACCGAATACCGCCTCAGAGCCACCGAGATTCTG -TTCTAACTCTCCGAACTGAGCAACTACCTCTTTGCCTAGCTTTATAGCAGCGGCTCCTGCTGCAACAGCA -ACTGTACCCATCGCCACACCGATGCCTTTAAGGACACCGCCTAGCTTCTCAAACTTGCTACCGGCCTCAT -CTGCACTATTCCCTGTATCCTCAAGTTCCTCTCCAAGATCATCTGCTTCATCAGCTGCATCTCCTAGCTC -TCGTTCCATATCGTTGAGTTGGGCTTTTGCATTATTCAGCTGAATAGCCCAATTTTGTGTACGCCTGTCA -TTCTCGCCAAAGCTCTCAGAAGCATTTTTTAGAGCAGCTTCTAACGTAGAGATTTTATCCTTCTGTGCCT -CAATAGCCTTGTTCAGAACTTCGTTTCGAGCGGTTATCGCCTGAACACTTTTATCATTTTTATCAAATTC -CGAGGAAACGAGTTTCATCTCACTACCTAGAACCTTAAAGGACTGATTGATATCACGAAGGGCGTTCTTA -AATTCTTTTTCTCCCTCAATGCCAATCTTTAAGCCAAAATTATCAGCCATATGTTAACGCCCTCCTTTCT -AATTCAATCCTTCGGGGATTATGTCCTCAATAAAGAGTTCTCGCTTCCGGTTAGCAAGCCCCAAGAACTG -GCGATGACAATCCCACAAGTCCATGAGAAGCCCTAATGGTGTGAGCCACGTTTCTTCCTCAGTACGGTTC -AGATGAACTGTTCCGTAATAAAGAAGCCGAGTAAACAATTCATCATCGCTTACTCGGCCTTGATGTTTTT -TGGGTGATCTTCACTTTCAATATTTCTCTTTGTGCCTTTAAACATGGCTTCTGTAATGGCACTTTTATAA -GTTGCGAGTTCTAGTGGTGAGGTGAGCAGTTCCACCTCATCCTCAGTCAACACATCCTTTGGGGCTTCTT -TATTTTTCAGGTTGTAAATGAGAATGGATTGGTTTGCCAAGAGAGTAATAAGCCATATTATCTCATCCAA -AGCCATCTCAAAGTTTTCAGATTTCAGCAGTTTCTCGCCCAGATTCTCCAAACCACCATAGCGTCGGGCA -ATTTCTTTGGTAGCCTTGGTCGTGAGGATAAGCTCATGTTCCTGTCCGCCAATATTAATCATTGCACTTC -TTTCGTTATCCATCCTTATTCACCTCCACCAGAAACAGCAAAAACAGGTTCATAGACTTCCGTGTACCAA -CCACTGATAGTAGCTGGTAAAACTCCTTCATCATCTGCATTGACCTCCGCTTTCCACGGATGATTGCCGT -TTCCATCTAATTTATTTCTGCGCGATACAGTTCCCTCAATGGTTGGCGTGGAAAAAGTGATAGAATCTCC -CTTTGTAGCTAGATTGGTGGAGGGAACACCAAACTTTACCCTGTATAGCCAGAAATAGCGGTATTGCCCA -TTTGCCTTTTTTGCTCGAAAGCCGATAGCAACAGGGCTACCTCCATCCTCACTAGCGGAAATAAGTACCC -CATTATCATCCGTAGTTGCTCCTGTAAGACTCTCAGCTGCTTTACGTCCAATGTCATCCACACCAAGGGA -GAGTGTTCCGTTTCTGAATTCTTTTATAATCTCTGCCGCTCCGTCATCAGCGTAAAGGGTGGCCTCCGCA -AGCTCAATGGATAGCTCTGCAGAGATGGCCTTTGCCAACATAACGGGCGTACCATATGTTTCGTCTCCAC -TTTCGTCCTCTGTGATGGGAGCATAATAGAGACGGTCAAGTCCAATCGTTGCCATAATCAAACCTCCTGT -AATTCATATTCTTTTGCCACATCAATGGCATAATGATGGTAGTCCGTGTCATCCTCATGTCCAATATAAC -GACGGTCCGTCACGGTAAAGTCTGCATCCAGGAACGCACGGACAAGCTGATTCTTTCGTACTTGATAGTT -ATTTTTGCTAAATAACGATAGCCGTGCTTCCTGTATCTCAAACTGTGGACGATTGTCTGCGTGAACATCA -AAGGTATCCGCAAGAGGTGTGATAACAACATACTCATCAGGGGCTTTGTCCTTGAACACACCAGTTTCCA -CAAGAATACCTAAACCATCCACAATTCTATTTAGTTCCAATAAAATACTCATAGGCTGTTAATCTCCTCA -TCCAGTTTGGCAGTCATTGCCTCCACACACTGCTTTCTTGATTTAGATTTTGCAGGTTTTAGAAATGGCT -TTGCTGGCTGCCCATGCTTACCATATTCAATGATATTAGCAATCTTGGCATTGCTACCACCATCGCTTCT -GGGTTCTGAAAATCCAACCTTGACATTGTAATTACCTTTACGGTCTTGTTTTGCTGAAGTAACACCAAGG -GAGGATACAAGTTCTCCCGTGGATTTGGACGGGTATTTTGTTCCCTTTCCAACGACAGAGCGTAGGTTAT -CCTTAACTTTCGCAAGCACCACTTCGCCACCAACTTCCAGCACCTTGGGGATAATCACATCGGTTTGCTC -AGCCAATTTGGATACCTTAAGAAGAAAGTCCTCGGGCATTCTTACATCCACTTTAGCCATTCGATGCCAC -CACCTTTTTTGCTAAAACCTCAATATACATTCCTCGGCCTTTTACATCTTCTACACTAGTAATCTCATAC -CGTCCATCGCTATCTACAATGACCATTTTTGTGGTCACATGGATATCGGGAATCTTGCGAAAACAAAACA -GAGCGGTTGCTTCAGAAAATACCGCCCTGTTTGCCCATTTCTCATTACCATGCCGTTCTTCCTTATATGC -ACGAACCGAAGCAACAATAGTGTCACTGGTTGTACCAAACCCCTCGCTATCCTTATTGTTTTCAACTGAA -ACGATATCGATGAAGGTGTTCATCTTTCCAAAACTCATGCTAAACACCCCACTCTCGGTCAATCCGTAAA -AGCAAGTTCACTGTGTTCCATACTTGTTGCCCCGCCTGTATACTATCAGCAAAGAAACCGGCCGTCGAGC -CGTCCCTACTTTCATAGAAATGGCTCGACAACATAATCACTGCTTGTTCTGTTGTTGGAGGCATGGCATG -GGTTTCATAATAGTCTTCTGAAACGTGTTGATAGCTCTGTGCATATGAGACTGCAGCAGTGATATATCCA -ATAAGGAGGGAATCATCTTGATCATGCGTTAAAATTAAGTTCGCTTTAACTTTTGGCAAAAGATTATCTG -CCACTGCCATACCACCAACCTCCTTTACGTTCCACCTTAGTCAGACTCCATAAGCCCCGCCGCTTTTAGT -TTGGCAAGCAGAGCATTAAAGTCCGTAACTAAACCAGTAACATCGGTGGCTATACTGTCTGCCTGATTTT -CAAGAACAGGAAGTCCCGTAACCGAGGCCCCCTCTTTAATTTCTAAAACACCACCGATAACAGTTTTTTC -TCCGCCTTGTTCAGTATAATTCTTCGCGTTATAACTCATAATGCACCTCCGTTAGGCTTTCTGTTGGAGT -ACCTTAACGGCCTCCGGTAAGATAAGCTTTCCGTCAACTCGTTGAGTCGCAATAAATCCTACTTGACCTG -TGACAGCATAGAGTTCATTTAAGCGTTTGAATACTCGTCCTTGACGGTCTGCCACCCAGTAATAACTAAA -ATCACCGAATACCACAGTCTTTGCACCAGCTTCAGCAGTAGGTACATATGATGAGGTATACAGCGGGCGG -TTAAGAATCGTATCAGGTGTTCCCGCTTGGATGGAAGGTTGCCATAGGTATTGCCCATTACCGTCTTTCA -ATTTACGAATAGCCTTTATAGTGGCATCGTTCATTACGAATACTGCCTTATTACGATACGGTGCTTTTAA -GCTGTAGAATAAATCTAATACCTCATCCAAAGTGATGGCAGTGGCACTTGCCGCAGTAACACCAACTTGA -CCACCGCCTGTGGCATTTAGAATTCCTGTTGGCTTACCTGTGCCATCACCTACAAAGAAGGCTTCTTCCT -CCTTGTTACCAATGCGACGTGCGAATTCTCTTGTGATGTAGCTTTCGAGATTAAACACGGAATCATTTAG -CAGTTCCTCAGAGACTTTAATCATCGTTGCTAGTTTATAAGCACCGATGGATACTTGACCGAAGCTGTCA -TCACTCTCTGGAATAGCCCCTTCTTCATCGATCCAGCTTGCATTGCCTTTGCTTGCAACAACAGGAATCT -TGCGGTCACCAGAAGATGTAGTGATTACATTGGCCAATCTACGGAAAATATTTTCTTCCTCTAGAGCTTC -TACTAGGGTACGCTCAAACTCATCAGGTACAAGAAATCCACCTTCAGAATCAGTGCCAATCTTTAGAGCG -TTCCTTACTTCATAGCTGACATTGTCACGCATCGCATTCCAGAAAGCTTTTTTGTATTCAGCACTTGCAA -GGCCGGTCTTTTCCTCTCCAGTTCTAGTAGGTTCGTTCGTAATTGGGTTACTGGTTGCTTTGGACAGTTC -TAAGTCGATAGATGCTTGGCGTTCTAAACGCTCAATTTCCTTACCAAGAGCCACCACATCGGCTTCCATT -TTTTCATAGGTTGTCGTGTCCTCGGCGGATAACAGTCCGTCACCGCCACGTTTTGAATCAAGGAATGCCT -TTGCTGCGTCCCAAGCTTTAGCGCGTTTCTCACGCAATTCAAGAATTTTACTCATTGTTATTTCCTCCTT -TAAATTAGTGCAAAATTAAAGAAAGCCGCTTATCCAGCGACTCAATGGGTGTACCTGTTTTCTGTTTTGG -TTGTTTTGGCAATTTGCTGATAAGCGAGTTAGTAACCGCCATCCTGCTAAAAATAAGACTATCAGTCAGA -TCCGGTGTTTCACTTTCCATGAACATGATCTTGTCTGCAAAACCAAGTTCAATGGCTTTATTTGCATTCA -TCCATGATTCTGCATCCATCAGATGGGAGAGTTTTGTTCGAGAAAGACCCGTCTTTAACTCATAGGCATT -AATAATGCTTTCCTTGACCTCATCCAATAGTGCTTTGGCTCGTAGCATTTCCTCACTGTCACCGATAGCA -ATAGTTGATGGGTTATGAATCATAAGCATGGAAACCGGGGACATATACACATCTCCACCTGCCATTGCAA -TAACGGATGCCGCACTTGCCGCAAGTCCATCAATCTTTACAGTGACTTTTCCGGTATACTCCATCAGCAT -GTTATAAATCTGGGCTGCTGCGAACACATCACCGCCAGGGGAATTAATCCACACCGTAATGTCGCCGGTG -CCTGCCAGCAATTCATCTTTAAAAATCTTAGGTGTGACCTCATCTCCCCACCAGGTTTCTTCGGATATCA -CTCCATTTAAATAGAGGGTACGTTCTTCATCAGAATCTCGCACCCAGTTCCAGAACTTCCTCATTTACTG -ACCTCCTTCGGTTTTGGCAAACGCGCCTGCGTCAGCCAGTTTTGTCATATTTCCGTTAACCAGATATAAA -TCGCCGCCTTCCTCAGCCGGTATTCGGTTCATATCCTCCAGTTCACGGATATCGTTGGCAGACATCCAGC -CATTTTGTCGACCTGTAGCATAGCCATTCATACGACTTTGGTAATCACCACGAAGCAGACCGTCCAAATT -GAACTTGATAAACAGTGAAGTTTTCTCAGAAGGCAAAATAAGCGATTGCTGGAGACTTTGTTCCCATCGC -ACCACCCACGGATCGAGGGTGTATTTTACAAACTCCAAAGACTGCTGCTCAATATTGGAGAAACTAGACT -TCTCAAGATCACCCACCATATGGGGCGGCACACGGAAAATCCTCGCAATCTCATTAATTTGGAATTTCCG -TGTTTCAAGAAATTGCGCCTGTTCCGGCGGGATACCAATGGCTTGGAACTTCATGCCTTCTTCCAACACA -GCGATTTTGTGAGCGTTGCCTGTGCCTTGGTAGGCGCTATTCCAACTATCCTTGACCCTCTGTATATCTT -TGATTACTCCTGGGTGTTCCAGCACACCTCCGGGATTAGCACCATTGGCAAAGAATGCCGCACCGTACTC -TTCAGTAGCAAGTGACATACCGATTGCATTTTTCGCCATAGCGATAGGGCTATAGCCAATGAGTCCATCA -AAACCTAAGCCAGGTATGTGTAGAACTTCATCTTTACGGAGTGTGACATAGCCACCTTTTGGGTTTAGGC -CACTTTCATCAGTATCACGATAGTAGGTATAGACCAGCTCTCCGTTTGTTGCTCGACTAACTTCCATCTT -GTTGGGAAGTAGGGGATAAAGTGCAACTGCCTGCCCACGACCGTTTCTGACCACCTGTGCATAGGCATTT -CCCCAAAGCAAAAGATGACTCATCAGTGTTTCTCGAAACACGAATGAAGTCATCTCTGGATTTGGTTCAT -CATGAAGAAGGTAATACAGCGGGTGGAAAGGAATCTTTTCTTTACCTCCATCAGAACGATATCTATATAC -ATGTAGTGGCAGTCCTGCAATTGCTTCAGCTAGTATCCTTACGCAAGCATACACCGCAGTTGCCTGCATT -GCAGTACGCTCATTAACCGTTTTGCCAGATGACGTACCGCCAAACAAAAAGGAAAATGCACTGCCCACAC -GGTTTTGCGGTTTGTCTCTTGAACGAAATAGTCCTTTTATTAGATTCATAGGCATCACCTCCGAATATAA -ACATTGTGCTAACCATTAAGGTTTAAAAGACAATCAAACCTCGCTCGTCATACACCGAATCCCCACTATT -ACCTGAGCCACAACGAATAGCACGATCAAGTGCCATGATAGTTGCCACCGCGCCATCTATTTTTTCTGTA -CTTTTTTCTTTATCCGGCTTCACGTTGCCCGCCGGATCAGTTTTTATAAAGATGTTGTCCATCATCCACC -GAAGCACTGGATGCCCACCGTGTGCTATTCTTTCTTCTAATGTCAATTTCATCAGTTCTTTGGTTGGTGG -TGACATATCTTTAAAGCCTTGACCGAAAGGAACGACAGTAAAGCCTAATCCTTCAAGGTTCTGAACCATT -TGAACAGCTCCCCAACGGTCAAACGCAATTTCTCGAATGTTATACTTTTCGCCCAGTTCTTCAATAAACC -GCTCAATGTAGCCGTAATGCACTACATTGCCTTCTGTGGTTAGAATATACCCTTGCTTCTCCCAAAGATC -GTATTGCACATGGTCTCTTCGGACTCGGAGGTCAATGTTGTCCTCTGGCATCCAAAAATACGGAAGAACA -ATGTATTTATCTGTTTCATCCTCTGGTGGGAACACCAACACAAAGGCTGTAATGTCTGTTGTAGAAGATA -GGTCAAGACCCCCATAACATACCCGCCCTTCAAGACTTTCTGGTATAACTGGAAATGCACAGGCATCCCA -CTTTGCCATTGGCATCCAACGGACAGACTGTTTAACCCACTGATTCAATCTTAACTGCCTGAAGCTGTTC -TCTTCAGCAGGGTTTTGCTTTGCACTTTCACAAGCTGCCCTTACCTTGTCAATTCCCACCGTAATTCCTA -AGCTTGGATTTGCTTTCTTCCACACTTTTGGATCTGTCCAATCATCCTCTTCTTTAGCACCATAGATTAC -GGGGTAAAAGGTAGGATCGTATTTTCTGCCCTCAATAATATCAACCGCTTTTTGGTGTGTTTCGTAGCAG -ATACTTTGAGTATCCGTTCCCGCTGTGGTGATAAGAAAATACAGCGGTTGGGTCCTTGCATCCCCAGATC -CCTTCGTCATAACATCAAATAGTTTCCGGTTTGGCTGAGTATGAAGTTCATCGAAAACAACACCATGTAT -ATTGAAGCCGTGTTTGGAGTAGGCTTCAGCCGACAATACCTGATAGAAGCTGTTGGTCGGCAGGTACACC -AATCGCTTAGTTGAAGCCAGCAACTTTACTCGTTTATTCAGTGCCGGACACATCCGCACCATATCGGCTG -CTACTTCAAATACAATTGATGCCTGCTGGCGATCGGCGGCACAACCATACACCTCCGCCCGTTCTTCACC -ATCACCGCAAGTGAGGAGAAGTGCAATTGCTGCGGCAAGCTCGCTTTTTCCCATCTTTTTAGGTATCTCT -ACATAAGCAGTATTAAACTGCCGATATCCATCTGGCTTTAAAATTCCAAATAAATCACGGATTATTTGCT -CCTGCCAATCGATAAGTTCAAAAGGCTTACCTGCCCATAAACCTTTCGTATGGGAGAGTGCTTCGATAAA -AGCTACAGCGTAATCAGCAGCATCCTTATCGTAATATGACCCATCAGCTATAAAGGCGGTCGGCTTATAT -TTCTTCAGTTTCCGCATAAACACCGCCCCTTTTATGAAAAAGGACAAAAGAAAAGAGCCTCAATCCTATA -GATGAAGCCCTTCTCCTTATCCTAGTTAAATTTTATTTACTTCTTTTCATCCACTTCCCCCGTCAGTATG -AAATGAGCATATTCCGTTTTATGGTCTATTAAATAGACTACCAATTCATAAAACCCTCGTTCATTTGCTT -CATACTGGACTCGGTTTGCATCAAACATATTTGTGACTCCACTTTCTCGGATGGAAAGGATTTGTTCTTT -GATTATCTCATTCATTTATTACCTCCTCCGATTCATGTTTACTCTTCGATTCTCTTGCATAAATCCTCAC -CAAAGGCTACTCCAAGGGAAACACCCGAATCCCAACTGACATGAATCGTTCCTATGTCATCAACACTAGT -AACCGTACCTTTAGATCCAGGCTGAAGTTTAGTATAAGGGTCGTTCATTTTAAGTAGCATCACACGTGTT -CCTGGAGTGTAATAGCTTCTAAGTTGCTTTAGCATTTCTGGGTGAATGATATTCATTGTTCACTCACCTC -CTGCTTGGCCGTTCCGCTTTTGAAAGCGGAGCTACCTGAAAGCTTGGAAAGGAGAATCTTTCGTTCCATC -TTATATTCTGGTCCGATAAAACCAAGCCTTAGCAGGAAGCAACGGAAAGCATATTTTTCATTCTCTACTG -ATTTCTCGGTGGAGTTGACACGGGTCTGTTTTTTCGCCATTTCGCAAAGTGCCGTGACAAAATGGGTGTA -TGCCTTAACCTCCTCTGAGGAGCACTCACCTTGAAACCAAGGGAATGCTACAAATTCCTCATATACAATG -ATGGGAATGGAATCCGTATCAATTGCTTTCTTTATTAGAGTTGCTTTGCTCTCTACCAATCCTTTTAGGT -TCTCGATTGCCGTGTCGGTAAAATCTGCCCGTGGCATTTGAATTATCAGATTGATAGATTCTTCCGTTTC -ATTTGCTTCTGCTTTCGGAGGTGGTGCGTCAAATTCTTCTGAAATTGCTTTGAAGTCGTGAAGTCCCAAT -AGATCATCGACCAGTTCCTTTTTATCTGGTCCGCTTAGAACTCCGTTTTTGTTAACATTGTAGTCTGCCA -CCTCATATGCAAATGTAGGTGCTCCGAGATATTTTACAGGGGCGTTTAGTTGTTGGCTGATTGCGTTAAC -CAGTGCTTTTCTTTTTGGTCCCGTAACATTATAGTTAATCTTCATTTTCATACCGCCTTTCTATTTTCGG -TACGTACATATATCACTCTAAAAGCTGTTAATATCAAGTCATTTAGAGCATCTTTCTGTAGAAAATACGG -TTTGAAAATACGGTTCCATTAATCGGCGGTATTTTGTGTAGATAACACAATGCCAGTCAGCACAAAACAA -ACGCATGGAAGTGCTACGCCATTACCCCACATTTTATATTCAGCTGCATCGGAATGAGGATTGTTAAGCC -ATTTTATAATCTTATTTCTTGTTTTTGGCCTTTTGCTTTTACCTATAATTTTGCGGTGAGTTTCCCAAAC -CTGCGTCCAGAATGAAATTTCATCTTCTTTAGGATTTTCCGTACCAAGATCATCGCACCAATCATCGGGA -AAACCTTGCAATCTTGCACATTCCGTTGGCGTAAGCCTTCGAACAATATAGTCCGGCTCAACCAATCCAT -TTTGATAGCCTGGATTGGTACCATTGATAATCGTATTTGATGTACCGTCCTGTCTGTAGCATTGACTTTC -AGCTTTCATCTGAGGATAAAACGAAGCTGGGTGCGCCACTGCTCCAGGACCTTTTGCTGTGAGCGTAGGT -TGCTGTTCTTCATCTACAGTAGGTTTATATAGAGCATTCCTTCCTTGATTAAAAGCCGCCCTATCAATAC -CGTAACAAGGCTGAGTCACAACAGGGGCATCCTTATAATCTCTCGACAATAGAGTAGGTGCTTTATCTTC -TTCAACCTGTGCATAGGCTCCGGTAGTCATGGCATAGGCAACAGCATGACGATCAGCGGTATTAAGCGTA -AAAGAAACATCTTCATCTATACCGCTTCCTTGGGGACCGTTTTTATCCTCTCTTCCAATCATCGAGCCTT -GCAGAGCAACCACTGCAATACCACCTTGATTACATCCCGGATTTCCCCCATTGGCATCAATGGTCCGAGA -AGTATCCGCTTCATATATACCGCTATGCGGATTGCTAGACTGCATGGAATTGCTTTTATCAGAACAGATG -CCATATGCGGTGGGCACAAAAACAGTCTGATCATTATTGCATCCAAGAGTTGCAGACTTGTCATCCTGTA -TCAATGCACCCTTGCCACCGCCTTCACAGCCGGAGCGGATTTTTAACGTTTTAGGAGTGCTCATGACAAG -GGGGACATTCCCTCCACCAGTTCCCATACGAGAGGTAAGCGTCTGTACTTTATTATCCTCTGAGAGTTTT -ACACGGCTATCAGTTGGATAGTTTTCTATTACAACAGCTGTTTGATTATCTCCCATGCTTGCACGAAGTG -ATCCACTTAAATTTTCATCTGTATGACCACCAATACGTGAAACCGCACCTGGTTCAAAGGACATGACTGT -ACCTGGAACAACAACTGCTCTAAGGGTAGGGGAGCGTTCTTCCTCATATCCTACACTTCTACTCTTGGCA -CTGTGTTCGGTGCAAAATCCGCTTGACTGCATTACGCAAGGCTGATGGCCATGTTCCTCTGCTCGAAGTG -TTGCTGTAATATCCTTCGAAACAGACATCACTCTTTCGCCTTGGTCATTTAGGCAAGTTATGCTATCGCC -TGTTTTTCCAGTGCAGTTTTTAGCATTGTCGGCAGTTCTTTGCCACGGGCTGCCGCTCGGCGTAAAATTC -CTTGGCATGCCTTCGGACTCAAATAGTATTTCTCCGGCACTTCTGTCTGCAAAATCTGCGACAAGGTAGA -TTCTACGACGACGTTGGGGGACTCCGAAATATTGCGCATCGATAGTTCGGTAAGCCACACTCCATCCGTC -TCCCATATAGATGTCTGCGTAAGGCCATCGTCCTTTTTCAGGTAAAGGCACCGAGGCGTTCGGCTCTTTG -ACACTGATGACCGTTTCGAGGACTGCCTTGAAGTCTTCTCCTTTATTTGACGAGAATGCGCCGGGGACAT -TTTCCCAGACTGCGTACCTTGGATATTGTCCATTGGTCTTACACCTCATTTCTTTAATAATTCGGATTGC -TTCATAAAAAAGGACGGATTGCTCTCCATCCAGACCGGCTCTTTTACCCGCCACACTCATATCCGTGCAG -GGAGAGCCAAAAGTTATGATATCTACAGGTGGAAGCTCCGCACCATTCAATTTGTTTATATCCCCATAAT -GCTTCATCTGAGGGATGCGTTTAGTCGTAACCCGTATAGGAAACGGCTCAATTTCAGATGCCCATAACGG -TTCGATGCCACAAAGCAAACCACCTAAAGGAAAACCACCACTGCCATCAAAGAGGGAACCAAGTGTCAAT -TTACTCATCCTCATTCACCTCCGGTAGGTCACAATATCTGAATTTCGAACCATCTCTTAAAAGAAACACA -CCATCAGAATTTCCGACTTGCTCAATATACCTTTTCACGATGACATCGCAGTACTTTTCATCCAGTTCAA -TGGTGTAACAAATTCTATCTGTCTGCTCACAGGCAATCAGTGTACTTCCTGAACCTCCAAAGGGATCAAG -CACAATACAGTTACTAAGGCTCGAATTCATAATGGGGTATGCCACAAGTGCCACTGGTTTCATGGTTGGG -TGGTCGCTATTTTTCTTTGGTTTCTCAAACTCCCAGATGGTGGTCTGCTTGCGGTCTGAATACCAGAGAT -GCTTGCCTTTCTTTTTCCATCCAAAGAGTACCGGTTCATGTTGCCATTGATAAGGAGAGCGACCGAGAAC -AAGGGACTGCTTTTTCCATATACAAGTACCAGAAAGATAAAATCCTGCATCGGAGAATGCTCTTCTAAAA -TTGAGTCCTTCCGTATCAGCATGGAATACATAAATAGAAGCATCCTTTGCCATCGCTTCCTCGGTGTTTT -GAAATGCCGCAAGCAGGAAATCATAGAACGCTTCATTAGCCATGTTGTCATTTTTGATTTTTCCAGCAGT -GCCTTCATAGTTGACGTTATATGGAGGGTCCGTAACTACCAGATTGGCAGCTTTCCCATCCATTAAGACA -TCAAAGGTGTCTTTCTTTGTACTGTCTCCGCAGACTAATCGATGCTGTCCAAGTATCCAAACATCCCCTA -AATGCGAAACAGCGGGCTTTTTCAGCTCGCTGTCTACATCGAAATCATCTTCTTTTATATTATCCTTAAG -GGAATCTTTGAAAAGATCCTCCAACTCTCCTGGGTCAAAACCTGTTAGAGATACATCAAAGTCAGAAGCA -TCTAAGTCTGTGATAAGTAGCGCCAATTTATCTTTATCCCAATCACCACTTATTTTATTTAGTGCAATGT -TCAGGGCCTTTTCCTTTTGCTCATCCATTTCAACTACTACGCATTCTATTTCATCCATGCCCATACTCAG -CAGGACTTTCAAGCGTTGGTGACCTCCGATAACCCTGCCTGTGGTCTTATTCCATATAACGGGTTCTACA -TACCCAAACTCCTCAAGGGAACGTTTAAGTTTCTCGTACTCTGGATCACCTGGTTTTAAATCCTTCCTTG -GGTTATAGTCAGCGGGGATGAGTTGTTTCGTTTTAATCTTTTCAATCAACATACTTTTCCACCGCCTTTC -TAAACTCACTGTATTTATTTACATCCTCCCATGGGAACAGACAGCTATTAAAGTGACCATAAACCGCTGT -ATCAGAATAAATCACATTTCTTAGACGCAGTTTTTCAATGATGGCCGCAGGTCTTAAGTTAAAAGTCTCC -TGAGCAGCCAGAGTTAATATTTCATCAGAAACAGTTCCAGTGCCAAGGGTATTTACAGTAAAGGCTACAG -GATTTGCCTTACCAATGGCATAGGAAATACTCACTTCACATTTCTTGGCATAACCACACCAAACGATATG -TTTAGCAATATACCGAGCCATGTAAGCACCGCTTCGGTCAACTTTGGTTGGGTCTTTGCCACAAAGAGCA -CCACCCCCATGGGATGCAAGCCCTCCATAGGTATCAACCATGATTTTTCTTCCAGTCAAACCCGTATCGG -CAGCGGGACCACCAAGAACAAACTGCCCCGACGGATTGATGAGAAGTTCGGTTTCATCATCAAAAGGGAA -GTCCTCAAAGCACTGCCATAAGACGTTGTTAAGGATACCCGCCTTAAGTTCTTCCAGTGTTTTATTCTTA -TCATGCTGCACCGAAATCACAATCGTCTTTATTCTTACTGGAGTGTCATCTTCATACTCCACTGTTACCT -GTGCTTTACCATCAGGAAAAATCCCTTTTATCAGTTTTCCTTTGCGACAATCATCCAGTCTCTTTACGAT -TCTGTGGGAAAGCACAAGGGGCAGGGGAAGCATTTCTCTTGTTTCCTTTGTAGCATAACCATACATAGTT -CCCTGGTCTCCAGCACCGATGGAACCGTACTGTTCGTTTATCCCATTTCGTGCTTCCAGTGCGGTGTTCA -CACCAGCCGCAATATCTACACTTTGATTATGTACATATACATAAATCAAAAATTTTAGAGGATTGTATCC -CACATCCTTTAGTACATTTTTTACAATGTCTCTAATATTCACTTTCTCGCTGCAGAAGATCTCGCCCGCC -ACGATAATTTTTCCCTTGGTTGCCATTACCTCACAAGCGACACGTGATGCCTTATCTTTACGTAGGCATG -CTTCCAAAATGCTATCTGCAATAATGTCGCATAGTTTATCAGGATGTCCAGCACATACACTTTCTGCTGT -TAAATATCTCTTACTCATTACATCATATCTCCTCATCTTTATTTTCCTCTGCGGGCAGATAGCAATCGCT -CCATCACATCGTCCTGTGGGTTTAAACCAGAGTACTCTGTAGCACAGTTCTCCCTAACGATTTGATATAT -CTCCATCCATAGCCTGTTTGTCTGACTCATAAAGCTCTGGCTCATCGCTACATAAGGACTTTGAATTGCA -TTGCCGGTAGTGGGATGCTTGGCTAGAAAACCAAACTCGGTTACCGCTTCCTCACACTGTATCCATCTGG -CCGCACTCATGGCATACCGTTCTAGAAGCTGTGGAAGTACCAAATGGGCACAGCCACGTTCCTCAAGCCA -TTTCCATGTAATTTCATAGATTTCACTCGCTTCTAAGGTTTTCCCATCCTTTTGCACTGCGGAGAGCATG -GCCCTTGGTTTTGGCATTTCCTGCCCCTTCAGGTCAGCAGTATTCTTGAACTCGACGACTTCAAGCTTTC -TTTTACCGGGATTTCCCTCTGCAATTTTGTCAGCAAGTGGTTTTTTCTTTTGACCGGAGCCTATACGGGC -GCCGCCTCGATTTGTTCCATCTTTGGCCATTCACTCACCTCTTTTCATCGATGGGCCTATTACCCCGTTT -GAAACCGCGAATTTTCACGCGTTGCCCCACGCCCGTTACACAAATGAAAAGCTGTAGAGATTTGACTCCC -CCTACTGGGTTCCCCAACGGTCTCCATCTCTTGCTGTGATTGCAGAGTGGCAAGGAGTACAAAGAGCCAT -CAGATTACTTCTATCGTGAGTTCCCCCTCTTGAAAGAGGAAGAATGTGATGCACTTCGGCTGCTGGGGTC -AGCTTTTCTTGTCTTTTACATTCCTCACAAAGAGGATGGGCTGCAATGTAACGGTCACGTATCCTTTTCC -AAGCACGACCATAACGTTTTCGGGTTGCTGGATCACGCTGATACTTCTCATACCGTGCAGCTTCCTTCTT -GCTATGCTCTTCACAAAAGCGCTTGTCAGTCAGCTCTGGGCAACCGGGGTAAGAGCACGGTCGCTTAGGT -TTCTTTGGCATACTTGCACCTCCTTTTGCCCATACAAAAAGCCCTCGCAGGAGAAATGCTCCCGTGAAGG -CTTCCGTTTACTAATATTCCATACTACCATTATATAACTTTCACTGCGGATAAACAGTGTCATCGTATGC -CAAACAGTGCCAAAGTGTGCCAACTTTTATTTGGGAACCTTTAAGTGTTGCAAAGCGGATGAATGAAGTC -TATGCACGGTTCTCATAGAAACATTAAGGTTGACACAGATTTCTTCCCAGTTAAGAAAGTTAATGTATCG -GTAGCGAAGGAGTAGCTTCTCATCCACGTTTTCCATCTGGTTAATCGCTTCACGGATATCTGATTTCAGC -TTTATTAATCGTTCAACCTCATGTTGTATCTGTTGCTCCAAATCTATTATCCTAATCACATATTTTTCAA -AGGGTGGGTCAGTACTCTTGGTTCGACTGACTTTCTCATCAAGCACAGGGGTTGAAACACTTCTTGATAA -ATCCCTTAAGTTTTGCAACTCTTCAAGGTCGGAGTTAATCAATTCATTCAAACGGTAAGCCTGTTTTAAG -AATTCCTTAGCTGTCATCATCGCACCACCTCCTCTTGTAGCTGTTGAATTAACATGTCAGGGTTGAGAGA -GGTGAGGACATTGAACAATCCAGAATGAAAGAAGCACTCAACCTCACGTTTCGTATATAAAGCAGAATCA -TTGCGAGGGTGTTTTGCTAGTCTTTTTAAAGCAAAACGATAATCCTTGACTGCCTGTAGAATAATGGCAT -TTGCCAGTTTTTCAAATGCATCCATCATACGGTATCCCTCGCTTTCCCAAGATTTGCTTTGACCGCATTA -ATAAGATCGGTTTGTGTCTTTTCCTTTCGTTTCAAGGCTCCCATCACATCTTCATCGATTGTGCCTTTAG -TAATGATGTGATGGATTACTACTGTCTCTTTTTGTCCTTGTCTCCAAAGTCTCGCATTTGTTTGTTGATA -GAGTTCCAGACTCCAAGTAAGTCCGAACCAGATAAGCGTTGAACCTCCACTTTGTAAGTTGAGACCGTGT -CCCGCCGATGCAGGATGGATAACTGCCACAGAAATATCACCGTTGTTCCAATCCTTAATATCCTTGGAAG -TTTTAATTTCTCTGACATTAAATTTTGCCTTAATACGCTCCAAATCGTGATTATACCAATAGGCAATAAG -CACGGGTTTGCCGTTAGCACCTTCAATTAAATCCTCTAGAGCATCTAGCTTGCGGTCGTGGATAATATGG -GGTTTTTTATCATCATCATAGATAGCACCGTTTGCCATTTGCAGAAGTTTGCCTGAAAGGACAGCTGCAT -TCATGGCATCTATTTCTTCATCGCCAAATTCAAGGACCATCTCTTCACGAAAGTGATCATATACGGATTG -TTCTTTAGCATTAAGATAGACAGGCACTTCATTGATCACGCATTCAGGCATTTTTAGAAAATCTATCGAC -TTCATGGAAATGGTAATATCTGAAATGAGCCGATATATGGCATCTTCAGCACCTGGCAATGGTTTATATG -AAAATACGATTTGCTGATTGCGTTTATCTGGTGTAAAGAAGGAATTGCGGTAGTGAGTTATGTACCTGCC -GAGTCTTTTACCCATGTCGAGAATACGAAACTCTGCCCACAAATCCATTAATCCATTACTGGAAGGTGTA -CCCGTAAGACCTACAATCCGTTTTGCCCTCGGTCTTACTTTTAGTAAACTTTTAAACCTTTTTGCTCCAT -AGGACTTAAAAGATGAAAGCTCATCAATGACCACCATGTCATAATCAAAAGGTATACCACTTTTATTTAC -TAACCAGTCAACATTTTCTCTGTTTATAAGATAGACACTTGCAGGTTTCCTTAGAGCCGCCAATCGCTCC -TGTTCTGTGCCGATAGCTACCGAAAACTCCAGTCCTTTTAAATGCTCCCACTTATTTATCTCAGCTGGCC -AAGTATCCCTTGCTACTCGAAGCGGGGCAATGACCAGAACCTTTCCAATTTCAAAACTATCAAGACATAA -ATCAAATATAGCCGTTAGAGTAATGACGCTTTTGCCAAGACCCATTTCTAAAAACACCGCGGCTATGGGA -TGCTCTAGAATGAAATTCGTTGCATAGGTCTGATATTTATGAGGATTGTATTTCACCCAGTACCCCTCCA -ATCTGCTTAACATCATCAATTACATAGCAGGTAAAGCCTAACTTCTGTAATTGCTTTATTCTTCTAATCT -GTAACAGGCGAGGTTTCTTTCCGGGAGCCTTTAATTCCACAAATGCCATCTTCCCATGCGGTAAAAGCAC -TAGGCGGTCTGGCATTCCATCTAAACCTGGGCTAACAAACTTCGCAGCGATGCCTCCCATCTTTTTTACC -TCAGCCACCAGTTTCTTTTCGATATATTTTTCAAGCATAAATACCTCCCATATAAAAAGGCTCGGAACAA -GAAAACAACTTTGACCCAATTTTCCTATACGCGCGCGTATGCGTGTATGCATAGGCTACTATTACTTCTT -TTTACTATTTATAAATAAATAGGATACTTCTTGTTCCACTTGTTCCGAACCGTTGATTTTCCTTATCATT -ACTAACTTTAGGGAAAGAACCAGTATGGGAACAAGGTAAGGTACAACTTAGCGTTGTTCCTCGACTCGGG -AATAAGCTCGTTGCTTTCCGTAGACAGGAAACGTCACAACACCATTCTTGTTCCCAGTGTACTTGTTCCA -CTCACTGATCTTTCTCATAATGGCACCGATGGCATAGGAATCTGATGGTTTTAGCATTGATGCCTCTTTA -CCGAAACACTCACACCAAATTTCCATATTGCAAACAAGGGTTCTTTTTACTGTTCCAACACGGGTGCCGC -CGCCAAATTCGCTACCGCCGAGGAAATTTCTACGCTCGTACAAAGACATCGTGTCCCAATCATCCGGTAA -GAGCGTATCCAAGTAGGTACGAACCAGTCCTTCTCGTTCATCTGTTTCCATAGCATCTGCCTGTTCACTG -GTTGCCATGGTTACATCATCACCTTCAAGGTAGAGTTTTTCGCCCTTCTCATAAAGAACTAGAGCCTCTG -CCCAAATCTGCTGTACTTCCTCTTTGGTCATCTGCCAAGCTTTCTTTCTACTGTTACCGCTAATGCGGAC -TGGCCAAAATCTGCGGTTACCCGTAATATCCCGAAGAAATCCGCTTTCTGCATTGGTAGAACCCACAATT -ACGCATTGACGGGGATGGCTTTCGACGTTGACCCCATAACTGGCACGGTACTTATCATCCGCCCTCGAAA -TAAAGGACTTCACAATCTCCACATCCGTCTTACGCATTCCTGCAAGCTCACCGAGTTCCAACAACCAATA -TCCTTGAAGTTTTTCAGCACCTGATTTATCTTTCATATCCGTAATGGTCAAACTGTCTGAAAACCAATCT -CCGGCAAGCTTAGCAAAGAAGGTTGACTTACCGATACCTTGAGGACCGTTTAAGATTAGAACACTATCAA -ACTTTGTACCTGGTCTATAAATACGGGCTACCGCCGCAACCATCGTTTTGCGAATAGTTGCCTTTGTGTA -GGAATTATCTGTTGCACCGAAATAATCAATTAGTAGATTTTCTACTCGGCTAATACCATCCCATTTTGGC -AGGGAGTCTAGATACTCCTTAACAGGGTGGTAGGCTCGTTCAGCCGCTACAGCTAACACAGCATCCTTGG -TCTTGGTAGGAGAATAGACTCCGTATTTGCCACTTAAGTACACCTTAAGAAGTGCATTGTCCGAATCATT -CCAGCCACATTTAATCTGTTCCCAAGGCAGACCACCTTTGGCATCTATACCATCACGGTGGCAGTTGAAA -GCGATATGCTGTAAATCTTCATCATGACGAATAATCAAGACGATGTTATCCAGTGTGTCTTTTATCCGAC -CTTGCTTATCTAGTTCCAAACCTGTCTGCCAATCCTCATCACTAAACTCTTCTTCAGCCTGAGCCTTTCT -TTCCTTTGCAAACTCAGCTTTTACCGCTTCATCTTTTATAGCAAACTCGCACATTGCCACAAAAGACGGC -ATCCTGCCAGGAGCCGTAGTAGTGGAAGCTCTATCATCTAAAGAGCCGAATTTATGAATACGAACGAGAT -CAAAAGCATTGAGGAGCAGGCCGCTTGCTGGGTCGGTGGCATGGTGGCTGTAAGCGAATTTATCATCATA -AATTATTACACCCGCACTACTGTCAGCTGGAATATAGTCATAGCGCCCTTCCATAGCAGATGCTTCATAA -ACTGTACCTAAGAATTTCTCTATTGCTTCACGAACGGAGTAGGCACGACAGAATGTTCCTACCACACCTT -CCTTTAAAAGCGGGTCTGCTTGCTCTTTAAGACTGCGATTTATAACTTCAGACTGCCTGCTTGATACTGG -CCATGTTGATGTATCCCGCCAGTTTTGATATTTTGAAAGATAAACATCAGGGTCAAGCAATTCTCCATCC -TGCTCTTCATAGACAAATTCACCATTAGAGGAAGTGGATGGCCAATACATAAGGCGATGGGCTTCATAAG -TCGTATCATCGAAAAGATCTATGCCGATTTCTTTTGCCACCATACGTCCAACAGCTGCATATTCTTCTTC -GCTGATCTCACGAGCAAGGGGAACAATAAGCCTGAGTCTTGGATTTTCCGGTGTGTGCTTATGGGTGGAG -TAAACGCAACATTTGAAATCAAAAAGCATACTGATTTGCTCCCAAATATCTGGTCTACCGTAATCCATAT -CAAGGGTGAGCAAAGAACGACACAGAACATTGCCCTTCTTTCGCCTTCCTTCTTTTAAATGTCCTCCGAC -AAAGCCGCCTACATCCTTGATATCATCTTGTTGACCTCTTTTTAACTTCCGATATTCTTCTACTGTTTCC -TTGGTGCGTTGCGTCGTCTTTACACGGGAGCAAAAATCCTCCCAGGAGATATCTTTGTTTTTCCATTTTC -TATCCATCCGGCTATTGCCCACTGCAATTTTCATAAGCTTTCAACCTCCTCATGCTCCGGACTAAAATAT -CTGACCGTTTGTCTGCGTTTCTTGGCTACTTCAATTTCCCTTGCCATACCGCTTGAGATGGTATTGCCCA -GCACCCACACCTCGGAGCATTTGCCCATAAGCACGATGTCCATAAATATGGCAAGCTCCCGTTCCTCTGG -GTTTTCATCATCCATAAACTGAGGAAACATAAGATGGGGAGCAATCGGGATACAGTTTTGGTCTAGAGCA -AACCTGCAAAAACTGCGAGCCTTTTTAATGTTTCCTTCTACATCACCGGAATAGGGAGAACAGATATATA -CAAGCGGCTTAAAGGCAGATTTTTTCTCTGCCTTTTCCTTTTTCATTATGTTGGTCAGTGCTTCATGGGG -AGTTGGATCATGGTATCCTTCATGATTGAATTTGTTGATTCCCATTACACACCCTCCATTTCTATCTGTG -GCAAAATACCGTCTGCCTTCATCAGTTCGTAAATGAAGAGTCTGCCTTTTTGAGTCCAGTATGTATGGAC -CTTTGTATGTTGCTGGCCGTTACTGCCAAGATAGCTATGTGTCTTGGTGCTGGTGTAGCCTTTTTCCGCA -TACTTCTGATATAAAAGCCAGATGCCGCCTTGTTTAAACTGGACACCCTTTTTATTAAGATAGCGATTCA -TCCAAATAGCTGACTTGCCGTAATCTTTGGCAATTGCTGAGGTGGAAATGAGGTCTTTGCAATTTAAAAC -TACATCGTAATAGGAGACTTTCGGTTTCATTTCTGCAATTTGCTGATTCTGAACGGCAATCGTACCTTCA -AGCACTTTATTTTGTTTCCTTACTTGAGTTAGCTGTTGATTAGCAATCTGAAGTGCCCTTGCCATGATTG -CTTCTGGGGAATTCCATCTTCTTTCTATTTCAAGAAAGTATTGGCGACACTCTTTCCCTTTTGGAGTACG -CTGTATCATGCATAGCTCTTTTGCCATGTCAATTGTTAACTGATGGTCAATGCTTGGTCTGCCTCCAGTA -CTTTCGCTCAAAAATGAGCTAAAGTCTGATCCTTCCTCAAATCCGTACTCACACATTCTTGGAAACCAAT -CTTTATAAGCGGTCTTTACTTCCAAGGCTTCATGTAAATCACGACCGAGTACGGTTGGTCGTTGATTTTC -ATAATTGATTTTTACTAATTCGTCCATACGAATTACCTCCTGCAATATAGTCAGAGAGGAAACCCCTCTA -CCTAATAGCCACAGGAGGTAATAATTGTTGAGGATTTTGAAAAAATAAATTATACATCCGGATTTTTGAT -CGAAATTTGTGTATGTAAAATAGATTTAAAAGCTGATTCAGTAATTTTCTACTTTTACAAACGGACTAGA -TTGATGAACAAAAAATGGTAACGTAAACTGTAATAGGCCTATAGGATTTGGAGCTAATAAGAGAAGAGGA -AAACAATCATTTTGGTATCATATTTTATCTATGACCTGGATGAGTAAGGTTGGTAGAGCCTCGAGGAGAA -TCAATTAAAATAAAAAATACAGAGCGAGAAATTCTCACTCTGTATTTTTTATTTTACATCATTCACTTAT -TGCTTTTACTTGATGTTATTTTACGAGTGGCTAAAGCTATGATTCCACCAACTGCAATAAATACAATGTC -CAAAACGATTTCAAACCCTTGAAACGCATCAATATAATTTACTAAAAACCAACTTTTTCCCCCATTAGTC -AAATGATTGATTAATCCGCCTATTCCCTGAATAATAAAAAGTAGACTGAGACCACTGATAATTTCTTTCA -TGATGAACACCTCTTTAATATTTTTTCTAATTTAAAATGCCTCTAAGACCGATATTAAAAAAAACTGCAC -CTATGACTCCTGTCGCTACCAAGAGTGAAGAGATTGGAGCTTCATTTAATTTTGACCTGATTTTAATAAG -AAATTGTTGCAATCTTTCTTTAAATATAATATTAACCCCTAACAGTAATAGAGAAGGAAGCACCATTACT -AGATTGTATCCAATTATTATTAAGATAGCAGGTGTAGTCTCAATTGTTTGATGATTCATTAAAAAGATTG -AATAAAAGTAAGGCAATGCCGTTACAAATTCAATTAGGAAAACAATGATTCCTAGTATAATCATCCCTTT -AATTGTTGTATTTTTGGGGATAAATGAAATTAAACGTTTTTTTGTAGTCTCTTTTGGTTTACTGAAGCTT -ATTAGAACAAGAACTGCTCCAAGTAGGATATAAAACCAATTGATAAAGTCAAACTGAGACAATTGTTCTA -TTCTCTTCAATAATGAATTTCCACCAAAGTAGAGTAATAAGCCCGTGATGAAATAGCCTAACTGCGTGAT -GAATAAAAACACAAATAAACGAGAAGATAACTGATTCGGTTGTGTCAGTAATAAATAGGCTGTTACAGTC -AGTACACCGGGACTTAAAATATCAATTAAAGCACACAAAGAAATAATCATTAATGCTGAAGAAATGTCTA -ATGATGAAGAAGGCATCAATGCTTCAATAGTTTCGATCAAACAAACTAGTCCTCCTTTAAATGTTGTGGT -ATTATCTATTTAACACATCGTGCTATAAAAGATAATAACACACTGTGCTAAATAAAGGAAGTGATTTTTA -TAATGCCAAAAATTGTTGATCATGATGAAAAGCGCAAACAAATTGCTGAGGCTGCATGGAATATTATTAG -GAAAGAAGGGGTTGAGAAAGCGTCTATACGAAGAGTTGCAGCTGAGGCAGGGATGTCTTCTGGTGCGTTA -AGACATTATTTTTCAACTCAAGATGAAATGTTATTATTTATTATGAATTACTACTTAGAAGAAGGGAAAA -AACGTTCTCAAAATAAAGAATGGTCAGAAAACCCAGTGCAGGCAGTAGAAGAAGTTTTATTAGAGCTAGT -ACCAATAGATGAAGAAAAGAAAATTGAAACGAGCGTTTGGTGGATTCTTGCATTACGTTCACTTACAAGT -GATACAATAAAGGACAAAAAAGATGAAATGACGGACGGTACATATGAATTAGCAAATTCAATGATTGAAA -TCTTAGCTCTAAAAGGCGTATTATCAGATTCAATGAATGCAGAATTAGAAAAGAGTAGGTTAACGGCATT -AATAGAGGGATTGTCAATTCATGCTTTATTAAGACCTGATGTATACTCTCCAGAAAAGGTGAAGGAAGTT -ATTCGTTATCATTTAGAGACACTCTGCAATAAAATCAATTAAGCTAATCGGTCGATGTATCAATTATTGT -CCCATGTGTTTTTAATAGATTTAGTCTTACGCCTTGATTTATTATTAACTTTATAGAGAGAGGAGTCAAA -ATCGGTTCTTTCACTATATTTCTTCAAGATTCGAATTTTAACCCTTTATTCCACAAAAATGGAGCGTTTA -TTAAACAAACAAGATAGCACGTACCGGTCATAAAATAAGTGCTATCCTGTTTTCATTATTTATAAGTTGA -AGGTCTTTTAACCTCTACCACACGATAATCCGAATACCCAGTAATTTAATCTTTTTGATAAAACTGACAC -TCATAGCCATCAGCACTAAGTAGCAGACCATTTGCCCACGTTGGTGTCTTAGCCATCTGTTCACAGATAG -CGGAAAGTGACATCCCCATATCTGCCTCGATGATAATTTCATCGTGTACATGAGCCACAATGGAACAATT -CTTTAATGTCTGCATGGCATGACACAAAATGTCACGACTGATTGCCTGAACAATATTCTCTACAAATTTT -GGTCCATAGCTTTCGATTCTTTCCCATTTCTTCGTCCCACCTACACCCTCGTAAGTAACCGACTCACTTC -CAAACATATTCTCTCCCATACGAGGCTTCACATAGGCAAGCCGTCTACCAGAAGGAAGAACTATAAAGAG -CATTCCACTTTGATATATAAATTTAATGCCATGTGTCGCTGTGGGAGTTTTTTGCTTAACACAAGTTTTT -ACTGCACGGTCAACATCCCACCACAATTTTGTGATATTGGGATTGGATTGTCTCCAAGCCGTTACAAGAG -GTTGAAGTTCCTCTTCTTCAATTCCCATCTCCAAAGCACCCATTGATTTCAGTGCACCAACAGCTCCACC -GTAACCGAGGGCAAGTTCAGCAATTTTTCCTTTTTGACGAAGATGTCCATTTACACCATGCTTTTCAACA -GGTACATTAAACATCTGAGATGCACTGGCACAGTAGATATCACCGCCCTTTTGGAATACATTTAATCTCC -ATTTCTCGCCTGCAAGCCAAGCAATGACGCGAGCCTCAATCGCTGAAAAATCTGCCACAATGAACTTCAT -ACCTTCTCGTGGTATAAAAGCGGTACGGATAAGTTCCGAAAGTACCTCTGGGATAGAATCATAGAGTAAA -GTAAGAGCATCAAAGTTTCCGCTTCGAACTAAAGCACGAGCCTGTTCCAAATCAGGCATATGGTTTTGGG -GGAGATTCTGCAACTGAATCAGCCTGCCAGAGAATCTACCAGTTCTATTGGCTCCGTAAAACTGAAACAT -TCCTCTTGCACGACCATCACTACAAACCGCATTCTCCATTGCTGTGTATTTTTTCACTGATGATTTTGCG -AGTTGCTGTCGTAGTTCCAAAACAGTGCCTAATGGTTCAGGTGCTGTCTTTAACATCTCAGCAACCACTT -TTTTACCAAGGGAATCTGTTTCTAGACCGTTATCGGCAAGCCAGTCTTTCATTTGTTGCACAGAGTTCGG -ATTCTCCAAATTAGTTATATCCTGCATTAAAGCTATTAGTTTTTCACGGGAATGTTCATCCATCTCAACA -GCTTGTTTTACGAAAGTCATGTCAATGGCAATGCCACGATCATTGATTACCTGGTCGAGATGATATTCCT -TCCAGATGTTCTCTGGTACTTGAAACTTGGATAATCGCTGTTGTATTAACATCTCGGATTCCACATCGCG -AATGTTATATACTTTAAACCGCTCCCATTTATCCATGTCGTGTTCTGGTAAATTACGAACTCGACCACCA -TTAGATTTTGTAGGGGAGCATGGTGTACAGAAATATTTGATGAGGTCTTTACCCTCTGTTAGCTTTTGTT -TCTCCAAACCTAGAACTGCACCGACTCCCTCCAAAGAAAGAGGTAATCCCATATATGCCGACCATACCAT -GGAACATTTCCAGGATGCGGGGTCAAGATATTCAGTAAGGTTAAGCCATTTTGATAGACATACACGCTCA -AACATTGCATTGAAAGCCCACTTGGTAACGGAATCATCCATAAGTGCGTTTATAATTTCATCTGGGATTT -CCTCCCCACCGGCAAGGTCAACAACTTGTACTTCGCCACTGTCCACCGAATAGCCAAATAGTAGAATTTC -AAAATCATCACTCTCGGCATAACGGTAAACTCCAGACTTTTGAAGATTGACACTGCTATAGGTCTCTAAA -TCTAAAGATAAACTGTTTATTTTAGCCACGAATATAACCTCCCAACTTTTATGCGACTAATAGTTGTTGG -GGAGACCTTGTATTTATCCGCTATCTCTTTTCCAGTAAATCCACAGATCAACCTAAAACGAATATCGTAT -ACATCCTCTATACTCAGTTTCCTCCAACTCTTTCCTTGGCGATAAACATCAAGGATATTATCAGTCCGGG -TTCCATACCTTAAATTTGATAACCTATTATCTTGTGGATTGCCGTTTATATGCAAAACCTCTGTTCCTTC -TGGTGGCTCTCCTACGAATGCTTTCATAACTAATTGGTGAACAGGTATACCATTGCTACCACGTCTTAAA -ACAACAGATTGATGACCAGCTTTACAATATCTGCCTGGTTTTAATATCCTTTCTGGCACAGTTCTAAGGA -AAGGCTGACTAGTATACCAATTCCTGCTCATAACTTTTCTTTTAAGGCTTTTAACTCTCCCTTCAGAACT -AACTTGATATTCTCCCTCGTATCCAGGGATATCTCTCCATACTTCTATATCCATTTAATTACCGCCCTTT -CCAGTGCAAACGAGGTGGCAGAAGAACAACCTCCACCACCTCGTCTGTATTTATTCTTTATGCTAGAAAA -TCATCATCTTCAATAGTTGTGAAATCATCAGCTGCATTGGTTCTTCCACCTAAAGGCTCTCCATCTCTTA -TCTTCTGAATGTTACCAAGACCACAAGCCACACCCTTATTGCCATTAGAGTTAAAAGCGTAGAAATTTAG -GGATACTCTTGCATAACAACCACTGTAAACCTCGTTGCGATCCAGAATGGGCTTGACTGCTTTATCTACA -ATCTGAGGCGGAGTAGTACTGTTGGCATTTACGAAATAATGTCCTTTATAAGCCTCATCATCTCGTTCTA -CGTCACCATCTCGAAGTGGCAGTTTAATAGCTGCCTTATTCGGCTTTTTTCCACCAAACTTTGCAAGACC -CTCTTCAATGGCTGCATCTACTGCTGCATTGATAGCATTGATGGTTTCCTTATCTGTTTTGGGAATCAAT -ACAGATACGCTATACTTTTCTGCTCCGCCATTGATCGATACGGGCTCCCAGCCGTGAAAGTAGCTAAGAC -GTGTGTTGACGCTTGTAACAACCTTCGTTCTGTTTTGATTATTCATATTCCTATCCCTCCGTAATTTCAT -TAAATTCGTTTTTTACATTTGATATATTCATAGCTGGTCGCTTATCCGAATTTGGAACCAGCGTTGGCTT -GCCCGGTGGTTTATGTATAAGACCACCGAGAATTTGCTCAAATTTCTTTTTGCCCATCAGCTTCTGCATT -TCTGTAAGGGTAATGAGATTCTGACGGTAGATGTCCTTATATCCGTTTGCTTTGGCTGCTTCAGCAACAG -CTTTTTCGTCCTTATATTTACGGACCGATCTGCCCTCTACTACCTTAAAACCGTGCCACTCTTTCCCGTG -ATTAACGGCTGCATCCGTGGCATAAGCAATGATTTCATTTGCCCACTTTGTAAGATCGGACAATTTAGAG -AGAACTTCCTCAATTTCAGAGTCCGTAAGTAGTGGGGGTAGCTTGAATTCCATCTGTGCTAATTTCAGTT -TTTCTTCTGCTCTTGCACGGCATTTAACAGCCGCTCGACAGAAAGTACACCATTCACCTGGAAGATAGTC -ACCTTCGCCTTTATAGGCCTTTTTCGCCTTTGGTCTCAGTTCATTTTCTGCCCAGTCTTTTAATTCCTTT -ACCGGGATTGTCCATGTGCTGACATTTTCTCTGCGTGGCTGGAAAATGGTCATGGACACTTCCTCGATGT -CGTACAAACTATCGTAAATTTCTAAAGCACCCAGTGCATACAGTTTCATCTGCGGATTGTCCACCGCGTC -TACCAATACTCCCATGCCATACTTGAAATCAATAATGTGAAGTTTCTTATCGGCAATAATGATGCAGTCA -CCGGTTCCAAATCCCTGTGGAACATAGCAGGAAAAATCAAGACGCTGTTCGATTAGTATTAAAGGGTCTG -TGCAGCTCTGCTTTGCCAGCTCAAGCTGTTCCATTACAAATTCCACATAGGCATCACTGTGTTCTTCCAT -CTCATCGGAGTTATAAACTGAGACAGGACGCTTACTTCTCATGTGAAGTGCTTTTTTGAGTTTATGTTCG -CAGAGAGCATGGGCGGCGGTGCCTTCAGCGGCTGCATTGGATTCGCTATTTTCAAATTCCAGTTCCAATC -TGGCAGATGGTAGGCAATTCAACCACCTATGGGACCCTGATGCGGAAAGTACTGCGTGATCACTCATTCC -CTAGTACCTCCGCATCTTTCAACATATCTGCATAATGTTTGGGGTCAACTTCGCTTAATTTAGAGCCACC -GTATTTTTGGATGATTTCTCTCACTTGGGAAGTAAGACCGGCTTGACTCTTCTCAGCGAGTTTTGCTCTG -ACTTCCTCTAGAGTGATTTCCTTTTTCTTTGGTTCAGGCTCTTTTACAGTTGTGGTCGGTTCTTTTGCTT -CGACAGGCTCACTACCCGCCATTGCATCAGCAACCGCTTGTATGCTGTCTGCCAAAGAACGCATATCAGA -AACCACATCAAAAAGTAGTTTGATTTTGCTCATGGTTTAATCCTCCCTCCTTAATCTCACTAATGGCGAG -TTCCTGTACGGTGTCACCCGGAACAAGGATAGTCAGTTTCTGCTTATCACCAAGTAAGAAACGGAGGAAA -CGCTCCCTTATGGTGACATTACGACAGGAAACAATCCCGCCAGTCTGTGGATTTTTTGAAACACTGATTT -TCAAGTTGTGTTTCATGTTCTTCACCTCTTTCCGAGAGCGTTTATTTGCTGCCCTCTATCTATTAGCCGT -GACAAGAGGGGAAAGTTGAGGAATCTGGAAAAACTTTTCTTAAATTCTTCTTAGCTGTATCTAAACGATG -TGAAATGGCACTTTTACTAACACCCTCACGCTCTGCATACTCTGTTACAGAAACACCATCTAGGAATATA -GCAATCAGTAACTCTGCTTGTTTTTCCTTGAGGGTCTTGCGGATAATTTCACAGAGGTATTCATACTCTT -CTTGTTTCTCTCGAGTCACTTCATCGGTGTTATCAGGGAAATAGTCCATATGATCCGTTGCATCCTCAGA -TTCGTCATCTTTGCGGAATGGTTTCTTTGGCATCCCTCTGTGTCTATCAAATTTATGCCAGTTATTGTAG -TCGGGTTTGTTAAAACGCTCGTCCATAATCTCCTGTGGTGAACGTCGAGTCACAGTTTCCTTATCTTCGG -CACAGGTCAGCCTGTCCTCATAATCCATATCAATCATTACAGTGCAGTCCTCGTCTGGTACCTCCAAATA -GGTAGGTTTGTTGTCGTACATAATTCTAATTTTCATTTTGCATCCTTTCCGCCGGACTGCATTGGCGGCA -AAGGATACAAAAATAGGTCTGTGCCTCGAAGTACACAGACCCTTTGTCCTGAAAATGAGCGCAACAAGGT -AAGGTACTTCTATTGCAACGCATAACAATCCTAAACGGACTGAAACGTTGCAATATGTATCCTTTGCCCT -TATTGCAAATCAGGCATTTGATATTTTTTTGTAGACGAGGAATGGTCTAATTCTTGCTAACTACGAAGGA -CCTTTCCTTCATCTATCATTATTGTAGGTGAGAATTGGACAGCCTTGGCGGACACCTCATGCCCGTTAAT -TTCAGGCTCAAAATGACGCATTTCCCAACAAAAACACCTAAAAAGAACAATAAAAAAAGCCATTCACAAA -CCCTTAAAAGGATTCATGCATGGCTTACTTATTTAATAACTAAAAAACGGACATCCTGTGTCCGCTTTTT -CAAAAATATTATTGAATTTTATAATGGCTCTGCGCCATGTTCCTGTAAAAACGTTCTAATCTCATCCATC -GATTTTGCATATAGATGAGTCAATGCAAAGTTATACCAAATATGACTATTGTTATTGAAGTTCAATGAAA -ATGGTGAGTTGCGAATTATATGACTGCTAATATTTGGCGGTAGATGAAGTCCAAGGCAGATTAATACTAT -GGAATTAATCGATCCCGGTTCCTCACCATTAACGATTCGTCTTATGGTACGCTCGTTGACCAATATTTTC -TCTGCTAATTCTTTATAAGTTACTTTTTTCCACTCACGTACTATTTTGAGAGAGCTGGTATAGCTATTTG -GCAATTCATTATAGATTCGCATTTCTTCAGCTATTGTTTCGGCTAGTAGTTGGGCCTTCTTTTCTGGAGC -CGCATACTCAAAACCATTACAATATTTTATATCAAAATCAATATTCGATGTCTTATCACGATTGAGAAAA -CATTCAGTATAATATCTTTCCTTGCACCCAGATTTGACTGATAACTCGAAAACCAAGCAGCACTCATCCA -TATGGGTTCGTGCATAGTCAGAAAGTACAGTCTGTCCAAATATATCCTGCGTTATATATTTTGGATGGTT -TAAGACAAAGTGGGAATCTACATATATATAACTTCCGTCCCTAACTAAAGCGGCCATTTCTGGATTGGTT -ATGCTTTGGATGGCAGCATCCTCTGCACCTATAGAAAAGGTCTGATTTCTTTCAAGAGCACCCTTCTTAA -ATCTATGAGGCTTGACGTAGCGACCATCTATGTAAGTAAAGGTTCCGATTGCTTCCTCATATCCAGCATC -AATCATTCGGATTTTAGCTGCTGTCCGAGATACGCTGAAGAACGTTGCTAATGCATCAATAACTGGCTCC -ATTACATCTATAAGTTCAGATGTTCCCAGTTCTGAACGGAATTGCTTAATAAATTTGAACGCTTGGGTTT -TAAACATAGCAAGTGGCATTTGTATCTTTGGAGCGAGGGCATTCGCCTGCCACTCCATCCAGTCAGTTGC -ATCTCTGGTATTGTCTTTTATACCCCCGACCACCTGACACTTGATTCGTGTGGCACTGCTGTTATACAAC -CGCTCCAATTCAAATGCTTTTCTATGTTGATCCCAATGAACACACTCATGCACAATAGTATTATTGACTG -ATCCCAGATTACGAAGGAAGTAAGCTTTAGGGTCCACGATTATTGTACGGCCACTCACACGGGTCTGTAC -CATTTCATCGATGTCTACATTATAAAATTCTGCATCACAGTCGTGAAAGTATATCTGCCCAAAAACAGAG -AAATCCTTTGTAATCTCCCTCATTTCTACTGTAAGGCCCATTTTTTCTGCCAACACCTGTGGCTCAACTG -CCATTGGGGTTTTTAATGCTTCAGGGTAATGCCTTCTAAGGAAGTCTGTAGCAACAGATTCTAGTTGTTC -CTTATGAATGATAGGAACAAGGGAGTCCGACATAGGTTTTGGCTGTTTATTTTTGCTAGTATACTCAGTT -ATACTGGAGATTGCAAAGTCATCCAAATTGCAATCTAAATCTCCTGAGCATTCAAGCATAAACCATTGCC -GGCAATTTTCTGATTCATCATAGTGATAATCTGATTCTCGGACTTCAAATTCAGCTTCAACAGCAACATC -AAATTCGATTTTCATGTCCGGTAAGTCATTAACTGACACAAACTTTACTTCTACATCTGACAATTCTATG -CCGCCAATGTTTTGAACTCTGTATAACCGTAAGTCTAAATCTTCACAATTATCCGTTGCATAGGTTTGTA -TGGCAGAAAATATCTCATTATAGAATCTATCAGCCACATAATCTTTAAAAGAACGATTACCCGCCAAGGC -ACTCCCTCCTCGCCCCATATGAAATTAATATCTTTAAGGATTTTTACTATTCAAACATTAGTTCATAGGT -AAATTATAGCATATATTATGGTCATCTCGATATTTATTTTGTGTTTGTGAATTTTAATTGTTGTTTCGCT -AATTTTTTGATAAACTTTATTTATTAACTTGGTCTAGGTACTAAGGCGAGGTGATAATATGTCCATAAGT -TATAAAAAACTATGGAAACTTCTTATTGATAGAGACATGAAGAAAAAGGATCTGAGGGAAGCAGCCGGCA -TTAGTACAGCCTCAATGGCTAAGCTTGGTAAAAATGAAAATGTTAATACTGACATTTTAATAAAAGTATG -TAAGGCTCTTGACTGTGATATTGCTGATATTATGGAAATTGTTAGAAAATAGTATCTTTCACCAAAACAC -TAAATAGGGGATTTGTAGATGGGGGAAAAGTTATAACTATGAATAAAGACAATCAAATCAAAAATGAATC -TGGTAAACAAGCCAAAATTCTTGTATCAGAAATGCTAAATAATCTTAAAAATGAATTAGGGATTAATATA -GAAATTAAAGAAGGGTACTCTATAGGTTACCCAAATCAAGAAAAGCAATTTAAAATGGATTTTCTTGTTC -AATTTACTGACTTTGATAATGAACAATGGTTAATAAAATCAACTAACTCTATAAGGGAACGTATATACGG -TACAGAATTTTTTGCACAAAACATCAGGCTTATCGATGAGAAAGTAAAAAATATTTATGTTGTTGTTCCA -GATTCTATATCTTCAGCTGAAATGAAAAAGAAAAGAAACTACTCCGTAAAAATAAACGGAACAACATATA -CTTCCTTTTTAACTGATGTTTTAACCGTTAATGAATTGCGACAAAAAATTGTAGAAAAGGCATCCCAAAA -CATAGCGCAGGGCTTACGTGCTAATGTGCTTGGTAATGATGCTGAAACCAGTATTGTTAACCTGCTTAAT -GATTTGAAAAATAAAGCATTATGGAATGATTATCAAAACGCTCAACAAACCATCAAATCATCAACATACA -AGATATACAAAGAGATCCTTGAAAAAATTGATCTAAAGGAAGGCTTTGATAAGATACTTGAAGTTACCGC -TACAAATGATATTCCTCTATTATCCAATAGGGGAAAACCGAAAACAGATGTATCAGTTACAATCAAAACA -AATACAAAAGAATTAATTAGGAATATCAGTATAAAAAACACTCGTGAAAAAACTGTCACTATACATGAAG -GTAGTGTTTCGGATTTGATTTCTGCATTAAAATTATCAGAAAGCGACCCACTATCGCAAGCACTTATACA -TTTTGAAAAAGTCGGTAGCAAAAAAAAATTAATTGCAGAGCATCCTAACTCAGATAAAATTTTAGAGGAA -AACTTAAAATTGTATAATAGAGAACTTATTGAATTCTTCATTTTTGGTTTACATAGCCCTTTAGTCAATG -ACAAGATACAAATGGTAGATTTAATTATATTTACAAATAAATTTGCTGTTTGGAATCGTGATGATTATAT -TAAACATTACATCGAAGAATATAGTGGAAAAGGACAATTTGGAACTCCTTTTAAATGGACTTATCCAAGC -AAAAAGCGTGGTCAAAAAATACAGATTAAAGGTTTTTCAAACAATTAAAGCAAAAGACTAATACTAGCAA -ACTATACTTGCTGATATTAGTCTCTATATTAGTTATAAAGCTATAGTTTTTATTTTTTCAATATCCTGCA -TTTCAGCCAACAAAAGTCGCTCTTTCATTGCTTTAGCAACAGCTTTAATCATGGGAACAGCAACAGAATT -TCCAAACTGCCTATACATTTGTGTTCTTGACACAGGAACTTTAAAATCATCAGGGAAACCCATCAAACGT -TTCAGTTCTAATTCGCTGAATAATCGAAGCCCTGTTTCTCCGTCTTTTACAAATGTTCCTGTAAGACGCT -GTATTTTGTGATAACTAGCTACTAAAGTGTTAACTTGTATAGTGCTATCAAAATCAACAATCTGTGGCTT -CCCATCATCCTTTTTAAATAAGTAACTTTCTTGCAAACGCTTGGAAATTGAATACCCTGTAGGATTATGC -TCTAAAATAGCATTAATTGGAACCTTATTGTCAGGATTACCTTTAGGAAATGAAAAATCATTAATGCCTA -AATCAGGATGAAATCCCACAATTACAATACGTTCACGTCTTTGTGGAAGCCCAAAATTTTGTGCATCCAT -AACTTCATAAAAAACGGAATATCCTAGACTCTTAAGATTGTCTAAAATGACTCGAAATGTATTCCCATTA -TCATTTGTTAAAAGCCCTTTTACATTTTCTAACAAAAACATCTTAGGTTGCTTTTTCTTTAGGATCCTAA -GAACATCGAAAAATAATGTTCCTTGCGTTTCATGAGCAAAACCTTCACGCTTGCCTATATTGCTAAACGG -CTGACAAGGAAATCCAGCCAATAAAACATCGTGATCTGGAATATCATTTTCGTTGATTTTTGTAATATCA -CCATGAGGCTTCTCACCATAATTAGCTTCATACGTTTGAGCTGCATATTTATCCCATTCAGAACTAAATA -CACATTTCGTATATTTGTCTTCAAATCCTAATCTAATTCCTCCAATACCAGCGAATAAATCAATAAATGT -CAATTTTATTCCACTGTTTTGTTTTTCAAAATTATTATTCGTTTTGTTGTATGTAGATTTGGGTTCTCTC -ACCATCAATATATTGTTCCTTTTCACACTATGCTCTTGATTGTTCTTATTTAGATTTTCCATTGCTAATT -CAATCAATGCCATACATTTTTGACTGAAATTATTGCAATTTTCGATGTCAGTATCCATAATTCTAGTGTA -AAGTTTATCTGTAATATACACGCTTTTTCTTTTCTTTTTTTCTGACTCAGGAATAACCTTCCTTCCTGCA -CCGAGTCGATTTCCACCACGCATTGCAATCACCTTTTATCTTAATATTATACGGAAATTATAGCACTATT -AATTTGAATTATCAACCCCTTTTTTCATTTTTGTCCGTATATTTCAATATTGATACGTAGTGCTTACTTT -TTTATTTTTCGTAAAAATATACCTTGCACTTGCTTTTAACATTCTATTTAACATAACATCACCTCGATAT -TAGAATTTAAACAACTTCTCAAGAAAGCCACATCCATCCTATCTCCACACCCCACGAAGTTATCTAATCT -GTCAACACAACCCCACGCACTTTTATACAGTCGACCTGTTTCCTCAATAAATAAAAATAAGGATTCCCGA -GGTTAGAAGGTGCTGCCAGACATCAGGCAGTAAAACCCTCTAACCTCGGAAACCCTTTATTTATCAGTAT -TTTTTTTAGACTTATTTCTCAACCCTTGACATCAAGACAACACACTCAACATGCCCCGTCCACGGGAACA -TATCGACTGGCTGCACTTCCTTAACCTCGAACCCATGCTCAGTCAGGTACTTCAAGTCCCTTGCCAGTGT -GGACGGGTTACAGCTGACGTAAACTATCCGCTGAGGCTGCATTTCCACCAGTGTACTGAGCAAAACCTCG -TCACAGCCTTTTCTTGGCGGATCAACCACCACCACATCCGCTTTTACTCCCTGTGAATACATATCAGGGA -TAACCTTCTCTGCCTCTCCCACCAGAAATTCCACATTAGTGATACCATTGAGTTCGGCATTCCTTCTGGC -ATCACTAATAGCATCTGGGACAACTTCCACTCCTATAACACGTTTTGCCCTCTGAGAAAGGTAAAGCGAA -ATAGTTCCTATACCGCAGTAAAGGTCAAAAACAGTTTCATTGCCGGAAAGGCCTGCATATTCCAGTGCCT -TTTCATACAATACTTCTGTCTGAATAGGATTGACCTGAAAAAAAGACAAGGGGGAAATCTCAAATTTGAA -GCTTCCTATGAAGTCAGTTATGTACATCTGCCCGTAAATACATATGTTTTTATTTCCGAGGATTATATTA -GTATTTTTGGTATTTACATTCAGAATAATACTCTTAATATCAGGAAATTCTTCAAGCAATTTTTTAACCA -AATCATCAGATTTTAACAGTTTATCACCGTTGATAACCAGAACTACCATGATTTCATTGGTTCGAAAGCC -CTTTCTAACCATTACATGACGAAGTAGTCCCTTGCCTGTTTTCTCATCATAAATGGCTATGCCCGCATCC -TTGCAAAAACTTCTTACAATATCCCTAATTTTATTACTCTCATCAGGCTGGATATCACACAAACTTCCGT -CAATAATATTGTGAGACCTTGTCTCATAGAATCCAATTGTGATTTCACCATTATCCCAACCAACAGGGTA -TTGGACCTTGTTCCTGTACTTATAAGGGTTTTCCATTCCAATTGTATCATTAACTACAACGTCCTGAATA -CCACCAATCCTTCTGATATTTTGCAGAACAGTATCCTTTTTGAAATCAAGCTGTGCCTGATAAGTCATGT -GCTGAACGGCACATCCTCCGCATTTGTCAAAAACAGGACAAAATGGTTTGATCCTGTTCTCCGAAGGCTT -GTTTATGTTAACAAGCCTTCCCACTGCATAGCTCTTGGTTTGTTTTACTATTTTGATGTCAACATTTTCT -CCGGGAAGAACCCCGTCAACAAAAACCACAAACCCCTCAATCTTTCCTACTCCCTGTCCTTCGTGAGTCA -AGCCTGTTATGTCCATTTTATATATTTTCTTCTGTAAAAATATCTTATGAGACGGCTGTTTCATCGGTCA -AACCACCATTTCCTTAATTTATAACCAATATAATACCATATTTAGTCGGATTGATAAACATGAGTAATAC -CGGGTAAAATAAAACCTTTAGCATGGCAAATTTTAGTGCTACTTGCCACGCCAAAGTTTCAATAATTTTC -CTAACTTGTATTCCTAACTTGTATTAATGAATACAATCGTTTTTACTGCTTTTTGTAATCCAACAGGATG -TTACGAAGCTTACTAGCATGCATTCCTTCGTCTTCTGCAAAATCCTTGAACACCTGCTTAATCTTTTCAT -CTTCAATCCTTTTAGAGTACATTTCGTAGTCCCTTACAAGCTCCATGGAATTTTCCCATGCCCTCAAGAG -TCTGTCATACGTGGTAAGTTCAATTTCATTTTCGTTCATAAATTCCCTCCGTCATCAGATAGAGTCCAAT -AATTTTTTCAAATTTTCAAAACACTTGCGTTGTTCGGCAAAAGGAACTGTATTCAGCCCGCTTGTACTGT -AGCAAACAAAATCCGATATAGATTCCAGTATACTTGCGGATTGAAGTCCAGGCTTAACATTAATTCCAGA -TGCAGGTACCCTCAAAATACTAGAAGCATATGCACGGTACACTCCTATTCCCACATAGCAGGCAATTCGA -GGTTTAAAATTATCCAAAAGCCTGTAAATGTTTGCCGAACCTTCAACAACTTCATCAGTGCCAATTTCGT -TGGCAGCTTTAGACGGTCTGTCAACAATATTTGTGGAGCCATATCCAAACTCAAGTATTTTCCTGTCATC -CTCAGGCTCGAATCTGGAAGGTGTCAGACCCGATTCATACAAAAACCTCCAGAATCTGTTGCTTTTATGA -GAATAGTGGTGCCTGTTTCTGGCAGAAAGCAAGCCCGGATTATAACCTATAAAAACAACTTTAAGTCCCG -TTGCAAGAATGTCCGGCAACGGCTTTTCATTATAAATATTATCCATAGTATTCCTCCAGAAGAATAAAAA -CTACGGAGTGCTTTTCTTTATATTTAGCATTTTGTAGTTTTTTTATGTAAATATTGATAGAATAAAACTT -TTTATGAAGGCAAACCTATAAAATAGTAATCAAAATTTAAATGGAGGTCATTATAATTGTCATTATTAAT -AATCTCAGCAATAGTTACAACATTAGTTTCAGCAATCATAGTAGTATTAGCAGTTTTAATTATATTACTG -TTTATTATACCAATAAAAACTGATTTCGTATTTGACACAGAAAATTCAATAATGCAATTAACAGCTTTAT -GGCTTTACCCGCTTTTAATGGCAATTGTTACATTTGAAAATGGCAAACCGATTTTAAATATACATGTTTT -TGGTAAACATGTTATTAAAAAAATAATAAGAAAAAAAACAGGCACAGGTCACGGTATGGATTATCTAAGA -GCTACGGAACCCGAAGATATACGGATCAAGGCCCATTATGGTTTTAGTAATCCCTTTAATACAGGTATTA -CTTGCGGAGCTGTAAATATGGTTTCGCAATTAATCAATATAAGTACTTTTGAAAACGAACCGGACTTTCT -TACAGATAAAGATTATGTATATTTAAATGTCTCTGCAAAAATATTTATGGGTCCGGCTGTTATGAGAATA -ATAAGACTAAGACGACTTTACAGGAGGGAATTACAATGGATACAAACATGAATCAGAATGTAACCACATT -ATTTTCAAACCTTGAAGATTTTACTCAGAATGAAGGCTTAATAGGAAAGCCAGTTACACATGGGGATAAA -ACCTTTATTCCTGTAGTCTCAGTTACACTTGGCTATGGAACAGGTAATTCGGCAAGCAAAAACCATGGCA -CCAGTACAAAAGAACAAGCAGGCGGTACTACATCCGGTATGGCCAATAATATGGCAGGGGGTGCTTTAGG -ACTCGGAGCAAAGCTTTGTACAGATGCAGTGATAATCGTAGATAAGGACAATGTTTCAATGCTTCAGGTT -GGCCCCACTGCTACAAGTCAGCTTATGGACAAAATACCTCAGATAATCTCGGGCCTGGGTTCTATGGGAA -AACAGCAGCAACAAGGCCAGCAACAACCGGGACAACAATCCCAAAGTAGTCAAAGTCAGCCATAGTTTTA -GACCAATATTTAACTGAATATGTACTTGCTAAACGTGTAACACTAATATAGCAAGTAATATCTTTAACAT -GAAAGGAAAATATACCATGGATAAAGTAGAAAACAGACAAGGTTTTGGCCTAGGACATCTCGTATTACGT -GTAGTAATCGGAGCTGTCATTCTGGCAATCACAGCATTTTTAACACCAGGTTTTTCGATTTCATCATGGT -TTTCATTATTGCTTGCAGCAGTAGTACTAGCAGTATTGGACTGGGCAGTGAACAAGATAACAGGTGTAAA -TGCAACTCCTTTCGGCCGTGGAATTTCCGGCTTTATATTGGCAGCCATTATCATCTATGTTATCAAGTTT -ATAGTTCCGGGATATAATATATCTCTCTTTGCTGCTGTTATTGCTGCACTGGTATATGGTGTAGTCGATG -CAATTATTCCGGGACGTGGTATGTAAATACTACCATAGAGGAATACCTGCAAAAATTACTTTTAGGAGCG -GCTTTTCAAAAAGGCCGCTCCTAATAAAAAAAAATCCCTATAACAAGGGAAAGATAAAATTAATATTGAA -TCAGTATGCCGTTATATAAATTATTCCATAATGCATACCATTTATACCTTTATTTTCCACAAATTTCCTA -TACCTTTACACTTTCGGATATTTTAAAAAGGTCTGCAGATGCATCATTAAGTAGCATAGAAATCTCATCC -AGATCACTAACGGTTTTGGCTTGTATCTGAATAATGGAATCTACATTTCTGTAATCCGGAAAACAATTGT -CAGAAGCTGAACTTGCCATTTTATCTACAACTTCAACAAATTCCCTTGCGGTCTGATAATGAGAATAAGC -TTTGTCCGCAGACGCTTTAACTGTATCCGTTACACTACTTATAGATTGAATTATTTCTGTAATACCTTTC -TTTAACTCATTTATTCTTGCTGCTCCATCCTCAACTCCCAGTAGACCTGAATTCATTTTTTCAACAGCCG -TGTTAATACTTGATTGAATATCCTTAATCTGCTCCTTAATCTCAGCCGCTGATTTATTACTTAAGTTGGA -AAGCTTTCTGATTTCGTCTGCAACAACTGCAAAACCTTTCCCCTGCTGTCCTGCTCTGTTGGCTTCAATA -GCCGCATTCAATGCAAGAAGGTTTGTCTGCGATGCAATTTGAGTAATAGTGTTTGTTATCTCTCCAATTC -TTCCAGATGAAGATTCCAGATTTCCTATGGATGCCGCAATCGACCGAACAGTTTCATTAACAGAACTTAT -AAACATTTCTGCCTCTTCAACCGTCTTTTCTTTCAGCTTGGCTGTCTCCACCGCCCTGACACTATCTCCA -ACTGCCTTTTGTGCCTGTTCCGTCACGGTTTTTACACCGGATATTATACTTTCGGTGTCTAGTACAAAAC -CCTCCCTATCGGCGGACTTTGTTACAGAAATTTTTTCCATTGTTTCTCTGTTCTGGTCAACCAAACATCT -AACCCTTTGCTTCAAAGAGCTTATTTCGCTGCCGGTATCCTTAAACTGTTCAACAATTTTCTGTTGTCCG -TCAAGAACATTATTAACCTGCTTACCCAACTCTCCGATATCATTGGAGGCTGCTATTTCAGCTCTGACAG -TTAAGTCACCTTTTTCAACCTTTGAAAGAATATTGGATAAATAGTGAATTGGCTTTGCAATTTTATTGGA -TAAAAATAAGGCAAGCAGCATACCGATGATAATTGAAAAAAGTGTAATTAAAATAAGTATCCCCAAGATA -GCCCCTTTGATTTTTTCAGACGATTTTATGTCATCAGAAAAGTAATTATTAAAAGACACTCTGAGTTTTT -CCGTATTATCAAGAAAAGCTTTATTAAGTTGTGTCATACTTTTATATCCGTCCGCAATCCATCCCTTTTC -AAGAACGGTAACCCTTTTGTATATCTCTTGTGCCGTAACGTCAATTGACTTATTCAAAGCTGCAAGCCTG -TCGATTTTTTCAGAATCGAGACCTTTTTTCAAAAGGTCTGCCAGCTTAATGTCAATATCTTTTTTATTTT -TCGTAAACTCCGAGGACATATCTTTACCTTCAGTTGCAGAATATAGTAAAACTGCATTGTTTCTGTTAGT -TAGAACGGCTATATCCAATAATACATTATATAACTGCAAGTCCCCGGCAACTTTTTTCATATTCCAGACC -CTGTCAAAGCCTTGGGTTGACCTTGCATTGTCCAGAATAGTCTGTGTGCCGGCTGCTGCAGCTGAAATTC -TTTGTTCAAGATCTTCCAATTTTGCATTATAATCATTATCCTGTACGGTTGAAACATCGCTTCCTGCCGT -ATCTAAATATATTTCAATATCAGCCAGAAGCTTTTTTATCTCCGTAAACTGATTATCAATATAACTGGAA -TCCGAATCAACCAGCCTGATTATTCTATTCAACTCCGTAATATCATCCATAAGCCTTGCCGACCTGTCCT -CAATAGGCCCTGCCGTTGTCTTTTGGAGCTCATTTACAAGGCTTTGCATTTCATTAAAACTATCCTGAAC -GCCCTTTAAAAAATCCCTGATATCTTTGTTTTCAAAAGCTTTTATATTAGGATTAATTTTATCATTAAAT -AAGCTTATATATTTTTTGTTAGCATTATCCAGTTCCTCAACAGTTTTTTTGTCTGCCGAGCTAATTTTAG -CCTTTCCCAATGCCTTTAATTCACTATCAATTTTATTTCCAATGTCTGCAAAAGACTTGCTGTCGTCATT -ATATGAACTTACAATATCGGTTAAAACTTGCTGTCTTTCGGCGGACAGCCTGTTTAATATCTGTACTGAA -TCCTGGTTTAACTTGTTTGCTTCAATATCATTAACAGAATCAATTACTTTTCTGTACCCAACAAAGGAAA -TTGCAGATGAAATCAATGAGATTGCAATAACAATGCAAAATGCTCCTATTATTGTACTTTTTATGTTTTT -CATTTATTACAACCTCCTGGTTTTCAATACAAATAGCCGAATATAAAATAATTCTACATTTAGAGTAAAA -ACTCCTTTAATATAACTACCTTTTTCGGCATTTTTTTCTTGCCAATGATAATTAAAAAGTTGAAATCTCG -ATTCACACACCATATAAGTAATGCTGAAAGGTTATTTATATAATAAATATGGAAATACTCCTAGTACATA -AAATTTGTAGAATGGTGGTTCAATGCGAAAAATATTTAAGCCTGCATGGTGCTTGTTAATTATAATGTTT -TTACTATTATCGGTAGTTTACCTGCTCAGTGCCAAATCGGTTCGATTGGAAAAAGCAAATAATGTTCTCG -GTGAACAAGTTCAGGAAATGTCTAAGACATTGACGGAACAAAATAAAGCACTTGAAGCAAACAGGGAATT -GATAACAATATTCCAATCCGATCAGACAACATTTAAAACAAGACTCCAGGAATTTGCAAACACATATACC -CAAATAACAGGCAGCTACGTCCGAAAACCCAGCAGGGGTACAGTCATGAAAAGTGCAAATAATACAATAG -AAGATATAATAAAACTCAATAACCTTGTAAAAAATTTAAACACAGCCTTTAGCAGTAATAACAAACTTTC -ACAAGAACTTGAAAAAACCAACACAGAGCTGGAGGAATTTGTTGCCGCACTACCCACTTTTATTCCTGCA -ACAGGCAAAATTACATCCCCCTTTGGGATGCGAAACCATCCAATTACACACATCAGAACTTCCCATAAAG -GTGTAGACATTGATGCGGATATTGGTGACCCGATAATGGCATCCGGTTCGGGTAAAGTAATATATGCCGG -CTACTCCAGCGGCTACGGAAGACATATTATAATTGACCACGACAATGGTTTCAAAACAATATACGGCCAT -TCATCAAAGTTACTTGTCAATAAAGGTAAAACTGTGAAAAAAGGTCAAAAAATTGCATTGGTAGGCAGTA -CAGGCCGAAGTACAGGGCCACATCTGCATTTTGAAATAAGAATATCCGACATCGCAGTCGATCCGATCAA -GTATATTGAATTTAAACCATCAATTCGGTAATGAACTCAAAAATCCGGGAAATACTGTAACTTTAATATC -AAAATATACTAATGTACTTAAAAAAGGCAAACCGCGTGGACGTCTATATACTTGGAACAGGCAGTCATAA -GTATAGTTTCGTCCATTCATTTTAGCCTTTTTCGTAACATTTAAATAATATTTACTAAAAATCGTTTTAT -GATATAATATTGTGAGCAAAATGTATTAGTTTAAGGAGGATATTATGAAAGCTAACGAAAAGGCTGCATC -AGGCACGGGTAAGCCTAAAAAGAAGAAGAAAAAGAAACCTTCCTCTCCGGCTGCTCTGTTTACCCTCGCA -GTTGTAAAAACAGTGTTTGTTATCCTCATATCTTTAGGGTGTGTTGTTGGTGGTGTACTAGGTGGGGCCG -TTCTCGGATACATAAAAACTGCCGACCCAATTACACCGGATCAGCTTGAAATGACGAAAGTAACTTTCAT -ATATGACAAGGATGGCAAGGAGATTGCACAGGTCAAGGGCGGTGAAAACCGAATTCTTGCCGAACATTCT -GAAATACCCGATAATATGAGAAATGCATTTATTGCAATAGAAGATTCTCGTTTCATAAGTCATGACGGTG -TTGATAAAAAACGTTTTATAGGTGCTGCCTTAAGTTATATTATTAAGTTTGGCAACGCTGATTATGGCGG -AAGTACCATAACTCAGCAGCTTGTAAAAAATATAACCGGAAATACCGATTCAACAGTCAAAAGAAAAGTC -CAGGAAGCTTGGCAAGCAATGGATCTGGAAAAAAAGATGTCAAAGGATCAGATTCTTGACAACTATATGA -ACAGAATTAACACAGGGCTGGGTTGCTGGGGTGTGCAGGCGGCGGCAAAGAAATTCTTCAACAAGGATGT -AAAAGATCTTTCTCTTGCAGAATGTGCCAGTATCGCAGGTGTTACAAAATCTCCTGGAACATATGATCCC -ACGTTAAGTGAAAAAACAAAGGCTGCAAACAAGGAACGTCAAAAAATCATTCTTGATGAAATGCTCAGGC -AAGGGTATATTAAACAAAATGAGCATGACGAAGCAGTTGCAGAGCCATTGAAAATCTATAAAGGGACAAG -TGAAGGCGATAAAAAGGCAAATAACGTACAGAGTTACTTTGAGGACTATGTACTGACCCAGGTTAAAAGC -GACTTGATGAAGAAATATAATTTATCAAGCAATAATGCTACTATTAAGCTCTATAATGGCGGTTTGAAGA -TTTATACTACTCAGGACAGCAACGTTCAAAAAATAATGACTGAGGAATTTACAAACCCCAAAAATTTTCC -TGCCAATGATAAAATAAGTAATCCTGATATGCAGGCACAGGCAGCGATGCTGATCATTGATCCTTCCACT -GGTCAAATCCGGGGTATGTACGGGGCATATGGCGAGAAAAAAGCTAATTTTACTCTAAACAGAGCTACGG -ATATGAAAAGACAACCAGGTTCAAGCTTTAAGCCAGTAGCGGTTTACGGGCCTGCACTAGACCTTGGTGT -AATAACAGCTGCAACAGTAATAGATGATGTACCTGTATATCTTGATAAGGATCATCCTAATACACCGTAT -CCTAGGAATGCTGAAACTGGTGTGTATGAAGGCCTTCTCACAATCAGAAGAGCTGTACAGAAGTCACAGA -ACGTTGTTGCTGCTCAGGTATGGATGAATTTATTAGGGGCTCAGAATTCTATAAACTACCTGAAAAAGGT -TAATATAGACAGGCCAAAGGAGGGCTATGTATCAATGGCCCTCGGTGGATTGAATGAAGGAGTAAATCCT -TTGCTTATGGCTGCAGCATATGTCCCCTTTGACAACAAGGGAGTTTATCTGGAACCTATAGCATACACAA -AGGTAACCGATGATAAGGGTAATATTATATTAGATAAGAAAGCTGACCAGAAGAGAGATATTGCATACAA -AGAAACAACTGCATTCCTCATGACAAGTATGATGAGGGATGTTGTAACAAGCGGTACGGCAGCTGTGACC -GGAGGCCTTGGAAGGGGAGGCTTGGGAACAGTAAAGAATTCCGCCGGTAAGGTTATTCCTACAGCAGGTA -AAACCGGTACTACCAACGATACCTATGACAAATGGTTTGTAGGTTATTCACCATACTATGTTGGAGCTAC -CTGGTATGGTTATAATTACAATAAATCATTAAAGGGCAAAGAAGTGTATCAGGCTTTGAGCCTTTGGAAC -AACGTCATGAACAAGGTACATGCAAAGCTTGAGCCAAAGGATTTTCCTCAGCCTCAGGGATTGGTAAAGA -AATCTATTTGCATCTATTCCGGTAAGCTCGTGGGCCCTAACTGCAGCGGTGATCCTCGCGGAAATGCCAC -AAGAACGGAGTATTTCGCAAAAGGTACTGAGCCCACCGAAACGTGTGATGTTCACGTTCTTGCTAAAGTT -GATATAAGTTCAAAGGATATTCATGGACGTCCTCTGTTGGCAAATCCATTCTGTCCGCCAAATTTGGTAA -AGGAAAAGGTGTTTATAAAGAGACCTGTGCCATATTTACCGAAAAGCCCGCTTAAAGGCTCTATGTCAGC -AACTATCAAGGACTGGATATATCAGTTGACGGAGGATGAATACTGTACCAAACATACAGGAGGAGGCTCC -AATATATCTCCGCCGAATAATACGGCAGCAACTTCTCCTAATACGGGTAATACCAGTGGTTCTGGTAGCA -CAAAACCCGGAGACGGCAGTTTGCCCAACATGCCAAGTGGCAGTACTGGAGGTATTCCTCCTTCAAACAG -CACCGATGATAACCAAAATATTGAGGATATAATTCCATAAATAAAAAATCCTTTGCAAATTTGCAAAGGA -TTTTTTTATTTTAGATAAAAATCTATTTTGACCCGATGAATAACGTACCAACCTGTTCTCCGCTTAAAAT -ATCGAGAATTGCTTCAGGATGACTTCCGTTTGTCAGTACTACATCTACTCCCGCACCCGTAGCTATCTTT -GCAGCACTGAGCTTTGTAACCATTCCTCCGGTGCCTCGTTTGGTTCCCGCACCCTCGGCACAATCCTCAA -TCTCAGGAGTTATTTTATCTATAACCGACAACATTCTAGAGTCTGGATTTTTACGTGGGTCAGAATCGTA -AAACCCGTCTATATCCGATAAAATTATAAGTAAATCAGCCTCAATAAGCTTGGAAACAATAGCGGACAGT -GTATCGTTTTCGCTGAAGGTATCTTTTTGTCCGACTTTAAGCTCAACTGTAGAAACAGAGTCATTCTCAT -TTACTATAGGGACAATGCCCTTTTCCAAAAGAGTTTCAAAGGTATTAACAACATTCTTGCGGCATTTTTC -ATCCCCCATTATATCTCTTGTCAAGAGAATCTGAGCAACAATGTGTCCGTATTCAGAAAAGAACTTACTG -TACATATGCATAAGTTCACACTGGCCTACAGCTGCCACAGCCTGCTTCTCCCTTATGGTTTTAGGCCTTT -CAGATAATTTGAGTTTATCAACACCTACGCCGATAGCTCCTGAAGTAACCAGTATTACCTCTTTGCCCTG -ATTTGATAAATCAGAAATAATTCTTGCCAGCTTATCTATGCAATTAAAATTAATTTTTCCGGTCTCATAT -GTCAAAGTAGAAGTTCCTACTTTAATGACAATCCTCTGTGCGTCCTGAAGCCTCTGTCTTTTGAAACACA -TTTTATCAGTACCCCTTATACCATAATCTAAACTTCTTAGATTATATAATAAATCCTTTACATTTTCTAT -AGCATTATTGCTTCTTAAACATCCTCCGGGTATGATTCACTTTTACCTCTGACTGAAAAAGCATTTATAA -ACTGTTCTAACTTACCGAATACATAGCGGTTTTCGAAAGTCACAAACAAGGTTATCCCCAGAACTGTAGA -TGCGATTGCGTCCAAAATACTATGTTGCTTAATAAACCATGTAGACATATATATTGCAATACATATTGCT -ATTGATGAAAATTTGATAAGCAACCCTTTACAATACCTTACAGTAAACATTGTAATCAATATAGTGTCCA -GCATGTGAATACTTGGGAAACAATTATACGGTTTATCATTGCTATAAATAATCAGTACTGCCTTTTTAAG -CAGATTGTCGGGGGTAACCTCCGGGCGTGGAACCGTTGTAGGGTAGATATAGTATATAGTAAAGCAAACG -AACATACCAATCAATATGCTGAACAAAAGCTTATAATAAGTGTTCTCATCAAAGTATGCCATAATCAGCA -GAACTCCGAAGGTATACAAGTACCAGAATACATAAGGTATAACAAACCATTCATTAAACGGTATAAAGCT -ATCCAGAAATATAGTTACATCGTGGGCATTCTTGGTAGTAACGTTCAGTAAAAAATATATCCCCTGTGCC -ATTGGTATTAAAACCATTAGCAGTATTCTTCGAAAATATACCTGCCAATTGTCTCGATTTAAAAAATTGT -TAGTCATTAATTTTTCTCCATCAGAATATTTTATATATTAAATAATTATACTCGGATTTTGAAAATTTGT -TTACTTTTTGGTCTAAAATGTAATATATCACTAAGATTTAGAAAACCTCCTACGAAATCAATAGTCTATA -TCAAATTAAAAGGGCTGATGTTTTGGAAAAAGACCAATAACAGTCAGCCCTGAATTAATTCAGTTACATA -GATTTAATTACTCCTCATTCTCCTCAATCATGTTCTTTTTGGCTTCTTCGATAACCTTATTTGCAACAAT -AGCCGGTGCTTCCTCATATCTTTCAAACCATAGCTTGAAGTAACCTCTGCCCTGAGTCATAGATCTTAAA -TCCGTGGCATACTTGAACATTTCAGACTGAGGAACCTCAGCTTCAACCTGCTGTTGTCCGTCATCCAGAG -GATTCATGCCAAGAATTCTTCCTCTTCTTTTATTCAGGTCACCGATTATATCACCCATAAAGCTTTCGGG -AACATAAACCTCTACATGTACAATAGGTTCCAATAATACAGGTGAAGCCAGTGGTAGTCCTTTCTTATAT -GCAAGTCTCGCAGCTATTTTAAATGCCATTTCAGAAGAATCAACATCATGATAAGAACCGTCAACCAGCG -TTGCCTTAAGGTTTACAACCGGATATCCTGCAAGAACACCATGTACAATGGCTTCACGTAACCCCTTTTC -CACAGCAGGATGATAAGATTTCGGAACTGAGCCTCCGAATATCTTTTCTTGGAATGTAAGATCCTCTGTA -TCTCCATGCTCAAACTCAATCCAAACATGTCCATACTGACCATGTCCTCCTGATTGCTTCTTGTGTTTGC -CTTCTACCTTTACTTTTTTCTTTACGGTTTCCCTATATGGAATTTTGGGGTTAACAAGATTTACCATTAC -CCCAAACTTAGCTTTCAATTTACTTACGATAACATCCAGATGCTGTTCTCCTACGCCTAATATAAGGGTT -TGATGAGTTTCCGTGCTAATAGAAACTTTGAATGTTGGATCCTCATCTTGTAATTTATGTAAACCTGAAC -TGATTTTTTCCTCATCCCCTTTTGCCTTTGGTTCTACAGCCATTGAAATAGAAGGCTGGGGGAAAACTAT -CTTATCCAGAATGACTTTGTTTGCCTGATCGCAAAGGGTGTCGTTGGTGTTTGTCCCTGCCAGCTTTGCG -ACTCCGCCTATATCACCTGCTATAAGCTTATCTGTTGGAATCTGCTTTTTACCTCTCATAACAAAAATCT -GACCTATTTTTTCCAACCGCTCTGTTGTGGAATTAAAAACAGAGGAATCTGCCTTTAAAGTTCCTGAATA -AACTCTGAACATAGAGATTTTACCTACAAAGGGATCGGCAATAGTCTTGAATACCAAAGCAGCCATCGGT -TCGGCAGCATCAGGCTTTATTTCAACATATTCGTCCTTTCCTGCTTTTTTAGCCTTTACTTTCACAGCTT -CAGGTGATGGCATAAAAGCCACAATGGCATCCATCAGTTCCTTAACTCCTATATTCCGGTAAGCAGAACC -GCAAAATAAAGGTGTTATTGTACCTTCAGCCATACCCAACTTTATACCCTTTTGCATTTCCTCAGCAGTA -AACTCTTCCCCGCTAAAAAACTTTTCCATAAGTTCTTCGTCAGATTCAGCTATTAATTCATTTAGTGAAT -TTTTAATTTGAGAAATTCTATCTGTTAAATCTGAAGGAATATCTATTTCTATCAGTTTATCGTTCTGAAA -CTTTTTTGCATTCATATTGATTATGTCGACATAACCAACATATTTGTCATCCTCATAGATTGGAAATTGG -AAAGGTATAACGCTATTTCCGAAAGTGTTCAGCATTTCGTCATAAGCAGCGTTAAAATTAGCGTTCTCTT -CATCCATTTTGTTAATAAAGAATATTCTGGCTGCACCATTCTCCTTAGCATATGCCCATGATTTTTCTGT -TCCAACGGACACACCGCTTTTAGCAGAAACAACTATTACCGCACCTTCTGCAGCCCGAATACCCTGCATT -ACTTCTCCTACAAAGTCGAAATAACCGGGAGTGTCAATTACATTAATTTTATGATCCAGCCATTCAAACG -GTGCCAAAGAAGTGCTTATTGATATCTTTCTTTTGATTTCTTCGGGATCAAAGTCACACGTTGTGGTCCC -GTCAACAACTTTCCCCAATCTGTCCAATACACCCGTATTGAACAGCATAGCCTCTGCCAGAGTAGTTTTT -CCTCCTCCACCATGTGCCAAGAGGCATATGTTCCGCAGTTTTTGCACGGAATAGTCCTTCATAATCATTC -CCCCTTATTATTTTCAATTATTTCACACCTGTATAATAAACCGAGTTTCCATATTCTAAAGAGTCATAAC -TCCATAAATATATAGAAATCGTTATCCGGGTCATACACAATAGCTTTAAAGCCTTTTTATCATTAGTATA -AAACCTCAAACAAAAAGTAAAGTGAAACAGAATAAAAGGGTTTATAAATATATTTATTATTAACTATTCT -ATATCAGTACAAATTTACCTTTTTTATAGTATAAAAATTTTAAATTCTTGTAGGTTATAGCTGTTTATAA -ATTTTTAATGTTGCTATATAATATAGGTTAAATGTAACAATCAGATTTAGCGATTTGTTATATTTAAAGG -GCTGATAGCCCTTGTGTGATATGGTAGAACGGTTAATTTCAAAATTTTTTAGTTTGTAAAACGGTAGAAA -GGTGTTGAATTTTAATGATTATTGTAATGAATCCAAAGTCAAATCAAATGCAAATTGACGACGTGATCAA -TGTCCTGAAAAATTCAGGTTTGGGAGTTCATGTATCACAGGGTACTGAAAGAACTATCATCGGTATTATC -GGTGATAAAACGGTTCTTCGTGACATTCCACTTGAAATAATGCCGGGGGTTGAAAAACTGGTTCCCATTG -TAGAGTCCTTCAAGCTGGCAGGAAAGACATTCCGGCCTGAACCCAGTGTTGTAGATGTAAATGGCGTAAA -AATAGGCGGTAAAGAATTGGTTATAATGGCAGGTCCATGTGCCGTAGAAAGCCGGGAGCAGGTAATTGAA -GCCGCACAGGCAGTAAAAAGGTCCGGTGCCCAGTTTTTAAGAGGGGGTGCTTTTAAGCCAAGAACCTCGC -CATATGCTTTTCAGGGCCTTGAGGAAGAAGGACTGAAGCTGCTCAAAGAAGCAAAGGATGCAACAGGCTT -GCAGATAATCACAGAAGTCACCAGTGATAAGGCAGTAGAAACATCAATACCATATGTGGATATGTTTCAG -ATAGGTGCAAGAAATGTGCAGAACTTTCAGCTTTTAAAGGAAGTAGGAAAATCCATGAAACCAGTTCTTT -TGAAAAGAGGTTCTGCAACAACAATTGACGAATGGTTAAATGCTGCCGAATATATAATGAGTGAAGGCAA -CTACAGCGTAGTATTGTGCGAAAGAGGTATCAGAACCTTTGAAACAGCTACAAGGAACACTCTTGATTTG -AGTGCGGTCCCCGTAGTTAAAAATATGAGCCACCTCCCTATAATAGTTGACCCAAGTCATGCTGCCGGAA -AGTCCAGGTATGTTATTCCTCTTTCCAGGGCTGCGATAGCCGCAGGTGCTGACGGTCTTATAGTTGAAGT -TCACCCCAATCCAATGTGTGCTCTCTCCGATGCAGCACAGCAGCTAAAGCCATCCGAATTTGATTCACTT -TGCAAAGATATAAGTAAGCTTGCACCAATTCTGGAGAGAGAGTTTAATTATGGATGTTAGTAGTATTTCA -ATTATTGGCCTTGGTCTTATTGGGGGATCACTGGCCAAAGCATTCAGACATGAGTATAAGAATCTAAAAA -TATATGCAGTAGATAATTGTACCGAATCCCTTAGATTGGCTGAAAGAGAAGGCGTTTTGGACAAGGGCTT -TACAAACTGCTGTGAAGAGATATGGAATTCTGATGTTATATTTATCTGTACCCCGGTCAGCAAAACCATA -GAATATGTAAATGAATTATCCCATAAATTAAAAAAAGGCAGTATTTTGACGGATGTTGCCAGTACAAAAG -GAGACTTATTCACTTACATAGATGGCCTTGATAACCCTCCGCTTTTTGTAGGAGGCCACCCTATGGCCGG -AACAGAAAAGTCAGGCTATCAAAATTCATTTGCCCATATGTTTGAAAATGCCTACTATGTTTTGACACCG -ACAAAGGGTTCGAGTGAAGAAGTCATTAAAACACTAAAAGAATTGTTAAGGGGAATCGGCGCCATACCCA -TAGTTGTTTCCTCTTGGGAACACGATACCGTGACGGGATGTATAAGCCATGTACCTCATATTATAGCTTC -TGCATTGGTAACACTTGCTAAAAACACTGAAAACAGTCAGGGTCTGGTTAAACTTCTTGCAGCAGGAGGT -TTCAAGGATATTACCAGAATTGCATCTTCAAACCCCTCCATGTGGAAGGACGTAGTTATAAGCAACGGCC -CTGTTATTGTAAAGCTTTTGGAGGATTATAAGCATATTGTTGACGACATGATTAATAATATTAATTCAGG -TAAGAATGATGAAATACACAGTTTTTTTGATAATGCAAAGACCTTCAGGGATGGTTTCTCCAATATTGCT -ACAGGACTGCTGCCCAAAAACTTTGAGCTGATTGTAGATGTTACCGATGAACCCGGTATTATTGGAAGAA -TAGCAACCTTACTGGGTAACAGTGGAATAAACATTAAAAATATAAATGTCTCAAATAGTCGTGAGTATGA -GCAGGGATGCCTGAGAATTACCCTGTCCGACCAGACAAACACAGATAAAGCCTTTGAAATCCTTAAAGAG -TCTTCATACATGGTATTCAGAAAGGATTAACTATCTCTTGATATAGCAAAGCCGGCTTATTATAAGCCGG -CTTTCTTGTTATTCTCTTTCAAACTTGTCGTTCAGCTTGTATCCAAGCACCATAAGGCTGTCACTTAGAT -GTACGTTTTCAACTATTACATCGTATGGAATTTTTAAATCCATAGGTGAAAAGTTCCATAACCCCTTTAC -ACCCAATCTGGCTACTCTGTCAGCAACTGTAGCTGTCTCCCTGTATGGTACACAAAGCATAGCAATGTCA -ACCCGATTATGTAAAATAAATTCTTCCAGTGAATCAAGGTTCATAACCTCAAGGTTTTTCAGCTTTTTGC -CTACTACTTCCGGATTAACATCAAAAATTCCAATTACTTCGAATCCTCTTTTTATAAAATTACCGTAATT -GGATAATGCTTGTCCCATATTTCCGGCACCAATTATTATACAGTAAAACGTCTTATTAATACCTAGTATA -TTACCAATCTCATTATATAAAGACTCAACATTATATCCATATCCCTGCTGTCCGAAACCACCAAAGCAAT -TCAAGTCCTGTCTTATTTGGGAAGCAGTTATTCCCATACGGCTACTTAGCTCTTTTGATGACACTCTCTT -AATACCAAGTTCAAGTAAGTAATTCAAGTATCTATGATAACGGGGAAGTCTTTTTATTACAGCCATGGAA -ATTTTCTTAGAAGCCATTAAAATCTTCACCTCATAATTAATTTGTGTTCGTATTATATCATCTTTGTTAT -TTTATTGTCAATATCAAGCATCTACTGATTATTACTATATATTTTCTTTGTATATTGTAACATGTTATTC -AGGTTTTATACTTAATTATCAACTTATTTATTATAGAAAATAGGTTAGTGTCATGTTGTTAATTGTGATA -AAATAGTACTTGTGTCATTTACAAAAGATTTTTAAAGGAGAAATTTTAATGAAGGTTTTGCACTTAATCG -GCGGAGGGGATGTTGGAGGTGCTAAAGTTCACGTCCTGTCACTTGTAAAGGAACTGACTGCTCGTATAGA -TGTTACTCTTTTAAGCCTTAGACCGGGAGCCTTTGCAGATGAAGCCCGTGCAATGGGTATAGATGTAAAA -GTTATAAAATCCTCTAACATTATTAAAGATATACGTCATGCAATAGGGTTTGTAAAAAATAATAACTTTG -ATATTATTCATTCACACGGTGCCAAGGCAAATATATTTGCCTACGCTATTAAAAAAGCCTGTAATATTCC -TGTAGTAACAACAATGCACAGCGACTATAAACTTGATTATCTCCAAAGTCTGCCTAAAAGACTTTCCATC -GGGTTATTCAATTCCGGAGTACTTCACAGTCTGGATTACTATATCGTCGTTACCTCAGCTTTCAGAAAAA -TGCTTATAGAGAGAGGTTTTGACACAAATTCCATATATACAATACTTAACGGAATAGACTTTGATAAAAA -ACTCAAAGACTATTCTAGGGAGGAATTCGCATTAAAATACGGTATTCAACTGGATAAAAACGACATACTT -GTAGGGATAGCTGCAAGATTGACTCCTGTCAAGGGCATAAGCACTCTTTTAGAAGCAGCAAAGCTTGTTG -TTGAGAAAAACCCTAAAGTAAAATTCCTTATAGGCGGGGACGGAGAAGACTATAAGTCCCTTACTGCTCG -ATGCCATCAACTAGGATTAGAAAACAATGTATTTTTCCTAGGTTGGCTTAATGACCCATACGAATTAATG -AGTATCATTGACATAAGTGTACTTACCTCTATAAGTGAGGGTTTTCCATATTCAATATTAGAAGGTGCCC -GCTTTTCCAAAGCTACTGTCAGCAGCAGAGTAGGCGGAATTCCCGACCTGATAGACTCGTCGGAAAATGG -TTACCTTTTTGAACCACTTGACTACAGTACTCTTGCAGAATATTTGCTGGAGCTGTCTTTAGACCATGAA -AAACGAAAAGAATTCGGAAGAAGAATTTATGAAAAGGCTTATAAGAACTTCTCACTGGATGCCATGTGCA -AAACCCAGCTTGCAATCTATTCTCAGATACAAAAGAATATTTTGAATGAGGCCAAGGGTAAAAAATACGA -TGTAATCGTGTCCGGGTACTACGGTTTTGGTAACATCGGAGACGATGCGATGCTAAGGTCAATTGTTGAC -AATCTCAAGGAGCAAAGGCCAGGCATATCCATACTTGCACTGTCCAGAAACCCTGTAGAAACTGCCCGTA -ATTACGGTGTCAGTGCCATAAATAGAAAGAATGTGTTCAAGGTCTATTGGTCCATGAAGAAGGCAAAACT -TTTTATTTACGGCGGAGGTAACATAATTCAGGATAGTACCAGCTCCCGCTCACTTATGTTTTATCTTGGA -ACAGCATGGCTGGCTAAAAAACTGAAACTAAAAATAATGTTCTATGCCAATGGAATCGGTCCTATAAATA -AACCCAGAAATATCGAACACTCTCGCAAAATATTGAATATGGCTGATGTAATTACCGTAAGAGAAAGATT -TTCATTAAATGAACTGAAAAAAATGGGTATTACAGGGCCTAAAATTGCTTTAACGGCCGATGCCGCATTT -GCTGTTAATATTAACCAGGCTGAACTCAATGACAGCCGCAATTTTGCAGGTTTGTCCCTTGATAAAAGTT -ATGCGGGCTTCTCGGTGCGAAGATGTCCCGGTTCTGAAGAACATCAGCATGTAAAATATGAGCAGGCTAT -TGCAGAAGCAGCAGATTATGTTTTTACCAAATATGGCCTTGAACCTGTATTCATACCAATGGAATACGAT -GTTGACATATGTACTATTAAAAACATAATCTCTAAAATGAAAACAAAAAATCATACCATAAGTAATAATC -GCACAATTTTAGAAACATTTTCCGTTATACATAAAATGGATATTATGGTATCAATGAGGCTTCATGCATT -GATTTTTGCAGCTTATTTAAAGATTCCATTTATTGGCATAAGTTACCAGCCAAAGGTTGACGGTTTTCTG -GAGTATATTAATCAGCCATCTGCGGGAAACGTAAAGGAAATCAGCTTTGAACGTCTACGCTCCAAGATTG -ACAATGTTTTACAGAATCGCGAACCAATCAAGGCCGTTTTGGAAAGTTCCGTTGAAAATCTGATTTGTAA -AGCCAGAGAGAACTCAGGCTATGCTATAGAATTAATTTCTGAATAAAAATAAAGGGGCTGTTGCAGAATA -GGTAGTTTTTCTGTTTTAACACCTGTACTCCCGTATAAAATTATATCAATGATTGCTTCCAAGCTTCCAT -TGATACAATTTATACTCTAAGTACAGGTTAAAAAAAGATAAATATTAATTCTGCAACAGCCCCTTTTAAT -GTCACCTCTTCCCTTACTTAGGCTTCCAGTTGTTCCGTAACCTCCGCCCATACTTCATACAGTTCCTCAA -GCTTACGCTGGGCCTGCTGCTGTTCCTCGCTCAACTCTATAAGTTTCTGGTGGTCAGTTGCAACCCTGAC -CATCTCTTCTTCTATTTCCTTCAAACGTGCTTCCGTTTTCTCTATAGCCTTCTCAGTGTCGGAAAGCTGT -TTCTCAAGCTTTCGTATCCTGCTGCGTTCCTCCTTTGTAGCCATGTGGCTCTGCTTCGCCTCTGAAATTA -TCGGTTGTTCTTTGCTTACTGTTGCAGCGTTCTTTTTGTGGTGTTCAGTAAAATAAGTATAATTTCCGAA -GCAGTCTACTACAGGAGTTGTCCCTATATCAATAATCCTGGTAGCCAGCTTGTCTATAAAGTATCTGTCA -TGGGATACAACCAAAAGAGTTCCCTCATAGTCACTCAAGGCATCCTCAAGAATTTCCCTTGAATTTATAT -CCAGATGGTTTGTAGGCTCATCGAGTATTATAAAATTGGCATCGGAGAAAATAAGTTTGAGCATTGCAAC -CCTGCTCTTTTCACCTCCGCTTAGTACAGATATTTTCTTAAATACGTCTTCACCCGTAAACAGGAACGCA -CCCAACGCCGTTCTGACTTCTGACTGTATGAGCTTTTGGTCTACGCTCCATACCTCGTCGAGCACAGTAT -TATTTTCGTTCAAGTCAGACATTTCCTGATCGTAATAGCCAAGATTGACCTTTGCCCCATAGCTATACCT -GCCGGAGGTTGCCTGAAGCCGTCCTGCCAGTATCTTCAAAAGCGTTGATTTTCCGCACCCGTTAGGCCCA -AGCAGGAATACCTTTTCGGCTTTTCTTATCTTGAAGTTTATGTCTTTGAAAATCTCCTTATTACCAAAAG -CCTTTGAAACACCCTCTACGTCCAGAACATCATTTCCGCTTGAAAGTGTCTGTCTGAATTTAATCCTGAT -ATTAGATGGCAGTTCACTTGGCTTTTCTATCTTTTCCATCCTGTCCAGTGCCTTCTGTCGGCTTTCAGCA -GCAATAATATTTCTTTCTCTGTTCCACCTTCTCTGCTGCTCTATGTAGGCTTCCTGGCGGGCTATTTCCT -TCTGCTGCTGTGTATAGTGTTTTTCTTGAATTTCACGATTTACTGCCTTTTGTTTAACATAATTGGAGTA -ATTGCAATTGTAGACCGTACTTGTACAATTTTCAATCTCAATTGTCCGACTTGTTACTGAATCAAGAAAA -TAACGGTCATGGGATATTATAAGAAGACATTTTTTGTAACTTTTAAGATAATCCTCCAGCCACTCTACCG -CCGATATATCCAAATGATTTGTAGGTTCATCCAGCATAAGTATGTCAGGTTCCTCAAGCAGTACCTTTGC -CAGTGCAAGCCTTGTTTTCTGTCCTCCGCTTAAAATACTTATTTTGTATTCAAATTCATGTTCTTCAAAA -CCAAGCCCCCTCAGTACACCCCTTATACGGCTGTTGTACTCGAACCCTCCCAGATATGAAAAACGTTCAG -TCAGACGGCTGTATTCCTTCATAAGTGATTCCAGTTTATCCTGCTCCTTTGTAGAGCTTATTTCCTTTTC -CACTCTGCTGATTGACTTTTCCATATCAACCAGCTCTCTAAAAACATCTCGTAGTTCATCCCATAGTGTA -TTTTCCGAGTTTAAAGCGGAGTTCTGCTTCAAATATCCCACATTAAGATCTTTTGAAATAAATATTTCTC -CGTTTTCCTGCCGCAGCTCACCTATTATAAGCTTGAACAAAGTAGACTTACCGGCACCATTGACGCCAAC -CAGTCCTACCTTGTCATTTTCCTGCAAACTAAAGGAAACATTATTTAAAATGGTTTCTGTACCATATGAA -AAATCAACATTATTACAGTTAAGTACTATCACCGTATTTCTCCTTTGTTTAATACTCAGTTGTTATTTAA -TTATAACAAACTATCCCCCTGTAAGCATAGTCTTTTTAACATGAGCAGTTTACGGCAAAAAGGGGTTGTC -GTAAAACAGAAAACTTTCTGTTTTGCAACAGCCCCATATAGCATTAATATTTAGAATTTGTAAAGAAGTG -CTCCCATCGTATACCCCGAACCTACGGAGCAGAGTATGGCATATGAGCCGTCAACTATTTTGTTAGTTTT -TTTTGCTTCATTAAGTGCAAGTATGGGGCTTGTAGGGCCCGTGTAGCCGTATTTATTTCCTACATAAATT -ATTCTCTCTTCCACTACATTAAGTTTTTCTATAGTAGCCATAATATCAGCTTTTGAAAACTGAGAGAACA -AGTAAAGTGACACATCTTCCGGTGTGAGACTATTCTTTTTAAGAAGATTATATATCAGTTTACACCAGTT -ATCGGATAAAAAGCTGAAATCAAATTGATTCCATTCCATCATTTTCATATTTGTATCAACAGAATTATCA -GTGATTCTTGAAAAGCCGCAAGCTGGATTTTTTATAGTCCAGTTATAGCTGCAATCCGTATAAAATCCTG -AATCAATTACTCCACTCCTGTCACTATCGGGGATTTTTTGTAGTACGACGGCTGCCGATGCATCTGCCGT -TGACGGATAAACAATTATATCATCTTCCCTTGCAAATGGAGTTATCATGCAGCTTGAAACTAATAATACA -TTGTTTATATTTTTATTCTTTATATATGAGTCTATTATATCTAATGCTGAAATCATGCTTATACAGTTTG -AATTCATATCAAATACAATATTAGCCCGTGAATTAAGCTTGCTGCTTATCATAAGTGCATTGGAAGGGGA -TACATACTCCGGAAAATCCGACGCAAATACTATCATATCGATATCGCTAACTTCAATATTTGCGTCCGCA -ATTGCCTTTTTAGACGCTTCCAATGCCATAGTTACAGAATTTTCACTACCAAACTTTTTAGCCTTGAACC -TCCTTTCTCTTCCTAAATGCTTTAATAAGGGCCTTGGGTCCTTATTCATTTTTTTAAAATGTTCGACAAA -ATATCTGTTGTCGATCTCATTTTTTGGATGGTATGTGCCTACTCCTACGATTTTAAGATTGAAAAACATC -AGAAATCCTCCCATTTTTTATAATTTTTTATATTTTTTTATATTTTATACCAATTATTTACTTAATTATA -TAATAATAGACATTTTTCTAAAAATCAATATGTTTTAACAAATTTTACAGAAAATGTAACAATTATGTTG -AAGTGTGTTAATTTAAAGGATATAATAATAACTATAAATTTGTAATTTTGGAATACTGCACAAAAAATGT -ATGCTTTTTGCTTTTCAACTTTCTTAACAATGGTTTGGGGGTAGAATTAATGAATATGCTTAGTAGTTTG -GTAGAAGAACAGCTGCATCAGAAAAATAAAATAGTGTTGCTGTGTTTGCTTGCTTCAATTTCATTAAGAG -TGACAGTTGATTCTATTTTTAAATTACCTCTTAATGATATCTTGCTTTTAGCTATTGTAGGATATGCCTT -ATGTGCTATTGGCAGTGTGTTTTCATTTAAGAAGTTATATCCAAAAGCGATTATGTACTACTTTACTATT -ACTATGGGAATCATCAGCTTTATAATGATCGTCAGTAATCCAAGTCTTACTACATACCTTACGGTTTTTC -TTGCTATTGTAATTGTCAGTATTTATAGTGATATACGCCCCGTAATAGTTTGTTCAATCATAGGTTGTTT -CCTGACTACCTATTCATTTTTTAACTATAAGCCGCAAATATTTGAAAAAAATAATTATATTGATCTGGTC -TTTTTTAATATGTACATATTTGTATGTGCATTTGTTCTATTCTTTTTGAGTTATCTTACAAAGAAGTTAT -ATGTCAAATTGGAAAGTACGGCTGTTAATGCCATATCATCAAAAGAAAAGGCTGAAGGTCTTTATAACGA -AATAAAGGCAACCAGCCAGAGCCTTGCCAAGATAAGTGCAGATATAAAGGACAGTATAATTTCCACACAG -GAAATCTCTGACGGAATAGGTCAGGCTATCACCATTGTAGCTGAAGAAGCTCAAATGGAAGTAACAAGTA -TCCATAAGATAAAAGAATTATTCGATAACGGCAAAAACAAAATGGTATTGTCCATGGAAGCATCAAATAA -TATGGATTCTGCGGTAAAAAGTGCAGTGTCCAATATAGCGAGCGGCAGCGATTATGTAGATAATTTATCT -AAGGAAATGAAGGAAGCATTAAATACAATGACTTTGGTAGAAAAGCTTGCTACTGACTTAATAGGAAAAA -ATAAAATTATAAATAATATACTGACCTCTGTTAATAATATTTCAAAGCAAACAAACCTGCTTTCGTTAAA -TGCTTCAATAGAGGCTGCCAGGGCTGGTGATGCAGGAAAAGGTTTTTCTATTGTCGCTCAGGACGTAAGA -AGGCTGGCCGAGGAATCCAATATTTTGACACATCAGATAGAAAGTATATTAAAAGAGATGGAACAAAATG -CACTTGATGTCTCCAAAGAGATTACCAAGGAAAAGATCTATATTAATAACAGTAATTCCATCACCGACGC -AACTAAAGATATATTTAATAAAATTAAAAGCGAAATCCACTGCATCGAAGAAAAAACCAACAACATAAAG -GAAACCTCTTCCAATTTGTACCAATCGTTTGAATTAACTGACGAAGAGGTAAATGCAATAAGTGATAATA -CTGAGAAAAATGCTGCTACAGCACAGGAAGTTACCGCATGTATTAGTGAACAGAATAGCCGTATGAATAT -TATTGAGGAAAACTATATAAAACTTAATGCACTTATAGATGAGCTAAACAATTTTAACGGTTAGAATAAA -TTTAAAATAGTTAATGCCGGATTTACAGAATAAGTAGATCCGGCATTTGTTATATAGATTAATTAAAATT -TATAAAGAAGTGCTCCCATGGTATAACCTGAACCTACTGAACATAGTATTGCGTAAGAGCCTTCAACTAT -TTTATTTCTTTTCTTTGCCTCATTAAGTGCAAGAATCGGGCTAGTCGGTCCTGTATAGCCGTATTTATTT -CCGACAAATATGACCTTATCCTCCATTACCTGCAGTTTAGATATAGTGGACAATATATCAGCCCTTGAAA -ATTGGGAGAACAAATACAACGATACATCTTCGGGTTTCAGGCTGTTGTTTTCCAGCATACTATTTATCAA -ACTGGTCCAGTTGTCGGACAGAAAGCTGAAATCAAACTGGTTCCATTCCATCATCTTCATCCCGGCTTCA -ACAGAGTTGTCATTAATTCGAGAAAATCCGCATGCCGGCAGCTTTATGGTCCAATTATAGCTTGAATCTG -TAAAAAAATTTGAATCTATGACACCGCTTTTATTTTCGTCCTGAGTTTTCCTAAGTATTACCGCTGCTGA -AGCGTCTGCTGTTGACGGATAAACAACTATATCGTCTTCTTTTGCGAAAGGGGTTATCATACAACTGGAA -ACTAACAGAACATTGTCAATACTTTTGTTTTGAATATACGAATTTATGATATCCAGAGCTGAAATCATGC -TGATACAATTTGAATTCATGTCAAAAACAATATTCGCTTTTGCTTTTAGCATACTGTTAATCATTAATGC -ATTGGTTGGGGACACAAACTCCGGGAAATCTGATGCATACACAATCATGTCAATTTCTTCGACAGTTATG -CCTGCATCTGTAATAGCTTTTTGTGATGCTTCAACAGCCATTGTTAAAGAATTCTCACTTCCGTATTTCT -TAGCTTTAAATCTCTTATCCCTTCCTAAATGTTTCAGTAATGCACTTGGATCTTTATCCATTTTTTTGAA -ATGATCGACAAAGTATTCATTATCAATCTCCTCTTGCGGGTGATAAGTCCCCACACCAATAATTTTAAGA -TTATTGAACATTAGCAACTACCTCCTTATATAGTATATCGAGTTACGATTTAACTAGGATGTAATAATTA -TGCTAATCTTATAGTAATAAACAATTTGTCATAAATCAATACTAATTTCTTTAAATCTCGCCAAATAATT -ATATTAAATTATGTTTTGCGATAAAAAATTTTGTATTTTTTTGTAATGTTTGTGTTGTATTACTAAACTT -GAAAGGATATAATATTAATTGTAAATTTTATGTTTTCTATTAAAATATAGGGTTTACATTTCATAAATTT -TCCACTCTTCTTATTAAACTTCATATTTAATTTTTATTTTTTGGGGGGTAAGTGCTAATGAATATGTTCA -GTCATTTGGTCGAAGAACAGCTTTATCAAAAAAATAAGATTGTGCTGCTTTGCTTACTTGCTTCAATTTC -CCTACGAGTTGTAGTAGACTCTATTTTTAAAATGCCTTTAAAAGGTATTCTGCTTCTGGGTTTGGTGGGA -TATATCTTATGTGCTGCAGGTGGTTTGCTTATAATAAAAAGATTGTTTCCCAAAGCAACCATGTACTATT -TTACTTGTACCATGGGAATTATATGTTTTATTATGATAACCAGCAATCCCAGCCTCACCACGTATCTCAC -CGTTTTTCTTGCAATAGTAGTTGTCAGCATTTACAGCGATATAAGACCTGTCCTGGTATGTTCACTTATA -GGTTGTTTCCTTACTACTTACTCATACTTCAATTTTAAATCAGAAATTTTTCAAGACAATAATATTATTG -ATCTGCTCTTTTTCAATATGTACATATTTGTATGTGCATTTGTATTATTTTTTCTAAGTTATTTAACAAA -GAAATTGTATATCAAGCTTGAAGACACTGCGGTAAATGCTATATCATCCAAAGAGAAGGCGGAAAATCTG -TATAATGAGATAAAAGCAACCAGCTATAGCCTTTCCAAAATAAGTTCAGACATAAAATTGAGCATAAATT -CTACAAAAGAAATCGCCGAAGAACTCGGAAAAGCATTTAATATTGTTGCCGAAGAAGCTGAAAAAGAAGT -AATAAGCATACATAAAATAAAAGATTTATTCCAAACCGGAAAAACAAAAATGGCGTTATCAATAGAGGCC -TCAAATGAGATGAATTCAGCTGTAGCAAGTGCAGTATCCAATATAGGGAGCGGAAGTGATTGTTTGGATA -ATCTGTCCGTCGAAATGGTAGACGCTGTTAACACTATTAATTTAGTAGAGAAACTGGCTACCGATTTGAT -TGGAAAAAATAAAATGATAAATAATATTTTAAGCTCAGTTAACAATATCTCTAAACAAACCAACCTCTTG -TCTCTGAATGCATCCATAGAAGCCGCCAGAGCCGGCGAGGCCGGTAAGGGTTTCTCTGTTGTAGCTGAAG -AAGTAAGAAAACTGGCTGAAGAGTCAAATAACCTTACACATCAAATAGAATCCATTCTAAAAGAGATGGA -AAGAAACGCATTGGATGTAACTATGGAGATTGTAAAAGAAAAAAGTTACATTAACAACAGTAAATCTGCT -ACAGAACAAACCAAGAATATTTTCAACCTAATTAAGGAGGAAATTCATAGTATAGAAACAAAAAACAATA -ACATAAAGGAAACTGCCTATGATCTGCATAAATCCTTTGAACTCACTGATGATGAGGTAATAGCTATCAG -CAACAACACCGAAAAGAATGCAGCTACTGCCGAAGAAGTAACTGCAAGTGTTATTGAGCAGAATAATAGA -ATGGATATTATTGAGGATAATTATTTGAAGCTGGATAAACTTATAGAAGAACTTAACAAATTTAACGGTT -GATAAAACTGTTTTGGCCAAAATAACTGCATGGTTTAGGGGCCTAAGCTGCTAGAGAATTGACTTCACTT -GACAGTATCTGAATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAAT -TATGACAGCACAAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAAC -GTAAGTGAAGCATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGG -AAAATGGTCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGA -AACTGAGGAAGCCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAA -CTGAGAAAACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAA -CCTTTGACAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCA -GCTCGCTGCTCTGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCG -GGATATTTGCTGGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAA -CTGCCATAGATACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGC -AGATATATTAAATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACA -GACAGAGGAACGGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACA -TTGAGCACACAATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAAT -TCTGAATGAATTTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGAT -TTGGATTTTTATATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGC -CGATGCAGACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATT -TGTAGGGTCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAA -GGCACCTCCATATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTAC -CGTTCAGGACACCTAAGCCATGCAGTTATTAAAACAGTGTTTTCCAGAAATCAATATACTTTTATTCAGC -AGGAACACTATTGTTTGGTTTTGGGTTGTTATGAACATCTTTCTTATAATAGCTGTCTATTCCTTTCTTT -ATGGCAGATGCAAGCTTATTCTGATAATCTTCTGCAGCAAGCTTCTTTTCCTCATCAACATTTGAAAGGA -ATCCACACTCAACAATAACTGTAGTTGTTTTCAGGTTTTTCAGAATCATAATAGGATCTTTTTTTACAAG -AGCAACCCTGTCATTGGCATTATCTACGTTAAGCCTGATTGCATTTTGAATTTCATCCGCCAGCTTTTTG -CTTGTATCGGATTTTGGCGGGAAGAAAACCTGTGCCCCATGGTACTGTGCCTGAGGAAATTTATTGAGGT -GAACACTTACTACCAAATCAGCACTGGAGTCATCCATAATTCCCTTTCTTCTTGTCAAATCTTCTCTTCT -TTTCTGAATTATATTGTTGCTCTCGGTAGTATACACCAAACGGTCTGAATCTCTTGTAAGGATAACCTTG -TAATTATCCTTTTCCATCAACCTTTTTAATAGCATGACTATATTAAGGTTTACATCCTTTTCCTTTAGTC -CGGAGTAATCACTTACTGCTCCCGGGTCCTCTCCTCCATGACCTGCATCCAGTATAACGGTTCTGACAGC -AGGTGCAACACCTTCTGCGGGTGCTTTATTACCATCTGCTGTTACAGGCTTTGAATAATTAACTGTCAAA -CCAATACTTAGAATTGTTATGGACATAAGTAATAACAGAACAACAAACAATATATTTTTTTTGCTTATTA -AAACAATCATGGGTATCCTTCCTTAATCATTTTTGAGTATCTTATTATTATGGATATTCAACTTAGTCCC -CATTATGCATAAAAGCAAAACAAATTGTCCTAGCGGCAAAAAACAGGAGCAATTTACTCCTGTTCTTGTA -AATATTACTATATATAGCATTTTTATTCAATATAAGCCAAATCTTCTATCTCTCCGCCCAGTTTTTTAAT -TATGGCTCGCATAAGATTAAAGGTAGTAATATCTATCTTATCAATATTTTTGTGGACATAACCTCTTAGG -AATGGAATTGCCCTGCCATCCCCATAATCTCCAATGATTTCTACAATAAGTTTAAGATTGGAAATAGTAC -GGAAGGCATTTTTATAAAAATAAAAAACCTCATCAGATTTATATCCATTTTCGCTGCAAATCTCTGCAAC -ACATACCACAAAAGCTTCCTTCACAGTTTGCTTATCTGTAGTGTTAAAAGCATCTATCACCTCTTGGAGG -ATGCTTACACCATATACGATTATTGCATAACAAATTGCTTCTAAAAGCATATCATCATAATCGGTTTCAA -TTAACAATGCAATAAGTTTCTGCTTATACTCATCCTCTTTAAGACATCCGATTGTATAAACAGCTTGCGA -AACCGCCGATTTTATGTCGTCATTGTCCTTAACTCCTGTTGAAAGAGATCTTTCCGCAAAGTCAAGCAAC -CTTGCAGAAGCAGCCTTCCCCCCGTATAACTTAAATCTTTCAATGAGAATACCAGGAACTCCGACATCGG -AAACACTTGCCATACAAACAAAAAAGTCCATCAGCTCATCCAATGAAGTCAGAGAATTTATAAATTCAGC -GGGAGTCGTTTCATCCAGCTCGGGTAAACCCGTTGCCAGCCACTTTTGCTCTATGTCTGCAATCAGTGCT -TCTTCATCTATTTTTATTTCGCTTTTTCCACCTGCTGCTTTCTCATCAAGATATCTATTAAAACCCTCTT -CTATTGCCTTATTGTAGCTATTTGAAATAATCCTAATTTTATCCATTTAGAAAAACCTTCTATTCCTTTT -TGGTTTTGGCTTTCTAGGCTGCAGCCCAAGCAGCTTTCTTGCGTATCCTGTAACGTCAAACTTCTTATAC -CCTGCAAAATATCCTAAAAATGATATTAATATAACTGTAAACCACGCCACAATATAACCTATTACAGAAT -AATTCATGGATTTTTCAATAAAAAGCATTGGTGCCGCAAGCCCTTTAATAAGATTGGCTCTTAAAACTGG -AAAATTAACACCCTCTATTGAAAAATCAAGAAAAGATATTATTACCTGAATAATTGCAAAAGGTACAACA -GCCAAAAACCCGTAAATTGCTCCATCGTAGTATTGAATAGAACCGTACCGACGGTTGTTCACTCCGGCTA -AGTGGTGAAGTTCAGCATAAATAAACACAATCAATATCACGAATACAAAGACCGAAAACAAGCTCAGTCT -TTTATAAAATGCCGGAAAAAATATGTAGAAAATCAGCATGGCAATCAAATAAGTTTTTAAAACTGTCCAG -CTTCCAGATAAATACTTTTTCATAATTCTCCTTTCAAAAGCACAAATTAAGTCAACTTCAATATTATATT -ATTATCACAAAACGGGCTAACTATTGCAAGCTAAAAATCACATTCAATAAGACCTTTTTTTATTGTTTGA -AGCTTACTATAGTTTGTGGACTTATTGCCTTTAAGATACAAAATATTTAATTGTTTTAGCTTTGCAACAG -GTGAAAAATCATTTATGGTATTTTCCCTGATATATAGTTCCGTAAGCTGTGTCAAACCTGCTAAAGCACT -GATATTGGAAACCTTGTTTCCGTTAATTGACAAAACTTGCAACTTTGTTAAACCTTTAATCGGAGAAATA -TCTTTTATACCGTTTTTATATAGATAAAGCACTCTCAGGTTTTTTAATGAGGCCAATGCAGACACGCTTG -TAAGCTTTGTGTTGCTTAAATCCAGGTACTCCAGATTCGTAAGCTGCTTTAAATCATTTAATGTCTTGTA -CCCTGCGGGAATTTTTAATCTGTACACCTTTGCCAAATCTGACTTGTATAATGTTCCCGAAGGCTTGAAT -AGTTTGGTTCTTACAGCCTTTTCAACGACCTTGTCGGCAAAGGTTACTTTGGTTTGTGAAGTTGGGGCTT -CAAAAAGCAGTGATTTAACTATTGTATCCCAAACATCAAGACCATATATCTTTGCAGTTTTGTCAGTATA -ATCAGGAACATTTGAAAGGCTCCACAGAGATACTCCGCCTATGCCGTACTGTTTTGAAATATCTATTTTA -GCCTTTACACTTCTGCTGTTTTCGTAAAGACAAATGTTTTGGGTACTATTGTTTATATTGAAATATTGCA -TAACAGGACTTTGGAGTTCATTATTATAGCTATATGTAATTAATTTACCATTACCGTCCTTATTTATAAC -TCTGTCATACAGCATCTTATACGTAGGAGTATCACGTACCTCCAAGCTTACAGCCTTTTTCCCTGCCTTG -CCCCAGGTAGAACCCTTTGCCACCGAAAATCTCCACTGTGCAGCATCAAAGCTTATCTGAAGCATTATTT -TATTCAAATTGTTTTTACTAACGTATTTTTTTACGTCCTCCATTACATGCTGAATTTCCTTAATAGGGGC -AAGACTGTCTATAGGGTTCAGGCTATCATATCCGGTATACTGCATCACCTGTTCTTTAGTTAGCTTTGTC -AATGGCTCATAATCATGTGCCATTATTATCATTTTATCAGCCGTCTGGGAGATGGATGAATAATCGTAGC -CAGAATAATACCGTAAAGGATTTACTGCCACATACAGTTTTTTATTTATTTCCGCCAGTTTGGGTTTTAG -TTCTTTCAGAAACTGGTTAAAAAAGCTTGCTGTTTTCTGTCCGTTGAGTCCTTCTATGTCAATAACAACC -CCGTCAAAATAAATATTATTACCATGTGATACATCACTTTTTAGAAGATCTGTTATAGACTTAATGGCTT -TCTCTCTCTGTTCCTTGTAAGGAAGAATTTTTTCGGCATTTGAACTATCTGAGAAAATCCCAAATTGAAT -TGACTTGTTCTTGCTTTTTGCATATTTAAGAACCTCAATATAATCAGAGGGATAATAAAAATCAGTATTT -CCATTTTTACCGTATGTAGTATTTATACCGTCTGTCAGGTCACTGTAAATCCTGCCCCATAGGAAGCTGA -CAGAGTCCAGTGAATCTATGTATTTTTTTAAACTATCCGAGAAAGTAGCCTGAGCAGGGTAAAAAGCATG -AAGTTCAAGCTTGTTTTTAGTTACTGCCTGTACCTCCGGTGCAATCGGAGAAACAATCCCAAAAGCCATG -GCCGTTATAAGTATCATGCAAATAAGTGTTTTATGTATTTTCATTTTCATTGCCCACCTTTTTAATTATA -TACTGATTTTATCATATCAGGCTGGAACCATATGTTAAAAATTAGTTACAGAGCAGAGAACAAATACATG -CCAGTCATCATACAATACATTATGCAATCAAAAGCCGTCTATAAAAGGAGTGTTTGCAATGAATATAGGT -GATAAGGCAAAAGAGCTTACAAATGCAGTAATGGGTACAAAGGAATACATAGAGCTTAAACAGGCTAAAT -CAGTTATTGATAAAAACAAAGCATTGCGTTCCAAGATTGAGGATTTCAAGAAAAAAGAGGATTCCTTATA -TAAAGGAAAGCTATCCTCAAATGACGCTCAAAAAAGAGCAGCAGAATTGAACAAAATCTTTGAAAATCTG -AATAATATACCTGAGGTTAGCAGGTTTGTTAATGCAGAGAAGTCCTTCAATGATATGCTTCAAAAAATTT -ATAGACAAGTTAACGACACCCTTGAAGCATCATTAAAATAATTTATTTTTTATTGCACTAAAAAGCCGGA -TTGCATTTCCGGCCTTTTTAGCGTTTAATTCTCTATACTGCATTATGCACAAAGGAAACTATCGATGCAA -CAGGTATATCAGTCACCGAGCCCACGGTGTAAACAGGTAACGAATCCCAGCCTCCTGCAGTTGCAGCTCC -ATTTATACTTGCCGGTAAAACTGGCCCTGGGCCATATGCTCCCATTGAATATCCACCAGAAATACCGCAG -TGTCCTCCACCATATCCGGATCCATATCCGGCATTAAATCCGGTACATGCATTACCTAATGAACATCCCG -GCGGTGGACCGATTCTAGTTATCAGTCTTACAAAGACAGGGTTTACAGCTAATAGAACTCCGGTAAAACC -AGAGCCGGATTGACCACCGCTGCTTGTAAAAATAGTTACGGTCTGGCCTATATAACTTGCAAGCAGTGCG -TCCCAATTACCTACTGGTGATGCTCCAGCAAATCCACATCCTTCTCCCATTTGAATAACTCCTTTCAAAG -TATACATTTATCGAGTAACCACTCTATTTCATATTATGTTCACACTATACATAATGTTACTTTTATATAA -TTTTGATATTTAATAGGCTCTAAAAAATATTGAGACTGGTAAAAACCAGTCTCTGTCATTTATCCTAATT -CCGTATATTAAACTGCATTATGGACAAAGGAAACTATTGATGGGATAGGTATATCTGTTACTGAACCTAC -GGTATATACCGGAATTGAATCCCATCCTCCCGCAGTTACAGCACCGTTTACATTTGCAGGCACTATCGGA -CCTGAACCTGACATTCCGACACCATATCCACCAAAGCCTGACCCACAGCAATTTCCAGAGCCATAACCTC -CGCCGTAGCCTTTACCACCGTCTACTGAAAAATTCGTACAAGAATTCCCAAGAGAACATCCCGGAGGAGG -ACCTATTCTGGTAAGAAGCCTTACAAATACAGAATTAACAGTCATCAATACACCAGTGAAGCCTGAACCG -GAATCGCCGCCACTGCTTGTAAAAATAGTTACCGTCTGTCCTATATATTTTGCAAGCAAAGCCTCCCAGT -TCACAACGGGTGAACACGCTGCCTTTGTTGTTCCACGTTCAAATTCAAATTCTTCTGACATTCCACTTCC -TCCTTATATACTTAATCTAATTCATCTTATGTGAACTATAAAACAAATGTGACTAATAATAAAAAAACAA -CGACCTGACGGGCTTCCGTCAGGTCGTTGTTTTTTTATTATATCGGGCTCAATAACCATAGTTATTGTAG -TCATACCTGCTATATCCTCCGTAGCTATTGCCATAGCTGGGATTTCCATAGAATCCGAAAGGCGATCCAT -AATAATTCCCACAGAACTGGTTTCCATACCCGCTATAAGGATTGTAGCCTCCGAAGTTACCGTATCCCCC -GTAACCTATGTTTCCGTAGAGTCCGAATGGAGATCCGAAACTATAACCGTTGTAAAGTGAATAAAGATAG -GGCTGCATTGACCCTCCGTAGAGTCCTCCGTAAAAAGGTAAATATCTTGTATCCGTAGCACTCACCTCCT -AGGCTAAATTACCTTCATTAAACTGCACTGTGTACAAAAGAAACAATCGCTGCAATAGGTATGTCTACTA -CAGAACCAACCGTATAAACAGGCAAGTTACTCCAGCCTCCTGCATTAGCAGCTCCAACCTGTCCTGCCGG -GCCAATCGGTCCGTACCCTGAACCGCAGCCTGTTCCATAACCAGTACCAAAACCTGTACCATAACCTCCC -TGATTAAATCCGGTACATGCATTGCCCAGAGAACATCCCGGAGGTGGCCCAATTCTGGAAAGTAATCTTA -TAAAAACAGGATTAACTGCTAAAATTACTCCTGTAAAACCAGATCCCGACTGACCGCCACTGCTTGTAAA -AATTGTTACAGTCTCTCCAACATAGCTCGCAAGCAAGGCACCCCAATTTGTTGCAGGCGACATGCCTCCG -CCACTTCCACAACCATCTGACATAGTACGCTATCTCCTTTCATTTATCTTATACTATACTTTATGTCTAC -TACCTAACCTATGTTACTTTTGAGATAACTTTTATATTTGAGTATCCTTTAATATTTCAACCCTGACTTT -TTCGTAAGGTTCTTCGTCCCTGCTTTTCGATTGTGAAAAAACATGGATATCCATACATGCATTTTGCATG -TTTTCATATCCGGTACCATCATTTGATATCACATTATAGCTTATTATATTATGGAAATTAAAAGGTACTA -TTTTGCCGGAATCATCCATATAGTTGATTTCCAGTTTTTCAATCTGAGAATCAACAGGACTAGTCCAATA -AGGTTTAAAACCGACTCCTATAATTCTTCCACTAATCCCATAGGAAGGTATATTAAGCCTGCATCCTTGT -CTGGCAAGATTCAAGAGTGCAAACTTCAGTTTTTCAATCTGTTTATAATCCATTAAACTCACTTCCGTAA -ACCTACCACCAATTAATCAGCTACTACATTTTATGTTTACTCTATTATTTAGGTTACATAAATTATTTGA -CATTTAAAGAGAATTTTACCTGGCCTGAATCAATGTACTCCTGTAGAAAACATAAAGATTTGAATAACAA -AAAAGCATAACTGTTTAACCCTCTTATAAGGTTACAGTCATGCTTCTTTTAAATATTTGGAGGCGCCACC -CAGATTTGAACTGGGGAATAAAGGTTTTGCAGACCTCTGCCTTACCACTTGGCTATGGCGCCATCAATAT -TGAGGCAGACCACGTATGCAATCTGCCTCATTTTTTTGGAGCGGGTTAAGAGATTCGAACTCTCGACTTT -CACCTTGGCAAGGTGACACTCTACCACTGAGTTAAACCCGCATTTTAAACTGAATAGCTTTTAAGCTTTT -CAATTCAATTTGGTGCCCAGAGCCGGAATCGAACCAGCGACACGGGGATTTTCAGTCCCCTGCTCTACCG -ACTGAGCTATCTGGGCAAATTGGCGACCCGGAACGGGCTCGAACCGTCGACCTCCAGCGTGACAGGCTGG -CATTCTAACCAACTGAACTACCGGGCCAATTATATCTCTCACGGAAATGGTGGGAACTATAGGGCTCGAA -CCTATGACCCTCTGCTTGTAAGGCAGATGCTCTCCCAGCTGAGCTAAGCTCCCAAGGAAAATTCCGTGAG -CGACAATTGATAGTATACATTGCTTGCTTATTAAAGTCAACAGGTTTTTTATATTTTTTTAAAAAAATAT -TTTGATCAAACTTTAAAATACTCTATAAAGCTTAAAATATCAAGCATGTATTAATTTTAATTATTTTACA -TTTTCCTTTACAATATTCTCAATGTCCTGATGAGAAAAGTTATATTTTGTATTGCAAAAATGACATTGAA -GTTCTGCACCTTTTCCATCTTCAAAAATTTCAAGTAAATCCTTTTTACCAATACTGATAAGATTTCTCTC -CATTCTCTCCCTCGTACAATTACATTTGAAGCTACATGGAACTGTTTCAACAATTTTCGGTTCCATTCCT -TCTAATAGCATATTCAGTATTTGCTCGGGTGTCGTTCCTTCCGATATGAGTTTTGAGACAGAAGGAAAGC -CTATAAGTCGTTTTTCCAACGTTGCAACTGTTTCTTCTTCTGCCCCTGGCATCATCTGTACTATAAATCC -CCCGGCTCCTATTACTCCTGTAGCATCTATTAAAACGCCTAAAGCTACCGTAGAAGGTACTTGTTCCGAT -GTTGCAAAGTAATATGTCAGGTCATCGGCTATTTCACCGGAAACAAGCTGTGAAAGACCTATATAGGGTT -CCTTAAGTCCCATATCCCTTATGACATTGATATAACCGTAACCCATTGCAGTTCGAATATCGAGTTTACC -ACGTTCGTTAAGAGGGAGGTAAACATTGGGATTATGCACATAACCTCTCACATTCGCCTTGGAGTCAGAT -ACAACAACGATTCCTCCCAACGGCCCGTCACCTTTTAGCTGTATTGTCAATTTGTCATTTTCGCCTTTCA -GCATCTTGGACATCATTCCCGCTGCCGTCATCGTTCGTCCTAAAGCAGCAGTCGCTATTGGGGACAGCCC -GTGTATTTCAGCCGCCTGTCCTACCATTTCGGTGGTCATGGCCCCAAAAGCTCTTACAGTTCCCTGGGCA -GCAGTCATTCTAACTATATAATCACCCATATATCCTCCGTACTCTGTAGCTATATTAAGTTACAGTTTAT -ATAATATTAATTTAAAGCGTGAATCAAATAGTCCCATACATATTGAAAGCCCCGATATCGTAAAATATCG -GGGCATTAATGGCTACTTCAGTATATAGTTAAAGCAATATTATGCTCTCTGAACGTTTGCAGCCTGAGGA -CCCTTAGCTCCTTCAACAACGTCAAATACTACTTCTGAGCCTTCCTCAAGTGTTTTGTATCCATCCATAG -TGATTGCTGAAAAATGAACAAATACGTCATTTCCGCCATCTCTTTCGATAAATCCAAATCCTTTTTCAGC -GTTGAACCACTTAACTCTACCTTTTTCCATTATAAAATTCCTCCTGAATATAACTAAACTGTGTGACGAA -CAATTATCGCCACTATTGATAACATATAGAAGTTTAACACATAAGACTTAAACTGTCAAATTATATTTAA -CTTATAATATGCCCTTTAAAATCTTTTCACCCGATGAAATTGATTCAAGCTTATTTTTTCACCATAATCA -GCATTTATTCCTAAACTCCTTTGGAATCTCTTTCAACCTGAAAACAAATATTCCAAAACTGTTTATGTTA -CCATTTTTATTTCCTGCAAACGTAAAAATTTCTTTGGCTGACTGGAGAAGCTTTTCTCAATGTCAATTCA -CCATATTGGGATACAAACTTCATGCCGGAGCTTTTAATAAAATCCATTATTTCGCTATCAGAATAGGATT -TTTCATAATGTGTTTCGTCAAATCGTTCATACAACTCACCTTGCTTTACAAAAAATGTCAGATCAAACCT -TGCCTTCCTTGTCTTTGGATTGTAATTGTTCTCCCATATATATGTAACATCATCATTAATTTCATAAAAA -AGATTGTCGGCTATTACATTTTCAAATTTATACTGAGTATTTATATCGAAAATGAACACACCTCCCGGAT -TAAGGTAATTTTGTACCAACTTGAACATTTTATTTATTTGTGCAGGTTTAGTCAGATAATTAAAACTGTC -CAAAAGACACACTATTGCATCTACTGTTCCGTAAAGTTCAAAGCTGCACATATTCTGATTCAGAAAAAGT -ATATCCAACCCCTCTTTTTGAGCCTTTTCAGAAGCACAGTCCAACATGTCAGCGGACAAGTCAAGGCATA -TCATATCATAACCCCTGCGGGCCATCTCAATTCCGAAACTGCCTGTACCGCAGCCAAGCTCAAGGATCAT -GGAAACATTCAGATTATGCTTTTTAAATATACTTTCAACATAATCCGCCCACCTTCTATAATCAATATCC -AGGGTTAATTTATCATAAACGTATGCAAAGTTGTTATAAATAAAAGAACACACCCTTCCGATTTTTATAT -TATTCAAATAGTACCATATAACCCTTAATAAGTACAAGAAAGCCAGCAAATTATATCTGCTGACTCTCCT -GAACCTGCAACTTTTTTCTTTTTGTCACTAATCCCCCAATACGTCCCGTTTCTTTTGGAGTAAGGCTTTT -CCATCCGTTTTTCATAACTTTCTCCATCAAGCCCAATTCCTGTGCAATTTCATACTTTAGTTTTTCATTA -TTATCCACTTAATAAACACCTCCTTTTGGTATTATGTGGATAATAATTACTATTTATACCTAATCTGATA -TTATTTTTTTGCTAATAACTTCAATACCCTTTTGAAGTTGTAAGTCATCTTCCTTGGGAATTGCTGCAAC -ATCGATGTCTTTGTACTTTTCGGGAAGCTTTACTTCGATTTCAGGTTTTATACCCTGTCCCTGTATACAA -ACACCGGAAGGTGTATAATACCTTGCTATTGTTACCTTAAGTCCTGTTCCGTCCTTAAAAGAATAGGTTG -TCTGCACCAGTCCTTTTCCAAAGGTTTTAGTTCCTATTAGTGTTCCCTTTTTAAAGTCCTTAACAGCACC -TGCCAGAATTTCCGAAGCACTTGCACTGTTACCATTTGTAATTACAGCTATGGGCATATTAAGTTCATTT -TCATCAGACGACTGCACACTTTTTTTACCGTTTTTATCCTTTGTAAATACTATTGTTCCCTTTGGAAGAA -GTCGGTCTGCCAATGTCACTACTTCATCATATAATCCCCCCGGATTGTCCCTCACATCTATTATTAAGCC -TTTAGCACCTTGCTTAACCAATTTGTTTAACTGACTGATAAAGTTCTTGCTAATATTTTTATCAAACATT -TTAAGCTTAATATATGCAATATTTCCATCCAACATTTCACTTCTTATATTCACCAGGGCTTTAATCTTTT -TTCTCATTACTGGGATATCAATGGTACTGTTGTCTGATTCTCGAAGAATAGTCAGAACCGTCTCGGTGTT -CTCAGGTCCTTTAATCATGCTGGCAACCAGTGTTTCATCCTTGATTCCTGTTATGTCTTTACCATCTATT -TTAAGTATTTTATCTCCTTGCTTGATTCCTGCAATTTTTGCAGGGGAATTATCGTAAGGCTCTAAAACGG -TTACTATTCCGTTTTTATCTAGCATTATCGGCAGTCCAACCCCCACATACTCATTCTCTGTATTGTTCTG -AAGACCTGTAAACCACTTCATTTGCTGCTTATTATAATATACTGTATAGGGATCATTCAGTGACTCTGTC -ATACCGCTAATTGCACCCTCCACCAGTTTGTTAGTGTCTACATTTTCATAATAGGCTTTCTGAAGTATAC -TTCTTGCTTCATTAAATTTTTGTATCGTTTCCCTGTCTACACTATTTTTATTGAATATCAGTGAATAACT -TCCGTTAAAATACATTAAGCCGCCATACACTAGGATTGATATTGTAAAACACACCACTGCCGTCATGGTT -ATTACTGAAAACAGACGTTTCGTTTCTTGGTCCTTCATATTCAGCATTGAAAACACCTCTTATCATTTTT -TGACTCAGTTTTATTCTTCCATTTTTTTAGGTTTTTAAGTATACAATAATAGATATGTCTAAAAATATAA -TATTAAACCCGCATTTATAATATGCGGGTTTGTCTCTGAATATATATTTTATTTGTAATAAGCAAGCGGG -TCTTTTGTATCTCCGGCTTTTCTGACTTCAAAATGAAGATGCGGTCCTGTGGACAAGCCAGTACTTCCAA -CTTTTCCCACTGTGTCACCTTTCTTAAGGTAATCTCCTACCTGTACAAGTATTTTACTTTGATGGGCATA -AAGTGTTGCAAGCCCGCCTCCATGGTCAATTATGACACAGTTACCGTAGCCGCCGTTCCAACCCGCCATA -ATTACCCTTCCGCTGTTGGCAGCGATAATTGTTGCACCTGACGCAGCGTCTATATCTATACCTGTATGAA -ATTTTCTAACTTTATAAATAGGGTGTATTCTATTTCCATACGGAGACGAGATTCTGGTGTACCCAGGCGT -GGGCCAGGATAAAACGCCTCCCGCATATTTTGCTGTGGTGCTGCTTAGCTTAGTTATCTTTTTTGCCAGC -TCCTTAGATAAGGCAATCATTTCATCTTCTTTTTTCTCCAAATCCTTAAGCTTTGATTTTGAAGCCTCTA -TCTCAGATTGAACCTTCTGACTTGTATTTTTAATATCAGAAACCTTATTAGTGAGTGTTTTTAACTGTTG -GTTTTTTTCCTGGAGCTCGCGCAGCTTATCCTGTTTTTGAAGTTCGGTACTTTCCCTGCCTGTTATAATT -TCTTGTATAAGCTTGTTGTCGTTTTCCTTTACCAGTGATATTATCTCCAGTCTGGTAAAAAATTCGCTAA -GGCTCTTTGATTCTACAAAAACTTCAAAGGGAGATTGATTCATATTCTGATACATAATTCTCATTCTTGT -CTTAAAGAGCTCTGTTTTGGCCTTATAATCCTCATCAATCTGCTCAATCTCTTTGGTAATACGTTCTATA -TCCGCCTTTACGTCAGAAACTTCTACTGACTTTTTTTTCAGACTGTTCTGAGCTTTTTGGGCTTGTGACT -CCAGATTTTCCTTATCTTCTTTGCCCTGCTCAATCTGATTTGATAAAGCTTTCTTTTCACCGGCTATCTG -ATTAAGCTCACCTTTGACATTTTTCTGCTGCTCCTTCGCTTTATCCAAAGTGGTTGCACTGGCAGGTATA -ACTACACATGAAAATATGTAGAATATAACCATCAACAAAGTTAACCGTTTTTTCATTTTACCCCCCTATT -TATCATACGTAAAAATTTTGGTACTAAACATGGAGGTGCTTACGGATTGACATTACACTTCCGGATGCAC -CTATCAAAGCACTAACCCCAAGATAGAACAAAACAAGCGTATTCCACACATACTTATAATCCATTATTTC -AAAACCATCACCCAATGTAGTGAGATTGCTGGTTATTCTTGGCTGAGTAAAGCCGTAGAGATACGAGATA -ATTATAAACGCAAATAACGCCCCCGTTAACCCTATGAGTATTCCCTCAAATATAAACGGCCATCTTATAA -ACCAATCTGTAGCACCAATATATTTCATAATATTTATTTCCTTACGCCTTGCAAAGACCGTAAGCTTTAT -TGTGTTTGATATTATAAACAGCGAAATAATTAATAATACTCCAATCAGAACAAGACTAACTATCCTTACC -CATTTGGATATGGTATATATCAAATCTATAGTTTGTTGGGAGTATTTTACATTTTCCATTCCCGCCAAAG -CACGAAGTTGACCTGCAACAAGCTTGCTGTTCTGAGGATCTTTTACCTTTATTATAAAGGACACGTTCAT -AGAGCTTTCATCATACCCCTCTAGTATATTTGCTCCTCCCTCATTGGACTTGTCACTGGAAAGAAACCTT -TTAAATTGCTCATAGGCCTCTTTTTTTGTTACAACAGTGTAGCTCTCAATATGTTTATTATTCTTTATTT -CTGTCTCTACTGCCGAAATCTGCTGGTCTGTCAGTGTTGGCAGACAGTACGCCTGCATCTGCGGCTGCTC -GTACAATATGTCAAGATTATGATTCAAGTTGATAAGTATCAGGTAGAATACTCCGAACAGAACCAAAGCC -GCACTTATTATACTTATAGATGCAAGCGACATGAGTTTGTTTCTATATGCATTTTTAAAACTCTCTTTAA -GAATATATTTTAAACTGCGTATCTTCATCCACGTAAAGCCCTTTCTGCTGATCCCTAATTATCTTGCCTT -TTTCAATGGCTATTACCCTTTTCTTCATTGCATCGACTATGCTTCTTTCATGAGTGGCAACTATAACAGT -AGTACCCCTCTGGTTTACCTCTGTCAGAAGCTTTACAATCTCCCAAGAATTTTCAGGGTCAAGATTTCCT -GTAGGTTCGTCCGCAATAAGCAGAGCAGGATTATTTACCAAAGACCTTGCAATAGCTACTCGCTGCTGTT -CTCCTCCTGATAACTGGTGAGGATACGCATTGGCTTTTCGGCTAAGGCCTACAAGGGCAAGCGACATCGG -TACCTGCCTGCGTATTTCACGAGGAATACATTCTGTTATTTCCATTGCAAATGCAATATTCTCATATACA -GTTTTATTTGGCAGAAGCCTGAAATCCTGAAACACCATTCCTATGCCGCGACGTAAATATGGTATCTGTC -TTGCGTGCAGTTCGGAAAGCTGGTAGCCGTTTACTATTACCTCGCCCTGTGTTACGGATTCTTCTTTCAT -TAAAAGTTTAAGTAAAGTAGATTTACCTGAACCGCTGGAGCCAATAATAAAAGCAAAATCTCCCTTATTT -ATTTTAAGGTTGATTCCTTTTAATGCAACAGTACCGTTCGGGTATTTTTTATAAACGTCAATAAATTCTA -CCACCTGCAATTAACTCCCTTATTTTGATTTTGTGACCCTGACTTACAGCCTTGACTAATCGTTGATGTT -CGCCAGATACTTTTTGACAAGTATTGCTACTTTGAAAATTACTGCATCATCAAAGCTGGTGAGTTCAAGG -CCTGTGAGTCTCTTGATTTTTTCCAATCTGTATACAAGGGTATTTCTGTGAATATAGAGCTGTCTTGCAG -TTTCACTGACATTCAGATTATTCTCAAAGAATTTTTGTATTGTCAGCATTGTCTCACTATCCAGAGAATC -TACAGAATTTTCCTTGAAAACCTCTTCAAGGAAAAGCTGGCATAAGGTGGTTGGAATATGATATATTAAA -CGTCCCATACCCAAATTGTTATAATCAAATATATTATTGTCTTCACTGAATATATTTCCGATTATCATGG -ACATCTGTGCTTCTTTAAATGATTTTGTTATATCTTTAAGGTTATCTATGATAGTTCCTATACCGATATA -TGCCTTTACCATAAGTTCCGAGTTAATGGTATCCACAATCACTCTTGCAAGCTTATATACTTCCTTGTAG -TCATCCTTGCTCTTAACCTCTTTTACGAGAACAACATTATCATCGTCAATTACAACCACAAAATCTTTTC -CTTTATTCGGAAAGAGGCTTTCAATAACTTCATGGACGTGAACATCCTTGTCACTAGTGGCATTTATCAG -ATAAACGACTCTCATTGCATTATAGTCTATGTGAAGTTCTTTTGACCTTACAAGAATGTCGCCGGGCAAT -ATATTTTCGACTACAATGTTCTTGACAAAAGTATTTTTATCATACTTTTCGTCATAATAGCTTTTTAGAT -TAAGGATATTTAAAGTAAATAATTCAAGGTATTTAGAATCCTGAGGATCAGCCGCCTGTATAAATGTAAT -AAATTCTATCTTATTCTTCAAGATAACCTTATTATATAATATACCGTCTATAAGTGACTGTTGTGCCTTT -TCCGGTACAAAAGAAGCAGCTTTCTGGTCTTGTTGTCCTATCATCTGAAAATTTGAATGGGCTATAATAA -CACCCTCATCATCTGTTACTCCAACCTCTTTACCGAGTATTTCACTATATTTGTCAGACAGTGTCTGAAA -TAATTTTACAGACATCATAAACCTCCCTGCTTAAAATGAGCAAAGTAATTTGCCGTAAATGTATCACAAT -TAATTAGAATTATACACTATATCATTTTTTTTTACTACAACGCATATTATAAATTTATTTTCAAATTGCC -GGCAAAAGTCTTTATCTGTTACTGATTACAGCTGTAAACACATGTTTTTTTGCGTTTTTAATCTTTACAA -CCGAAAGAATTGCACAAAAAAGGCTTGTCAAATTATCGACAAGCCTTTAATTTCTATACTATTAGTTAAT -AATTGCACGCTCGGTTTCCTTGTCAAATATGTGAACCTTGTTAGCGTCTATAGCAACCTTTATAACGTCA -CCGCCCTGAGTTTTTGTTCTAGCATTAACTCTTGCAGTAACAGTTCCGGTTGCACCTTCAATTATCATGT -AGAGGTAAGTTTCTGCTCCAAGCATTTCAACAAGGTCAACCTTAGCTTCTACAATACTGTCTGGCATTGA -CTCAACGAACACTGCCTCATCGTGAATATGTTCAGGTCTAACACCAATAATTACTTCCTTGCCGATATAA -TCAGTTCCATCCAATTTCTTAGCCTTACCTTCTGGAATCTTAATATCATTCTTACCAAATACAAGATGTA -AATCATTTCCTCTCTTAGTAAGAACAGCGTTCATAAAGTTCATTTGAGGGCTTCCTATAAAACCTCCAAC -GAACACATTGCATGGTCTGTCGTACAGAGCTGTTGGTGTATCAACCTGCTGAATGTATCCGTCCTTCATA -ACAACGATTCTTGTACCCATTGTCATAGCTTCTGTCTGGTCATGTGTTACATATATAAATGTTGTATTAA -GTCTGTTGTGAAGTCTACCTATCTCAGTTCTCATCTGGACTCTAAGCTTAGCATCCAAGTTTGAAAGAGG -TTCGTCCATTAGGAATACCTTTGGTTCACGAACGATAGCACGTCCTAATGCAACTCTCTGTCTCTGACCA -CCAGATAAAGCCTTTGGCTTTCTATCAAGTAAATGCTCAATATCAAGGATTTTTGCTGCTTCCTGAACAC -GTTTCTTTATTTCTTCCTTTGGAGTCTTTCTCAGTTTTAAACCGAACGCCATATTATCGAATACTGTCAT -ATGAGGATACAATGCATAGTTCTGGAAAACCATTGCTATATCTCTATCCTTTGGAGCAACATCATTTACT -AATTTATCTCCAATATACAATTCGCCTTCTGAAATTTCTTCCAAGCCTGCTATCATTCTAAGTGTAGTAG -TTTTACCACATCCTGAAGGACCAACTAGAACAAGGAACTCATTGTGTTGAATATCAAGATTAAAATCGTT -AACAGCAGTAACCCCACCCGGATATCTTTTGTAAATATTTTTCAGCTTTAAACTAGCCATTTTTTATACC -TCCCTGAATGTCTTCCTTATAATTTTAACTTATCACCGTATCGATATTTATATATATTATGATACACTGC -TGACCTTACACAAACCATATTGTTTTTTAACAAAATTATTTTTTTGCTTTTAGTACTTTTGTATAGTATT -AAAAATAAAATTCCTGTTTTGCATAAATAAAATTAAAAATCCTCACCCATATTGAATTTTTATACATTTT -ATTGTATAATTATAAAATACTATTCATTTTATGTATAAATACTCAACATCTGAAATTTAAATGTGCTTAT -GTACCTACTATGCATTATATAGAAAGGATTGAATTTATATGAAATATAAAATTTATGTAGACGGAAGTGA -AGGTACTACGGGATTAAAAATAAATGAACGATTGGAAAAAAGAAATGACATTGAAATACTAAAGATAAAC -CCGGAAAAACGTAAAGATATTAACGAAAGAAAAAAGTACATAAACGAAGCAGATATAGTTTTCCTTTGTC -TGCCGGATGCCGCTGCGAAGGAAGCAATAACACTTGTAGAGAATTCTTCTACTAAGATCATTGATGCAAG -TACTGCCCACAGGATAAACCCGGATTGGGCTTACGGCCTGCCGGAACTGGGTATTGAACTTCGCAAGAAG -ATACAAAGCTCTAAAAGGGTTGCCGTTCCGGGCTGTTATGCAACAGGATTCATTAGCATAGTCTACCCCA -TCGTTGCGGCAAACATTATTCCAAAGGATTATCCTTTAACATGCCATGCTCTGTCCGGGTACAGCGGAGG -AGGCAAAAAACTTATATCCCAATACGAATCTCCCCAAGGACATAATTTTGAAAGCCCACAGCTTTATGCA -CTGGGCCTGTCACACAAGCATATTCCTGAAATGACTGTTATCAGTGGACTTGAGTTCCCGCCTATTTTTT -CTCCCATAGTGTGTTCGTATTTCAAGGGTATGTCAGTATGCGTTCCTTTACACAGAAGACTTCTTCCAGA -CAATCTTTCTATGGAAAAGATTCATGAATTTATTTCTGACTATTATAGTAATGAGGAATTTATAAAGGTT -ATGCCATTAGGTATGGAAAAGGAGTTCCCCAATAGTTTTCTTGGTGCAACACGTGTTAATGATACAAATT -ATCTTGAAATCTTTGTTACAGGAAACGAAGAACAAATCATGCTTGTTTCTGTTCTGGATAATCTGGGAAA -AGGCTCTTCTGGTGCTGCCATACAAAATATGAATATAATGCTGGGATTTGATGAGAATACCGGACTGTAA -TAATTTTACAAATTATAGTCGGTTTAAAGGAGGTCAATTTTATGAATTATGATAATTTGATTAAAAAAGT -AGAGATATTGGTAGAAGCACTACCTTACATACAAAAGCTTTATGGCAAAACCGTTGTCATAAAATACGGC -GGTAACGCAATGATTAATGATGAGCTTAAAAATTCCGTAATGGAAGACATTACTCTTTTAAAATATATCG -GAATGAATCCTGTATTGGTACATGGAGGCGGTCCCGACATAAACAAGGCACTCCAGAGTTTTAACGTTAA -AAGTGAGTTTGTGAACGGACTAAGAGTAACGGACGCAAAAACCATAGAAGTTGCTCAGATGGTGCTGGTA -GGGAAAACTAACAAACAGATTGTGTCTATGTTGAACCACAAGGGCGGCAAGGCAATAGGCTTATGTGGTA -TTGATGGTAAGCTTATCGAATGTGAACAGTACAAAACGGAAATAGACGGAGAACTCAAAGACATAGGATA -TGTCGGAAAAATTACTAAAATAAATTCAAAAGTTCTGGAGCTTATTTCAAAAGACGAATACATCCCGGTA -GTTGCTCCAATAGGGGTTGGCCCTGACGGAGACAGCTACAACATTAACGCAGATACTGTAGCAGGTGAAA -TTGCAGCTGCATTGAAAGCGGAAAAACTCATGCTTCTTACGGACGTAGAGGGTGTAAAACCGTCTAAGGA -CAGTGAATCAATAATTCCCGCTCTTACTATTGATGATGTTTATGATCTTATTGATAAAAAGGTTATTGAC -GGAGGTATGATACCCAAAGTTTTAGGTTGTGTTGAAGCACTTGAAAAGGGTGTTGGAAGAACACATATAA -TTGACGGACGTATCCCCCACTGTATTCTCCTTGAAATTTTCACCTACAAGGGAATCGGCACCATGATTAT -GAAGGATAAACAACTTTATCATAAAAACGAAGCCTTGTATTAATATTAGTTATTAAATACGAATTTGAAG -CATTAAAGTCATCTGACACTTCCTGTATGTACATAGCATAGGGAAGTGTTTTTCTTTAAAATAACATACA -TAAATTGGTTGCATTTTTATGCATACTAATGTATAATTATAAATCATAATCAATGTTGTTATTTTTCAGC -AAGAAGGAGTGAATGGCATGATTTTAAAAAAAATACAGGAATATGATGATAAATATTACATGAATACTTT -TGGTAAAAGAATACCTATCTCCTTTAAAAAGGGTAAGGGTATACACTTATGGAGTACCGCAGGAGAAAAG -TACACAGACTTTTTCTCAGGGATTGCAGTTAATTCCATAGGCTACGGCCATCCGATTTTTACTGAAATGG -TCTGTGAGCAGTTAAATAAACTTGTACACTGTTCTAACCTTTACTACATAGAACCACAGGCCAAACTTGC -CAAGGAGCTGGTCGAAAATTCCTGTGCAGACAAAGTATTTTTTGCCAACAGTGGAGCTGAAGCAAATGAA -GGTGCTATTAAGCTTGCGAGAATATACTTCAAAAAGCTGGGTTTCCCGGAAAAGTACGAAATCATAACCC -TTCACAAATCTTTTCACGGAAGAACTATAACAACTCTCAGTGCTACAGGACAGAAAAAGTATGCAACACC -CTTTGAACCCCTTACACCAGGTTTTAAGAAGGTTCCTCAGAATGATTTTGCTGCTTTGGAAGCTGCGGTT -ACTGAAAATACATGTGCAATCATGCTAGAGCCGGTTCAAGGGGAAAGCGGAGTTTATCCATGTGATTGTG -AATACATGAAAAAAGTAAGGAAATTGTGTGATGATAAGAATCTGCTTCTTATTTTCGATGAAGTTCAAAC -CGGTATGGGGAGAACCGGCAAGCTTTTCGGATATCAGAACTTTAACATCGAGCCGGATATATTTACTCTT -GCAAAGGCCTTAGGAGGCGGAATTCCGATAGGGGCGCTATGTGCTAAAGAATCAGTTGCAAAGGCATTTA -CTCCCGGTGATCACGGTTCAACTTTTGGCGGAAATCCTTTAGCCTGTACTGCCGGTCTTGCAGTTATGAA -AATCATGAAGGACGAAAAACTTCCTGAAAATGCTCAAGAAATCGGCAGCTACATAAATAGTGAATTAGAA -AAGCTGGCATCCTCCTCGTGCCCCATAATTTCAGAAGTAAGAGTATCAGGACTTATGATTGGCATAGAGC -TTAACAAGCCTATTGCTCCGGATATCAAAAGCAAGATGTTTGAAAAGAAATACCTTATTGCAAATGTGGG -GCAAAATATTTTAAGAATACTGCCGCCGCTTATTATTACACAGAAGGATGCAGATGATTTTATTGCAACA -TTAAAATCAGTTATTGAAGAATTAAATTAAATATATTAATGAGTCGCAGTAAGGCTCACGGAGGTATATA -TAATGAAAGCAGTTCTATTACTTGAAGACGGTACATATTTCTCAGGTGAAGGCTTTGGAAAAAGCGGAGA -AACCGCCGGAGAAATTGTTTTTAATACTAGTATGACTGGGTATCAGGAAATAATTACTGATCCCTCCTAT -AACGGACAGATTGTAACAATGACTTACCCCCTTATTGGGAACTATGGATTCAATTCTTTCGATAATGAAT -CCTACAAGCCACATGTTCAGGGCTTTATAGTTAAGGAGCTCTGCTCTACACCAAGCAATTGGAGAAATGA -TATGGATCCGGATCAATATTTTGCCAAACACAATATTGTAGGAATTAAAAGTATTGATACCAGAGCATTG -ACCCAGCATATACGTAGACATGGGAGTATGTACGGAATAATATCCACTGAATGTGGGAATCTGGATATCC -TCAGCAAAAACCTTAAAAACTATAAAACTGTTCCAAGAAATCTGGTAATGGAGGTTACATCAAAAACTCC -GACTCATATTCCGGGTTCTGGCAAAAAGGTAGCTCTTTTGGATCTCGGTGTCAAAAGCAACATAATACGT -TCTCTGGAAAGTAGGAACTGTGATATACACATTCTCCCTGCTTTCAGCACCTTTGATGAGATCATGGATT -TGAATCCCGATGGTATATTTTTATCAAACGGACCCGGAAATCCAATGGATTTGACAGTTGCCAAAAAAAC -AGTTCAAAAACTTCTGGGAATCAAACCAATCATGGGAATTTGTCTTGGACATCAGTTATTAGGACTTTCA -TTGGGCTGCAATGTAAAAAAGCTCAAATTCGGTCATCATGGCGGCAATCACCCAGTTAAGGATTATATTA -CGGGAAGATGCTATATTACTTCTCAAAATCACAATTATGTAATAGACAGCACCTCTAGCGATGATATAGT -AATAACACACAAAAATGTAAATGATGATACAATCGAAGGCTTCAGGCATAAAACACTTCCTGTAATAAGT -GTACAATACCATCCTGAAGCTGCACCGGGTCCCCAGGATTCCGCATATATTTTTGATGACTTTATAAAAA -TGATGTAGTTTACTTAATTTTAAAGTAAGACGGTTACTACAAAAAATTACCGCATTGCGGATCATGGAGG -CGAATGGTATGCCAAGGAATATAAATATAAAAAAGGTTTTGGTAATAGGTTCAGGCCCGATCGTAATAGG -CCAGGCTGCAGAGTTTGACTATTCCGGTACTCAAGCCTGCAAGTCCTTACGAGAAGAAGGTATTGAGGTT -GTTTTAATTAACAGTAATCCCGCAACAATTATGACGGACACTCAATCCGCGGATAAAGTATACATAGAAC -CAATTACCCTTGAATTTGTTAAGAAAATCATTTATAAGGAAAAGCCAGACGGAATTCTTGCGTCACTTGG -CGGTCAAACAGGCCTTAATATGGCTGTTCAACTAGCTGAAGACGGAATTCTTGACGATCTGAATATAGAA -CTTCTGGGAACTTCCCTCTCCTCTATAAAAAAAGCCGAGGACAGGGAGCTTTTCAAGGAGACAATGCAGG -AAATCAACGAAAAGGTTGCACCAAGTAAAATTGTAACAACCATGCAGGATGCAATCGAATTTGCAGAGAA -AATCGGATTCCCTATTATTATCAGACCTGCTTACACGCTGGGAGGTTCTGGCGGCGGAATCGCAAATAAT -ATGGAGGAATTTAAATATATCTGCGGAAAAGGTCTCAAACTCAGTATGATCAGCCAGGTTTTGCTTGAGC -AAAGCGTTGCAGGTTGGAAGGAAATCGAGTATGAGGTTATGCGTGACAGCAGCGACAATTGCATTATTAT -CTGTAATATGGAGAACTTTGATCCGGTGGGAGTACACACAGGGGACAGTATAGTTGTTGCTCCAAGTCAG -ACCCTGTCCAACGTTGAGTATCAAATGCTCCGAAATGCTTCCATAAGGATAATCAGAGCTTTGGATATAA -AGGGAGGCTGCAACATACAGTTTGCTTTAAACCCCAGCAGCTTTGAGTATGTTGTTATTGAGGTAAATCC -AAGAGTAAGCCGTTCAAGTGCATTGGCCTCAAAGGCAACAGGATATCCAATCGCAAGGGTTACAGCCAAA -ATAGCCATAGGGATGACTCTTGATGAAATAAAGAATTCTGTTACCAAAACCACCAGTGCGTTCTTCGAAC -CATCTTTGGACTATGTTGTAACAAAAGTTCCCCGCTGGCCATTCGATAAGTTTGCAAATGCCGACAGGAG -TCTCGGAACCCAAATGAAAGCTACAGGCGAGGTTATGGCTATAGGACGTACCTTTGAGGAATCACTGCTT -AAGGCTATTGATTCCCTTGACATCAAATTTAATTATCAGCTTGGTCTTAGCCTTTTTGACAACATGAGCC -GTGAAGACCTTGTGGAATATGTTAAGAATCCTAGCGATCAGCGTATATTTGCAATATGTAAAGCCATACA -GAAGGGTGTTTCGGCCGGTGAAATTGTCAGAATAACAAAAATTGACGACTTTTTTATAAGAAAGCTTAAA -AAGATTGTACGGCTTGGAGAAGAAATAACAAATGCAGGCATTGCGTGGCTTGATTACGATTTATATGCAA -GAGCAAAGAAAATAGGATTCGGCGATTCTTATATAGCAAATCTCGCCAATGTTCCTCTTGAAAAAATTCT -TGAGCTAAGACAGAAATATCCTATCAATCCGGTTTATAAGATAGTTGATACCTGTGCAGGTGAATTTGAA -GCCGCTACTCCGTATTACTATTCAACATATGAAGAGAAAGACGATGTAGAGGTTACAATCGGTGACAAAG -TGCTTGTAATAGGCTCAGGCCCTATCAGAATCGGTCAAGGCATAGAATTTGACTATTGCAGCGTACATTC -CGTTGAAACCCTTAAAGAAATGGGAATTGAATCAATTATTATAAATAATAATCCAGAAACTGTAAGTACA -GACTTCGATACCTCCGACAAGTTGTATTTTGAGCCTCTTACAAAGGAATGTGTTCTGGATATTATCGAAA -AGGAAAAACCTCTTGGAGTTATTGTTCAGTTCGGAGGACAGACTGCAATAAATCTGGCCGAGACCTTGCA -TCAGGAGGGCGTTAATATTCTTGGTACGTCTGTCCACAGTATTGATATTGCAGAGGATAGGTATAAATTT -TTAAAGCTTTTAGAGACTCTGGATATTCCTATTCCAGAAGGCAATACAGCCTTTTCCTTCCAACATGCAA -AGGAAATTGCCAATAAAATCGGATACCCTGTTCTGGTAAGGCCTTCTTACGTGCTTGGCGGGCGTGCTAT -GGAAATAGTTTATAATGACAAGACCCTTGAAGAATATATCACTATGGCTTCAGAAATTTCCACTGAACAT -CCTATTCTAATCGACAAATATGTGGTTGGTAGAGAAATGGAAGTTGACGGAATATGTGACGGAAATGAGG -TTCTCATTCCCGGAATCATGGAACATATAGAACGTGCGGGAGTCCATTCCGGAGACAGTATTGCCGTATA -TCCTCCGAGAAATCTGTCAAAAGAGGTCAAAGCTACTATTGAGGACTATACCATTCGTCTTGCCAAGGCA -CTTAAAGTGGTCGGTTTGTTTAATATACAATTTGTTATGGACAGTGACCAAAAGGTTTATGTAATTGAGG -TTAATCCCCGTGCCAGCAGAACTGTTCCCATTATGAGCAAGATTACGGGAATTCCCATGGTGGGTGTATC -CACTAAATTGATTATGGGAAAAACTCTTAAAGAATTGGGCTATAAAAACGGCCTTACAAAGGAAACTAAT -TTTTATGCAGTAAAGGCACCTGTCTTTTCATTTGCAAAGCTGACTACCGTGGATACCTTTCTTGGACCTG -AAATGAAGTCTACAGGCGAGGTCATGGGAGTTGACAAGGATTACTACAATGCATTATATAAGGCAGTAGC -CGCTTCAGGTACTAAAATACCCTCCGGCGGAAATGTACTTTTGTCGGTTGCTGACAGGGACAAAACCGAG -TGCAGGGATATCGCAAATAAGCTGTTGGAGCTTGGCTTCAAGCTTTCAGCTACTAAGGGTACCTACGAAG -CAATAAAGTCGGTAGACCTGCCTGTTGAATGTATTGATGATGATAAAGTACTTGACCTTATCAAGGAAGA -TAAAATTACACTGGTTATTAATACCCCTACACGAGGAAAAATTCCTGAAAGAACGGGCTTCGTTCTCAGG -AGGACCGCAATGGAATACAATATTCCATGCATTACTTCTCTGGACACAACAAATGCGGTTTTGAGTATTC -TGGAGCGTCTTATAGCCGATAACAAGGCTGACGTTTATTCCCTCGATGAATATTCGGTATATAAAGGATA -AGTATTTTAATGGAGGTTATTGGTATGAAGCATTTATTAAGTCTTAATAATTTAAATAGCAATGAAATAC -AAGATTTACTTAAATTGTCAGAGAAGCTGAAAAGACAGACAAAGGAAGGTGTTCAACATCACCTTTTAAA -GGGTAAGACCCTTGGAATGATTTTTTCCAAGTCATCAACCAGAACCAGGGTTTCCTTTGAAGTTGGTATG -TACCAGCTTGGAGGGTATTCCCTCTTTCTTAGCTCAAATGATATACAGCTGGGCCGAGGCGAGTCCATTT -TTGACACGGCAAATGTTCTGTCCCGTTACATAGACGGAATTATGATAAGAACCTTTAATCAAAGTGATGT -TGAGGACCTTGCAAAGTACGGAACTATACCAGTAATAAACGGTTTAACTGATGAAATGCATCCCTGTCAG -ATACTTGCAGATCTGCTGACTATTTACGAGCACAAAGGGAAACTTGAAGGGCTGAAGCTTGCATATATAG -GTGATGGAAATAATGTTGCCCACTCCCTGCTACATGGCTGTGCCAAAACTGGAATGGATATTTCAATAGC -CTCTCCAAAAGGCTATGAATGTGACAGCAGATATGTGGATGAAGCAAAAGAAGCTGCAAAGTCCATTGGC -TCCAAGGTAGTACTGACTCAAGACCCTGTTGAGGCAATTTCTAAAGCAGACGTTGTTTATGCTGACACAT -GGATAAGTATGGGCCAGGAAGATCAGAAAGAAGAAAAGCTTAATATATTCATGCCTTATCAGATTAATTC -CCAGTTGTTTGCAAAAGCAAAGGAGGATGCAATTTTCCTTCACTGCTTGCCTGCATATAGAGGCTACGAG -GTAACTGAAGACATTATAGACGGGGCTCAATCAGTTATTTTCGACGAGGCAGAAAACCGCCTCCATGCTC -AGAAGGCAGTTATGGCAACCCTAATGGGCTAAAAGCGGAATGAGGGATTAAATATGAATTATTCATTTAT -TATCCGAAAAGCTACTTTAGAAGACGCCCCTGCAATTGCAACAATTATTCAGGAAGCTTTTAAGAAATAT -ATGCAGGATGCTGGACTATCAGTTATGATGGACGCTTTGACGGAGAATATTGAAACAATAGAAGCCGATA -TAGTTGAAAAAGAAGTTTATATAGCTCTTATTGATGATAAACCTGTAGGCACCATCAGAATAAAGCTACT -TCCTGATAAAACAGCCTACATAAGCCGTTTTGGAGTCATGCTTGACTATCATAACATTGGTATAGGAAAA -TCTCTTATGAACCTTGTTGATAAGATTCTCAAATCTCATGGTGTAAAAAAAGTAAGCCTTCATACTGCAT -CAAAATACCGTGATCTTATCCGCTTCTATTACGCCAGAGACTTCTACGTGGAATCTATCAGTACAGACAG -GGGCTACATAAGAGCATTATTGGTAAAAGAATATAGTTAGGCTGTATATAAAAAGAAAGGGTATGAAAGT -CCAAAAAACTTTCATACCCTTTCTTTTGTTTATTCCGTTATATTAAGCTTTAGTTTTTTACGGGCATATA -TTGCATTTTTCAGGTTTTACTGTTATTTGTATATACCTTAATACTTTAAGATCAATTTTTATAATAACTT -TTTCTCTTAGCTTCTTATATTCTTTAACTGGCCCCTTGCTGTGGCATGGGTCTTCAAGAATATCAACTTC -GCATGAGTCTTCAACATCGGCATATTCTATCTGGTAGTCGTCACCAGGACAGGCACCAGGAATCTCAATA -AAACATGCGAATGGTATATTAACCGCAACATGCCTTACGTCTCCGTAATAGCTGTCATATTTCTGATAAC -AATAATAAAAATCACTATTACCTTCGTAAGTTTTGTAATTGATGTTCTTATGCAGCACACCATTAATCAG -AACCTTATTTTTACACACATGAACTAACAGGTCACGTATTTCCTTTTGTACATCTTTGATTTCAATAGCC -GGGTATTGTTCTGGGAATGGAATAACACATTCCACCAATTGTTGGCAGCTATTTCTTCCGATAACTTCAG -GCACTTTAATACACTTTTCAGTGAATTTTTTACCTCCATCATATTCAAAATCTCCACCACCGTATTGACC -CTTTGCATTAGGTTCAAATTGTGACATTTTTTTCATTCCTTTCATAATATTTGTGGTCCTAATGTATATT -ATTAAAAATTCCTCTAAAATGTGCATTATGTAAACTATTTTTATATTTTTTGTATTTATATGTAATTTTT -GTGTTCAACTTATGAATATTAGATTCATAAAAGTGCACCATAATAGATGAAAATTATAATTTTAGGAGGC -CTTTTAATGTCAGATAAGGATATAAAAAATTCTTTTGAAAAAAGTGCTGGAACTATGAGGGGAGATAGTA -CAACCTTCGGAACAAAGCTTACACAAGAAGACTCAAATGACCCTAACACTCATTCAGACATTCATAATCG -CATTAAAATTGATTATGACAAGATTGAGAAATCACCTTCCATGGAGGAGGTTCACAAGTGGCAGAGAGAA -CATATTAAGAAAAATGATCAATCCAAGGAAGGATATCCTCTTAACGTTATTATTGATCCTGCTATGAGGG -AAATGTATCAGGTTGTACATGACTCGGGAATGACCAATGTATTTGACAGATTCAGTCAACAACAGCCGAT -TCAATGTAAGTTTTGTATTGAAGGTCTTTCCTGTCAGCTTTGTGCAAACGGCCCCTGCCGTATTAACGAT -AAAGTACCAAGAGGAACCTGCGGCGTTGATGCACATACAATGGTTGCCAGAAATTTTATGTATCGTCATG -TAACAATAGGTACTTCCGCAAATATATTTCACTGCCATCAAGCGGCAAGAACCTTGAAGGCTGCCGGAGA -ACATCCTGACAGCGGTCTGAAAATAAGAGACCCGGAAAAGTTAAAGAAATATGCTGACATGGCAGGACTT -AATGCAAACCAACCTATAGAAAAACTGGCGATAGAGTTTGCAACATGGGTTATGGATGATATCCATGCTC -CGTTCCACGTTCCGTCAAAGGCTGTAGAAGCCTTTGCTCCTACTCAACGCAAGGAACTTTGGAACAAACT -GGGATTGTTTCCCGGAGGCGGTTACAGCGAAGTTGCCTATGCACAGACACGTTGTATGACAAACTTCACT -TCGGACCCTGTAGAATTTCTATTAAACAGTGTCCGTCTTGGTGTTGCAAACGAATATCAGGGATTGTTCC -TGTTGGATATCATACAGGAAATTCTCATGGGAACTCAGGAAATAGTTCAAAAGAAGCAAAATATGGGACT -TTTAAAGGAAAATATGATAAATGTTGTTACTAACGGACATATGCCCTTGCTTGCAGATGTTGCAATCGAT -CTAGCATCAACCGATGAGTGGCAGCAAAAAGCCAAAGCAGCAGGTGCCGACGGAATTCAGATACTAGGCC -ATGTCTGTGAAGGTCAACAGTTGATGAACTATAAGGGAACACATAATCAGAAGGGTTACGGAGGTCAGGA -AGGTGAATGGCTATCCCAAGAATATCTCCTCGCAACCGGGGTTGTGGACTTGTTCATGTTCGACTATAAC -TGTACCGTACCTACCATGCCTCTGTTTGCAAAAAGATTTGGTACAAAGCTTTTGAGTACTCATCCAGTTA -TACAACTGCAAGGAACGGAAACATTGGACTTCATTCCGGAAAAGATGAACCAGCAGGCTTCAAAAGCACT -GGATATGGCAATTGATGCCTTCAAGCAGCGTAAATCGGAAAACAGAAAAACCTATATCCCACCTCATGTT -TCCGATTGTACAGTTGGTTTTAGTACAGAACCTATCAGAAATGCTCTCGGTGGTAGCTTTGACCCTCTTA -TTGAACAGATAGCAAACGGTAATATCAGGGGTATTGCAACCATAGTTGGATGTACCACAGCCCGCTTTGG -TCAGGGTGGAAGCAATATATTCAAGATAACAAAAGGACTTATTGCTAATAACATTCTTGTTCTTTCAGGT -GGATGTACTTCTTCTGTAATGGAATACACCGGCTTAACAGACCCAAAAGCTGCAGATGAATGTGGCGAGG -GTTTAAAGGTAGTCTGCAAACAGCTTGGTATCCCCCCTGTGTTGTCCTATGGTGCCTGTGTGGATATCGG -AAAAATGACTCATACTGCCAAAGAGCTTGCAGATGCCCTGAAAGTGGATACAAACAAGCTGCCGCTGGTA -ATCGGAGCTCCTGAATACCTTGAACAGAAGGCTGTGGCAGATGCATGTACCGCAGTAGCTCTTGGCTGGC -TTGTGCATATCGCCCCCGTACCCTCTATTACGGGAAGTGATGTAGTTGTTAAAACCCTTACGGAGACAAC -AGAGACTCTTGGCTTGGGTAAAGTAGTAGTAGAGCTGGATGCCGAGAAAACTGTTCAAATTTATGTTGAT -CACATTGAAAAGAAACGTAAAGAATTGGGCTTGAGCTGATACTATTTGCAAAGTCATTAGAAAGGAGGAA -TGGGAGTGGAATTGAAAAACATTCAGGATAGTATGGTTTTCAATGAAAAAAACCTTACCAAACGAATACT -ATTTGCCAATCCAAAAGTACTGGCTTTTGTATTAAATCTAAAGCCAGGACAAACCCTCCCTGTTCATAAA -CACGAAAACTCAGAACTGATTTATTATGTTCTCACAGGCAGCGGTCAGATCAGAGTAAATGATGAAGTAC -ATGAAATATCTTTTGGATCGATAGGCTCTGCCAGTGGTCAGGATGATTTTAGTATACCGTTGGTTAAAGA -AGATTTAAGTCTTTATGTTACTATTAGCCCTAACCCATCAAACGAGATGTATTCAAAAGGCATAGATTGA -TACTTGTAAAGAATAATAACCGGCATCTTCCTATTTTGAAGTAAACGGTTATTATTCTTTGTTTTTTATT -TATAAATTGTACCGGTAAACCCCTCTCCCAGTACCTCACGTACATCAGTGAGTATCATAAAAGCATTTTT -ATCTATTTCATACACGATTTCCTTGAGCTGCTGAACCTGTGACCTTGCAGCTACACACAGCAGTATATTT -TTATCTTTTCCCGAATAAACTCCTCTTCCCTTTAATTCAGTGACTCCCCGGTCAAGTTCTACAAGCAATC -TACGTGATATTTCCTCCTGCTTCTCTGAAATTATAAAAAAAGCTCTGGCATAATTGACACCTTCAACTAT -AGCGTCAATTACTTTAATTGTTATAAAAAGACTTACAAGAGAATATAGCCCTATTAAAATACTGTTGAAG -ACAATAATAGCAAACATAATTATTATTGCATCTATGGCAAGCAGCATTTGTCCTATCGTCAGGCTATGGA -ACATCTTATTCAAAAGCTTTGCAGCAAGTTCAGTTCCTCCTGTGGTGGCATCCATTTTTAGAACAATACC -CAGTCCGATCCCGCTTATAAACCCTCCGATTATACTATATAATAATATGTCAGGAGTCATTGAGCTTGGT -GTTCCGCCAAGCAGAAGTATTTGTGCCATATTTCCGATATACTTTTCAGTTACATCAATGATAACTGATA -AAATAACCGTTCCGTACAGGGTTCTTATAAAAAATTTCCTTCCTATAAACTTGTATCCCATGAGAAAAAG -GGGTACGTTAATTGCGAGCATTGTAATTCCTATACTTAGTTTGCCGTTTGTCAGATAATATAGAACTGTT -GCCAGTCCGCTGAGTCCTCCGGGTGCTATCTTGTAAGGAACAAGAAATATGTTTATAGCCAAGGCAGTTA -TTCCTGCACCAAATGTTATCAGCAAATAGCTTCTAAGCGTAGATAGTATTTTTCCCATATTTAACATGAC -TAACTCCTAACCGAATAAATATAAATAGCATATACATAATATATGTTTTTTTAAATTATATAAACAGCTA -TTTTATTTTATAAGGATATTCTTCCAAATGAAAGTGAAGTAGTTTGTACAACATTGACAAATAAATATAG -ATATTTTAAACTTTAAAGTGTTTTTAACAAACGATGGAGGTTATTTATTTTTTATGAGAAAGCTAGTTAA -TATAGCAGGGATTAATATAGATAATATAACAATGGAACAGGCGGTTGAAAGAGTCTATTCTTTTATAGAT -TCAGGTAAAAACCATTCAGTATATACTCCTAATGCAGAAATTATGATGGACGGAATTACAAACAAACAGC -TTAAAGAGATTCTTAATTCTGCAGATATACTGGTTGCAGATGGTGCCGGAGTGGTCCTTGCCTCAAAAAT -ACTTGGCAAAAGTGTAGCAGAAAAGGTGTCAGGTTTTGATCTGGCTAAAAATCTCCTTATAGCTTCTTCA -AAAAGACCTATAAAGTTCTTCCTGTTCGGTGGAAAGCCGGGTATACCTGAAAGAGCCCATGCCAATGTTA -TATGTGATTATCCGGGAGCTGAAATCGTCGGTACCAGAAACGGCTACTTTTCACAGGAGGATGAAAGCGA -AATAATCAACCAGATAAACAATTCAGGAGCCGATGTCCTTTTTGTCTGCCTTGGAGCCCCAAAGCAGGAG -CAGTGGATTCACAAGCATAAGGAACAGCTGAATGTTAAGGTATGTATGGGTTTAGGGGGGACAATCGATA -TTCTGGCCGAAAATGTTAAGCTTGCACCTGATTTTTTCAGAAATCATGGATTGGAATGGCTTTACAGACT -TTACAAGGAGCCCTGGCGTTTCAAAAGAATGTTGAGGCTCCCCAAATTTATCCTCTATATTCTAGGTATT -AAATTCGGATTAATCAAAGTTAAATAAATGAAGACCTTCTGCTAAATTAAGTTGGCAGAAGGTCTTTTTA -GCGTTAATTATATTCGACTAATTCATTGGCTTTCCTGTTATCTTTTCAATAGCCTTAACAGCTGCATAAT -ACATATCAGAGTACTCCACATGTGATTTATTCTTGAGCTTCTGTTCAAGAGTTTCATCAACAAGCCCTTG -TTTACGGGCATCATCATAATAATTTTCGCCTGAAGTCTTCTTCCCCGCTACATCCAAAAGTATTTGTGCC -AGCTTATCCTTGGTTAACGGCTCATCCTTTAGATATGCTCTAAGGATTGTATCAAAATCATAATTGTATT -TATCGGGTGAAGTCCTGACCACACCATTTAGTATTACATAGGCAAAATCCTGACTCTTTGCTTTCTTATT -GAATTTCATGTCATTTGTGATACCTGCACTAAGCAACCCTATGTTTATAAGCTTTTCTGCGTAAGGATAA -CTCCAGTTTTCCGTTATACTTGTCAAGTCCTCTGTAATATCTGACATGAATATGCCCTTTTTCCGCAATA -CCTTCTCCAATTCAGCCTGCGTGTCCAGATTGTAATCCTCTACTATATGGGGAATATCTATACTCTTTGA -AATGCTGTAGGCGGAGATTATCCCTGCGGCATATCCAGAACCGGACTTACTGGAATTTGAATTTATGGCA -CTCTGTACCAGAGATGAACAGGATATTTTGTCACCTGTCATAAGTACATTAGTTAGACCTTGAGGAATTA -TGGACCGAAGAGGTATGTAAAATATCTTGGGATTACAGAGGATATATCCGTTTCCGTCCTCCATTGTCAT -TGTTACAGGTCTTGATGCCGTGCTGATTCTGTCACTAAATCTCTTACCTGTAAGTATATCCCCAAGTGTT -AGGTTATAAAGTCCCTTGAAGTGGTAGGCTGAAGGCTTAACAAATTGTGCCGCTACGCTGAATCCTCCAG -CATCTTTAAATGGTTCCAGGTTTAGCTTTAGAAATTGGAACAAGTCCATACATTCTTTTGAAGCAATATT -GTAATATTCCTGAATCTTCTTCTCATTTTGTAAATCTACATTTTTGACGGTAATTCCTTCAATCAGTACC -TTACTGTTACCCTGATCTGAAATATTAAATCCTGAAACACTTACATTTGAATTACTTGTGTTATATTGTT -TCAGAATGCTGTTAACAAGCATTTTCTGCTCCTTCATTAATTTTTCAATCTCTTTATAATCGACTCCCGA -TACCATAAAATTCAGGTAAATAGGGGGAAACAGCTGTTTTATGCCAATATCGCTATATCCGACGCTATAC -GGTACATTGGCACGTTTAAGAATTTCTCCATCGTTTGTAGCGTCTATGTACTGTTTTGCTTTTACAGTCC -TTTTACCTTTAGGAGTGTCAAACTGTATATTTTGCACCTGACCACTCTGAACTCCCATGTCAGTTATTTG -GGATTCATACATTACGTCAAGGTTCTTTTTCTCAGAAACCATTTCCTTGATTGTTTTTAAATAATTACCT -ATATTTATACCTTCACCGGATTTGTATCGGATTTCTTTGAATATGTCAGAGCTTACGTTATTACCTGTTG -GAGTAACATCAGGTGACCAGCTAGTGTTAAAAGACTCTCCAATCTGACTTCCGAGCTCCTTATCGGAACA -TATAAGAATAGTTTTGGCACCCACACCAGCAGCTCCCAGCGCGGCACTTATTCCGTCAATACCATCACCA -ACTACAGCTATATCATAAATATCTGTACCTTTATCAGTTCCTAAATTTTCAAGGGTAACATCATCACCGG -AGTCAAAGTAATAGTCTTTTTTAAAAATCATAGGCCGGATTGCGAAGAAAAAGACTATTATGGCAATTGA -CAGAACTAAAACAACTCTGACCAGATTATCAATTCTTTTATTAAGTTTAGGTGACGGCTTAGTTTTCTTT -TTCATTTCGTCATTATCCTCTTTACTGTTTTATTTTATATACGATTTTCAATCAAATAAAAAAAGAAGCT -ATTTATATATCGACTATTAGCTTCTTTTTCTTAATAATTGTATTTTATATATAAGTTTAACAGTTATTTT -ATAGTGTATGTACCTTTTATCATTATATCTGCAGCTACATTAGCCTTAATACCTCTTCCATCAGCTTTCG -GAATAAGCAGTAGCTGATTATCAGGAATTACCTCTCCATTTTTAATATCTCTTCCTGATATCAGGTTTGA -AATTCCGCCTGTTGCAGTAGAGGCTACATATGCGGTAACTCTGTTTTTATTCCTGACAATTATTTCACAA -CTTTCACTGCCAATAAGGGTCTGTCCGGCCTGAAGCTTAATTATTTTGAAGACCATACCTGCTTTCAGAT -CTTCAATTTCTTTTTCAAGCTCCGCTACCTTCTTTTGTGCATTGCTGGTCTGAATCAGATTTTTAAGTTC -AGTTTCCAAAGCATCTATGTAGGTTTTGTCATATAAGACCGGGGAGCTGCTTGTGGAAGTTGGCGTTGTA -GAAGCCATAACAGCAGGAGCTATATGTAGCAATGCAAATCCACCGATTAGTATTAGAGCTGTAATTATAT -ACCCTTTTTTTATTTTCTTTAACAATCCTCTCATAAAATACCTCTCTTTCGTAAATTATTGTCTATGTTT -CAGAAAGTCCGAAGCTGACCTCCAGAGCATTGTTTACTTCTGTCATCAGTTCATCATCAAGGTGCCCTAT -TTTTTCTCTTAGCCTCTTCTTGTCAATAGTTCTAATCTGTTCAAGAAGGATAACCGAGTCTTTCGCGAGA -CCATATTCCAGAGCACCTATTTCAATGTGAGTCGGCAACTTAGCTTTATTAATCTGAGAAGTAATTGCAG -CAGCAATTACCGTAGGACTATATTTATTGCCAACATCGTTCTGTACAATTAAAACCGGCCTTACACCGCC -CTGTTCTGAGCCAATAACCGGACTCAGATCAGCGTAATAAATGTCTCCTCTTTTAATTACCACGTTTCCT -CCATCTCCCCAAGCCGTTCCTCATACTTGCATTGCTGCTCATTGTCGGCTGCAAGGCAAACCTCAGCCAG -CTTCAGATTTATTTCAGCCATTTCTTCGTAGCCAAGCTTCATTTCTTCCCTCAAACGAATTTTGTGTCTT -TCCTTTAAATAGAGTTTCATCGCTTCTCTGACAAGTTCACTTCTATTCGTTTTTTCGACGGTAACCATGT -TATCTATTTCCTCAAGTAAATTATCCGGAATACTGACCATTATCTTTTTATATTGAGACAATTTAAACCC -CCACTCTCTACTTAAAACCCTTTATTTATTCTATGCGGTTCAAAGAAGATAATTATAGTTTATGTTATCA -TACAGATGTATTATAATATTCCGACATATGTGAGGTCAAATTAAGTTTTTATTACCAAATCCCCCAAAAC -CGCTCATATCAAATAATTCAGGATTTTCGATATCTTTCCATCTTTTACAAAAGCCCTTGGAATTCTTTTA -CCGACTATGCAAACCAATTCATAATTTATCATGCCGATTGTCTGTGCTACATCTTCTACCATAATATTAT -TTTGTCCCTGAGAACCAATTAATACAACTTCATCCCCTACTTCCACTTTGCTGCCAATATGGGTAACGTC -TACCATACACTGATCCATGCATATCCTTCCTACTACAGGTGCAAGCTCACCATGGATAAGTACCTTCCCT -TTATTGCTAAGCATGCGGGTAAAACCGTCAGCATAGCCAATAGGAATTGTGGCAATCTTTGAAGTCCTGT -TGGTTGTAAATATTCTGCCGTAGCTTATAGAGGTATTTTTTTCAACCTCCTTTACCATAATCACATTTGC -TTTAAGTGTCATAGCAGGTTTTAGATCAATCTTTGACTTGTCGACTTCACTGGAAGGGTACATACCATAA -AGTATAATACCCGGTCTCACCATATCAAGATGCATCTCTGGGTATTCAATGACTGCTGCACTATTTGCAC -AATGCTTAACCGGAATATGTATTCCTATTCTCTGAAGCTCACAGCAAATACTCATAAACCTTTCAAACTG -TGTATAGGTGTAATCCCTGTTTTTTTCATCGGCAGTAGCAAAGTGTGTAAACAGTCCTTCAATTATAATA -TTGGGCAGCGTGCTTATATCAACAACATTTTTTACCGCACTGTATCCCGGCAGAAATCCTATTCTGGACA -TTCCGGTATCTATTTTTATGTGTATTTTTACCTTTTTACCCTGTCTCACTGCCTCATCGGACAATGCCTG -TGCCAAATCATGGCTGAATACCGACTGCGTTACATCATTTTCTATTATCTCATTTGCTCTTATAGGATCG -GTATATCCAAGAATTAGTATAGGAACCTCTATACCTGCTCTTCTTAGCTGTATTGCCTCATCCAGCATTG -ATACCGCAAACCGTGATGCCCCGTTCTCAAGAAGGGTTTTTGCCACCTCCATTACTCCATGTCCATAAGC -ATCCGCCTTGACTACTCCCATTATCTCTGCATTTTTGCCAGTAATTTTTCTTATTTCTCTGATATTGTGT -GCAATATTGTCAAGGCTTATCTCTGCCCACGCTCTATTAAGTTTATATTCCATTTTACTTTTGCCCCCAC -AAAACTTTATCTTTATGTGTGTTATTATCTCTTAGTATATCCAAATAATGTTTTTTGAAAACATATTATC -CATTAAATTGTTTCAAGTATGGCAGAAGGTATATTTTCTACTATATCCATTGCAGTAAGTCCATATTCCC -CCTTTGAACGGGCTGCTATATCTCCCGCAAGCCCATGGAGATAGACCCCTGCTACAGCCGCAAAAGTTGT -CTGGGCTCCCTGTCCTGTCAGTGACGCTATTATACCTGTCAGGGAATCCCCGCTTCCTGCTGTGGCCATA -CCAGGATTTCCAGTAGAGTTAATATATATATGCCCACTTTTATCTGCAATAATAGTTCTTGCCCCCTTTA -GTACGACTGTAACACCCCATAGAGCTGCATATTTTTTTGCTACCTCAATACGATTACTCTGAATGTATGG -GATATCAAGTCCTGTAAGCCTTGCCATTTCACCTGGATGAGGAGTAATTACCACTTGGTTTTTAAAAGCT -CCAAAAATGTCTGTATTTTCAGCAATTACATTCAAAGCATCTGCATCAAGAATCACGGGTAAGTTTATAG -CCTCTGCCAGCCTTCTGATTATATTATATAAACTTTTTTCAGAAGAAAGACCCGGACCTATTGCGGCAAC -ATCACATTTAGCCAACAATTCTGCAATGGTATCAATGCTTTCTCCTCTTATTACGCCCTGGCTGTCTTTG -AGGTCTATTACAACTGCTTCAGGTACTACGCATTGATAAACATTTATAAGATTTGACGGTACAGCCAAAT -ATACAAGTCCTGAGCCTGCACGAAGACATGCCTTTGCAGTAAGGCAGCCGGAACCGGCCATCCCGGTTGA -GCCTGAAATAACGGCAACCTTTCCGCAGTTTCCTTTATTGTACTCTGCTTTTCTTGAGGGAATCAAAGAC -CTTACAAAATTGCGGTCAACCCATGTTGTTGTTTCAGTAACATAGTCCACCGCTTTACCAGGCATACCTA -TACTTTCCACTGCCAATTCACCCGTATATTCTGCTCCGGGATAAACCAGCTGCCCTATTTTCGGAAGCTG -AAAGGTAACCGTTTTGTCTGCCTTTATACAGGACTCCGATATTCTTCCGGTGGCTGATTCAATACCTGAT -GCAATATCTATTGAAATAGTATAGCGTGAATGTCTGTTTACGATGTCTGCAACCTGCTTAATTATCCCTT -GTATTTCTCCCCTGAAGCCCGTTCCAAAAATACCGTCCAGAACAAGCTCTGCTTTTTCTATATCATTGCA -AAGCTCTTCAGTGGATGAGTTGACACCAATAAATTTTATCGGTACTCCCATAGCCTCAAGTATATCAAAA -TTTAGCTTAGCATCGCCTGTAAAGGTTTCCTTCCCGAAAAGGCAATACAACTCTATTTTATTGTCCTCAA -CCCAGAGGTGCCTTGCTACTGCAAAAGCATCGCCTGCATTATTTCCTTTTCCTGCGATTATTACTGTTTG -AATGGGTAACCGAGGTCCCTTTGTCAGATAACCATTTATATGTTTCACTACTTTTAAAGCCGCGTTTTCC -ATAAGTACAATACCAGGTATTCCGATATCTTTAATTGAATACTTGTCAATGTCCCCCATATCTTTTCCGG -TAACAGCTTTCAATCCTTATCACCTGCTCTTTTCCTATTTACTGAAATAAATTTCATCCAGCTTTTGCAA -TTCATCTTTCCCAAGCAAATCGTGGAAATACGAATATGTGTCCGAATAATCTTCTGCTAGAAGCTCCCTC -TCATCGATCATTTTCTTGAGGCTCTCTCTGGCTTCTGCAATTTGCTTATCAAGTTCTGTAACTCTCAATT -GATTTTCTCTTATTGAAAAATACACCTGTTTTACAGTGTACTCCAAAAGCAGAAGATTTTCTTCCCTGAT -TTCTTTAGGAATGTCCTGAAGCCGTTCTTCATTTTCTTTAATTCTCTTATTTATAGCTACTATGGTTTTT -TCACATTCCTGCATTTCAGTATGTGCTTCCTTGTTGTTTTTGTCAAAAACCTCTGTTGTAAGCTTAATAA -TGCTGTCCATACATTCTTTCTTTTTTATTGAAACTTCTTTGGATTCCGAAATTAATCGTGATTGTTCTTT -CAGAAGTTCCTTTATTCGATTTTCAGTTTCTATTATATCATTGGTTTTTTCCATATTTTTAAACAATCCA -TTCCACCTTTCATCAAGTGTAAGCAATGAAATATCATTCTTGAAAAGGACTTTTAGGTCAAAACCATGAA -CTTTATTTTTTTTATTAAAAATGTTCCACATTTCAGCCTCCGCACATCAAAGCCTTATTCCTTAACTACA -ATTACAGCATAATAAATAGTTAATTGTAAGGATTAATTTTGTAAATAATATATCGGTATAAACGGGAAAA -TATTTCAGTTTTTAATGTATATATTTTAAATGTGTAAAACCGTTGGCATACAGCCTCTATTAATTTGACA -TTGAAAAATGGAAATGATAAACTATTCAGTGTCAAAATATTGTCAAGACTAGTTTTTGGAGTATTTTTAC -ATTTAAGTTTTGATATTTATTTTTTTAACAACAAGGGAAGTGATTGTCATTAACAATAAGAAAAAAATAT -GTATTATCGGTCTTGGTTATATCGGTTTGCCAACTGCCGCTATGTTCGCAACACATGGTCACAGTATTGT -CGGCGTTGACGTAAAAGAAGAAGTTGTTGATTCACTTAACCAAGGAAAGATAATCATTGAGGAACCTTAT -CTGGACATTATGGTACAGGCAGCTGTCACATCAGGGAATTTGAGAGCACAGCTCACTCCTGAGGAAGCTG -ATGTTTTTATTATATCGGTACCGACACCAATTAATGCTGACAAGACAGCTGATATGAGGTTTGTACGTTC -GGCAACCGAATCTATTGTGCCTTATCTGCGTGAAGGCAACATTATAATATTGGAATCTACATCACCGCCG -GGAACAGTTGAAGGCCTGATGCTTCCTATTTTAAAGGAATCAGGACTTGAAATCGGAACTCAGCTTCTTG -TTGCACACTCCCCAGAGCGTGTTTTACCCGGTAAAATTCTGGTTGAACTAGTAGAAAACAATAGAATTGT -CGGAGGTGTAACTCCAGCATCCAGCAAAGCTGTACGTGACCTTTACAAAACCTTTGTAAAGGGAGAAATT -TTTCTTACAAATGCTACAACCGCTGAAATGTGCAAATTGATGGAAAACACCTTTAGAGATGTTAATATTG -CACTGGCAAATGAACTTGCAAAACTTTGCGAAAAAATGGGTATAAACGCATGGGATGTTATTAAATATTC -AAACAAACACCCCAGGGTCAATCTTCACCAACCCGGCCCAGGCGTTGGCGGACACTGTCTTGCAGTTGAC -CCTTGGTTTATTGTTGAAAAGGAACCTGAGCTTGCTAAAATAATTAAGCTCAGCAGAATGACCAACGACA -GTATGCCTCATCATGTTTTCAATCGCTCAAAAAGTATTCTTTCAGCGGTTGATGGCATTAAAAAGGTAAT -AGTACTGGGGGCTACCTACAAGCCAAACATCGATGATATGCGTGAAAGCCCGGTTATGGAACTTATTGAT -TTATTTAAACAGGATCCAAACTTCGATGTTTGTATTTACGATCCGCATATTGCTTCACACGAGCTTATCT -GCAATAATCTGGTAGAAGCTGTTAGCGGAGGTCATCTGATAATACTTGGTGTTAACCATGATGAATTTGC -TAAAATCGATTTTTCAAAGCTGCAGCCGCTGATGGCAGAAGCCAACATATTTGATACAAGAAACTTCTAT -GACAGATCAGAATTGACAGCAGCAGGCTTTAATACTTATCTGCTTGGAGCATAAAAACAATAGACTGCCC -TTCGGTTTTTAGGCTCCGGAGGGTTTTTCTTGAATTTGAGAGGATTCCATGAAAAAGGTACTTATGATCG -CACACCAGTTTCCTCCTATTGGGGGCTCAGGTGTTCAAAGAACTGTAAAATTTGTTAAATATTTGAGAAA -TTTCGACTATGAACCGATTATTCTGACCAGGGATGCATCAAATGCCGCATTAAAGGACGAAACACTTTTA -TCTGACATTCCCAAAGGAATAAAGGTTGTCAGAACAAATGCTTGTGATTTTGCTGCTCTTCCGGGAATAT -TCAAATACTTTGGGAAGGTCGTCAACAAGCTTTTGATACCAGATTCCGAGAGAGTATGGCAGCATTTTGC -CAGAAAACAGGCGTTGGATGCAGTAAAGGATAACAAAATAGATGTTATATATACCACTTCTGCCCCCTAC -AGCGATCATCTTCTTGGTGTATACCTGAAAAAGCACTACCCTGAAATTCCTCTGGTTTGCGATTTCAGAG -ATGAATGGACCAATAACCCCTATCATGTCAGGAAAGGGTTAAGGGCAAAAATTGAACGAGATCAGGAAAA -AATGGTCCTCAAGTATGCTGACTGTCTTATTACCAATACTCCGGTAATGCTTTCAAATTTTCTAAGGGAC -AACCCTGAAACCAAAGGTAAATTTTATGTTATACCAAACGGCTATGACGATGAAGATTTTGTTGGTATGG -AAGATATTAAACCTGCAAACGTCAGGTTTACACTGACCTATACCGGGCTTTTATATGGTAAGAGAAAGCC -TGACAATTTCTTTGAAGCTTTAAAAAGAGCTATTGATGAAGGAAGTGTAGATAAGTCCAAAATAAATGTA -AGGCTCATAGGAAATTATAAGGTTGATCAGCTTCAAGCAGTTATAGACAGCTATAATTTAAGCGATGTTG -TTGCTCTTATGCCATACATGAAGCACAGGGAATGTCTATTGGAATTGGTAAAATCTGATGCACTTCTTCT -TTTAGAACCGTCAGGCCCCGGTGCCGAAGCTTTTTATACCGGAAAGGTTTTTGAATATATGAATACCAAG -CGGCCTATACTTGCATCAATTCCTGAGCGAGGTGCCGCAGCACAGCTTATAACAGATACAAAAACAGGTC -TGGTTTCAGACTTTAACGACATTGAAAATACTAAAAAGAACCTTATTCACCTTTATAATTGTTGGGATAA -CGGCACGAACCCAATAAATCCGGTAATTGAAGAGGTAAAGAAGTTTGAAAGAAAAGAGCTTACAAAGGCA -TTGGTAGAAGTGTTAAATAATTCATTTAAAAAGTAACTTGGAGGATTTTAAAATGAAACTAATTGATGAA -AAAGGCAGATTATTCGGAAAGGTTAACATTATAGATCTGGTAGTAGTTTTACTGGTTCTATTATTGGCAG -CCGCGGTAGGATACAAGGTTTTGAGTCCTAAAATAGCTTCTTCTCCGACAGCACAGGGGGAAGTAACAGC -AGTTGTTAAGTGTACCTTCAGAACTGATACAGTTATCAGTCAGGTAAAGGCCGGCCAACAGCTTGTTTTT -GGTACTGATTATGTCCCAAATGCAACTATTGCAGAAGTTAAAGTCGTACCCTCCGATTATACAACAACAG -ATGCACAGGGTAGGGTTCATATTGAGAAGCATCCTAATTTGAAGGATTTATATATAACAATAAAAGCAAA -AGTAAATACAAATGCACCAATATTAAAGGTTGGTACACAGGATCTTTGTCTTGGTAAGAAATTTACCGTT -AAAACCCAAACTATGGAAATGGACGGTAACGTTGAAATGGTCACTATCACCAAATAATTGAGTTAAAATA -ATTTAAACAGGTGGTGATATTTTTGGAACAGTTTACCGGTACAAGTGTTATTTTTAAAGCAGCAAACGGC -TTAACAGGCTGGTTTAAAGCTTCAGTTTTATTTAAAGTATTGTCTGTTATATTGGACTGGTGCAGAAACA -GTCAGATCAACCGATTTATATTATGGTATCTGGGTAGAAATTCATCCTTGAAGTATTCTGCTACCTACAG -GGTTTGTTCACGCATTTTTGGATTTTTTAACAGGCTTTGGGACAAGCTCTGTAACTTTAGTTCAAATTGC -GGAAGCTCCAGTATTTTTATTTCCTTTATAAGGAGTAACTTTACAGGTTACGGCAGCTTTGTAGCCTTCT -CAATAGTAATACTGTTTTTCAGTATGGGATTTGGGGCAACAAGCTTGGCTTTAGGAACATTTAACACAAT -GAAAGCTGTCCTCATGTTATTAGGAATAATTGTGTCTCTGCTGCTTTTACCTGGTAGGAAAAAATGGAAG -GCCTGCCTTGAAAACAGTATGTTCTGGCACTTTGTGCAATACATTTTTGATTAAAAAGTCAGTAAGGATA -AACAAATACTATGAATAAAAAAACTGCTGTAATATTATCAATATTGGGATTGCTGGCAGGGGTATGCGGA -GCTTTTGCACCGACCTTTCTGCTGATTGCATTTATTGCAGGCGTAATATTTACTGCCGCAATGATGTTTG -ATTATTCAAAATTCCTATATGTTCTAGGGTTTTATGTTTTAATTGACTACGTATTGAGGTATGTCATTTC -AAGTGCTTTGCTTGCAAGCTTCTGGGATGAACTACTGTTTATATTTGCACTGTGCTTGTGGCTCTACAAA -TGGGTAGTTTACCGTAAACAGGATGGCTATGTTGCAACACCTTTGGATATACCTCTTGTATTTTTTGTGG -TAATCTCCATATGTTTGCTTCTTGTTAATTCACCTGTTATGGCCATCGGAATTGCCGGATTCAGACAGGT -TATACAGCAGATGCTATGGTATTTTATTGTTGCACAGCTTGTAACCTCCAGCAGAAACATCAGATGGTTT -TTGTACATTATGGTTTTTATCGGAGGACTTCTTGGGCTTCATGGTATTTACCAATATGTTACCCATGCAG -AGATGCCGTCTTATTGGGTTGACAGGCTTGAATCGGGTATAACAACAAGGGTTTTCTCCATTATTGGAAG -CCCTAATATTCTGGGAAGCCTTATGGTACTGCTGATACCCGTTGCGATTTCATTTGTTTTCAGTGAAAGA -AAGATTTTCAAGAAAATCATATTTACCGGAATAACCCTTGCAATGTCTGCAACCCTTATATTCACATCCT -CAAGGTCCGCTTGGATAGGATTTGTAGTAGCAATGGGCGTGTATTTCTGGCTTAAAGACAAGAGGCTTAT -TTTATTGCTGGCTCTGCTGGTTGTTGCCGCATATTTTGCAGTACCTACCATTGCACACAGAGTAAACTAT -CTGTTAAGTCCTCAATATATGATAAGCAGTGCAGCTGGTGGAAGAATTGCAAGATGGTCCATAGGTATTG -CGGCACTTCAGCAGCATCCATGGTTCGGCCTCGGACTTGGACAATTCGGCGGTGCAGTTGCACAGAACTT -TAAGATACCGGGTGCATTCTATGTCGACAGCTATTTTTTAAAGATTGCTGTTGAAATGGGTATTGTTGGC -TTAACATCCTTCTGTATTCTTATATATAACGCTCTGGCATGGGGAATACGTGCGGTTAAGAGAACAGCAG -ACCGACAAAGCCTCAGCATGGCACAGGGTGTTTTTGCGGGAATGGTTGGCATTGTGGTTCCGAACTTTGT -AGAAAATGTATTTGAGGTTCCAATGATGACAGCTTATTTCTGGATGTTTGCAGCCGTCCTGATAGCCCTC -GGCTTCACCCTTCCTAATAAGGGGTTAAACCGTCTTAACGTAGGAAGTATAAGATAGGGAAGATATAATT -ACAAAGGGGCTGTTGCAAAACAGAAAGTTTTTCTGTTTTTACACCGGTACTCCCGTATAAAATTATATCA -ATGATTGCTTCCAAGATATTTGCAAGAGTTTCTAGCGGCTCATCTTAGGATATTTTACCGTCGCTCACAT -TCATCGTCCATGATTCATTGTTTCGCTAAAACCTACATCGTGTACGTTTTCCGGCAAAATATCCATATTC -GCCGATAAACAACTGCAAATATCTTTAACCAAGCTTCCATTGATACAATTTATACTCGCGTAAGGTTAAA -AAAGATAAAAATAAAATTTTGCAACAGCCCCTTTGTTTTGCTTTAGTTGAGTGATTCTATTGACTTTTCT -TCTTGTTTGAAGGAAATATCCTTCCTTCTATATATTCCTAACAACATCCCTATGAGTGCCATATTCAGCA -GATAGTTTTGACCTCCGTAGGATATAAAAGGCAGGGATATACCAGTCAATGGAAACAAGTTTAGATTTGA -AAGTATATGGATTATCACTTGTATTGAAAACACACAGCATATACCTACTCCCAACAGTTTTCCGTACTCA -TTCCTTACCTTATTCGATGCCATAAACAATCTGATTATTATTAAGCCCAATAGCCCTAATAGGACTACCC -CAAAGAGCCAGCCAAATTGTCCTACCACAAAAGTAAAAACACAATCTGTTTCTGAACATGGTAGTGTCAA -TTCTTTTGTGTCGCTGCTCATCATCTCTTTGCTCATTCCGATAAATTGGGAACTGCTTTGAATTTTGTGA -AGCATAATATTCATCCATCCAGAGCCCTGAGGGTCTCTCCAAGGATTAGCAAACATTGTAAGCACTTTAA -ATCTGTATGGTACATATATATAAGTGTAAAGTAAGGTTATTAATATAAAACTAATAAGCCCTCCATAGAG -TATAAAAAGAGTCTTTTTTCTGTTCCCTTTAAAGCTTTTGCTAACAACGCCGTATGTAACCATTATCGCA -AAACCTGCCCCCAGTATACATGAAAACATTAGTGAGGGTTCCATGAATATTAGTATTAACGGAAGCAATG -AACTTAATACCAGTTTCAATAGGTTTCTCGGGGTTCCGTCACACCACCTTCTTATAAGACCTGAATAGCT -TATTAGAAGTACAGGAATGGCTACAAAGGACGGTGTTATACTAAATCCTCCCAGGACTATAGCTGCTCTG -CCGTATGTGTCAGACCCAAAAAAAGTAATGACTAACAGTAAAAGACATACCGAATAGTATATTGGTAGAG -AATATTTTTCAAATCCTACGAAATCAACGAAATAAAGGATTAATGTAAGAAATGCTCCGGCAACTACAAA -GATGATTTGTCTTTTAAAATTAAATGAGTGTGTAGTAATTTGTGAATACTGAAACATTATGTAGAGTCCA -AATAAAACTATTGACCCCAAAAGTATAATAATAGACCATTCTGTTTTTGGTTTATGAGTATTATGGAGTT -GTTTCCCTATTGCAATTGGATCTCCCATTTTACGTACAGCTTTTTTGACTGCTTCATCTTCTGACATTCC -ATCTGATATATGTGTTTCAGTCAACTCCTCAATATGATTTTGCAGTTCCTCCTGTATTATCCTATGGGCC -TTTTTGTACTTGACCTGCCCCAGCACTCTATCAATAAAATTAGCGACACATTGGTTCAACTTCCCCACCT -CCCAATACTTTTTTTACGGCATCAGCATATTTACTCCACTCTTTTTGTTTATCTTCTAAAAGTTTTCTTC -CTTTGACAGTAATCCTGTAGTACTTCCTCTTGCGAGCAGAATCAGTTTCTTCCCAGTAGGCCTCAATCAT -TCCGTCACTTTCCAGAGAATGAAGAATGGGGTACAGAGTTCCTTCCTTGAGTGTAAAAGTATTATCCGAC -CTAAGTTCCAATTCCCTAGTCATCTGATATCCGTACATATCCTCTTTCTCTAGAAGTTTAAGAATGAGCA -TTGTTGTACTTCCCTTTAACAATTCCTTGTCGATCTTCATATTTACCTCCGAATCCTATGCATAGTATAT -CTATGTATTAATTTACACTTATTTACTAATTATGTCAAGAGAAGTAAATGTCGATCAACCTCAAACAAAT -AATGACAGCGACTAATTTACTATAATGAGCCGCTGCCATTTAAATTCTTATTTCTTATATCTCATATCTC -TTTCCTGCTTCAAGAAAACCCGTCCCAAAGACAATCAGTAATGGGATAACAGGCATATGATACCTTGACT -GAACCTCCAGAAACGTGTATGAAAGCAACAGTCCTCCAAATATCATTAGTATAATCAGGGAATCATAACG -TTTTTCCTTTAATGTATAAAAGCAAGTACACACAGCCATAAGAATAATCAGAATATAAAATACCTGAGAT -ACGGCATAGAATATCCTCGGATGCGACTTTATAGTATTTTCAGCTGTGGAGTTCTGTGCAGATATGGTAC -TCCAGTAATATCCATAATTCTCATTTCCCCATTGTATTTCAAATTTTTTAAGTGCGAGCTTTGCAAAGCC -CACGGGATCGTTTTTTATTCTACTAAAGGCTATGTCCTTGGCTTCCTTTTGAACCTTTTCAAAATTGAAA -TTATTCTTTTTAATTAATGAAAAATCCTCATTGTTAAACATACCATTAGCTTTGCTGTTTGTTCCAATCA -TCAGATTAAAGCCTGAATCCGATTTGGTAATATCAACACCTGTTACCTTCTGTACAGGCAAATTTATAAG -GTTAACAACTGCAAAATATACCGCTACAAAAAGCACTACTGACTTAATACTCAATGCTAAACTGGTAAGG -CTATCTGCTCTGTAACGTTTGTACAGAAGTATGAACACTGCGAAAACAGGCAGCATAATCATTGCCATAG -GCCTGATAAGCTGAGCTAAAGCCGTAATAAAGCCCGCTCCCAGCACCATAAGGTTACCATTCCAAAACCC -ATGATTTTTGTAAGTGTATTTTTTAATAAAGTAAAGTGTAAGTAATACTGCCCCTGTAAAAAGTACCAGA -AATACATGTTCGGAAGCTATTACAGAGGTATACATAATCTGTGCAGGCCACAAGGCACACAACAATGAAG -CCACTCTACCTGCTTTCTCTCCGTACAGCATTGTACCTCCGGCATATATAATAAAAACAAGCGTCAATGA -AAATAGAATATTAAAGATTTTAATTGTCCATAAACCCGAACCGAAAATTGAAAAAAGTCCTGCCAATATC -ATTCCAAAACCGATTTTAAAAGGAAATACTGCATAGAAATCCACGAATCCTTTGAAATCTCCCTGGCTTG -CATTAACACCATAGTTATACAAGTGCAGGAAGTCCGAAAACGGCTGCGTTTGAATATACAAATTCCATAT -CAAACGTGGGACTATGGCAGCCAAAACCAGCAGCATTACGAAAACTGCCTTATTTAACTTTGCCAGAATA -TTCAGCCTATACATTATAAATAAACCTATTCCGGCACCTATAAAGTATACAATGCCTGCAAAAAAAGGCA -GTTTCAGCGTTGAAGTCCCCGACTTAAAGGCGGCAGTCAAAGCTATAGCTGACAGAAGTACAATAGCCCC -AAAAACTATAATATAAAATATAATATCCTTAATTTTTGTTTTTTTCAAAACATCACTCCTCATAATTAAA -TACTTAGCGATTACAATTTATTTTAGCATAACTGGATAAATAATACCTTATAATTTGATTTTCGTATATT -CATATGATAAGCTAAAGTTCAATATATATTTTTCAAGAGGTAGGATAATGCATACACAGAATATATACAA -GAATTATGAACCGGCTGTTACTGCTCCTGACAAGGATTACAAATGCGGCTACTGGTTTATTTTTTGTTCA -AATAAACTGCTTATTGTTAACAATGAAAATGAAGCAAAAATTCCGCAATACAATGAATTATCAGAGCTTA -GTCAGGTATTAACTTCCCCATTGTATCTTGGAAGGTTTTATGGTCTGCCTGCATATTGTATTGGGCTCGC -CGACAGCACACAAGCACCGTCGGGAATGTCTTTTGTCGATTTGAGGTCAACCTTCGGTGTATTGGATGAG -GCCTCTTTTTTGCTGGCAAGTAAGGCTGTGCAGGTAGTGGCTTGGGAGCAGACCCACCGCTTTTGCGGAA -AATGTGGTTCTTTAACGCAAGACCTTTCCGGCGAGCGTGCAAAGGTCTGTCCTAAATGTGGTTTTATAAG -CTATCCCAGAATATGTCCCGCAGTAATTACCGCAGTTTTTAAGGAAAATAAGATATTGCTGGCTCATGCA -CGCTCCTTCAAAGGTGACATACACAGCTTGATTGCCGGATTTGTGGAGGCAGGAGAAACACTTGAGGAAG -CTGTTGAAAGGGAGATAATGGAGGAAATCAGTATAAAGGTGAAAAACATAAAGTACTGGGGCAGTCAGCC -TTGGCCCTACCCTAACTCACTTATGCTTGGATTTACGGCGGAGTATGAGGGCGGAGAAATAAACGTAGAC -GGAGTCGAAATATCCCACGCACATTGGTATGACGTTGAAAACCTTCCCGAACTGCCCCCCAAGGTCAGTA -TCGCCAGAAAGATAATCGATTGGTACACAATGGAACACTCATCAAGCTAATTTATATATTTACTGAAAAA -TGGCCGCATCCCCGTCTGATACAGGGTTGCAGCCATTTTCTATTTTTATTGAATTTCTATTCTGTTTTTA -ACCTTTTTGGTTTCACTCTTCGGAAGAACAATTGTGAGAATACCGTTTTCGTATTTTGCGGAAACATCCT -CATTTTTAACGTTCTCAACATAAAAGCTTCTGCTGAAGGAGCCATATCTTCTTTCTTTTCTTATATAGTT -ATCTCTCTCTTCATTTGATTCCTGATTCTGTTCAACTGCGATAGTAAGTGTATCGTCTCTCAAATCCAGC -TTGATATCTTCTTTTGTAACACCTGGAATTTCAGCTTCTACGATAAATTCCTTATCGTTTTCCTTGATAT -CTGCTCTTATAGGATTTCCACCTGTAAATCCTATAAAGGAATCGTTAAATAAACTATTGAACATGTTCTC -AATATCAAACAGGCTTCCTCTTTCTTGTAATTTGTGATTTCTAAATGGAACTATTCCAAACATACAAAAC -ACCTCCCAAATAATTTTATTTATTTTTAACTTTGACTTTCCTTGACCTTGTGATTATATTTTACTATCTA -TAATTTAATCTTTCAATATTCTATTTTGACTTTCTCTGACCTTAGTGCATTATAAAACCTTGTTTTCCTA -AAATACATTCCAAATTCTTATTATCTCTTTAAATTCCTCACTCTTTTGTTTTTGATACCAAGCAGTTGCA -GCAGTTCACGCCAGTCTATAACCCCAACCAAAGCCATTAGAAAAACTGCTATTATAATATATGCACATAC -AGCGAATAATGTTTGCCATGCAAATGAGAGGTTCATAAAATTAAAGAAGCTATATATGTATTTACTGAAT -AGTACAAGAATTGCGGTAACTCCTGCCGGCAGTACTACCCACCTTCTTAAATCTATCATCATTCCAGTAT -TTTTGGTTATTATTATAAAATTAAGGATACAGAAAATTAAATAGCTGATTATAATACCAAAAACATATGC -TGGTATCCCATATACGGGTATCAGATAATATACACAGAGAATCCGGATAACCGAACCTATTATAGAATTC -GTAAGTAAAAGCCCCTGTTTTCCCAAGCCGTTCATGATTCCGGTCAATATCTGCTGAAGATAAATAAATA -TGCAGGTAAATGATAATAGAAACATTGTACTTCCAACGTTCTGTCCGGGATATACCATATCTGATATTTT -GTTTGGGTAGCAGGCAAATAGTGCCATAAATATAAAACCAACTACCATGGTAATCTGAATTGATTTCGAT -ATTCTGAAATTAACTCTGCTATAATTCTTTAGTGACATTGATTCAGATATAGCAGGAACAAGTGTTGTTG -CAAGTGATGTTGTTACCAATGCAGGAAAAAATATCAGCGGCATCGCCATTCCGGCCAATTTTCCATACTC -TTCCATACACTGTATGTAATTCAGTCCTCCTACAAGAAGTCTTCTCGGAATAAGAATTACTTCTATTGCC -TGCATAACGGACATTATAAACCTATTAAAGGAAATGGGTACTGCACAGTTTAAAATAGATTTTACCAGTT -CTCTTTTTCTTGTACGGCCTTTATTATTTTTTGCAATAGTATGCGGATATTTTTTATATCGGTAATAGAC -TGCCAGCACAAATAAATTGGACATTTCACCCAATGCCATACCCAAGGTAGCCAATGCACAAGCATATTCA -AGGCCTGCTTCTAAAAACTGTGAGGCGAATACCAATACTATAACTATTTTAACAAGCTGCTCAACAATCT -GAGATACAGCTGTAGGCGTCACTTCCTGTATTCCGTAAAAATACCCCTTATAGGCTGAAGCTGCAGCTAT -AAAAGGTATGCAGGGCAGTAATATCCACACTGAAAAATACGTTCTGCTGTCCTTTAATAAAACATTTACT -ATGAAATCAATATTAAAATATAATACTAGTGATACAAATACACTTGTAACAAAAACTGCAAACAATCCTA -CCTTGGATATTCGTTTTATGTTAACAGCATTACCTTTTGCAAGCTCTTCAGCTACCATCTTTGAGACTGC -AATGGAGACACCTGAGGTTAATGTCAGAATTATCAAGGCATAAAGCGGTACAATAAGCTGATAAACTCCC -ATGCCCTCTGCACCAATAAGATTGGACAAATATATTCTATAAACGAAACCTATAATTCTTGTTACCAAGC -CTGCGGCCATCAAAATTATTGCACCAGTTATAAACGTTTTTTTGGTCATGTGTACCTCGGCATATTATAA -TCTTAAACTATAATATTGATGTTGTTAACCTTTTATGACTCTAGGTTTCCGGCTGTATGGCATATATTAC -AGGTTGATACTCGGTAACAGGTAATTTATAATAACCCCATCAGCTGCAAATCCATTACGCATTTATGTGT -AAGCAGCATACAGCTTATATAAGCAGTCAGGCATGTGGCCTTAAAATGAATCTAGTGAACAATTTGTTCG -TCACTAAACAGATCAAGTTTTTTTGAACATTTATTTAATTTGATAACGGACATTTAGATATAGAGAAAGA -CGATGACAGGGATTAAAAATAAGCCCGGAGTTCATTAGCCTTATTTTTTGTGCTTTTGAACAGGGGCTAA -ATGGAGGTCAATATGATTAATCTTAATAAGAGGTTTGTATCAAGTTTTATAGTTTTGTCTTTATGTGCGG -TTACAGCTGTACCTATTTACAATCTTACAGCTATAAAAGAGGAAAAAAAGGTATTTCCTGAAATCGAATT -GAACATGTCTGAGACGGAGAAGACAGTAAAATCGGAACGCCAATTATTATATACTAGTTTAAACTACTCG -GCGGTGGAAGCGACTAAAACAGAACCGACACAAGCGGTAACTAAAGCCGCACCAGCAAAAGAAACTGCAA -GTTCTGTAAAAAAGACAACCACAAGTAAGACTAAAACAGCAACTACAAGCACCATTAAAAAAACATCCAC -AGTAAAAAAAGCAGCTGTGTCACAAACTACAAGAAAAACTGTTACAAAGCCGTCCACAAGCAGAAGTAAT -ACAAGTACGGCTCCTGCAACAACGTCAAAGGCTTCGGTTGTAATATCTACTGCAAAAAAATATATAGGTG -TACCTTATGTATGGGGTGGTACAACTCCAAGCGGCTTTGACTGTTCCGGTTATATTAAATACGTTTTTGC -AAAACACGGAATAAGCCTTCCTAGAACTGCTGCAGAGCAATACAATGCCGGTTCATATGTCTCAAAGGCA -AATCTTAAAGCCGGAGACTTAGTCTTTTTTACAACATATAAGCCAGGTCCGTCCCACTTGGGTATTTATC -TGGGTAACGGAAGTTTTATTCATGCAAGTTCTTCACAGGGAGTTATTATCTCTAGCCTTAGCAACAGCTA -CTTTGCTGAGAGATATATAGGGGCTAGAAGAATTATATAATTAATTATTTTTGTGTTACACAAATTTTAC -AAATAGGTTGCAGATAACTGCAGCCTTTTTTGTTGTTCTTGTGGTAAAATGGTAATATGTCGCTTTTTAA -CGGAGGATGAGGATAGCGTATGAAACTGGATAAACTGATCGAAAAATTAAGCCCTAGGCTTAGTCATAGA -AGTCTCATAGCTATGATAGTTATCCTTTCAGTAGCCATTATTGCATTATTGGGTATAATTTTTAGAAATG -ATGTTATTTTACCTCTAAGCAGTCTCACATCCCATAGTGAAGATTCAAATGTCGCTTCTATGCCTCCTTT -GGTGGTAATAGACCCGGGACACGGAGGAAGCGAACCCGGAGCAGGCAGCGGTTCAATAAATGAAAAGGAA -ATTACTCTTGCTATCTCATTAGAAGTAGAAAAAATACTTAATGAAAAAAATATTGACAATATACTCACCA -GAAGTAATGACACTGCCGTAAGTCTGGAAGACAGGGCAAAGCTTGCCAACGAGAAAAAAAGCACACTGTT -CATAAGTATACATAATAATTCTTTTACCGATCCGGCTTCTCACGGAGTCCTTACTACATATAACCCATAT -TCACCTATCGGCAAGAGTAATGCAGAAATTATGCAATCAAAGCTTAAAACTCTTGGGATGTATAATAGGA -AAATCGTACCACGCCCGAATTTGTACGTTCTTCGTCATACGAAAATGCCGTCATTGCTTCTGGAAATAGG -TTTTATTTCAAATAAGAATGATCTAAAACTTTTAACCTCTTCCGATTTTCAAAAAAAATGTGCCATACAG -ATTGTAAAGGGCATAGAAGAAATTCTGGAGACAAATGCTACTGCCTCATCAGAAAGCTCCTCAGAAGTGT -GATAATTTCTTCTTTACCTTTCATTTGGAATATTTTTTGTTTTGTATATGCTGCATCCCTCATACCTTTT -ATATACCACGCTATGTGTGAACGCATTTCCAGTATACCAGTTTTTTCTCCTTTTAAGTCAATTAGCATAT -CCATATGCCTTATAATTGTTTCAATTTTTTCTTTAGGTGAAGGGTCAGAAATTATTGTTCCATCCTCAAG -AAATTTGACTATTTTTTTAAATATCCAGGGGTTACCCTGTGCACCTCTTCCAACCATTATTGCATCGCAC -CTTGTTTCTTCCAGAAGCTTTTGAGCTTCTTTAGGGCCAGTTACATCACCATTTCCTATTACAGGTATTG -AAACAGCTTCTTTTACCTGCCTTATAATGTCCCAGTCGGCTTTTCCGCTGTAGTACTGTTCCCGAGTCCT -TCCATGAACTGCAATGGCTCTGGCTCCGTTTTTCTCAGCGATACGTGCTATTTCAATCGCATTAATGGTG -CTGTCATCCCAGCCTTTTCTAATCTTTACGGTTACGGGTTTTTGAGAAGCAGACACAACCGATTTTATTA -TTTCTGCAACCAGCTCAGGATTTTTCATCAATGCACTGCCCTCACCGTTTTTAGTTATTTTAGGTGCAGG -ACATCCCATATTGATATCAATTATCGCTGCATCGGATTTGTTCAGCTTCTCTGCAACCTCTGCCATGATT -TTGGGATCAGAACCAAAAATCTGAACAGCTCCCGGCCTTTCTTTCTCATGCATCAATGTAAGCTTGTTGC -TTTTATCATCATCATAGTGCATGCCTTTTGCACTTACCATCTCGGTATAAACAAGACCACATTCTTGCTC -CTTGCAAAGTATGCGAAAAGGCATGTCCGTTACTCCCGCCATAGGAGCTAAAAATATATTGTTTTTTAAT -TCAACATTACCTATTTTCAAAAATAGTACCTCATTTTATTTATTATTATAAATATATTATCTTGTGTATT -CGCAATGATATTATAGCAATTTATGTTTTTAGGGTCAATTTAGGTATCATTTGCATGTGTTTAATTGCAA -TATGCATAGATTATTACTAAAATATATTTGCATAATGCAATTAAACCAAGTGTAGGAGGCATCCTAAACT -GTGGCTAATATACAACTTAACCAAGGACGAATCAATGAAATCCTCTTCCTCTTTCTGCAAAAGGTATATC -TATTTGAAAAAAAGAGAAGCCGCTCTCTTCTCTGTGTCATGGGACTTCAGCATTTTTGACCAATAAAAAA -CACCAGCATCCTTTCGGATACTGGCATTCTTAAAACTTTGGCGTCCCGGACAGGAATCGAACCCGTATCA -GTGGAACCGGAATCCACCGTCTTATCCAAATCCCCGAAAGCCTTATTATAAGCGAATTTGCCAGTTTTAC -ATATCGTATAGTACAGTGGACTAACCAGTCTTAAGAATTGATTTTTTTAATAATATCCACTGTATTATAC -TATGTTATTTAGTACTGTATTTCAAGGCCTTTACCTCTAAATAAGCAAAAAAAATAAGTAAGGAATACTT -TTATAGTATCCTTACTTATTTAGATATCCATCATATTTGACATGCCCTACTTATTATCTACTATTTTATT -CCCAGCGTCATCAACCGTGTTTTTAAATGCTACAATCATTTTTTGTAGAAAACTAGGAACAGGTGCTCCC -ATAAGTCCTGCATTTTCAATAATACTGCCTAACTCTCCTACGATATACCATACTAACACAATAGGACATA -ATAAAACTGTATATGTAAAAGGTAATGTAACACTTGGTATATTATTAATGACCATACCAATAACTATATC -AACAACAGCAGCAACTAATACTGCTATAATACTTCCGAACTTATGCCATATTCCTTCTCTACTTGCCTTA -CTACTCCATTGACCGTTTTTACAAGCTACAAGTGTTCCTGTAATCCAATCAGATAAAAGACTTCCAACAA -ATATTACTACAAGCCAACCAAACCAACCAAGACAAGCTGATATAGTTGCAAATACCGTAACTATCGAAGC -TTTAATTGCATTTATATTATCCATATATCTTCCTCACTTCCTGTTTATTACTACTTTCCGCTCAACTTAT -TAACGATATTCATAACGAAACTATCAAAATACTTAGTTTTACTCATCAAATTTAACCAAGTACTAGGCTT -TGTCATACACCCATTAATAGCCTCAGTAGCATTTTTATAATTCTGTCCTAATATCTCCTGACAAACTTGT -AACATTTCCTTAGCTTTATTTTTAGTATTAGTACCGACAATACCATCTGCTTGTAGACCTGTAATAGTTT -GAAATTCTTTAACTGTCATATCATCATCAACCTTTCCTTTCAACACACTATCTCTAATCTGTTCTTTCTT -AGCCTGTGAAATACCCTGATGCTCAAGTAATTGAACATGCCAAGACTCATATGAAATAGGTTTAACAAGC -CCATACTTTTTTAATTCAGCATTAGCCAGAGCTTTAAACCATTCATCTGATATATCCATAGCAATACAAT -AGCAATGATTTGACTTACCATAAGCAGCAGCCCAACACTTACCGTCTTTTGTGTATACAGCACCGTTGGC -TAATTGATATGCTCCTTGACTTTTTCTTTGCTCTAAAGACTGAGCATTAATAATCTTTTGTTTCTCCACA -CTCCTATAGCCAGACGTACACAAGCAATCTTTACCTTTTGCAGTACATAGAATATTTACTGCATCTATGA -GTTTCTGATAAACGAAACGTTCATCCTGATATTTAAATTTTACACTAGGCATAAACTCGACCTCACTTTC -TAAATTTCCGCACAACAAAAAAAGGACTAGTTGTATGAGGTAACTAGTCCTTTAGGGTTATTAATATTTA -ATTTTGAATACAAGAAAATACTTAATGTATAAAGTTTTATAAATTAAGTTCTTGTGTAATTTGAAGTATG -TATAATTTCTGCCATATCCTTTAATTGTTCAAATAACTCTTTATAAATATTAAATGTTGATTCATATAAA -TCATAATTATGGATAATTGCTTTATCTACTTCATATGTATCTTTCAGATTCCCCATATACCATTCTTCAC -ATAAATCACTTTTTTTAATTGTATAAACTTGGTCTAACAAAACTACACTATCTTTATCTAAAAAAGAATT -ATCCGTTTGAAAAATTGGTGCGTTACATGGATATTTTAATTGACCATTTGGGGTTTCTTCACAATGCTCT -CTTCCAGTAATAGGAGAGACTGTAACTCTTTGAGAAGATGCTCTATATTGACTTATTATTACACATGGTC -TAGCCTTTGTTGAACTAATAGCAGTGTCAGAATTTCGAGTATTATCAAACCAATGTACACACCCTTTTTC -CAAATGTTCTTCTTTTATGCTAGTAGGAGTCTGTGGTTTAATTGGACAAGGCATTTCCTAATCGTCCTCT -CTTCTTTGATATTCATCCCATTCATCAAAAATGGCTCTTTCTTCTTTTGATTCAACATAATCCTTATCTA -GATGTTTATACATCTCTTTTCGATATTTAGAATCAACAAACATACGTAAAAAATCAAATGATCTTTGTTC -TTTTTTATGTTGAGATAGATATAAAACATTATTCATATCTTCATCCCCTTTGCAATCTTTAGCACTAGAA -TTTCTTTTTTTTCCATGCTTCTTCAATGTAAGTCACCTCAAGAATAGTCTATACTATTTCCTAAGATTAA -TCTGTAATTATCTTAACATATTTTGCCATTAATGGCAAGTATAACTTTACTCTAGTTATCATATTTAGTA -ATAATATTGTTTATAATTACAAATTATATCTCATACCTATTATCGAATTTTATCATATTAATAAAAATAT -TGTAATATAAATAATAATATTTGTATGTAATATAATTACAATAATGGGTTCTATATTCACTTATAAAGGC -AATTTTGCTTAGGTTAATACAACTAAATAATAAAGAGGACTACCCATTCCCGAGTAATCCTATTAGCTAT -TATATTATCCAATTATCTTCATTTTTTCCTCGGCGGTTATCCATCCCTTTGATACCGCAATATCAATCTG -CTTTTCTGTGAGTTCATTTGCCTTATGTAAGTAATTCAACCTTTCAAACATGCTTTTACCCCTGTAAATT -TGATGTGATTAAAGTGTCAATTTGTGCTTGTAAATTTAAATTATCTGCAACCAATGTATCAACTGTTTCT -TGTAAAATTTGCAATTCTGATTTAGGTGGTTCAGTGTGATTAATTAAATACAAATATTGTAAATATAAAT -GTCCTATAACTATAGGGTCTGTTTCATTCACTGGCTTAAAAGAATCATGTGTGTTTAATATATTAACCAA -TGTGTTCGGAAATTGTATTTGATTTACATGTCCTGTATCTGGGTCTGAAAATAACAAAACTACAGGTTCT -TTTGCAATATCATCACAATAAGATAATATTTCTTCTGCTGAAACTCCATTAATGGGACTTTCTCTATCCC -ATATTGATATTGTTAAATTTTCTTCTTGCATTTTTAATCCTCTCTTTCATTTTAATAAAAATATACACTT -GTCGAATAATTGCCAGCGTAAGTCATACCGCCATACCAGTACAATTTATTGTTTATGTAACTTGCATTCC -CCCCCATTTTCGGGGCAACCGCATTTGGATGACTGATATATGTATCTGTTGTAATATCATATAATTTAAA -ATATACGGTATGACCTTTCCCTGATAAATTAGACACAAAGAATGGCGAGATTTCTCCGTTTTTCTTTGTA -TCTTGTTAAATTTTATTTAAGCCGCTTTGTTTTGCTTTTCGAATTCCACAGGTGACTTATAGCCAAGCTT -TGAATGTAATCGTATCCGATTATAAAAGACTTCAATATATTCAAAGATAGCCAGACGGGCCTCAGCCCTT -GTTTTGAACCTTGTTAAGTAAATAAGCTCCGTTTTAAGAGTACCAAAGAATGATTCCATACAAGCATTGT -CGTAACAGTTACCCTTACGGCTCATACTTGCTGTGAAACCATTGCTGTTCAGCACTTTCTGGTATTCCTT -GCTGGCATACTGAACCCCTCTGTCGGAATGATGAATAACCCCTTTGGGATGTCTTTGGCGACCTATAGCT -TGCTTTAAAGCATCTATACAAAGCTGTTTTGTCATAGTACTATCCATTGCCCATCCAACAACTTTTCTGT -TATAGAGATCAATAATGGCAGCCAAGTAGAGCCAACCTTCATCTGTTGGTATATAAGTAATATCTGCAAC -CCAGATTTGATTAGGCTTATAAGCTGTAAAGTCCTGATTTAGGATATTATCTGCAACTGGGTAATTGTGA -TTTGAATTAGTTGTAGCCTTAAATTTCTTCCTGGTTTTAGCAGCAATATTATTTTCCTTCATCAGTTTGG -CTATACGATTTTTGCCACATTTTATGCCTTCATTCTTTAAGGCATTGGTTACTCGGGGGCTTCCGTAAGT -TTCGCGGGATACCTTGTGAATTCTTCTGATTTTCTCAAGGAGTTCTGTATTCCTTTTCTTACGTAAGCTT -TCAGGTCTTTTAACCCAAGCATAATAACCGCTTCGAGATATATTTAATAGTCGGCACATCTTCTCAACAG -GGAATTTGAAGCGGTATTCGTGAATGATAGGATATATTATTTCCGGTCTTTCGCGAAGATTGCCGTTACT -TTTTTTAGTAATTCATTCTCCATCTCAAGGTCTGCAACACGCTTCTTAAGTTTCCTGAGTTCTTCATCTT -CAGGTCTTAGATTGCCGCTACCTGGGAAAGCATTCTCTTTATGAGTTTTGTACTGGTCAATCCATTTGTA -TAGGGTGTTTTCGTGGATTCCAATGTCATTAGCCACACTTGATACACTTTTACCTTGCTCTGTAACAAGA -CGGACAGCTTGTTCTTTAAAATTACTATCATAACGTTTCATGATGGGTACCTCCAACTGGTTTTATTATA -CCAGCCATTCGGTGTGTCCATCAAATCGGGGTAAGGTCATTTTATTTGTATCATCCTTAATAATTAAAAC -TACAATACCTCTTTCACTTCTTTGTACAAAGCTATTTGCCAACTGTTTGAACTGAATTTGCACATTAGGT -AATGTTATAGCCATAATATCAATCACCCTTTCCTAAATTTAAAATTAAATCTTCCATTGTTTCACTTGAT -TCGCTATCATCTGGTAACGATTCAATTGTTTGCATATCAAAACTACATATTAAAACACCATCTGTTACTT -CACTTTCTACATTATCAATAGGTATAAAAAAACCTTCTTTGATAGTTATTCCATCAAAAAAGGCATTTTC -TAATATATCCTGCATCTTTATATTGTCTAAATTATACTTTGTTCTATCTTTTGCGAAGAAATATATTCTA -CATATAAGCGTTTTTTGTCTGCAATTCGCATTAAATTTACCATTTGAACTGTTTTCTATCGAAAATTTAA -TAGATGGTCTAATTATTGATTCTGTTACATCAATTGCAGGGATCGGAACATCACTATATTCAGTATCAGC -TATAGCCTGTCTGATTTTAGAGGTTATAGCCTTGTTTATATCAATCAAAGTCACCATATATGTCACCTAT -AGCCCTTTATCCAGCATATCATCAATAAATTTCTGGACATCAGAATAATATTGTTGTTCAAATTCTTTTT -GTGCCTCTTCAAAGACGTGTTCACCCTCTTTAAATCCATGTTCTACACCATTTTTATCTACGATTCTGTG -TCCGTTTTCAATGAGATGTGCTACAGGATTTCCAGAGTATGCTCTTACACTTAAGTCACCTTCATATTTG -TAGACTTTTCCACGCTTTATTGATTTTTGATAGTTGCCAGAATCCTTTTTAACCTTCTGTTTAGCTTTTG -CAATGGTTTTTTTCTTGAGTTTTGTACCTTCATCCCTCATAAATTTCTTACTTTCTTTGGGCATCTTAGT -AGTTGCAAGGTCAATAAGCTTCTTTTCAAAATCTGTAAGCTCTTTTATATCAAATCCATCACTCATTTAA -CTCACCACCAGACTTACGAAAATCTCTATAGAATCCTGATACTTATAATTTGGATTGAAATATTTAATAT -CATATCTCTGTCCTTGATACATAAAGTACATGTCATTAGCCAAGTCAGGTATAGCACCAGTTCTAACAAC -GATTTTGTGGTCGATGTCGGCATATGTTGTGTTACCTTGACTGTTTTTCAATGCACCTTTCTGCACAGTA -ATCTCTGCCCATACACTTTTAATTTTGCCATATTTGAAGTCATCTTCACCAAGTTCATTAATAAAAGGGA -CTTTACCATATACATCAATTCTGTTTTTTAGGCGGCTGCTTAAATTCATAAGACTACCTCGTAACTACTT -AATTTATCTAATATAGTAGTTACAATTTTATCCTGCTTAGTTTTGTCAGGAACTGTTGTACTTCTATTTT -CATATAAATCACTAATTAACTTCTTTTGTAATAATGAAGCTAATTTAGCAGCTTTTTCATCCGATTTATA -ACCCTCTCCAGTGCAACTATCAATGTATATCTGAGAAGAATCAATTAATTCGTTTAAGAAATTGTCTTCC -ACATCAGTATCTATTCTCAAATATGATCTAACTTCATCTAAGGTCATGCTATCACCCTTTCACCTGTGAA -AAGAGAAGGGATTTACCCTTCCCAAATTAGAATTCAATCTTCTTAATACTTCTTGCAGAACCCTTAACAG -GAATAAATCTTTCAAGTATTCTCAACTTGATTGTATCATCTGTGAATCCTGCTTCAGAACTTCTAGCAAC -TGTTATAGCATTTCTATCACAATATTTTACCGCCTCTTTCATATTAGCTATGTAAAATACATTCTTGCCA -ACGGTAGCAGGAAGCATTGCATCTTCAACATGAACTATTGCGTGTCCATGGAAATATTCTACACCATTTG -CATCAACTGTAATAAGGTTTAAAGGTCTTTTCTGTGCATCTTTCCAGTTCTTTAGTTTTACATATCCACT -TACATTAGTTATAGTAGTTAATCCTGCTTTTACACTTGGAAGTGAACCATCAATTGCATTTTCAAGGTCA -GTATAATCAACTGCACCTTCTATAACTGTTGCATTATCTGTAATAACCTTTAAAATCTTCGTATTTTCTT -TAGCAGTTGCAATATTTGTAAAGTTCTTTTTAACCAAGTTTTCCATTTCAACTTCTGCATCTTCAACTGT -TTCAGAAGTCAAAGACTGAATTAAACCTACCTTTGCACATTTAAATGGAACATCAGTACTTACAAATGTA -CCATCAACGATATCTGCTCCTTCTGCAACTTCAGCCATTTCATTTTGGTCTAGGTCTATTACAGGAATTG -TACCTTCATTCTTTGTAACAGGAATAACGTCACATAATTGTTTTAGTGAACCATATCCTTTTTGTATTTC -TATAACCTGATTTACAAACTGCTTTGGAATTACAGCAGAATTATCAACTGTTGTAATATTTGCTCTTTCC -TCTGGTGTTGTATCTTTACCCATAACATGTTTTACTATTGCTCTAAATTCGTTAACTTTTTCTATATTAT -TTTTACCTCTTTCTTCATCATTTTTTTGATTTTTTAATGCTTCTCTTTCGTCTGTTTCTCTTTCTTCTGC -AAGTTTCAACAATTCCTTTGACTGTCTGATTTCTTCCTTTAGTGCTTTTGCTCCATCACATCTCTAGCTT -CAATTTTCTTTCCCATTTCCTCTGTCTTAGTTGTAATTTCACTTCTCAATTCATTTATGTTCATAAATAA -ATACCTTCTTTCTTTAAAATTATAATTATAAAAAAACTTCTTATAATAGTTCGTTTCCTATTTTAAGAAG -CTCCAAATCAGTTTTAAGTTCTGATAATTCCTTTTCCTGTTGAATTTTTAATTTCTCTTCAGTTACAATT -TCTCTAGCCCTTGCAAATACATCTACCGAAGTGTCTTCATACTGTGGAATACATAATATTGAACCTTCGT -ATAATTCAACTTTCAATAATGTTCTAATGACAGTATTATCAACTGAATTATAATGTACATCTTCTTCTTT -ACAATAAAATCCGAATGAGCAGCCCTCGATAAGTCTTTGCCTTATTAACTCTATAGCATCTTTACCATAA -GTAAGATTACTATTTATAGTTGCATTAAATCTCAATCCGATATTATCAATTTCAAGTAATAATGTACCTG -TCTTTGTACTTGCTAAAGGCTTTGACCAATCGTGATGATATAATAAAAATATATTATGTCCGTCAGATAA -TGTATCCTTAAATGCATTTCTATCAATTTGTTCCCAATATCCTTCCCACAATTCTGTTGGACTATCAAAT -TTAGCTATGTAACCTGTTATTTCAACTGAATTATCATCGGTTATCTGTCTGATTTCATATTGGTCTATTT -TTCTAAATTCCCTAGTTTCCATTTAAATTATCACCTCCCTCTCCTGATTTATTTTTTAGATAGCTTACAT -TACCGCTTAATAAATCTTTCAATAGAATTTGCCCGGAAGGCAGTGTGATAATTGGTTCTCCACCTAATTT -AGGAACACCAAGAATTCCCCTTGCGTAATCTAAATCATAAACCCCATTATTAACATAAGAATTAATAACT -TCGGACTGGGTTTTACTATCAGTTCTAAGTAAGACATTTATGTTAAACCTTATCTTATAGCCCTGTTTTC -TTTCTTTTTCAGTTAATAACTTCCAATCCATTTCCTGTTCTATGGCTTCAAAGATTATTAATAGGGTGTC -AGAAAGAAATTTCAAATTATCCTGCTCCTCACTCTTGGCATTTTCTTTTACAAATCCTAACTTTGATAAA -GGGACTCCCATCATACATGCAATTTCCTCTTTTGATAAACGACGAAGTTGCTCATATTGAGCATCTGCAA -GGGACAGATTTAATGCATCAATTGAATATCCTGCCGGAACGGTAAATATCTTCCCATTGCTGCTGTAAAT -TCTATTAAATTTGTCCTGCATCTTCTTTATCTCTTTTTCATCTTTTATGTCTGATGAAAGCTGTACCACT -ACTTTGTTTGTCAATCCGTTTGTAAATAAGGTATTGAGATAATCTTGACTTTTTACAGATGTGTCCAAGC -TTTCTGATAATATTTTTCGAGTAGCATTAGTCTTGATTCCATCCAGTGTAAAATCTCGTAATATTATTAT -ATCTTTGTCAAAACAACTTCCAGTTTCACCCTCAACACATTCAAAATCATATAAAACCTTATTACTTTTA -GTACCTTTTATTATCCCGGCGTTATCAATAGTTATTTGAGTTATTTTAACAGGATATAAACCTTCAATAG -TGCCTTTTACATCCCTATTAATAAACAAACCGCTAATACCCTCATGCTTTGAAATTGCCACAAATGCTTT -CATTGCATCAATTGATGACATATACGAATTAAATCGCAGCCTTAACTTATCAAATAAGTAATGATTCTTA -GCTAAATCCTCACCTTTTTCAGACTCTAATTTAACTTGTAAACTACATTTTGCAACGCTTTTACTTATTA -TTTTGATTGCACTATAATATGTACTTTCCTTTAAACTCCTATCATACGGTATAATTTCATAACCTTTTTC -AAAGCTATAAATATCCTTCCAATCATTAATAGGCGTATTCTCACGTTTTTCAATTTTATCAAATATCATT -GTTCTTCACCTCATTTCCCGTTAAATTTATATAGGAATATACTATAAGCGACTAAGATGAATCCTGAAAA -GTATAATCCTAAATACAAATTCACTAGGAAATTGGTAAAAATAATGATAAAAAGACCAATAAAAAAGACC -GTTTCAATAAGAAAAAACTTACCAGAAACCGTCTTGTTAATGATTTTATTCAGTTTTTCCTTCAATTTTA -TCACCTCTTACCAATCCGTCTTCTCTAATTCTTGCATTGCATTGTAATGTCCAATGCCGTTTTCTTCAAT -TGCCAATAGTAACCCCATTAACATTGCAATAATACCGTCAATTACGAACTTTGATTTCTTTTTACTATAC -TTAACATCCATGTTCTCGTTGTAACAAGCAATACAATTTTTAGCCATGAAATGTAAAACATCATTATTGG -CAATTATTAATTTTTTATCAATTAATAAATTCTCAAAATCTCTTATTGCTCCTGTCATAGTTCCAGTTCC -TTGACCAAGTGGAACAACATTCCATACATCTTCAAGCCTATTCATTATAGTTGGTGAACCAAATCTATCA -AATCCTATTTCTTGAATATCAAATTCTTTGTCTAGTTCATGTATTTTTTCTAATACATCTTCAAAGCTGA -CATATCTACCTTTAGTAGATAATAAGAATTTTTGTCTAACCCATGTACTATATGGATTTTTATCTTTTTC -TTCCCTTTCAATTAAAGTCTCTTTTGCTGTAAATAAGTATGGGACAACAATATATTTTTGTGTGTCTTCA -TTGAAGAATATCAAAACAAAAGCAGTTATATCATGTTGAGAACTTAAATCCAGACCGCCCCAACACTTGC -ATCCTTTAAGTTCATCAATATTTATATCCTTAACACATTCATACCATAAGTCCATATTTATTGCGTTTTT -AATATGGTCTGTTGCTACATGTTGATTTAAAAACATTCTACGGAACATATTTTCTTGAAGTGGCATTAAC -TTAACTCTGTTTGCTAAATTGATAATATCATCGGGTTTTCTAAAATCTCCGAGGGCGGGATTAGCTTTAA -ACCATTGATTGTAATCATCAACCTCACAATTTGGTTCAGCTTCATATATCTTATAATAAAAAGTTTTATC -TTTTTCCATACTATCGTCTTCCTCCAGTTTCTTACACATCGTATATAATTGCATTTCTAAATTATTAGGG -TCTTCTCCCGATGAAGAAGTAGTAATGGTAAATGTCAGTGGGTCATCCCATATGCCAGAACCAGTTTTTA -ATTTTCCATAGATTTCATCTCTTGCATATTCGTGAATTTCATCCAAAGCACAAGAATAAACAGCATATGA -ATCGGCACCCCCACCATCGTTAGAAAGTACAATTAATTTATTTTTATTATCTTTTCTAATGATTGTTTTT -GTACTGTCAAGAATTTTGCATTTTTTACGAAGTGCCTTATTACCTTCAACAAAGGTTTTAAATGTATTGT -ATAATTCTGTAGCTTGCTTCGTCGTATTACCTGTAATAATAAATAATGCACCAAATATTTTTTTTTGACA -GAAAAATAAGTACGAAAGGATAATCCCGATTAAAAAGCTCTTACTGTTCTTTCTGTCTATGTTTATGTGT -CCTTCTCGAAATTTTCTGAGATTAGTACTCCTGTCTTTAACACATAATATTTCTGTTATAATTTCAAACT -GAAATTTAAGAATTATAAATCGTCTTGATGTGCCTTTATCATTTTTTAATAGACTGATATATTTAAAGAT -TTTTCTAGCTTCGTTTACGTCATAATAATAATTTTCATCATCCCATTTTTCCTGCATACCTATAAGAAAT -GGTTCTAAATCTAATGTCTGTTTTATTTTATTTTCTTCAAGTAACTTTTTTAATATAGGGTTCATTATGT -GTCCTGAACGGTACTTGGGTTGACACTCCTCTGGGAAATATTAAGTTTTGTTTATTCGGCACTTCCAATA -TGGAGGTGCCTTTCTATGTCAAACCGGCGCCTGGTCTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCT -AGACCCTACAAATTAACTCGCAGGATCATTCAGGAGCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAAT -GTCTGCATCGGCGTCTTGCCTTTACACCTTTTCCCCTGATGTGTTCGCTCTTCGTTGTATTCCAGCATAT -AAAAATCCAAATCCTCCTGCATTTGTTCAACTGATTTATACATTGTCCTTCGGAATGCGGGTTTATAAAA -TTCATTCAGAATTGTTTGGTTAAAACGCTCGCATATACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATT -GTGTGCTCAATGTCGTTCATCTGCAGAAATAACTCATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCG -TTCCTCTGTCTGTGAGTACTCTCATTATCGGTATCATATGATTCTCAAAGAACGGTAAGACTCTGTCATT -TAATATATCTGCTGCTGTTACTGGTACCTTGGCTGTATATAATTTTGCGAATCCCACTGCCGAATAAGTA -TCTATGGCAGTTTGCTGATATATACGTCCAACACCTTTGATATAGCCCACATAGAAAGTGTCCTGTGCCA -GCAAATATCCCGGGTGCTGGGTATCTATCTCGTCTATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAG -AGCAGCGAGCTGATCTTCAGTGTAAAGTATGCCTTCCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTC -TTGTCAAAGGTTTCTATATTATATCTCTGCCAGATTGATCTTACCCCTCCGGCTGATACAAGAACTCCTT -GTTTTCTCAGTTCGTTACTTGCCCTGAGCTGCCCGTATGCCGGCTTTTCATATGCTATTCTTAATACGGC -TTCCTCAGTTTCTGGAGCAACCCTGTTTTTCATACAAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCC -AGACCATTTTCCTCGTAAGCTTTCTTAATATCATAGAAGTGCTGTCTGCTGACTCCATGAATTTTACATG -CTTCACTTACGTTTTGAAGATATTCGGCCAACTCAATCAGGCTCATTTTGTTTTTAACTATACGATCTTG -TGCTGTCATAATTGAAATCTCCTCCTACAATTTAATTATTGTCCAGAGGAGATATTGCCCAACATTATTC -AGATACTGTCAAGTGAAGTCAATTCTCTAGCAGTTATAGATATTACTTAGTATCAATGCTCCGACATTAG -TAACTTCACCTATTAATCTCTGGCTCTGTGATAATTTCGTGTCAATATGTGACATCCCAGTATTATTAAT -TGGATATGTTGTCTTTTCCATTCCGATACTCTTATCATCCTTCTCTACAGGAAAATATTTACCGATTACT -TTAGCCTTAATTTCGCTCTGCAATGTGCCGAAATCAAAAATAACGGCACTATCTGAATCATAGTCGCAAG -AATTTAAAATAGCCTGAATTGGGTATTTTATTGCATTGCATACTACAATGTTTTTACTTAGCTTGAAATA -ATCCTTGAGCAGCTGCACATCTGTCTTTAGTATTCCAACATTAATATTTGATGGCGAATTGTGGGGGTTG -CGGAACATACAATATTCCTTACCATGTTCCAAAAATAAGGTCGTATAAATTTCATTATCTTCAAGTACAT -CTTTATAACTTTCATCAATAATACCATCTACTACAGGTAAATCACCAACAGCATGTTTGAGTAAACATAA -CGGATTCCCAAGCAAAATGCAATAGTCCCCTTTTTGTCTTAGTTTGGCACTCTTTACATATTTACCATAC -CTACTGATTTCATCAGTCCTATAATCCTTAAACATACCTGTTTTCTCAACTAAGTTATTATGTTTATATA -GGTCTATCATCATATTGTTGTAATTCATTACGTTTGCTTCTGATTGCAAGTATTTAATGTAAGATTCCGT -ATTGTTTTTTAGGTCAGATATGTAGCCTTTTTCGATTTCAAGTAAAGATTGTATGTTGTCAGGCGATAAA -TCAATTGACCCTATCATTTGATAAGACATCTGTTGCAGAATATTACCATCTTTATCGTAGCCACGCTTAC -TCTCTTTTTCATGCTTGACAACAGCAAAAATACATTCTTCTCCCTGCACCTTTTGTTGCCAATACTTGTA -CATATCCTCATCAGAACCAATTAGTTTGCTAAATTTCAATGCTTTGAGAGAGGTAGGGCAAAAGATGATT -TTTATATCCTTTGCAAAAACTCTATTTTGGAACATATCTAGTATCTGCCAGTCCTCATACTCTATACCCT -TTATATTCTTTTTATGATACTCTATTAAATATTTTTGGATATAGGTAGCAAATCCTGCGGATTTAAACAT -ATGCTGTCGTAGTAGTAACATTGATTCATTTTCTTTAAAATAATCTGATTCAGCATCTAACAAACACTCT -CCGTCAAACAATGATGATTCTATTTCCCAATTTTCTTCTACTTCTGAATATAGATGCCCAGTAGTACTAT -CTTTCTTAGTAACATTACATTTAGTAGTAAATACAGATTTGACATCACTGACAATTAACATTGATTTTGT -AGGAATAGTAATAAATCTTTCCGCTGAGCTTCCTACTAAAAATTCGTAACTTAACAATGCAGGAAAATCT -ATTTTACTGTCCTTATTAATAGGTAATTTCATTCGCATCCAATCTAAGATTGGCTTTTTCAATGATTGTT -TAATAAATAGTACATTCCCCGTCCTACTCTTTGAGCTACTTCTCCCCAGGACACAATATGTAGTATTGAC -AGTTTTTCTTTCTTGTCCTCTTTTTTTAATAGTCTTTGTAAGTGTAAATCCATCCTCATATAGAATAGTT -CTAATATTTTTATTGTTATCACTAACCTCAATATTCTTAATTTCATTCCAACTTTCAGGATGTTCTACCA -TATCCTCTTTGATAAAAGAAACGAATTCAGTTAAAGAAATTATATATGCCATAGTATTATAAGATTTCTT -TTGAGTTTTCTTAATTTTCTTTTTCTTAAAGAAATCTTTAACTTTATACTTATTGGCAATATCTACTCCT -TCAGATATCATCAAAGAATTTAACTTTTCAAATTCATCTTGAGGCATTGCCTTATCCATCAATTCAATAA -TCTTATTATTGGTGTCCTTTATAATCTCATCTGCACACTTAACCTTTTTGTCAAAGCTTACATTAATAAT -GTCATCAGTAATATATTTCTTGCCATTCTTCTTCTCTTGGATTACCATTCCCTCAGAGATTAGTTTTTGT -GAGAGTAAACTAAAAGGTAACATTCCAACATATTTTTCCTGTAAATCTTGACTTCTATATATATTGCTAT -AAATATCACTTGCTTCCAGACTTCTAATGTATATATTTTTATTTTCCATGAAATTCATCTCCTCCATTTT -ATCACACGATTGTTAATAATGTTTTCTGCCGGTTGGCAGGGGTGAAGTAATATCACCCCCTGTGGTTATA -GCCCCGAAGCTTTGTCTTTAAAATAATCCAAACTTTCATTATCCATTTGGTCATCAATTAGATCATCACT -ATCAAATCCTTCTGGGTCTTGTTTAGAACGAATATGCTTTGTAAGGCTAGACTTTTTCTGTGTTGAAATA -TTGATTCTACCTCTAGACTTAACTTTTATGATTTCATCTTCAGTAGGCATTTCGATTATTTCCTCTATTG -GATACTCAAACATTGTATAATCTTCCATTGGGTTGCTTTCTCCCCAGGTATTATTAACATTATCTGTAGC -ATCCTGTATAGTCTCTTCATCTTCATAAGCTCTATCTGCTTTAGCTTCATAACCCATTTCCTCATATACT -TCAGAGAGTTTTTTATCAGGATTATCTTTTTTCAACTTTTCTTCTTCCAGTTTGCGAACATCAACATTAT -CATCATATTGCCATTTTTCTCTCTGGCGTTTTAGTTTTAATAGTTCTTTCTTTTGTGATTGAGTTAAAGA -TTTTCCATCAGATTGTAACTTCTCAAGCATATGGATTTTTTGAGTAATTGACCTCTTTTCATCAGCAGAG -ACTTCTTTCACCTTAGAAATGAAACTCCATCCGTCTTTGCGTTTATTACTCTTATACTGACTGATACTAT -TTTCAAGTTCAATTTCCCAACCAGGTCGAAATAAAGTATATGTAAAATTAGCTTTTCTTCTTATTGGTTT -CTGACCTTCTAACTTGAATATCATATCTCCTGCACAATCTTTTCTAATTAAATCCATTTCTTCTAAAGTA -GTAATATATAATGCCAAAGTCTTATCAGACTCTATAAAAATATCTTCTTTTATAGTTTCATATGTTGGAT -AGCATACTTCAGGAACTCTCTCAGAAATATGAATATCTGATGAACTTCTTTTCATTCTGCTTTTCAGATT -ACAAAACAAGTTTAATAAATTATATTTGTTTAAATCTCCTGAATAATTTATTAACTTATTCCATTCTGAA -TCATTGAGCTGAAAATAATTTTGAACCTGTCCATTTTCATTGTATTCGTAGATGTTTAATTTGAAAACAA -TATAGTCATCAAAATTCAAATTATTTATGTCATTGCATGGAATGTTATTTATAGAGATAATTTCTATTAA -TTTATCCTTAACCAAAGCTGATATAAACTCATTGAGATATTTTCTCTCACGATAAATATTTTTATCAATG -CCAAGAGTTTTTAATAAAAAATTTATACTTATATTTACCTGAGACTTTTTGTTTTGTAGCATAAGCATCT -GTCTTATGTATGCTAACGATTTTCTACCATATAACTGAATATAACTGTTTATGGTAGTACTATTTTGAAC -AACTATATTAGGTATCATAATATAGCTATCTTCTAAAACTATTTTATTACTATTTTCTTCCAAATTGTAT -CCTCCCATTTTTTGTAAGGTATATTTAAGTTTTAAATTTTGAATAAGAAAGTTAAGTCAAAAAATATGAA -TTGAAATCAAGAAGTTAAAACAAGAAAAGAAATCACATAAACAAAAAAAGAAAATGTTGCTTGCGTGATT -TATCATGCAAGAATAATTACTTATTCTTATTTTGTTATTAATTATTCAATCTTATTATTTAATTATTTTA -ATTTTGTTATATATTATTCTTATCTTGTTACACTTATATGGAGTGCAATTTTCTATCTGCAACTTTTATT -TTTTTATAACTTAGTGTTAGAATTCTTACTTTAGAAAAAATATTTATTTGACTTGGGGTTAAAATTTCAA -CTTTATGTTATAAAATATATTGAGCAAAAGTTGAATTTTTAACTTTCGCCAAAACACTTCCTAGTAGCAA -GGGTTTTAGAGATTATAAATGTTTTTTACTTCAAAACAAAATGAAATTGCTTATTTGTAACCGGCTCGTC -GGAACATTATTCCGGCCACGTCTCAATCTGTTACTATCACCACCAGACCCAACCACTTACCCCACTGTCC -ATGCTCTATCTGACTCTTCGACCACTTGCTTGGAGTGCAAGAGGTCTGTATTAGGTCTACGCTATTTTAA -ACTCATCCGAAGAAATCAGCATTAAATACTTATATCTAACAATAACCTCGGATTCATCCCTGCCATTATA -GTAGCCTATCACATCATTTATTTTGACTTTTGCAGAATATACATAGCCCACATTATCACCAAATAAGAAT -CTTCTAGCAAACCACTCGGCACGATCTTTATCTAAGCTCCAAGATAAAGCCTTATTAACTGGTGTTGACT -TTGTACATTCACCACGATATATTGTTATATATCCTTTATCATCTGCATATTTGCTTAGTTCTTGAATTAC -ACTATCTGGTCTTAATTTCTTTAAAGCGTCCAATATCTTTATAGTCAATGCTTTAAAGTTATATTCTGCA -CGAGTATATACATTAAAAAACGCCTTATATTTAATATCATCAGGCAAATATTGAAATACATCTTTATATG -CTTGAATAACATCACGTTTATGAATTGCAAAGAACATACCCTTTAAATCATTTTTTACATACAGTTCTCT -AAAATTATCTTCATCATAGTATGTATAATACTTTAATAGATAGAAAATAATTGGTTGTAACTGATCCATC -TATTCTTCTCCCTTCATTCAAATTTTGGTTTTGCAATAACGGAGATACCATCCCCTCCATGCACAATATG -TTGTTGCCAAAGTACATAATTTCAGTCCATAGAAAAAGGCACAAAAAAATCAGTCTTCTTCTAAATTACT -GGAAGATAAACTGCCTTTTATGCCTTGGTCTTGCTTATGCATTTTAAGCCCCTATCATGTCCAGTCGGTA -CTAGGACAAGAGTGGAGCTATGCTATATAAAACTTACTTAAAAAATAAGCTATAGAATCACATAGTTATA -CTATTGTTTTGTCCTAGCACCGGAGTCTTACTCCTATCATATTAAACAACCTCCTCTTGGATTTACTGCT -TTAATCATCATAAAACAAAAAATTTATTGACAATATTTCTTTTTCTTGATATTATTAATACTGACAATAT -GAAATAGTACACTTTACTTTAAATTAGCAAACCAAGTTATTAAGTAATTGTTAAAGCTATATAATCATGA -TACACCTTTTGGAATAGTTTGTCAAGAGGTTGTTTTTATGGTCTTTTTTTATTTGTCAAAGAACATTTGA -TTCCACCTAAGCATTATTTATCAAACAATTTTGCTCTGTCAAGTATTTTAAAGAAATTTTTATAATTTCC -TTTTTCGAGTTTATTTTAATGTTCCCAATACCGTTGGGAATCTTTAATAAATAAATTCCCTAACAGTTTC -CCTATATAACTGCCTGTGAGCCATCTTCTTACCTTTTGGTACTAGTATTGTCTGAATACTCATTTTAGCA -GGAGTATTGCTACACTTTGTAAATTCTTCAATGTGGAACTTGGCATCGGTGAATCCTGCGATATCCTTTA -GTTTATTTAATTTTTCTAATACTATTTGGGCATATTCTTTTGTTGGATACCTCAAGATACTGTTGATTTC -TGTGCTGAAGCTTGTTAGCCACCATTCCAGCTGTTTACTATCATCGTTTGGTAAAAGGAATATACAGTTT -GCATCAACAAAGCGGTTGTTTTGGTCTTTGATAACGAAACACGTTGGTTTAGTTATTGGTTCAGATTTAA -TTGTAAAAACGTGATTTAGGTTTCCACATTTATTATGTAATTTCAAATTATCTAGAGCCTTTTGTGCTGC -ATCCATTGAAGGATATGCTCTCTCAGGTCTCGGGTATGAGGTATATGTATACTCCTCCCCTATTTTTTTG -ATTGAATCTGCATGTACGAATTGGCTCGATTCATCCATTATGTAGTACCTAGTATTGGTTTCCTCATTTA -CATTCCGATTTGTGTTAAGCATTTGCAAAACCCCTTTCGTTTTTGGTTATGTCTCACTTGTTTTACTATG -GTTTCATTATACACTCTACAGTGTAATGCGTCAACACTTTATTAAATATTTTTACACTATATTGAATAAA -TAGTTTTATCAATGTATAATAATCAAGTGGAGGTGAGCAAATGAATATAAGAAATGAAATCAAATCATAC -ATTGCTTCAAGTGGCTGGACTCTTACTGATATAGTTAAAATAATGAATGATAAATATGAATTAGGAACTA -CTACTCAAAATATATCTAATAAATTAACAAGAGGTACAATAAAATACACAGAATGTAAAATAATAGCCCA -AATTATCGGGTATAGCATTTCTTGGGAAAAGGAAAAAGAAGGGTGATTGCTCAAACTCTTCTTTTCCTTG -CAAAATATACCACTCATATTTTTCTATAAAATTATAAAAATAATCACCATAAGTAAACATTTTTACAAAA -AATAATTTTATTCAAAGGAGAGGTTGGTATGGATATATCAGAATTTAAAAAGTATCTTGCTGATACGAAA -ATTATATTGAGGGATTTAGGATATCCAAATATTAAAAACATCAGTGAAGAAGATACGAAAATTAAAATTA -TTAAGCCTTTACTATATCTACTAGGCTATGATGAGTCATCTATGCGTCACGAAGAACAAGATGGTTTATC -TCAAAATAGAATTGATATCTCATATTTTTATTCCAAGGCATTTGGCTCTATTGATTACAAGATACCTATT -GAAGCTAAAAATATATATTGTCCATTAAATAGGAATGATACTATAAGTTTTTTAAAGAAATATATGATTG -ATAAATACCCTTCTATTGGTATTTTAACTAATGGCAATATTTATAAGCTATTTGTTAAACCATTTAATAA -TTATTACAATGAATTAGAACTATACTCCGTGAATATAGATATATTTTCTATTGATTTAACTAATGATAAT -TCAATATGTGAAATATATAATTCTATATGTTTATTCTCAACAGATTTTATTATCAATTCCCCTAAACTAA -TTTATATAAAGGTTTTATCTGACTTTTTATCATACAAAAAAAATCATTGTAAGAGTACAAATCCCTACGA -TACATTGAAAGCATATAAAGAAGAGATCGAGTGTTTTATTAATTTTGTTATTAATAAGTACCCTGACCTT -AATTTTTCGGAAATAACAAACTTCCATGTAAGAGAATTTGGTTCCTATAGATTATCACTTGAAAAGAGAA -AAGGATTTATAAATGATTCCAATAGACTAAAAACCGTGCTTAATTATATTTCATCATTTTTAAAATTCTG -TAATCGGGAAAAAGCATTTGGATACAACAATCCAGAAATAAATGATATAGCAATACAAAAACTAGCTGAA -GAAATATTTATAAAAAATAGAGGTATAAATCCTTCAACATCATCAATAGAGAATTCTCCCTTAACCCTTG -ATGAAATCAAACAAATAATTTCATATTGTAAAGAACGTATTATTTCGTCTAAACCTAAAAGCCTGGAATA -TTATTACGTTGCATTACGGAATTATATACTAATAATTCTTCCATTATTTCTTGGGTGGAAGAAAAATGAA -ATAATTAATATCAAATGGAAAGATATCAACTTAAGTGAGAATTATATTATTACACCAAGTAATAAATATA -AGCTAAATAGTTTTTTAATTAATGAACTTAAAAACTATAAACTTGTATACGACAAATATTATAAAGAAAA -TACATTTAGAGTAAATGATAAATATTTATTCTTAACTTCTAGAAAATACTATGGAAAAAAGGGCATGAAT -GTCGTAGGCGTTCGTACACTTAATTACAATTTAAGAATAACCCTAAAAAACTCAGGTCTGCCCGAGGAAA -GAATAAATAAGATTACTATCGAAAGTCTAAAAAATACTAATATTGCATTATCATTAAATGAAATAAAAAA -CACATTTGCAATAATACTGAATACGGTAAAACCTAAAACTCTAGTTTATGACCTAAAAAATATGCTTCAT -GATCTAGGATATGACGTTGATAGTCTAATTTATTCATCTATTGATTACCACCCTCTTAATAAATTAGAAC -CAATACTTGGTACAGAATATTGAAGCCCAACTTGTCAATTTTTTATTGATTTATACTATTATATAAAGGA -ATCATGACCACCCGTTTTAAGGTGGTCAATTATTTCGCATGGCTCATTTTATTCGAGAAACTAGCCTCAT -GCTCAACAAGCTAAAGACCACAACTGAAAAATACCCTCTTGATCGAAAGGCGTTGGATTCTTACTTATGT -ATATTAAGTTATTTTCTTAAATATTTTTCGTCTTTAATAAATCTTAAAAAAGCTTCTAAATTGCTTTCTA -ATTCAGCTAAACGTAAGCGCTTAATCTTGGGGTGCATAGTAGTTTATCCATCTGTATGAGATAATCCTTT -CAAATTGTCTTTAGACTTTTTAAAGTTTTTCGACTTTGTCTAAAAAGTCTGAAATCACCAAGGAGGCTAT -CCCCAAATGGATAAAATAACAGATACTAAAACTGAATTTAGACTCAAGCAGTGGACTCAGATAGTCCAGA -CGTGCCAAGCCAGTGGAATGACGGCTGTCAGTTGGTGTAATCAGAACAATGTAAATATCAAATCATATTA -CTATTGGTTACGCAGAATCCGCACTCTGACTATCGAAAATGGACCTCTTGAGCTTCAAAGTAAAGGACAG -CAGATTGTACCCGTATCTTTCCGGCAGACAGCAGCAGTTACAATTCATATTAATTCCGTTTCTATAGATA -TCCCTGATGGAACTTCCAAAGATACAATTGCGGCAGTTCTGTCGGCATTGAAGACCATATGTTAGGCGAT -ATTTCAAAAGCAGAAGACATTTACATTGTATGTGGTTACTCTGATATGCGCAAGTCAATCGACGGATTCG -CCGCCATCATAAAGGGAACTTTTGGTATGGATCCGTTTTCACCGAGCCTGTTTTTGTTCTGCGGTAAAAG -AAGGGATCGGTTAAAAGCTCTCTATTGGGAAGGGGACGGTTTTGTCCTGCTGTACAAGCGTCTGGAGAAC -GGGAGCTTCAAATGGCCTCGGACACCAGAGCAGGCAAGACGTCTTACAATGCAGGAATTTCGGTGGCTTA -TGGATGGCTTGGCTATTGATCAACCTAAGGCAATCCGGGAAGCGAAACAGGGTGATATCTATTGATAAAA -AGTGCTGAAAAGTGTGGGTTCTACTGTATTTTAGTTGGAATTTTCAGTCCAATAATGGTATAATTAACTT -ATGCAAAAGATTGATATTACAGGGCTTTCGCCCAATCAAATTGAATATGTTTCCTCTTTGGAAAAAACAG -TAGAAAACCAGCAAGTTCGTATTGAACAACTTACTGAGCTTCTTATTAAATCTCAAAAAGCTTTATATGG -TCAATCCAGCGAAAAGCGGCGTTATGTTTTTGATGAAGACAGCGGTCAGCTTTCCTTATTCAATGAGGCA -GAGGTCGAAGCTGGCAACAAGGCAGAAGAACCGACCGTGCAGACAATTGTGGCAGCACATACCAGAAAAC -CCAAGCGAACCAAGGAAGAACTGGCAGAAACGGTACCAGTGGTGGAAGTCGTTTGTGATCTGGATAAAGA -TAAACGCACCTGTAACATTTGCAACACTGATCTGAGATATCTCGGAAAGGAATATGTCCGGGACGAACTG -GAGATTATCCCTGCCCAGGTACGCATATTGAGATATATTCGTTTAAATTATGTATGCAAGGAATGTGAGA -AGGAGACCTGCGAAGCCAATATTGTTAAAGCTCCTGTCCCAAAACCTGTTATGAAGCGCAGCCTTGCTTC -TGCCTCAACCGTAGCTTATGTAATGTATCAAAAATATGCAAATGGAATGCCTTTATACCGACAGGAAAAA -GACTGGGCGAACCAAGGAGTGAAACTCTCCAGAGCTACTCTGGCCAATTGGATTATACGTCCAAGTCATG -AATGGCTTGAACCAATGTATGATGCTATTAAGAAAAATCTGGTGACCGAACCGTTGATACATGCGGACGA -AACCGTCCTGCAGGTATTGAAAGAACCGGGACGGAGAGCAACCACCGAATCTCGAATGTGGGTCTACACT -TCCGGTCAAAGTCTGACTCCGGCGGTTTTGTTTGAATACCAGCCGACACGATCCGGTCAGCATGCCAGAC -GGTTTCTGGAAGGGTTTTCGGGTTATCTTCAAACAGATGGCTATAGTGGTTACAATGCAGTACCTAATGT -CATACATTGTGGATGTTGGGCTCATTTACAGCGTAAATTTGAAGAAGCAATTCCTAATGGAGCAGATAAC -AAAAGCTCCAAGGCGGCTATTGGATATGATTACTGTAACCGCTTATTTGCCATGGAAAAGAAATGGATAG -AATTATCCTCTGAAAATCGGCACCAAGAACGGCGAAAAAATGCAAAACCTCTTCTTGATGAGTTCTGGCA -ATGGGTATCGCATTTAAATCCTCTCCAAAACTCAAATCTGGGAAAAGCAGTTACCTATGCGTTGAATCAA -AAGGAAACTCTGATTAATTTTATGCTGGATGGGTGCATCGAAATTTCCAATAACCGTGCTGAAAATGCCA -TCAGGCCTTATGTCACAGGTCGGAAGAACTGGCTCTTTGCCGACACGACCCGTGGAGCCAAAGCCAGTGC -CATTGTATACAGTATGATCGAATCAGCTAAAGCAAATCAACTCAATCCATATATGTATTTGGTGTATCTA -CTGTCAAAATTACCGGACTTGAAAGAATTAACGCAGAAATCTCTGACACCTTATCTGCCATGGTCACCCG -AATTGCCATGCTGGTGTCATAAAGATTCAAACAAGGCACCCCAAGATTAAGCGCTTACAGCTAAACTATG -TACATCTATTTCCTCATTGCAATCTTTCAAGTCTTGAGTCATAAAAATAATATTGGTCTTTAAGTTTACT -ATTTTTTGATTAATGTTCATAATGTTATCCCTTCATTTAATTAATTTTCATTTTCATCAGTTATTAACAC -AAGTCCATCATAAGCTTTATTCAACCTACATATAAAAACATGTTTACCACCAGAACCAATACGATATTTT -GCAAAATCTCTTGGGTGCTTATATACTTCTAAATACTCCATTAATTTATGTGTCCTGAACGGTACTTGGG -TTGACACTCCTCTGGGAAATATTAAGTTTTGTTTATTCGGCACTTCCAATATGGAGGTGCCTTTCTATGT -CAAACCGGCGCCTGGTCTGATATCTTTTTTGCCCTCATCGCCGGGCGGGCTAGACCCTACAAATTAACTC -GCAGGATCATTCAGGAGCTTCTCTCGGGCAAGAGGCAAGCTGTCAAGAAATGTCTGCATCGGCGTCTTGC -CTTTACACCTTTTCCCCTGATGTGTTCGCTCTTCGTTGTATTCCAGCATATAAAAATCCAAATCCTCCTG -CATTTGTTCAACTGATTTATACATTGTCCTTCGGAATGCGGGTTTATAAAATTCATTCAGAATTGTTTGG -TTAAAACGCTCGCATATACCGTTTGTTTGAGGGCTTTTAGCCTTTGTCATTGTGTGCTCAATGTCGTTCA -TCTGCAGAAATAACTCATACAAGTGTTTCTCAGGTGCTCCACAGTACTCCGTTCCTCTGTCTGTGAGTAC -TCTCATTATCGGTATCATATGATTCTCAAAGAACGGTAAGACTCTGTCATTTAATATATCTGCTGCTGTT -ACTGGTACCTTGGCTGTATATAATTTTGCGAATCCCACTGCCGAATAAGTATCTATGGCAGTTTGCTGAT -ATATACGTCCAACACCTTTGATATAGCCCACATAGAAAGTGTCCTGTGCCAGCAAATATCCCGGGTGCTG -GGTATCTATCTCGTCTATGGATATATTCTTTTCCTGCTGTGCCTTTTCCAGAGCAGCGAGCTGATCTTCA -GTGTAAAGTATGCCTTCCTTGGCAGCCTTTTCTTCAAGCTTTTTGAGTCTCTTGTCAAAGGTTTCTATAT -TATATCTCTGCCAGATTGATCTTACCCCTCCGGCTGATACAAGAACTCCTTGTTTTCTCAGTTCGTTACT -TGCCCTGAGCTGCCCGTATGCCGGCTTTTCATATGCTATTCTTAATACGGCTTCCTCAGTTTCTGGAGCA -ACCCTGTTTTTCATACAAGGCTTTCTTCTGGTCTTGTCCTTTAATCCTTCCAGACCATTTTCCTCGTAAG -CTTTCTTAATATCATAGAAGTGCTGTCTGCTGACTCCATGAATTTTACATGCTTCACTTACGTTTTGAAG -ATATTCGGCCAACTCAATCAGGCTCATTTTGTTTTTAACTATACGATCTTGTGCTGTCATAATTGAAATC -TCCTCCTACAATTTAATTATTGTCCAGAGGAGATATTGCCCAACATTATTCAGATACTGTCAAGTGAAGT -CAATTCTCTAGCAATTTATGAATTGTAATGTCAGGTATGTTATTTGCAAGTATTTCTAGATTTTTAAATA -TAGCTTTTTCATCTTCCTTAATTCCTTCTTCATATTCAAATTTAAGCATGATTTGTCCCCCTCAGTATTA -GTATTTATTTTATTTACATTAAAAATCAAATTTACCACCTAAGGCCTCATACGCATCTAGTACATTTTTT -AATCCTTGCTTTTCAGTTGATGTTATCACTCTATCAGAATAATGTTCATCACCTTGATGTCTAATGATTG -TTTTTTTTGAAGAAATAATAGCCTTGATTAAATCATAATTCTCGTTACTTAATTCAACATCATACAATTC -CCAGATTCCATCTCCATTATTATCTCTGGTAACTCCAAAGTCTCCGGTATCAATTTCAAATGTTTTATTA -TCAACCTTAAAAATATACTTATTAATAAAAATCCAATCATCGGCAGTATATTGTATTTTCAGTCTTAATC -CTGGAAGTGAATCTTTTTTTGTTCCTATGTAAACATAAAAGCTATTTACATTTGCATATTGAGGAGAACT -CTTATCAAAATACCATGTTACTTCCTGAACTTCATCATACTGCTTACGCATTTTTTTAGTTGATTCAGCC -AATCGTTTTTTATCTGCATCTTTTTTTTGCTTTTTAATAAGCTGTGCCTTTTCTGCATCGTTTTTTATTT -CTATATTTATGGTTGATAGCAACTGTTTAGCTTTTTTAGCTTCTTCTGAGTCAGGGTGTTTTTGAAGTAA -GTTATTAATCTCTTCTTTTGCCTTATCATATGACTTATCTTTATAATAGTTCTGAATATTATTGTAAAGG -TTTTTAGCACCGTTTTTGATTTCATTTAACTGACTTTTTAATGATTGATTTTCTTGTTTAAGTGAAGTAA -CCTGTGCTTGTAAATTAGTATTTTCTTGCTTAATTGTCTGAATACTTTCACCTAAAGAACAACCTGAAAA -CATAAATATAATAAGAATTAAAAAAAAGAATAGACGAATTTTATACATATAGCCCCCAGCATTAACAATA -TTTTACTAATATTTTATCTTCAATAAGCGATAATTGCAAGAAAATGTAAAAAACGAACTGTTTTGTGGTA -TAATTTACCTAACAAAAGAAGTGAGGTTGATATTATGTTTAATTTTATATCTAAACTTTTTTCTAGGCAA -AAAAACACGATAACGGATAACCCCTATAGTAAGCCAAGTGTCAAAATAGAAGAATATATTGCAAAACCTA -ATATATTTCATGATTTAAACTATATTCCACAAGATGAGACCTTTAAAATTGATTTTATAAATGATAGAAA -TAACACTGTTAAAAATGCAACTGTCGTATTCCCAGCTAAAAATCAATACATTATTATTAACGATCAAAAA -TCCTATATAGATGCTTATTTTGTTAAATATAAAGGTAAGAGTTCCGATAATATTTATCATAAATTTGCTA -CACCAGATTATATGTTCTGGGTAAAACCAGAAGATTATGAAAGGTTCAAAACAGTTTTAATTTATAGGCA -TAATATTAAGGTCAAAAATAAACAAGCAATGGCTGAATTTAACAAAGTAAACGCTACCAAATCATTTAAC -TATGATATTATTTCTAATGATATTTATACTTGTTTTATTGCTTACAAATCTGGTATGTGTGATGCGATTG -GTAAATGGGAGAATTTCTATAAAATTGAAGAAGCCCTTTCAAATATATGTAAGCAAAATAATGGAAGATA -CTATAAAACTGAAAACGCAAAAGCTAAATTTGCCATAATATTCAATCCATCTTATAGAATATTTACAACA -GTTACAGAGCTAAAAAACAAAGGATTTAAAGTCACAACTTTTGAAGATGTAGTTGATTACTTTAAATTAA -ATAATCTATGGGACACTAATAAAATAAGAACATATGCTAAAGAAAATCAGGAATATATGCAGAATCATTA -TAATTAATTAATAATCAATCTATTTTTAGCTGTTTATCTCGAAAGTTATTATACCGTAGTTCATTAATTC -TTTTTTATATTTAATAGTATGTTACAAAATACTGAAAAGGCTTGAGCAAAAAAACCTATCATTATTAATA -TAAAACCATATACATTGAATTCTCTTTCTTTAAAGAACTCATCAACTTGCTTGTTTTTATTGTTAAATAA -AAAAGTATTTGGAGACTTATAAATAATCGGTTTGAATATTAAAACAGTGCCAAAAAAGTTTAATATTAAT -CCAATCAATGCCATTAAGTTTATAATCATAAAGCCCTCTATTGCTAGAGAATTGACTTCACTTGACAGTA -TCTGAATAATGTTGGGCAATATCTCCTCTGGACAATAATTAAATTGTAGGAGGAGATTTCAATTATGACA -GCACAAGATCGTATAGTTAAAAACAAAATGAGCCTGATTGAGTTGGCCGAATATCTTCAAAACGTAAGTG -AAGCATGTAAAATTCATGGAGTCAGCAGACAGCACTTCTATGATATTAAGAAAGCTTACGAGGAAAATGG -TCTGGAAGGATTAAAGGACAAGACCAGAAGAAAGCCTTGTATGAAAAACAGGGTTGCTCCAGAAACTGAG -GAAGCCGTATTAAGAATAGCATATGAAAAGCCGGCATACGGGCAGCTCAGGGCAAGTAACGAACTGAGAA -AACAAGGAGTTCTTGTATCAGCCGGAGGGGTAAGATCAATCTGGCAGAGATATAATATAGAAACCTTTGA -CAAGAGACTCAAAAAGCTTGAAGAAAAGGCTGCCAAGGAAGGCATACTTTACACTGAAGATCAGCTCGCT -GCTCTGGAAAAGGCACAGCAGGAAAAGAATATATCCATAGACGAGATAGATACCCAGCACCCGGGATATT -TGCTGGCACAGGACACTTTCTATGTGGGCTATATCAAAGGTGTTGGACGTATATATCAGCAAACTGCCAT -AGATACTTATTCGGCAGTGGGATTCGCAAAATTATATACAGCCAAGGTACCAGTAACAGCAGCAGATATA -TTAAATGACAGAGTCTTACCGTTCTTTGAGAATCATATGATACCGATAATGAGAGTACTCACAGACAGAG -GAACGGAGTACTGTGGAGCACCTGAGAAACACTTGTATGAGTTATTTCTGCAGATGAACGACATTGAGCA -CACAATGACAAAGGCTAAAAGCCCTCAAACAAACGGTATATGCGAGCGTTTTAACCAAACAATTCTGAAT -GAATTTTATAAACCCGCATTCCGAAGGACAATGTATAAATCAGTTGAACAAATGCAGGAGGATTTGGATT -TTTATATGCTGGAATACAACGAAGAGCGAACACATCAGGGGAAAAGGTGTAAAGGCAAGACGCCGATGCA -GACATTTCTTGACAGCTTGCCTCTTGCCCGAGAGAAGCTCCTGAATGATCCTGCGAGTTAATTTGTAGGG -TCTAGCCCGCCCGGCGATGAGGGCAAAAAAGATATCAGACCAGGCGCCGGTTTGACATAGAAAGGCACCT -CCATATTGGAAGTGCCGAATAAACAAAACTTAATATTTCCCAGAGGAGTGTCAACCCAAGTACCGTTCAG -GACACCTCTATATTGAATAAGACTTAACTTCAAGTACTCGAACAAATGTCTTATTAGTTTAAGGTTATAG -TGGAAGCCATTCTCTTATGGCTTTTAAACCTTTATAGGTTTTAGATAACGCACTATTACTTTTTAAATAA -TTTAATCCTTCAAAAGTAATTTGTGAATTCTCAAATGCCACTCTAGGGTCTAATGTAAATCTTACGCCTT -TCAATAATCCGGCATCTCTTATCATTATTGAAATATCCCAAAATAGGTCAAACTCTATATCGTAATCTTC -ATGTGTTAAGTTTTTATTACCCGATTCTACCTCTTTAAGTATGCTGTATATTATTTTTTCTCTTTTTGAT -ATGCTCATAGAATCACTCCTATAAAAAATTTTATAAGTATCCACCAACAGAATAATTAGGATTAACTTGC -AATAATTCAGGATGTTTATTTAAATAGTTCCAAGCCCAAGGCTGAATGTTATAAGATATTTTAAAATCCA -TATTGATAATATTAGAAGATCTGTATAGGATTTTGTAATATATAAGTTCATTAACTACTCCATTACTATA -TGATAATCTCTGTGTTCTAGTTTGGTAATCAATATAATAAGATAAGATTTTTTTCTCTTCATATGTTAAA -TTTTCCAACCGCTCTTCTCTTTCACTTATTTTAAACTTTACTTTAGATTTTAACTTTCGTTTCTTTAACA -AAATAACACTAATATCAGTAATCCAAAATCCAAAAGAAATTAAAAATCCTATTCCTATCCATATCCTATA -TTTTGATATAAATAATTGTATCCCTAAACTATTTATGATATATTCTGGAGAAAATAATAATATCCCTGAT -ATTAAACTTATAGCAAAAAGGTATCTTGGTGATTTAAAACAATTTATAAGTTTTGTAATTATATCAATAT -TTGTATCTGCCATATTTCCCCTCACCTGTTTTTATGTTTCTTCAGATTATACGCTACAACAAATAAACTA -TATTTCCCATCAGGCTGCTTTGTTATCCTTATAGAAAAATCTCCATGTTTTCTAGTTCCATTAATGTAAT -ATGTGCCATATTCATCATCACTTAGCGTGATAGGTAATCCAGAGCTATTAACACTTCCTAAGTCATAGTA -TCTAACAATTTCATGTTCAATTGTGCTATACCCTAAATCATCAATTTTTGTACACAAGCATTCCATACTG -ACCCCCTATATTTGTACGTCATACTTAATTATACCACCAAATATAGTATATGACAAACAAGTGTTTGGAC -AAATGGAAAAAAGAACCCTGCATATTGGCAAGGCTCTTAGATTGAATATAGTGTTATTTTCGAATCTTCC -TAATGTTGGTCTTTTTCGGTGGCAGAATGTTTTTTATCGGTGTAAAAGACGAATGACTTTCTTTAACATC -TGTATCACTTAATGCTACGTATTTTCGGGTCATATCTTGAGTTGTATGTCCCATTATTTTTTGTAACATC -AGAGAGTTGCCACCATTACGTAAATAATACAAGGCAAAGCAATGCCGTAGTGAATAAGGTGTTATATCTG -TGCCAAGTTTTTGAGAATACCTTTTAAATCTTCTGGAGAGTACTTCGCTATCCAATGTTTCCGCTGAACA -ACTGCAAAATACAGGTACATTATTATTCCAATCCTTTGGTCTAGAACTAATTACCTTTGTGATAGGTCTT -ACTGTTTCAATACTAAGGGGTAATGTCCTTGAAACTCCTGTTTTTGCCAATTCAGCAGGGATAGTTACAC -AATTATGTTTAATATCAAAATCAGATACCTTTAATGTAAGAGCTTCTTTGGGTCTTATACCGCAGTCCAT -CATGAGTAAAATGAGGCAATGGTCTACTAAACCTGTGAAACTACTTTTATCTGGTAATGCTAAAAGCTGT -TGAAGTACATCAACAGGAATATCAATTATTTTGTCTTGAGCCTTGCGTTTTGGTAACTTTATAATCGGAT -TACTTGTTATTATATCTTCTTCCTTCAGATAGTCAAAGAAACATTTAAGGTATGCTCTTCTAAGATTATA -CGTTGCTGGTTTAATATTCTCTCCCATATATCCCAATACTGATGCTTCAAGGTCAGCTAATGCATTAGGA -TATCTTTTGAAGAAGATATTTACATGTTTGTCATAATCCTTTATTGTCCTTTCACTTTTTCCTTCAGCTC -TTTTTAAAAGAAGAAAATCACTGAGTGCTTTTTTCCAATCAGCCTTTTTGATTTGTTTGTTTTTCATTCA -AAACCTCCTCTGAAATATCAATTGCAAAAGAGGTGAGTCCACTGTACTTTAAGCACATTTGTTATAGTCT -GGTGGATTCGTTACTTTTAAAGCAAATATCCAGACAAAATAAAAAGTGCCATAACCCTTATGATTACTGA -CACTTTCTACTTATTCTTAAAACTTTGGCGTCCCGGACAGGAATCGAACCCGTATCAGTGGAACCGGAAT -CCACCGTCTTATCCATTGGACTACCGAGACATATTGATAAGTCCACCGATATATTATAGACTATTGTGGC -TCATTTTACAACAACACAAGATTGAATTCTTTTGATATGTCACTATGCGTAAAGTCACAATGTACTATTA -AAAAATTTTGTTGTGATCACACCAAGTGTTTTATTCTAGTTTCATCGAGTATATTTAATCTTAAATCATA -CCCACATTCGCAATACCTGTCACTATTTTCACGTATAACTTTACAATTAGGACATTCTTTCATAAATCCC -CCTCCAACACTTACTCAACTTTTTTTATTATCATATCACCCTTGCAATACTTGCTATAGCCATTGCCGCC -GGAACCAATAAAATCTGTGCCAGCATGGTTCCTACAATAAGCCCGCACACAATAAATATTACGCAGCGGC -TGAAATCCAACTCTGTACAGTCACCTTTGATAACATCATCTGTCATCATTGATATGTAAGGGTCAATAAA -CAAAAACATAAGTATTGTTGCAACACCATTTATGGCTGACGACAAGGTGCTGCAGGTTGTTCTGAACTCA -GGGTAAAGGCATCCGGCATATAATGAGGCGAGTACACCGACAGTTGATATGGAGGATGTAATTACATTTA -AAAACACTATTTTCTTTGGAATCTTTCTCAAACTTTTCAATTGGGATAAATTTTCTTTTTTCGGAATGGT -AATACTCTTCTTGAACTGTTCAATACCCGATTTAGAAAATCCATGTAAAATGAGTCTGGGAACAGATCTG -TAAACACTAAAAGATTCAACTGCTTTGGTAAAAACTCTTATAAATGTAGGCAGGAGCATTGCACCGATAA -TTGTGGCAAGAGTAGCTGATAGTAATATCCACCTGAAAATGTACAGCATACCGCCTGTATTTCCGCTTTC -AATGCTCTTTTCAATGGTTTTTGCAAGCAACGGGGCTTGAAATGTATTGGCTGTCCTTGATAGCAATGCA -AATACGTTAAATATGGCAAAAGCAATAGCTATTCTCCCTGTCTTTACACCTACTATTCTGACACTGTAAG -CAAGTGTTCCAACAACATATATCACAAGTGTAAGTACAAGAACGGCTATAACTTGTATGGTCATTTATAA -ATACCTCCATTATAAAATGTAAGTATTCTACATTTATCGGCCAATACCTTCTAAAGCAGTTAATATATTA -CATTATAAGGCTATAAAAAAATCCGTCTAAGTAGTTCTTCTACATATACGGATAGTTTACGATAGCAATA -TAATAAATTAACCTACAATCTCATTATAACCAGCGAGAGCAAATATTGTATTGCGGAACTGATTAGTGCA -TTCCAGAAAAATACAAGTACAAACACCAATCCCCTTACATTGTTAGATAACCTGAACAACATGCAAAGTC -CCCTAGTAATTACACCATTAAACCAGAAATATGACAATATTCCCATAACAGTTGTAATAAACAATAAAAT -CATTGAGTCAGTAGATAACGTCCACCTACTGCTAAAGTAAATTATAATATCCATAGGAGTTAATATAATG -TTAGCTAGGATATAAACCTTCATAACCTTTGTAATAAGGCTGGAATACGTATTCACCACAGAAGCATTAT -ACCTCTCGCTCTTCTTCTTAAAATGCTTTATAACGTCAAAAACAGGGTATGAGAAGCAAAGAACATCTAT -AAACCCTATTAATAACGCAGTTATCAGTAAAATCGATGCAGTTTTAAGGTCAAAACTTAAATTAGTTATA -AAAAAACCCTTAGGATTTTGGGGATTGAGTATATAAAAAATAACATCCCGTAAACCTACAAAAACTATAC -CAATATAAAGCCACAGGCTTTTGTCTGTGAGCTTTGAATAAAAGTCTTTTTGCAGCAAAAAAAAGTCAAT -GAATGTATTGTATTTCGATTTCATTTCTGCTCCTATCACAAAACGCATTTATCATTTATATAATATATAT -TATTTAACAGAGTTCAATCAATATAGCAAGACATTTTTAAAATATTTCTATTAAAATATATGCCACCGCT -GCAATACTTCCTATAAGAGCAGAATTAATTATGAGAATTTTTATAAACCTAGATTCGTTGAGCTTTCTTT -TTAATTGCTTTTTGCTCGGTGACTGTTTTCCTTCCTTTTGTAGGGTTGCCAGATTTCCCTTGTTTTCTTT -AATATAGTTATTAATAATTGTCTCTGCCTCCCTTAGAATAAATTTGTTATTGGATACGGAACTTCCCTCA -CTTTGCTGTTTTTTTTCATTGTCACCATTTTGCGTATCTTGTTTCATTACCAGTATAGCCTCCTCAAACA -GGTTTGAATGTATGTCTCTTAGTACAATTACTCTCTTTTCCTTGCCATAGAACATAGTATCCTCCATAAA -GAACATTTATGGTTAGTTTGTGAATATTTTACAGGATTATTCAATGCTAACTCACTATAATGGTTTCCAA -ATTTTAGAAACAATAACCATCATGTCATCTATGGGCTCTTTGTCCTTACAGCGTCTCAGAGCTTCTTCAA -TAAGATCATCTGCAATTTTTTGAGGATTCTTGCTTGTCATCTGGGAGATTACATTTTGGACTTCTATAAT -GCTATCATCACTGGTTTTAAAGGAATCTACTATTCCATCTGATACCATTATGATATACTCTCCGCTATTA -ACATTTTTATGAATCAGCTCCAGTTCAACATTGCTTAGTATTCCCGCAGGAAGTGAAGCAGCCCTTATAA -TCTCAACATAGTCCGCCCGTTTAATAAAGGTAGGAGCTGCACCCACCTTTACAAATTCAACCTCTCCGTC -ATATAAGTCCACAACAGAGATATCAATAGTAGCAAAGGATTCATCATTAGATTTCAGCACAAGAATAGAG -TTTATAAGTTTTACTGTTGTATCCTTATCAAACCCCGATTCCATAAACTGCTCTATCAGGTTAACAGTTG -CCTTGCTTTGCAGACATGCTTTGTGACCTGTTCCCATTCCATCGCTTAAGGCTGATATATATTTACCGTC -ATCGGCGTTTAGAAATGTATAATTATCTCCTGACACTTGCTTATCATCCTTTGCAATTCTTGCAACACCC -GTTATTATTTTGAATGTTTCTTCTTTAACAAGCTTTATGCAACACATGTTAGTTTTGGTGTTAAGTCTGC -AATCACTGCCGCTCTTAACCATTTTGCACCCTATAGCATCCGATACCACTTTTTCTACACAGCCGATACA -GTTTCTTTTTCCTCCACAGCCTTTGTACGATAATGAGATTTCATAGTTTCCGGCTTTATTCTCATATACA -ACTGCTTCCACATTACGTAAACCTTTTTTTGTTAGCTCCAAAATTATGTTATTTTCAATATCGTCCTTAA -AAACGATATCTGTATTTAATTCAACCGCCAAATTAGAGACAATCGTTGACATACTCCTCATCTGTTGTGA -AACCAAGCCTCTGCTTTCGCTGACTCTGCTTCTCCAAACTATATCTACCTTGAATAATTCATAGGTATAG -TTTATAGCCTTTACAAAGTCATCTATCCGTTCACACCTGTCCATAAAATACTGTGGAATATCCTGCTGGT -CAATCCAACCTTTGCTGTCCAGTTTCTCGACTATTTTAAATAGTATCTGATATGTATTGCAGAAATTCTG -CTCCCAACAATGGCTGCACAGGCTGCAGTCCTTGCAAACCCTGTCTGCGACCCTGTCAAAAATGGCAGTA -ATGTCGTGCTTTTCGGTAATTGCCCTTGTTTCGGAAATTTCATCAAAAGTTTTAGCCATTTCTCCAAAGG -CCTTTGAGAATTTATTGAGTTTTTCTACTGTTATCTCTTTAATTCGTATACTGTAACCTTTTTTATCTCC -TCTTGCTGACAATGCTTTATTGAACTTATTTACAATTACATCAGTAATTTTATCCGGGATTAATATAAAC -AGTACAATGGCCCCAATTATCTCATACAGGTAAATAAGTACTTCCGTAGACCCGTTAGTGTAAAACGTTA -AAACTGCATTTCCCATCAAAACACCTATACATGAGCCAACTTTCCCCATTTTTCTTAAAATTCCGGAAAG -TAATCCGCAAAAAGCATATGAAGAAACCATAAGGGGGGAAGAATTTGACGAAATACTTATTACGGTCCCA -ACAATTACTCCTATGGCAGCTCCGTTTCCAGCCCCTGTTCTATAGCTGAATACAAGAATTATTAGAATAC -ATAAAATATTTTTCAGACTGACACCAAGAACCGTCCATGTCCCCAACCCTCCAATAGAAAGTGCACAGGC -TATAGCTATACTCAAGACCTCTTCATTTGTCAGGACGTACCTTTTAGTAGTACTTCCCAGAACATCAAGA -ACATTCTTAAATACAAAAACAAGTGCAAAAATTATAAATCCGTTCAGAAGCGATTTTAAAATATCATATA -AAAGAAAACCTTGAAGATATGTTATAAGCATTTCAGGTATCAGAACGCCGACAAAAGCTGTCATAGCTGT -TCGCAGTGATGAACCTACGCTTTTTTTGAAAGGAATATTCATGGCATTAAACAGCAGCATGGACACCGCT -GCTGTGTATATCTGGATTGTTGCCCCGGAAGTGAGCATTCCTGCAATTATAGCAAGTGCCATCAAAACCC -TGCTTAAATTCAATCCCAGCGTGGCTGCATATAACGCTACGCCAAAAGGCATCAACCCTCCCATCAGGGA -TATCCTGCCCAGCAGAAATGCTGCCGGAATAACAATCAGATTCAATTTATTTGTTTTATTCAAATAGTCA -AGCAGTGCTGCTGCTTTTGAACTGCTGTTTTTATGAAGCTTATCCCTATATACCCCTAAACGGTTATATG -AAAATGTTTCTGTTTTCATTTATCTAGTGACCCCCCGCCTTTTTTATCTTCTGTGTGATTACCCGGTTAC -GGTATGCAGAATTGATTATAAGGCAGGAGTATAAAAATATTTGTCACTTTTAGTATTTAGGAAATAAGAT -ATTTTAGACAGTTATTTTCAAAATACCTTAATTTTATATCATTAATTAAAGTAATTATTCTTAAGAATAA -CTTTTAGTAAAATATAAATAATTTCATATTATGTCCATCGTGTCGAAACTTTTAACTGTTTTCTTTAATA -AGTTTATGCTTAATATCCCAGAGTTTTTGGGACAAGTCTACATAATATTTGTGAGGAAACTCAAAACGCT -TTACCTCGTCCCACAGGAAATCAATTTGTTCCTTGCAATATTTTCTGGTTTCCCGGATTGACGGAACATC -GTATACTTTTTTTCCGCCTATAAAAATTGGTACCATAATTTCCTTCGCAGTAAAATCTGTGATTGTCTTG -CGTTTCCATGTAGCTTCCGAGTCAAAAATTTCCAGTTCCTTGGTTTGGTCTATAGTTTCATCATATACAC -AAAGCTGGTCTGCAATAGCTTTACCGCTTTTATTTTCAAACAAGCGATATACCTTTTTGAAATGGGGATT -AGTTATTTTGGTTACATTTTCACTAATTTTTATTTTTGGTATGATATCACCCTTTTCATTCTCAACGGCA -CACAGCTTATAAACCCCACCGAATACAGGCTCACTTCTTGAAGTAATCAACCTCTCCCCTACTCCAAATA -TATCAATACATGCTCCCTGTGAAATCAAATCACTGATTATATATTCATCTAGAGCATTTGAAGCTACTAT -TTTACATTCCGTAAGTCCTGCATTATCAAGCATTTCTCTGGCCTTTTTTGACAGGTATGTCATATCTCCG -CTATCCAGACGTATTGCACATTTTGAAATGCCCCGGGGAAGCAATACTTCCTTAAACACGCGTATAGCGT -TGGGGACACCGCTTTTAAGCACATTATATGTGTCAACAAGAAGAGTGGTGTCATGGGGATATAATTCACA -ATAGGTTTTAAAAGCTTCATATTCATTATCGAACATTTGGATCCATGAATGTGCCATAGTCCCACCCGCA -GGCACACCGTACAATTTATCTGTTATAGTACATGCGGTCCCTTCACACCCTGCTATATAGGCAGCCCTAG -CACCAAGTACTGCACCATCCGCGCCCTGTGCTCGTCTGGAGCCAAATTCCAGTACTGTTCTGCCTCTGGC -TGCCCTCACAATACGATTCGCCTTAGTAGCAATAAGAGATTGATGGTTTATTGAAAGAAGCATAAAAGTC -TCAATGAGCTGTGCCTCAATTACAGGAGCTTTAACCGTTATAATCGGCTCATTAGGAAAAACGGGAGTTC -CCTCGGGAACAGCATATATGTCGCCGCTGAACCTGAAGTTTGAAAGGTACTCCAAAAAACCATCTGAAAA -CATATTGAGGTCTTTCAAGTATTTTATATCGTCTTTTGAAAAACGCAGGTTTTGAATATATTCGATAACC -TGTTCAAGACCGGCAGCAATAGCAAAACCACCTTCATCAGGCACTTTTCTGAAAAAAACATCAAAGTATA -CAATTTTGTCGGCAAAACCATTAAGAAAATATCCGTTGCTCATTGTAAGCTCATAGAAATCACATAAAAG -AGCGTAGGTTTCATCAGTCATAAAAATACAATCCTCCAAATAATATCCGTATATAATAGTATTTTACATA -AAATCTTAGTATATTCAAAAGCATATACCAAAGCAGTCAAAAACTCCGAAATATATACTCCATAAACAAC -ACCTCTGAAACTTTCTTAAAAGGCTTCAGGAATATATAAAAAAATAAGACTGTATTTTAAATACAGTCTT -ATTTTTGGTGGGAACTATAGGGCTCGAACCTATGACCCTCTGCTTGTAAGGCAGATGCTCTCCCAGCTGA -GCTAAGCTCCCGATTGGTGACCCATAGGGGAATCGAACCCCTGTTATCGCCGTGAAAGGGCGGTGTCTTA -ACCGCTTGACCAATGGGCCATAAAATAAGCGATAGGCTTTATCACTTAAAATGGTAGCGGCGGTGGGATT -TGAACCTACGACCTGCCGGGTATGAACCGGATGCTCTGGCCAACTGAGCTACGCCGCCATTTTTATGTCG -CCCGTTTTCCAACGTGCTTTTACATTATACATAAGAAACAGGACATGTGTCAATAGGAAGTTTCATTTTT -TTATTAAAATTTAAGTCTTTGTAAAACTACCGCAAAAAGTTAATAAAAAATCCCCACACCGTAAGGTATA -AGGGACATTATTTTTAGGAGGAATATATTTTAAGACCGGCCGGCGGAATAAATCCGCCGACCAGAATGGA -TTGTTTTCTATAATGTTAATTTTAAAGGAAATAATTAATTTTGTATATGTATAAACTATTTAAAGATTTT -AATTAATCAATAAATATTATTGTACAGTTTTACTCCTGTGATCCAAAAATAGCCACATATTGTCTGGAAA -GTCCAAATATCCTGTTATCCCATTTCAGTATGCTCTGTACGAATCCAAGTGAATCGGCATGATACCGGCC -AGCTATTTTCTGAAAACCCAGAAGCTCGTAAACTCCATCGCCATCAAAATCAACGGGATATAATCCGCTT -AACGGGTCAACCCATCCTTCAATGGGTGCTTTGAGAATTCCCTCGCTGGTATAAATTTCACTTAGATACT -CTCTGCCTTTATATGTTATATCCAATATGTATGTGGATTTCTCAACCGGGTTTTGAACCGACACTTTGTA -GTAATTCAGATAATTTACCTTGTACTGATATTTATTATTGAAGTCCTCATAATTGAATATCATTGAAAGA -CGGTTATTTACATCAGAAAAGACATAATAGAACATAATACCGCCGCTTCCGCCGGAATTAATTCCTACTA -ATATATCGTTTATTCTGTCTCCCGTAAAATCTCCCAGAAACAGCCCCGGAGCATAGCCTGCATCGGAAGG -AAGTTTTGCACTCTGTTTAATACCTGTTTTTCCATCCTTTATAACAAGAGTAATTTCACGCAAAAAATTA -CTGTCTGGTGTTCTGACAGCAGTAAGATATACATAATCGGGAATCCTATCGCCGTTCACATCACCATAGG -CACTGGCAACTACATTTCCGATGTCGTTGGGAAATTGACTTGAATTGTTTGAATACAGCATTGAGTATAC -CCCTTTTTAATGTTTTAAACTGTTACTATATAATATGAAAAGTATTAATATTGGTGTAATTATATGTTTT -TACCTCATCCAAATATTGTATAAACACTGCTCTTCAAGGGTATAAATATTAATGCCACTTTCGTACTTCG -TTTTTTTTGCTATATATGTTCTTCAAATCCTTAACATCTAATATTATTATATGGAAGTGAGTAATTTTGG -ATAAGGTCAGGTGACCATATGATAATTCGGTGTGAAAGAAAGGAATTTATTCAGGAGGGTGATCAACTGG -CAATAACCAGAGATGACAAGCTAATCGGCTATGGTAAGGTTATCGCCCTTCTGGACGAACATGTGCTTGT -AGATATTGATGATTCAGCCAGCAAATCATTATTTGAAATTTTCAGTGAAGCTATCCCTTGTGATTTTACA -TTTGTCAACGAAAAGTATACTCCAAAAAGCATCGAGTAGCCGTCAATATCAGATATCTGGGTATTCAGGG -TAATCGTTTGCGAGGATCAACCGCATACGATTACCCTGACAGGTAGTAAATTGTACATACTATGTTAACA -TTTTGTTTTAAAAAACATAACAGTTTATTAACTTTTTCTTCGTAAAATATACATAATTTACAGCTATTAT -ATAAACATAAGATGACCTTAATAAAATTTTAACGGATAGGAGGATTTAATTATGTATAATAATAATGATG -ATTGGAATAACCAATTCTATAATAGTTCAAATTTTGAAAACAACGAGATTATAACAATACCCCCAAAAAG -AAAAAAACATAAGTTTACTACCTATTTATCACTTGTACTTATAACTTCATTGGTTACCGGGGCTGCAGTG -GGGGGCGGAATGTACTACAAGTTTTCAAAGGAACTTGAACAGCAGGTGGGAGACCTTCAGAAATCAGTTG -CACTTTCAGCTAAGAGTAATGGCAATTCTACGGCAGCTACTCTTACCTCGGCTGATTCCCTTAAAGCAGC -CACTCTTTTAAATACTTCAGCCGGCGACCTCAGTATATCTGAAATAGCAAAAAAGGTTGGTCCCTCAATA -GTGGGTGTAACAATGAGTGTGCAAAACAGTCGTTCCTCAGGGTTCTATGGTTTTGGAACACCATCAAGCT -CCAGTTCTGAGGGTTCGGGTATAATAATCAGTTCTGACGGATATATAATGACAAATTACCACGTTGTGTC -ATATGCAGACCCTAAGAGTGGTATAAAAAATACTACACTTACAGTGTATTTACCTGATAAAAGACAAGCA -AAAGCAACATTTATAGGTGGTGATGAGGACAACGATCTTGCTGTTATCAAGATAAACCTTACCAATTTAC -CTGTTGCAGAACTTGGCAGCTCCTCTGAGGTAGAAGTTGGAGATACTGCTGTGGCCATTGGTAATCCGCT -AGGTATGGAGTTTGCAGGTTCTGTAACAGTGGGTGTGATAAGTGCACTAAACAGGCAAGTTGACACGGGC -AACGGTCCTATGGATCTTTTTCAGACAGATGCTGCAATTAATCCCGGTAATAGCGGCGGTGCCCTTGTAA -ATTCAAAAGGACAGGTAATTGGTATAAATTCAGCAAAGATATCCAAAAACGGCATTGAAGGTCTTGGCTT -TGCAATACCAACGGACACAGCAAAACCGATAATTGAGCAACTTAGAACCTATGGCTACGTTAAAGGCAAG -CCCCTGATGGGAATATCAACTCAAGAAGTTCCGGAACGATATTCTGAAATGTACGGAATACCCGTCGGCC -TTTACGTTGTTGAGGTAACTCCGGGAGGAGCCGCAGCAAACGCAGGAATTAAAGCAAAGGATATTATTAT -AAAGTTAGACGGTAAGAAAGTAAAAACGAATGCAGACATTGATGCAATTAAGAAACTGCATAAAGCGGGA -GATACTGTAGATGTAGTAGTATCAAGAAACGGACAGCAAATAACTCTCAAGCTTACATTTACTGAAGCCA -ATCAGTAGTTTGTAAGTTTAAACGGCAAACCGGGACTTTGAAGTTTTACCCCCTAAAGTCCCGGTTTGTT -TTTTATTTGCAGCTCCATTTTATGAAAGAATTTTTCACCTAAAAGTTTCAGATATATATCACTCATAGCC -TTTTCAACCTCTTTATTTACGATGTTTATAGAGTTTCCGTCAATCGTCTTATTTTCCATTGGTAAAATCA -TCAGATACATCGGAATATCCCATATAGCATAAACAATATCAGGCAAAAGCCTGAAACCGGCTTTTTCATA -AAACCTGATCCTTTTTTCCCTTATATTGCGTTCTTTTTGATCCACTGCATCCTCCGGCTTTTCAACCTCA -ACAATAACACTTGTTTCGCAGCAATATCTGCTTTTAAACATTTTGAGAAACTCTGTTCCGAAGCCTTTTC -CTCTATATCCCTTGTAAACTGCCAGTAAGCTTATTAGAACAAAAGAATTTGTACTGTCTCCGGTACAAAC -CGAGTAAGCCACATCTATTCCCTCTTTTACAAGCATAAAACCCTTTTGAATACCTTTTTCAAGCTGTTTG -TATAATGTATCATAGGGCGGGTACTCCCCCGGAGCAAAGTCATTTTCTATATTAAAGTATAGGTCGCGAA -GCTCTTGCAAATTAATAGGTCTTAAATCGTATTCCACTTTTCATTCCTTTCATATATATGTGATATCCCT -TTATATATTTATCTGTCCTCGAATAAAAAATCAGTTATCTCTGCTTCCGTATTTTCTTCAATGAATCTTA -TGACTTCATTCAGAACAGCATTAGCCTGTACTCTGCCTGTAGACACACAAGCTACACCTATTACAATAGT -CTGATATAGATCCTGCTCCTCTATTTCAGCTATGGATATGTTAAATTTGTTTCTAGCCCTTTGCACTATA -CTTTTAACAATCATACGCTTATCCTTGAGGGAATGGCACATAGGTGCATAAAGCTTTATTCTCAGGGTTG -ATACTATCATACCTCTTCCCTTTCTTATTGAATTTTTTTTATATTAATAGCCCAGTTCCTCTCCAACTAG -TATTACCTTAATTCTGTCTTTTTGGTTCTGGTATGCACTGACAACATAATTGCAGCATATTCTGTTTTGT -CCGCCACAGCCGCTTGTCATGAAAGAATTTCCGGATGTCAGTCCCATGCACTCTCCTTTTTCCTTGCAAT -ATGTTTTACAATCAAGCCGGGTGGCATTGGCGGGAGCTGCCATGGTTTTCACCCTTTTTACTGCCTCATC -CAGATTTCCTACTATTTTATTTATACCCGCTACAATTATTACCGATTTCGGACCGTAGCATATAGCAGCG -ACCCTGTTGGAATTGCCGTCTACATTGTATAGTTCCCCATTTTCCGTAATAGCATTCGAACTGCTGAGAT -ACACATCAGCCAAAAAGGATTTTAAAAAGATTTCTCTCATTTGTTCAGGGGATAATCCTTCTTCATATCT -GTTTAGAAAAGTATATTTTCCCGAACGGAGCAAATCTATAACCCCTGCTTCAAACAAGCTCATAGAACCG -CCTACAGCAACCGTGTCCCCTTCTTTAAGCAATCCAGCTACCTTCCCCGCTACATCTTTTACATTTTCAA -CATAGTAAGGCATCATGTTATTAGATGCCAGATTCTCCATAGTTTTCTTTATTCTTCTATCTAAAATCGC -CTTTACATTTTTATCCATTTTTCATCCCCCCATATTTAAATTTTCAGATCCCGCGGGCCTTCAGACTCTG -GTTTTATGAACAGCAGGAGTGCTTTTTCAAAGGCTTCATCATTTTCCTTTGACCTTTTTCTTATAGTACC -TGTTCTTCCTCCTGCCCTCCTGATTTTTTGTCCCAGATGTCTTTCAAACAACAATCTGTCGATATTGGCA -TCCGAATATATCAGGCCATTCTGGTTCAGAACCTTTGCACCTTTACCCAGTCCCATAGCAGCTACACCAT -AGTCCTGGGTTACCACAATGTCACCCCTCTGAACCATATTGATAAGCTTTATGTCAACACTGTCACGTGC -CTTGTCTACGGTAATTACCGTACTGTATCCATCATTAAGTTCGTGGCTGGTATCAATAATCATGATGACA -GGAATTCCATATTTCTTTGCGTTTTTAGTAATTATATCCTTTACCGGACATGCGTCGGCATCAACAAGTA -TCTGCATATAAGTTCCTTCCGGCTTTCCTTTTATATACTATTCTATACCAAACTATTTAAAAATCAACGC -TTACATTTTTACAGAACCGCCTGTAAATCCGTTATAGAAATATTTTTGCAGTGAGATAAAAGCTATCAAA -GTTGGGATAATGGCTATTATTACACCCGCACATATTACCTCCCAACGCCCTCCATAAGGCCCCTGGAATC -TGTAAAGGGAAGTAGAAACTGTGCCAAGAGAGCTTTTTGGCATATAAAGCAAAGGCGTATAAAAGTCATT -ATACACTCCTGTCCCCTTTATAATGACAACAGTAGCAATAGCCGGCTTTAAAAGCGGTAGTATTATCCTC -CTGTATATTGTAAAATATGACGCACCTTCAATCATTGCCGACTCATCAAGAGCAACAGATATATTTGAAA -TAAACTGTATAAATATGTATATAGAAATAATATCTGTCCCAACACCCAGAATCATAGGTGCCAATCTGGT -ATTTTGAAGATGGAGTGCATTAATAACCTTGTAGGTAGCAACTTGTGTGGTAATTCCCGGTATCAAGGTA -GCCAATAAAAAGGCTCCCACTACCAACCCGCTGCCTTTAAACTTAAAACGGTCTAAAACGTATGCTACCA -TAGTACCTATTATTATTGCACCAAAAAGAACCACTGCCATGATAATAACTGTATTGACAAACCCTCTGAG -CATACCCCCATCTGAAAAAGCATCATGAAAGTTACTGAAATTAAGCCAGTCCTTTGGCGGCATCAAAGGG -TTGGAATTGGTGTATTCACTTGATGTCTTAAAAGATATAAAAAGCACTACAACTATGGGAAGTAATGCAA -TAAACGAAGCAATTAACAATGTTATGTATTTTAATACATCAAATGTATTTATCTTTTTTGAAGCCATTAT -GCATCCACCTCCTTGTTATCGCCAAATAATTTCTTTTGAAGTAGCGTGGTCAAGACGACAATTATCAGCA -GTACTATCCCCATGGCAGAAGCCAGGCCGTACTTACGCCATTTGAATGCGGACTCAACTGTCCTTATAAC -AAAAGTCATACTGCCGTTTGATCCCCCGGTCATTATGTATGGTACCTCAAAAGCACTGATTGATCCGCTT -ATTGAAAGAATTACATTCAATTCGATTACGCGTTTTATGAATGGAAGAGTTACATACCAGAACTGCTGAA -ATCTGTTTGCACCGTCTATTTCTGTGGCTTCATACATTTCCGCAGGTACGGACTGTATTGCACCTGAAAA -CAGAATAAAATTATAGCCAAAAAACCTCCATATTGAAACAGCAACAAGCGAGAAGTTAATTATTCCCGGA -TTTCCCAGCCACTTTTGAGTGTAAGCACCAAGGCCGATAGCCGTTATTAAGCTGTCCATTGTTCCTTCTG -GACGGAAAAACAGCATAAACATAAAGCTGACTGCAACACCGTTTAAAAGGTATGGGAAGAATAAAACTCC -TTTGAAAAAGCTTTTGAATCTGACTTTATAGCTCAGTATAGAAGAAAAGTACAGAGCCAGACCAATTTGA -ATCACCGAACCGCCAAGGTAATACAAACTGTTCTTAAATACAATGAAGTTTTCCTGTTTTGAAAACAGGT -CAACATAATTTCGCAGTCCTACAAACTCTTTGGTTTTAGAAATGCCATCCCATTTTGTCAGGCTATAATA -GAACAGGTTTAATGCCGGGAAGTATGAGAATACAGCTAAAAGAAGAAGAGGAATTATCAGAAACGCTACA -ATAATAATTCTCTTTTGAACCTTGTAGCTTAGATTTGAAAACATATTGCACCTCCGATTTCCAGTAATGC -GAATCAGCCTTTATTATTCAACTCGGATAATTTGATTTGGTTTAAATTCAACAAAGGGGAAAATATTTCC -CCTTTGTTGAAACGAAATATTTAGGATTTTTTACGAATTGATTACTTACCTATAGTTCCTTCTTTTATAA -GCTTTGCTCTGGTATCAGCCCATTTTTTGTTAAGGCCATTCATAACATCATTATATGTACCTTTTTTATT -ACCTAGTGCTGTATCTACAATATCCTTCTTAAAGTTTTCATTCCACAAGCCTACTTCTGACTCTTTATCT -ATAGCATCCAGCCATCCGTTTTCGTTTTTGGTTACATCATTGATAGCTCCCTTATCAATAAGGAGTGTTA -CTCCCATATCTTGGAAGTTTTTTAATGTATCAGGATATGCGGAGCCTTTAAGTGATGGTATAAGCCCTTC -ATTCTGAGCATAGTTTGATTCATCAAGGAACCACCATAAAAATGCCTTTGCTGCTTCTATATTCTTACTG -TTCTTACTTATGCAGAGCTTGTAGTCGCCTGCAGCCTGTGTATACATTTTTCCGTCAATATTATATGGGA -ATGGCATGTATGACACGTCATCCGGATTTTTTGCTTTTGATTTAATCTGTGGAATTGCCCATGAGCCTAA -AGGCATAGTTGCAATTTTAGCATCTGCCAGTAGTTGCTTTGAACTTTCCCAGTCAGTAGTCATCGGATCG -TCCTCAACCAATTTCTGACTTACAACATCAAATAAATACTTGTAAACTATGTAGTGAGGTTTCCCGGGTG -CAAACGGATCATCCTCGTGAAGCATTACCTGATTAGTGTATGTATCACTGCCTGACACGCTATCTATGTA -TCCTTCCCATGCATTGAGGGCCCAGCTGTCCTTGTAGTTTGTATACAAAGGAATAGCGTCTGTTTTTTCT -TTAATAAGTTTCAAATCAGAAAGGAATTCATCCTCAGACTTCGGCAAAGAAGTAATACCAGCCTTTGCAA -ATACAGCCTTGTTATATACTATACCCTGTCCGTTTCCGTTAGGTGGAATTCCGTATATATCCTCACCTAC -ATATCTGTCCTGAACAAAATCATACTTCTTTTCCAAATCTGCTTTTTTTCCTAACGGTATGAAAAAGCTA -GGAAGATCCGAATCCTTCATTTTTGCAGACATGAATAAAACATCACCGTATTCGTTTGAATTCATTCGGA -TTGCAAGATCACCTTCATAATCCTTTGATGTCTCAATATTTACTTCTATATTAGGATAATTTTTATTAAA -TTCTCCAATATAATATTCCCAGTTTTTGTCATAACTGTCCAGTTCCATATCAGTTCTGGTATTATAGAAC -AGAATTTCTCCTTTAATATCCTTTGCTTTTGAAGTTGTACCTGCTGCGGTTGATGACGCTGACGAGGTTA -AATCTGTGTCATTAGGCTTCTCCTTTGATCCGCATGCAGTAAAGGCTATAGCTATCATTGCCACACTCAG -AACTAATGGTAAAATCCTATTTTTAATCATTTTCATTCCCCCTATAATATTAATAAAGTAAATAAGGTTA -ACGTTTAAGTTTAGATTTAATTAAATTATATATTTGCATCCTTAAATTGTCAACAATAGTAAAATTATTT -ATTTGTGGAACATTGATACAACTGCATCAATGTTAGTCTTAAATTTGTGCAAATTACCTAAAAAGCTTGC -AATTGCATGGCTGATTAACGTTAAGCTATGGGTTAAAATAAAGTCAGGACCACCCGCTTAGCGGGTGGCT -TGCACTAGCCCTATAAGGGCATGTTACTTGCTTGAGCCTTAAGGCTTATTGAATAGTTCGCCAACCGCAT -TTATTTACTCACTACCGCTAAAGCGGTCGGCTACTTGCTCTTCTTTCCTTGCTTACCCGTAAACGGGTCC -ACGTACTCTATCAAACTTAACTGGTCGCTTGCTATGTCTGCTTGCAACTGCTTTCTAATATATTCTTCAA -TTTTCTTCGCATTCTTGCCAACTGTATCAACATAGTATCCTCTACACCAGAAGTGTCTGTTACCATATTT -ATATTTTAGATTGGCATATTTATCGAATATCATTAATGAACTTTTGCCTTTTAAATATCCCATTATTTCT -GATACACTATATTTAGGTGGTATTCTAACAAGCATATGTATGTGGTCCTTACAACACTCCGCTTCTATAA -TTTCTATACCTTTCCTTTCGCACAGTTCCCTCAGCATCTTACCTATATCCTGCTTTATTTTCCCGTATAT -TATTTGTCGACGATACTTTGCTGCAAACACCAAATGATATTTGCATTCCCATGTCGTATGTGCTAAATTA -TTCTTGTCCATTGTGGACCCTCCTTTGTTTTTTAATGTGGTTGGCAAACCTACACTATTTTAACATTGGA -GGTTTTATTTTTTCTACTTGAAACTAAAGCCTTATGGCTCACCCCGGCTTAGCCGGGGGTTTATTGTTAT -ATACAATAAAAAAATTGCATGGAATATCCATGCAATTTTGTATTTTATTCCGTCCGATTCAAGAGGCTAT -ACCTGTTTACCGGTTGATTTTCTTTACTGAGTCCCTGTATATAATTCTGCCCTTTATCATGGACCGCCCC -CTGCTTCTGTTCTCTTTTTTTACCTTGTCAAGGATAGATTTGACAGCTGTTCCTGCCATTTCTTCTACAT -CTACCTCAACTGTGGTAATCTGCGGATCAGAGATTGTAGCATATATATCGTTATCAAATCCGACTACTGA -AAAATCTTCCGGCACTCTAAAACCCATTTCCTTTAGCTTTATTATGAGGTTGTATGCAACTCCGTCACAG -TTACATACAAAAGCTGTGGGCATATCTTTAGGAAACTTGAGCTCAATGTACTTTCCATGCTCGTCTCTGT -CACATATCACATAATCTTCCCTTAATTTTATACCATGCTCCAAAAGAGATTTACACATACCGAGATACCT -GTCCTGAATACTGCTGGTTGCATATATATCACCGACAAAAGATATATTAACATGTCCGTTTTTTATCAGG -TAATTTGTTAGTTCATAAGCTCCCGAATAATTGTCCACGGTTATTGAATCTACATTTGTATTCTCATCGT -AAAAATCCAGAAAAACCACAGGTATTTCAATATTTTGCAAAGCCTTTATATATGCCTTATTCACCTGTCC -CAGTACAATAAGTCCGTCTACCTTCTTGTCATAATAAAACTTAGGCAGAATAACGCCGTTCTCATCCTCT -GCATTTAATACCTGCAAGATTGCACAGTACTGGTATTTTTCCATTATCTGAGAAAGGTGCTTGAAAACAC -TGAAATAATACGACTTGTCATCCCCCAGAAAATGTTCCGGGATGATAACTCCTATATTATATGACAAACC -ATCCCTCATGGATTTTGCTAACATATTGTACCTGTATCCCATTTTATCAGCCAAATCTTTTATTTTTAGT -TTTAGCTCGTCACTGACACCGTCTTTATCGTTCAGTGCTTTGGATACTGTTACAATGCTGACATTTAATT -CTTTGGCGATATTCTTCATTGATATGTTGCTTTTCATAATCTCACCTCTCATGACACCTGTTAGTACTAT -GTATCTTTTGCGGTCGATTACTATTTTACTATAATTTATTGAGTTTTGTCACCACTGGTTTAACCTTAAC -CTTACTAAAATCATACATTTATTTGAATTATCTGTCAGCACGAGCCATGAAACGCCATATCCGAACGATT -AACCGAATTTCTTTTGATAAGACAGGCTGACAGCAATATCTTTTCAGAGGACTTAATTTCTTGTTCCAAT -TTTTCCATAAGCTTGCAAACTGCTCCTTTACCCATAATCTCCTTCTGCACTCTCATTGTAGTTAATTCAG -GGGTAACATTTGCGGCATTTTCTATATCGTCAAAGCCTATGATTGAAATTTTATTCGGTACTAATACACC -TATGTTTTTCAGCACTTTTATAATTACAATAGCCTCCGCATCATTGCAGCAAAAAAAAGCGGTTGGGAGG -CCTGCCTTGGTTCTGATTTCGTTGACTAGCCCAGTTATATCTTCTTGAGGCAATTCTTCAAGCTTTTTAT -CAGTTATCGAATAACCTTCGTTAATTTCAATTCCCCGATCTCTTAGAGCTTTTAAAAACCCCTGATACCT -GTCATAAAAGCTTATTGATGCGGAGATATCACCTAAAAATCCTATTTTGGTATGTCCGCAGTCTATAAGA -TACTCCGTAGCAGCATATCCGCCTGAATGGTTGTCCGTGAGTATATAATCCATGGATAGGTTATCGAAAT -AGTTGTCTACCATAACAACAGGAAGGTTATATCCTACTATGCAGTTAATTGTTTCACGAGAAATTCTTCC -CAGAGTAATTATTCCTGAAACCATACCATCCTTTACGCAGTTGGGAGTCTCAAACCCTTGAACGTTTTCG -TCGTAATAGTGTATTATTGTGTTTAAGTTATTTTTCTTTGCTTCATCTTCTATTCCTAACTGTACATAAC -TAAAGAAACCTATGGAATCACGTGTGCTTTTTGCAATAATGAGACAAAGATTTCGTGCCATAGTGTTTTT -ACGTGCTGACACTTTATACGTGTAGCCCATTTCCCTTGCAGTCTGCTCAATTACTTTTCTTGTACTTTCG -CTTATACCAGGCATGCCTCTTAGTGCTAGAGATACTGTATTTTTTGATATACCAAGCTTCTCTGCAATAT -CATCCATTGTTACTTTTTTGGACATAATTCCTCCAGAAACAGTTAATGTAAGAATTATAGCATATAAGAT -TCCCCTTTTAAAGGATTTTGTAATATTACAAATTATATTATTTTTACTTTACATTAAGTTACCATTTTAG -TATTATAATGTTACAAACGTTAAGTTTAGGTTAAAGTAATAATTGTACTACTTATATTTTTGCTTAGATA -TTTTGTAATATTATTTTTTATGGAGGTATCCACTATGTCAATTAACGGTAAGAGTTTAAAGAATATTCCG -TGGCAAGATAAACCTCTCGGCTGTAATAGCGTTATATGGAGACACAAAGGGAATCCCATTATCGTCTGGA -ATCCTACACCTAAAACAGCAAGGATATATAATAGTTCTGTAGTTCCCTGGAACTCAGGCTTTGCAGGTAT -TTTCAGAGCAGACCACAAAGACGGTAAAGCTCAAATCCATGTTGGATTCAGCAGTGATGGGGTTAATTGG -AACATTGAGGATGAGCCTATAGTATGGCATGATGAGGATGGTAATCTGTATCAGCCTAACTATTCGTATG -ACCCCCGGATTGTGGAATTGGAAGGTATTTATTATATTGTCTGGTGCACAGACTTCGGTGGGGCCTCTCT -GGGCCTAGGTGTCACAAAAAACTTTAAACAGTTTACACGTCTTGAAAATCCTTTTATACCTTTTAATCGT -AATGGTGTTTTGTTTCCACGCAAGGTAAATGGTAAATACTTACTTTTAAGCAGACCCAGCGATACAGGTC -ATACACCTTTCGGAGATATTTTCATAAGCGAGAGTCCCGATCTTGTTCACTGGGGACGTCACAGACGTGT -AATGCAAAAAGGAGGTTCAGGGTGGTGGCAAAGTGTAAAAATAGGAGCAGGTGCGGTTCCTATCGAAACA -ACGGAAGGCTGGCTTCTCTTTTACCATGGTGTTTCAGGAACCTGTAATGGCTTCGTATACAGTTTTGGTG -CGGCAATTCTGGACATTGAAATCCCTTCTAAAGTTCTTTACCGCACAAGAGATTATCTTCTCACCCCCGA -AATGTCATATGAAACATCAGGTTTTGTACCTAATGTGGTGTTCCCTTGTGCTGCACTGCACGATTCTGAG -ACTGGCAGAATCGCTATTTATTACGGTGCCGCCGACACATATTCCGCTCTTGCATATGCAAAGGAAGATG -AATTAATAAACTTTATTAAATCAAATTCCGAGTTGCTGCCAGGCGATGCGGAGGAATATAGATAGCAGGG -AGGCGTAAAGTTATGGATGATAAATTAATTAATAAACTGGTTAACGAACTGGAGACCGAACTCAGGAATG -ACATTTTGCCGTTTTGGATTAATAACGCCGTTGATACCGACAATCGCGGGTTTTACGGCTTAATATCATC -TGACCTTACCATTGATAAAACTCACGCAAAAGCAGCCGTATTGAATGCGAGAATTCTATGGACATATTCA -AAGGCCTACAGTCGTTATAAGGAAGGAAAGTATTTTTTCATGGCAGAACGTGCATATAATTATATAGTTG -ACTTCTTTATCGACAAAGTAAATTCAGGTGTATACTGGCTTCTGGATTATAAGGGCAATGTCCTAAACTC -AAAAAAGCAGACTTATGCAATTGCATTTGCAATCTATGGTTTATCAGAATTTTTCCTTGCAACAGGCAGA -AAGGAAAGTCTAACTAAAGCTATAGAGCTTTATAACGCATTGGAAACTCATACATGGGATTGTGTAAACA -AGGGATACTATGAAGCACATACAACGGATTGGCAGCCTCTTGCCGATATGTCTCTAAGCCCTGCGGATAT -GAATGTTTCAAAGTCAATGAACACCCACCTCCATATTATAGAAGCCTACACAAACCTGTACAGGGTTTGG -AAGGATGCCAGACTAAAATCAACTCTAGAAGAGATTATCAATATTACAATTAATCATATAATAGACCCTA -AGAAACATTCCTTTAATCTGTTTTTCGATGAAAAATGGAATCCTGTTTCTGAAAAAATATCCTTCGGACA -TGATATTGAGGGCAGCTGGCTTTTATGTGAGGCAGCCGAAGTCCTTGGCAACAAAGAATTAATTAAAAGA -GTAAGTGAAATCTCCGTAGCGATGGCTCAAAGAGTGTATAACACAGGCATTGATACCAAGTATGGAGGTC -TTTTTTACGAACAGGACAAAAATGTTATTGAAACGATTAAGGACTGGTGGCCCCAGGCAGAAGCAGTTGT -GGGTTTCTCCAATGCATATCAGCTGACAGGCAACGACTGCTTTATGATTGAAGCTGTTAATACGTGGAGT -TTCATTAAAGCACACATTATTGACAAGGTTCATGGTGAATGGGTCTGGGGAACTTCCGCAGACGGATTAA -ATGTCACAAACAATGAAAAAGCAGGCCCGTGGAAATGTCCTTATCACAACAGCAGAATGTGTTTTGAGAT -TTTACAGAGATTCAAAAAGCGAAAGTCTTAGAAATAATATCAGGGAGGCTCTTGTATGGTTTTTGATGAG -AGATTGAATTATTTTATCCAAAAATATAATGGATTGATTAAAAGAAAAAACTCCGTTCAAGAAGGCGGAA -ACGGCATATACGATAAATACATATATCCTGTAATAACCAAGGACCACACACCTCTTTTCTGGAGATATGA -CCTTGACAGGAATACTAATCCCTATCTTATGGAACGCCTCGGCGTCAATTGTGCTTTCAACCCGGGAGCT -ATTGAGCTTAACGGGAAAATATACCTTGTAGTACGTATAGAAGGGAACGATAGAAAATCCTTCTTTGCAG -TGGCTGAAAGTGAAAGTGGCATTGATAACTTCACTTTCTGGGATTACCCTGTGGTAATGCCGGAAACAAA -AAACCCTGATATCAATATATATGACATGAGGCTTGTAAAACATGAGGACGGTTGGATTTACGGTCTTTTC -TGTACAGAGAGAAAAGACCCGGAGGCTGCCTGCGGCGATACCTTCAGTGCAGTAGCGGCATGCGGCATTG -CTAGAACTAAAGATTTAAAATTATGGGAGCGTTTGCCTGATTTGAAAACAGCATCACCTCAACAGAGAAA -TGTGGTCCTTCACCCAGAGTTCATAAAGGGAAAATATGCCCTTTACACACGTCCTCAGGACGGCTTTATC -GAAATAGGAAAGGGCGGCGGAATAGGATTCGGTTATACCGACAGTATGGAAAATGCTGTTATATATGAAG -AAATACTGATGGAATGCAAGGAATACCACACTATTAAAGAGGTCAAAAACGGCCAAGGGCCCACCCCTTT -GAAGACTGAAAAAGGCTGGCTTCACATTGCCCATGGCGTAAGAAATACGGCTGCCGGACTAAGATATGTT -GTATATGCCTTTCTTTCCGACCTTGAACATCCCGAAATTGTAACCCATCGTCCGGGTGGCTTTTTAATCG -CTCCTGAAGGTGAAGAACGAATCGGGGACGTTTCAAATGTGGTCTTCTGTAACGGTGTTGTAGCCAGACA -AAACGGAGATGTTCTTATTTACTATGCTTCCTCCGATACACGTTGCCATGTAGCTTCTACCACTATAGAC -AAGCTTCTGGACTATGTCATTAATACCCCGGAGGACCCTCTAAGATCCTATGCATGTGTGCAGCAGAGAA -TTGACCTGATTTCAAGAAATTTGAGGCTGATTAAGAATAACACTGTTTCTGTGTAACATTATATTGCTTT -AGACCCTGTAAGTTTATCTGCTTTGACTAGTAAGGGTAAACCAATTCATTCTCCGGCTTCTGTGCAGGAG -TAACGGATATTGCGTAGAGTATGGGCATTTTCTTTTTCATGTGAGGCTCGTACTCTACTTTTATTTTAGC -GGTAACATAAACCCACTCGCCGTTTCTCCACTTTTCGGCATCCTCATATCTGCACATGAAGCCATACGGT -ACAAGGTCTGCGGCACAGCATACCATTGACATACGGGCGGGAACAAACTCATTGCAGCTAAACCTCTCCA -TACGGAATACCACACCTTTGATTTTCACTGTCCTAGAGTTGTATTTATCAGGGTTCTTACTGGCTTCAGT -GTACCACTTCAAATATTCATCATCACTTATATTAATTATATGAGCATCACCCTTAACCTGTGTTTCAGAC -GAATTTTTGCCCCGTTTTTGCTGTATTTGCCCCGTAGCGGAGGAAACTCCAGTGTACCCATTTCCAGTGC -TGATATGGGCAGTTTCAACAGGAGCTGGCGGTATTATAATGCCTGCAAGTATAGGAATTGTCAGAATAAC -ACAAGGGAGTATACTATTTCTTCGTTTCGGTTTAAACAAACCGGGCAGCAGAGACAATGCAATAATTATA -ACCCCTGCTGCCGAAAACCATATATACTTTATCATGTGTATGTTGACATAATATTTTATTTTACCTCCCG -CAACAGCATGAAGCAGTAAAGCAGCCATTAATAATAAAACTGTTAACTGTGCAAGAACCTCTCTGTTCAA -TCTTTTCATAATCCACTCCGCTATATAATTGGTGCTGTGATTGAAAAAATGAAAACCGCAATAACTATAA -GTATTGAAGCCAGCTCTATCAGAAATTTCTTTTTGAAGCCTGCTGACAGCATTAGCAAATTTTTTAAATC -AAGCATAGGCCCCATTACCATATAGCACACTACCGAATACATGGGAAAACTGTAGGAAAAGCCTTTTGCA -ATAAATGCGTTGGAAGTAGAGCAAACCGACATAAATATCGCCGCCCCCAGCATTGCCAATAGTCCCATGG -AGCGGCTTACCCCTGCTGTTGAGAACAGTTCTCCTGATATAAAAGTCTGTAGTCCCGAGGTAATGAAAGC -TCCCACTACTATGTAGCTTCCCACATTAAAAAACTCCATTCCTGCGTGTCTTATAAGCATCCCTAACTTA -CCGGCAAGTCCCTCCTGTGAAAAATCTCCCAGATAGCCTCCCGTACATGGCGTATCCAGTATTGTTTCTT -TTACAGCATATTCTTTTGAAACCCCCGCAAATTTTACAAACAATCCTACCGACAATGCCACCGCAATACC -TAATCCTACTCTCATTAATACAACTTCCGGTTTATTTTGAAAAGCATAATATGTAGATGTAATTACCACG -GGATTTACTACAGGAGCACTTAACAGAAATGTCAATACATAGTATAGCGGAACCCCTTTTCCGGCAAGCC -TTGAACATACCGGAGCCATGGCACAGTCACATACGGGAAAGAAAATTCCCATAATCACAGCTGCGGGAAA -GCCTGCCCATTTAAAACGGCTGAACATCCCTACAAGCTTTTCATCTGATATAAATATCTGTAAAAAGGAT -GAAATAAATATCCCTATCAATATGAACGGAAGTGCCTGAATCAGAATACTTAGAAACACAGTTATAAAGG -TGTGTATTTTTTTGAAATCCCCCGTAAAACCTGTATTCCTGACTGATATAAGGAAAAAATAAACTACAAG -TAAAAGAGTGATTATTAGAAAATTCCTGATATCTTTTTGAAATCCCTGTGTTTCGAAGCAATGGACTTTT -TCCTTGTTGTCTATAATTCTTTTATAATATATAATTTTCGCCTGTCTGTTAACAGCCTTTATAGCTCTTT -TTATATTTGTTTTCTCCAACGTTCCCAATAATTTATCACGGTTCAGGATAACAACATCGCTGTTTGAAAT -CTGCTCAATTATTAATGACTTCATATTGCTCATGTACAATTCAAAGGTCGACGCATCAGCAATAAAAACT -ATCTTACTTATACAACAGCCGGATGGCAGCCGGATCCTTAAAAAATCTCCTATTGGCCATGTTCCGTTAT -ATTCTATAAGAATCCTGTCAGGGGCATACTCCTCAACAATAGAGCTTATGAAGCCTCTGTCCAGTATATG -TATATCGTTAACATAAATAAGTGTAGTATTGTACCTCTTTAACACACTCTCCCTGTATTCTTCATATCCC -TGTTCACAGCATATCAATACCGTTTTATTACCATATGTGCTCTGCTGACTTTTTAATAGATTTTGTACGA -ATGTGGTTTTGCCGGATTCAAGGAATCCTCCTATTATACTTATTTGTATACTCACATTAAACTCCCGTAA -AAAGTTTTTTTAACTCCCCTGTATTGAGCTTTTCACCGATAACACAAATTCGCCCCGTATAGTCAGGCAA -GCAAGGCTTAATGCTGATTTCACCCGGTACAAAGTCAAACTGTATCCAGCTGTCTTTTTGTAGCGGAATT -ATTCCCTTTGACCTCATTATATTCCCATACAGTGCTTTATCGGACAGCAACTGCAATATACCTCGTATAC -CTTCGTCAGTATATTGTTTTGGTGTCTCAACTCCCCAGCTTTGAAATATTTTATCGGTTTTTGTATGCCT -GTGCAGCCTGTTTTCAGGCGGATTTACTATATTTATGCCTCCGCCCTGTTCTGAAAGAGATATAATATTC -TTACTCTTTAATGCCTCCCAATTTGTAGTTACGACATTTGCCTTAGGATTACGGTTTTGAATATCATTTA -CCACTTTGGAAATCTTATTTTGCTCCATCATTTGTGTTCTGCTTAAAATAACGGTTTTTGCATTTTTTAT -CTGATCCTGAAAGAATTCTCCGAAATTGTTAACATAAATTATATATTTAACTGCATCTACAACGGCTATA -CACATATTTACTTTAGCATCTGCCTGCTTTTCAATCTTCTCGCAGGCCTCCAACACTCCCGAAAGCTTAC -CTACTCCTGATGGTTCGATAATAATTCTGTCAGGCGTATATTTGCTTAGAACCTCCTTGAGAGCCGTAGA -AAAATCACCAACCAGCGAGCAGCAGATACAACCCGAATTGATTTCTTTTACCTTTATGCCGGAATCTCTT -AGAATTCCGCTGTCAATACCTATTTCACCAAATTCATTTTCTATTATTACAACTTTTTCAGAGCCTAATT -TTTCTTTCAGAAGCTTCTTTATCAGCGTTGTCTTTCCCGCACCAAGAAAGCCCGAAACTATATCAATTTT -AACAGACATATGTTATACTCCCCCTTTCCTTAATTATATTCATTTATAGCTACTTAATATTACCTTGCCT -ATGATTGACATACAATGATACTGTGGGCTATATTATATTTGAAAATGCATTTTACAGGAGTATTATAATG -GATAAAAATGTTTTAAAATTCTCAGACCTGAAAACAACAAAACGACGCATGGCAATACTCGCAGTACTGG -AGAATTCTGCTTTACCTATGACGGCAGAAGAAATTTATTCAAGGGTTATAAATGATGTTCATATGAGCCT -ATCAACCGCCTACAGGACTCTTGGGACTCTTTCCGAAAAAGGAATACTATTAAAAAACCTTAGTCAGGAC -GGAAAAACATATTATCAGATGAACAGCCATCAGCACAAGCATCATCTGGTATGTACCCTGTGCAATTCAA -CCGTACCTATTGATGATTGTCCGCTGTCCAAGATAGAGGAAAATCTCATACAACAGACAGGGTTTACAAT -TACGGGACACAGTCTGGAGTTTTCCGGAATATGCCCCAAATGTTCCAAACACTCCTCTGATGCAGGTTTT -AACGATTAGTCCCTTTCCATTCCTCAAAAAGAATACCGTAGTTTTTTTCGTTATCCCAATTTCCCCTTTT -GAATCTCACCTTCCGTAACTCGCCTTCCAAAGTCATACCGGCCTTTCGCATTACAACTTCCGATTTTTGG -TTGTTCGAATTACACCTTGCAGATATCTTGTGAAGACCAAGTCTTACGAATCCAAATTCTATCATTGAGT -TTGCAAGTTCTGTTGCAAAGCCTCTGCACCAATATTCCGGCAGTAAAAAATAGCCTATTTCTCCACAGCC -TCCGGAATTATTACGGCTAAGGATCTGTATATCTGCTAATCCTACAAATTCATTGCTTTCTTTCGAGATT -ACGGCAAAGGCATATGAGCCATTTTTATTAACGTCCTCTCCTGTATTTATAAATCCTTCAAAAAAGGTAT -AAGCATCTTCTTCGCTGTTCGATTTATCTATCCATGCGTATCTCATCACCTTTTCATTTGAAAATACAGA -ATAGAATAGTGGAAAATCTTCATGTCTAAAGAATCTTAAATTGAGACGTTCGCTGGTTATTTTCATGTTA -TCCTCCGAAAAATATATACTGGATTAATATATTTTATTACACAATTATATATTCATTTTAACTAATAGTA -ACGATAATATTGTTAAAAATTTTTTTAAAAATTGCCTTTTAGATTTTTCGAGTAAAAAATGTTATAATTA -GAGTACCGGCAAAAACCCGTCATTTAGTATATATGCCGCGTTTTAACCAATATATGTTTTTATTATCAAA -GGTAGGAGGAGTTATATGTTTTCAGTCGGTAACACTATTATATATGGAAATCATGGTATTTGTAAGATTG -TGGAAGTGAAGGATATGACGATTGATTCAAACACTCGTCCTTATTATGTTTTGAAGCCTGTTTTCGAAAA -CAATTCCACCATTTATTTCCCTGTTGGGAATGAGATAGCTGAAAAAAAGATGCGACGTATCCTCTCTGTC -GAGGAAATTTACACCTTGATTAGGGAAATGCCTGACGAAAATACAATTTGGATTGAAAATGAAAACGAAC -GAAAGGAAGTTTATAAAAGTATTTTGACAGGTACTGACCGTTCTGCTCTTGTAAAGCTGATCAAGACCCT -TCATCTGCACGAAAAGGAATTGAAGGACCTAGGGAAAAAGCTACATGCATCTGACGAAAAGTTTTTAAAA -GATGCTGAAAAGACCTTGTATGACGAGTTTGTTTACGTATTGGATATAGATCGGGAAGAAGTTCTGCCAT -TTATTATGGAGCAAATTGAAATCAACTCCAAGAAACAAGGAGAAGGTGATTAATTGTTTAATACCGGTGA -ATACGTCATATGTAGCCAGGGCGGAGTTTGGAAGGTTATGGACATTGTTGAGGACAAATATCATTTACAG -AAGCATGAATCTGGTGACAGGATTATTGTCCCCACTACCGAATCTGGGGAAATAGTCAGAGGAATATCTT -CTAAGGAAAAAATATTGGACGTGATTAACAGAGTAGACTTTATTACTACAATTAAAGCCCCAAATGATAA -GATTCGCAAAGAGCTTTATGAGGATGCCTTAAAAGAATTTGACGAGGTTGGGTGGATTAAGATTATCAAA -TCATCCTACTTACGAAAGCAGGATGGAAGGTTGATGCAAGGCGAGACAGAATACGCCGAGATGGCAAAAA -GCTATTTACATGGTGAAATCTCTGTAGTGATGGGAATACCTGTCAATAAAGTTGAAGGGTATATCTCCAC -CGCCGTTTCTAACGATAAATGGCAATTATCGGATATACAGTTCAAATTCTGATGTATTATCAGAAGGAGG -TGATACACTTGAAAAGTGTATCCTATGTACGTCTGGGGCAAACGCATAAATATGAAACCGAGAGAGATTA -TCATACTTATATTAAGGGCCTTGAACGTAAGTAGCAGCTTAACGATTACGATGATGGGGATTACCTGGAT -TAACGTCGAGGTAGGTATATATAATAACCAAGCAAAAAAACGAGTGGCATACAAATATTTCGTATTGTGC -CGCTCGTTTTTTGTTTTTAATGCTTTTACATAGACATCAACAACTTTACCTTTCGATGTAAGGACTAAAG -ATGTTGCAATGCCTATGACACCAGATACTAAACATAATAAAGCCCCGCTAATAAAACGGAGCTTTATCAA -AATAATTAAAATAATTTAAGAGGAAAAACAAAATGAAAAAAGTTTATGTATTTATATTAACAGCACAATA -TTAATAAATAATATATAAACAATGAACTTTTTGTAAACTCCTTTAATAGCCGTGTTCAATTAGAGTGCTG -TAATTTCTTTTTTCTTGAATATATTTTTCTGGCTTCAATTGCTATAAAAGTTATTACAGGAAGAATAACC -TGAAAAATAAAAGCATAATATTTATAAAAATTATCAGACCAATCAAACATTTCTAAAGTGTTACTATAAA -CTACTATTGACAAAACTGACATAGCCAGTCCTAGCACTGCCACTACCTGCCTATAGCTGCTTAATCCCAT -CAAATGGGCAATACCAATGCTCGTGCTGTACAAACATATGCTAATTTTAATAAATCCTGCAAAAAGAAAA -ACCATTGCCACCGTTATCTCTATCCTTTGCAAAAAATCTCCTATATCTATAAGACGGACAGAAGCATATG -TTGGGAAAAATATAACAGATATATTAGGTACTCCTAAAGTCAAAAGTGTACGAACAGAAACCATTAATGT -GGATATTCCGCTTATCAGTAAACTAAAAAAGTATACTTTGTAAACACCCCTTTGTTCTCTTAGATTTCCA -AGAACCGCCAAGAAAATTACAGTCTCTGCAAAAGGAAATGCAAATACGGAAAATGCAGTATTTATAACAG -GTCCCATTCCATAATATAGTACCGGTTTGAGGTTTGTGAAATTAAATAAAGGGACGAATAATATAGTCAC -GACGAAAACCACGAACAATGTAACAGGAAACATAATGGCTGTCCATCTGCTAATTACTTCAATACCTGAT -TTTACAGCCCATATGCATAGAAAAACCATAAATAAGCCGACAATATTTTGCGGCGTTTTAGGTAATGAAA -CATTTACAATAAACTCTGTAAAATTTCTAATGACAAGTGAGCCAAGATGAAAAGAGTACCAAATAAACAT -CAAAGACATAATCTTTCCTATTACTTTACCAAAAGCATTATCAAAAATCTCATATATATTCTTATTAGGA -TATGACATTTGGATTTTGCAATAAAGCAGCATAATAGGAACACTCATCAGCAATGAAATTAAAATTGCAA -TCCAGACATCATTTTTGGCGGCTCCTCCTGCACCAAGCACAAGAGTACTACCTAATGCGAACATGATCAT -TATAGCTGAAGCTTGCTTTTGAGTAATCAGCTCTTTACTCATGTTTTCTTCCCTCCTAATTTTCACTTAA -ATTCCAAATAGTAACAACTAACTCCTTTAGATATTTTGAGACACTTGGAGTTATTATATCTGATGCAACT -AGTAATGCACCAAAGCATACAAGTACGGAAAATGAGACAAATACCCAGAAAACTAACCGTGTATTTACTT -TAAATATTTCTATAAGGTCGTTTATGACATAGAAGAATATAATAATGCTGAAAAATAAAAAGTAAATCAT -TACTTAGTCCCCTATCACAATTTTTTTGGAAAGTAACCCTGAATTTTTAACTTGAATCTCTACATTTACA -TTTACAGGAACGTTTTTAAAGACATTGTCCCAATCAGGATTTATTTCCTTCCACAAGTTTGGGAAATCCT -GTCTTACACTCCTTCCAAAACCAAAAATATCAATACCATACTCATTTTGGACTGCTTTTATAACACTTTC -CACCTTGTTTTTTAAATATTTTTCAGCTATTTTCTGAATTTTATCAATATCCTCTACATTCTCCAATTTA -GTTGATTTGTTGATTTCACTTAAGGCGACCTTTGTTTTAATATAAATATCAAAGTGTAACTTACCATTAT -TGTATACTGGTTTTAATTTGGTTTTATTTTTAATAATTCTTAATGTAATATTGTCATCGTCATTATTCAC -AACTAAGACACCTTCATGAATTTTATTATTTACAAAAAGAAAGTATTGTGTATCTTCCTGGCCAAACATA -TACGCAAGCTTGTCCCCTTTGAAAACTGCAGTCCCTGATAGCTCTGAAGTCTTCTCCTCTGAGTTGATTG -TTAATCCTATAACCGGCATTATAGGTGAGATACCCGTCTCTCCCAATGCATTTATGAACTGATATATTTC -AACCTTGAGAGATTTTCCTAATCTTTTTTCAATATCAAGTATCTTATTTATTTCAAAAGTGCGGACTTCA -GTTGTAATACTTTGCGAATCCAGTATTTCCTCTGCAGTATCTTCCTTGGAAACCAGAATATCCATAGACA -GCCTAGGTTCAGCATCCCTGCTAAAACAATCAAGAATTTGTACTATACCTTCCTCTGCAATGTCTTTACT -TATTATAATAATCTCAGTATGTCCCCAATATAGTGTATTGGCATTAAAACTAATGGCATTGCGTACAGCA -TCAACGACTGAGTCTCCGTAGGTTTCAACCTTCTTTGTTTTTACTTTTGCTTCTGTCCCTCCTGTTTTTA -AATCAATAATTTCAATACTCACCTTATACTTTCCGTTAGGGGCTTTGTCAATTGCGGCTCCTGCTACTAT -AGACATCTGGTTAATTTCCCTGTAATTCCAGCACCCAGTAGAAAAAACAGCAACTAAATTAAGCATTAGT -AGAGTACAAAATAACCTTTTATTCATTTTTTTCTCCCTATCACTTGTCTCATCATGTTATCGGTTGAAAT -CAATTTAGGTCTTTTTTTCATTTTCCACAACGGAGCTCTTATTATGGTATCTTTTAAGTCATAAGGATTC -ATAGAGGTTAAATACAACAAATAGGGGACCCCGAAGGATCGCATCTCACAAAGATGCAATAAAGTACCAG -TTATACCGAATATCAGACCGTAAAAACCTAAAAATGCAGATAGAAGCAGAAATATAACTCTGAGAACAAT -TGCAGCTCCCTGTATTTTGGGGATCATAAGACTGGTAATTCCCGAAATTGCAACCACAATCACAACAGGG -GCACTCACAATTTTTGCTTGTACAGATGCCTGCCCCAATACCAATGCACCTACTATGCTAAGTGCCTGTC -CTATATTGGTTGGCATACGGGTACCGGTTTCTCTCAATATTTCAAAAACTATTAACAGTAACATTGTTTC -AACTATTGTCGGAAAAGGTACTCCCTGCCTTGAAGATGATATACTTATCAGCAAAGGTGTAGGTATCATT -TCCTGCTGAAAAGTCATTAGCGCCACATATATTGCCGGGACACTCACTGTTAATATAAAACCTAGTATTC -TAAGTATTCTGCTTATTGATGAAAAGTAATAATTTATATAGTAATCCTCGTTAATCTGAAAGTACTCAAT -AAACACATAAGGAACTGTAAGTGCTACAGGAGTTCCATCCACAACAATAGCTATTCTCCCTTCCAAAAGC -TTTCCCACAACAACATCAGGTCGTTCAGTGCTCCCTACTGTTTTGAAAGGCGAATATGGTTCATCATTAA -TAAGTTCTCCGATATAACCGGATGCAAGGATACCATCTATTTTGATGCTCCTGAGTCTCGTTTCCACTTC -ATTTAAAATTTTACGATTTACCAAACTATCCAAATAACAGATGCATATCTTTGTATTGGTCTTGGTACCC -AAAGTCAAAAACTTAAATTTCAGATCTGGAGTTTCCAATCTTTTTCGCAATAATGACAAATTAATCATTA -AGGGTTCTGTAAACCCTTCTCTAGGACCTCTTATAAGCTTCTCAGCCTCCGGTTCCTGTATAGCTCTGCT -CTTTACTCCAATGGAGCTGATAATTAATGCCTCATAGCAATCCTCGAGCAACAGCACAGTATCACCTTTT -AATATCGAATTTGTTAATAAGTTTACATCTGAACTCCTCTTTATATTATCTGATGTAATTACTCTATTCT -GAAACTGCACTAGGGTGTCATTATTATTTTTCAAGGTGCTATCTTGCATTATTGGTCGGAGTATATTTTC -GTTCACTATAGTAGTGTCAATCATTTCTTCCATAAAAAGAACACAGCATTTTATTGACTTATTATGTTGA -TTCTCAACATGCCTTACAATGAAAGTATCATCGTCGCGAAAGATATTCCTGAAAAGGTCTATATTTTTTG -ATAATGTTGATGAAATGCTGTCTGCTCCAGACTGCTTTCCGGGTGTAATGGTTTTACTTTTAGCATCATT -TTTATTTTTTTTCCATAAGCTCAATATAATCACCATGTCCATAAATTTTTATTATTTTATGTAACTTAAT -CAAAATTATTCTTTAGTAATTTAAGTGTATTTAGGACATTTTTTAAATTGGTGTGGCCATCAGATGGGGA -AGGTCAAACTGTACAACATGCAGGAATAAACGATATGTTAAAAACATTTACATTCCACTCTGTTTATATT -AAACCTTTAGAAATGGACTTATTATTACGTGCAAAGTTTAAATTCAATTACTAGGTCTATACCTTTTCTT -CCTCTACAAGGAAAAGCAAATGTTTTGTCTCTTATGACATAGTACCTTCACCTAGATATACTCATTTAAA -TTATTCTTTTAAAGATAATAGGCATAAAATTTCGGTTATCATAAAAGAAATTAATATAACAGGGATAAGT -AATAGTTTTTGGAAATTTGTTGTAGGAATGTAAATTCCAATAAAGATAATAAAAGATTGCATTAAATAAC -GGAATAATTTAATTGGTTTGCTATAATGGAGGTAAAATTTTCCGCTACAGGAATTACATCTCTCTTTAAA -TAATAGCTTAAAATTAAATTCCTGTTTTTGGTTACATATAGGGCATCCTATCTTCATTAATTGTATTCTC -CTTAAATGTATGTATCTTAATACATCACTTTCCAAAAATCTGCATATACTAAACGAAAGGTTGTTGGTCT -ATAACTGATTGAATTTTCTTTTCTAGTCATGTCTTATCTACCTTTACTATTTACTCTGTTTCTGTCATAG -ATATCTTCCAATATATTTCACCTCCATTTCCAAGCATCATATCAATTCCAACATTCCGAAGCACAGGCCT -CGTTTACTCCTCAGTCCCCGCTGAGAAAGGTATTGAAGCAGATATTGTTCCCCTTCAATAGATAGTACTC -CAAGTGAACAGGGGATCTTCAAGTCATAAGACTTTACGATTACTTTGTTCATTTTAATAAAATCAATCTT -AAGCATTTTTATATCATGACTTATATCCCTTGAAAATTTATCTTCCAACTCGGTTTTTAGATTTCTTTTG -AGTATTTTGACAGCCTGTATCATAAGCCTCATACTACCATTTATGTTTTAAATTGTAAACTCATTTCTCC -CTTTATAATAAAAAATATTTCTGCCTTTTTTCATAAACTAATGTTAAATATAATTGCATAATTAAAAAAG -GAGACATATTTATATGCGTAGCAGACTATTTTTATTCATTCAAGTTTTAGTATTTACCTTACAGCTTACA -GGAACAGCTTTACTCAATTCAGGCTGCTATAGGCTAAATGACGGCAATGAGGCTCCAACGTTAATTTTGA -GGGAAATAAGCTTAATTTATCTTTACCTATTTATGAAGAATATAACAGGTACTACCTACCTTTAACAGAA -GTCATAAATAAAATCCAAGGAGATTTTACCTTTAAAAATGGAAAAGCTAATATAAAAGTAGATAAAAACA -AAATTGATCTTTATGCCAAGGACAATTATTTTATAAAAAACGATAAAAAAGTATTCTTGAATAAAAAAGC -ATTAATTACAGATAATTCAATATATATGTCATTATATGATCTTAAAAAAATGCTAAATCTTAAGGTAGTT -TGGGACGAGAAAAATAATAGCATTGGCCTTTTCTGGAACAGGGATAATACTTCCGCTTCCAAACAGCCGG -ATAATGGGAAACCTGCTTTAATCAGATTTGAAGATGTAACACCGGAACAGAGATATGCGACTGGGGAAAG -TCTTGAGAAACTTAGGATAATGTTTGATTATTGTTACTCACGAAATATTCCCATGCATTTAGCGTGAGTT -CCAAGATACATCGATCCTCAAAAAAATATAGATAACGATCCATCAGTAAAATACAGTATTCATAATGCCA -ACTTTATTTATACCCTGGATTGTTTTGCCGATCAAAACGGATTAATCGGTCTTCATGGATATACTCATCA -GTACGGAAACGAAGTAAGTATAAGCGGAACCGAATTCAACGGCAACCGCAATACAAGTGAAGAAACTATT -AGAAAAAGACTTGAATATGCCATTGATTGTGCCAAAAAACTTGATATACCAATATCATTCTTTGAAAGCC -CCATTACGCTGCTCTGCCTTCTCAGAAAAAAATGATGGAACAATACTTTGATAATATCTATGAATATCAA -ATGTTCCGTCTTGAAAAAAATATAACTAAAGTTAACAATGGCAACCGGGTCGTCAAGTATATACCGACTC -CTCTAGATTATTTACAAGGCAAGGAGGATACCGATAATATGATAAACAAAATCAAGACTCTGACTAATGG -CACTCTGGCAAGCTTATTTCTTCATCCAAGTATCGAATTTGAATTTATTGAGCTTACAAAAGATGCCAAC -GTATATCCATCCTTTAAATACGAGGAAAACTCTCCTCTTCACAGAATTATAAATACTTTAAACAAGTCAG -GATATACCATTAAAAATATTAATTCAGTAAATTAAACTATTGCCAATTAAACTAGCAAATATTACGAGTA -AGCAAATAATTCAAACCCTCCTTAGCTGTTCACAAACAAGCCCATCTTCATGAAGGTCTTTGCCTAATAT -TTAAATATCATTTCCATGCATACGTCTCCACATGAATTATTTGCTTTTTGCTGTTTTTATAGTATAGCTA -ACATAATAAAGGTAGAATACCATCAACAGTACTTCATATGTAAAAACAAACACATCAATTAGTTCCTCAC -ATACATTCCAGAGTTGAATATTACTCTCCGATGTTACTCCGATATTTTTCGTTTTGTAATAGATCATAAG -AATCCCCCTTTTATTTAAATTACCTTATAGCCTTAACAGTCGACGTTATTATTTGGCACCTACTTGAACT -ATTTCCAAACAAACAGCTTACCAGTTACCTTCTTTTCCTATCAGTCCGTTTTGCAACAATATTGGTGAGC -TCTTTTAAAAGCTCACCGTCTAGTACAATCTGATAGTCCCATGGGAGTTTAACCCAAATAATTTCTCCAT -AACCTTCAGAAGTAATTGTAAATCGACCTGGGGCTTACTTGTTCAACATGGATTCCGTTCTCACTATACA -CGAGCATAACAGCAAATACCTCCTTGAATTTATTTGCCGTATTATCTCTTTTATGGAAAGCTCTATTAGC -CTGTTTTATTGCCAGCAACAATGACTGCCCTTACAACCTATACCGCAACCTTCATTATTTTGTTCTTGCC -ATTTGAGCCAATATGAATATTAGAGCAACCTCACAGTTAGCGATGTGGTCAGATGATTGGAGTACATTTC -CTTAGTAATAGGACTTCCTTATCTTTCCATACCAATGTTACATTCAATGCACAAATATTAATAAATATGG -TGCTTCCGCATATATTTCAAGTTAGAAGAAAACAGCTCTGGGAGATAACTCCCAGAGCTGTTTTCTTCTA -ACTTACTTCCTATTTTAAAAGTAGATTGTATAACACCTGTGCTGCCTGTGCCCTTGTGGAGGTCGCCTTA -GGAGTCAACTTACTCCCATCTCCTGAAATAGTCCCGGTTTCCACAAACAGCTTCATGGCATCATTTGCAT -AACCAGCTATGTCTCCTGCGTCACTGAAGCTTCCAAGGCTTTTGCCGATTGTACCTGTTGGCAGTTCACC -TAGTTTGTCCAATGCACGGTACAGTATGGCAAACATGTCCTGTCGGCTAATGGTAGCTTCTGGTGCATAT -TTGTTTTCACCTACACCAGACACCAACCCCAGACGTTTTGCCGTTCCCAAATACTTGGTGTAGTATTTGT -TGCTTGCATCAGCAAAATTATCAGTTATTGTTGTGTCAATCTCTATACCATAGGAATTCATTACCATGAT -AAGGAAATCAGCACGGGTCACACTATTTGCAGGTGCAAACTTGCCACTACCTACGCCGTTAACAATACCT -CTTGCCGACATAAACCCTACTGCCTCATTATACCATGCCTTAGCTGCAACATCTTTGAAGTTCACTTCGT -TGTATCCTACTGCATACTGTGAAAAATGGGAGGTAGTAAAATTAACCGTTCTTGTTGTTGGGTCATACCT -GCCCCTGACCGTTTTGAGATTCCCTGTATTATCGATATAGTAAACAACAACGGAATTCTCCTTCTCGCCA -GGCTTTAGGGTATAGGGTATGCTGATTTTAGCGTTTCCACCCCTAAAGTTGGATATATCAGTGCTACCTG -ACTTGACAGAGAAGTCGAATACCGGTCTTTCACTAACCCTTGCCTGAACCTCCGATGTCAAGGTAGAGGC -GTCCACCTTGGTAATGCTGATAGAGATATTTCCGGCATTTACAGCACCACTGATGGATTCAACAGCCTTT -GTGTTAAAGGTAACAGTTCCAATACCTGCGTCAACTTTAACGTCTGCCTTGGTTTCCTCTGCTACCTTAT -TAAAAGCATCTCTCGGAATTTCCACCGTGACAGCCGTTGTGTTTGCCGCAACCCCAACCTTTATTTCAAC -CACTGCTTTTTGTCCAGAAGTTTCAGCCTCTTTTGCCTTGTCAGTTAAAGAGTTAAAGGCACTTGCTTCA -ACACTTGCAGTAGCTGTACCTGTTGTTGAGTCAGTCGTTGCCTTTACCGAAGTGGATACGGTTGTGGCAT -TGCCGTCTTTTGTAGTGACAGGCTCAGGCGTAGGAGTAGGCATTACACTGCCTCCGCCGCCACTGCCACT -GGAGTATGTAAAATTAGCTGTTATAGTAACACTGGCAGCAGGCATTGTAAATGTAGTAGATGCGCTGTTT -GCATTTACAAACGTACCACCAGCATTTGAAGTCCAGCTACTGAAAACATACCCACTGTTTGCTGATGCTA -CCAGTGTGATTGTCGCCCCAGCGGCATAGCTTCCGCTCGCACCTGTGGTTATTGTACCGCCAGTGCCTGC -CTGTATTGTGGCAGTGTGGGTTGTAATGTCTGCCACAATAGTTGTATCTGACCCCGCAAATGTACCGTCT -GGCTTATTTACATATACTGTATAGTTTGCCAGTGTTCCCAAAGCACCGGTTGTGATAGAAGCTGAAATGT -CTCCACTTCCATCTGCCGTAGTTTGTCCCATTGCCTTAATGCTTGAATTAACTATATCTACCACTCTGAC -TGAATAGCTGGTGCCGCTTGTAAAGCCTGTACCGGCAATCGTCACAACTCCGTTAGCATAGGTTGCATTC -ACATTTACTGCTTCCGCTGCTGCAGAGAGAGGAAACAGTAATAAACACATCAATACTACAAGCATTATGG -ATAAAATTCGCTTGTTCATGTCTTTCCCCCTCTTCCGGATTATTGGTGTGCATACACGATAACACCCATG -TCTGAATCTATAAGGTTTGGCATAGCACTTGTGAGCCATGTCTCTACCGTTGTTCCATCAACCTGATAGG -ATACAGTAACGGACTGGCTTGCAGGCGAAATCATGACTACCGATACCTTCGCATTATCTCCCGTCCCCTC -TGTGAACTGAACAACAAGGTATTTTCCGGCAAGGTCTCCAGCATTGGCACCACCTATGGTGATTGTACGG -GTACAGCCTGCACCGCCCTTACTTTCAGTACCGATGGCAAGAGTGTAACCGCTATCCTGCTGTTTTACGA -TTAAGGTAAATACTTTTGTATCAGTTACAAGACCTTTTGTGATTGTTGCTGTTAAGGTTACCGTTGCATC -TCCTGCACCAAATGCTGGCCTTACTACTGTCTGTCCGTTATTTGATACTACTGTAGGTGTGTCTGAAACC -CACGTGATTGCTGATCCGTTTACAGATCCAACTGTTGGTAGAGCCGCTAGTGCTCCCGTTACGTTCTCCA -GGTCTGCATTCCCACCCTTGATTACATCACTCGTTAGTGCTGCTTTATCAGCTGCTACTGATGCTGCATC -CGCATCCGCATCATATGGGGTTGCTGTAACTGTCATTGTCAAGGTCGCTGTTGTATCTGAAGCAGATCCC -TTTGACAATTCTACTGTGAACGTATATTTTCCGTCTGTTCCAGCAGGTGTTGTCACATCTCCAGCTACTG -CTGGCGTATAATCAACTTTAGTTACTGATGTTGTTACTCCTTCCAAAGCTAAACCTGCGATTACAGTTTC -AATCGCTGTTTTTACTGTAGCTTCATCAGTTGCTTCTGCCTGAGTCATTGTATATGTTGCTCCGGCTACC -AAGCCTTTGACTGTTGCTACTGATGCTGCATCCGCATCATATGGGGTTGCTGTAACTGTCATTGTCAAGG -TCGCTGTTGTATCTGAAGCAGATCCCTTTGACAATTCTACTGTGAACGTATATTTTCCGTCTGTTCCAGC -AGGTGTTGTCACATCTCCAGCTACTGCTGGCGTATAATCAACTTTAGTTACTGATGTTGTTACTCCTTCC -AAAGCTAAACCTGCGATTACAGTTTCAATCGCTGTTTTTACTGTAGCTTCATCAGTTGCTTCTGCCTGAG -TCATTGTATATGTTGCTCCGGCTACCAAGCCTTTGACTGTTGCTACTGATGCTGCATCCGCATCATATGG -GGTTGCTGTAACTGTCATGGTCAAGGTCGCTGTTGTATCTGAAGCAGATCCCTTTAACAATCCTACTGTG -AACGTATATGTTCCGTCTGTTCCAGCAGGTGTTGTCACATCTCCAGCTACTGCTGGCGTATAATCAACTT -TAGTTACTGATGTTGTTACTCCATCCAAAGCTAAACCTGCGATTACAGTTTCAATCGCTATTTTTACTGT -AGCTTCATCAGTTGCTTCTGCCTGAGTCATTGTATATGTTGCTCCGGCTACCAAGCCTTTGACTGTTGCT -ACTGATGCTGCATCCGCATCATATGGGGTTGCTGCAACTGTCATTGTCAAGGTCGCTGTTGTATCTGAAG -CAGATCCCTTTAACAATCCTACTGTGAACGTATATTTTCCGTCTGTTCCAGCAGGTGTTGTCACATCTCC -AGCTACTGCTGGCGTATAATCAACTTTAGTTACTGATGTTGTTACTCCATCCAAAGCTAAACCTGCGATT -ACAGTTTCAATCGCTGTTTTTACTGTAGCTTCATCAGTTGCTTCTGCCTGAGTCATTGTATATGTTGCTC -CGGCTACCAAGCCTTTGACTGTTGCTACTGATGCTGCATCCGCATCATATGGGGTTGCTGTAACTGTCAT -GGTCAAGGTCGCTGTTGTATCTGAAGCAGATCCCTTTAACAATCCTACTGTGAACGTATATGTTCCGTCT -GTTCCAGCAGGTGTTGTCACATCTCCAGCTACTGCTGGCGTATAATCAACTTTAGTTACTGATGTTGTTA -CTCCATCCAAAGCTAAACCTGCGATTACAGTTTCAATCGCTGTTTTTACTGTAGCTTCATCAGTTGCTTC -TGCCTGAGTCATTGTATATGTTGCTCCGGCTACCAAGCCTTTGACTGTTGCTACTGATGCTGCATCCGCA -TCATATGGGGTTGCTGTAACTGTCATGGTCAAGGTCGCTGTTGTATCTGAAGCAGATCCCTTTAACAATC -CTACTGTGAACGTATATGTTCCGTCTGTTCCAGCAGGTGTTGTCACATCTCCAGCTACTGCTGGCGTATA -ATCAACTTTAGTTACTGATGTTGTTACTCCATCCAAAGCTAAACCTGCAATTACAGTTTCAATCGCTATT -TTTACTGTAGCTTCATCAGTTGCTTCTGCCTGAGTCATTGTATATGTTGCTCCGGCTACCAAGCCTTTGA -CTGTTGCTACTGATGCTGCATCCGCATCATATGGGGTTGCTGTAACTGTCATGGTCAAGGTCGCTGTTGT -ATCTGAAGCAGATCCCTTTAACAATCCTACTGTGAACGTATATTTTCCGTCTGTTCCAGCAGGTGTTGTC -ACATCTCCAGCTACTGCTGGCGTATAATCAACTTTAGTTACTGATGTTGTTACTCCTTCCAAAGCTAAAC -CTGCGATTACAGTTTCAATCGCTGTTTTTACTGTAGCTTCATCAGTTGCTTCTGCCTGAGTCATTGTATA -TGTTGCTCCGGCTACCAAGCCTTTGACTGTTGCTACTGATGCTGCATCCGCATCATATGGGGTTGCTGTA -ACTGTCATTGTCAAGGTCGCTGTTGTATCTGAAGCAGATCCCTTTGACAATTCTACTGTGAACGTATATT -TTCCGTCTGTTCCAGCAGGTGTTGTCACATCTCCAGCTACTGCTGGCGTATAATCAACTTTAGTTACTGA -TGTTGTTACTCCTTCCAAAGCTAAACCTGCGATTACAGTTTCAATCGCTGTTTTTACTGTAGCTTCATCA -GTTGCTTCTGCCTGAGTCATTGTATATGTTGCTCCGGCTACCAAGCCTTTGACTGTTGCTACTGATGCTG -CATCCGCATCATATGGGGTTGCTGTAACTGTCATTGTCAAGGTCGCTGTTGTATCTGAAGCAGATCCCTT -TGACAATTCTACTGTGAACGTATATTTTCCGTCTGTTCCAGCAGGTGTTGTCACATCTCCAGCTACTGCT -GGCGTATAATCAACTTTAGTTACTGATGTTGTTACTCCTTCCAAAGCTAAACCTGCGATTACAGTTTCAA -TCGCTGTTTTTACTGTAGCTTCATCAGTTGCTTCTGCCTGAGTCATTGTATATGTTGCTCCGGCTACCAA -GCCTTTGACTGTTGCTACTGATGCTGCATCTGGGTCTGCTACTGTCAAAGTTACTACACTGGATGTTATA -CCATCAATTGTAACCTTGAAGTAGTAATTGCCTGCTGTTGTAGTATTATCACCGTTTACTGTTATTGTTG -AACCACCACTGCTTACATCAGAACCACTTGCCAATATACCTGTTGGTTCTGTAGTGCTAGTACCTCCACT -TATATCAGTAAACCAGGAAATTGTTACTGGTTGAGTATCTGCAGCATCTGTTGTTACATCAAATGTTGCA -CTTTGTTCTGCTGCTGCTGCTGTAATTGTTCCGACCTGTGTCCCTACAGCTACATTAGTAGTTGCTGCAA -ATACACTCATCGGCAACATCGTAAGCAACATACACAATACCATTAACATTGCCAAGCCCTTTCGCATTCT -TGTTTCCGTCATAATCCGTCCCCCTTTTTATAAAAAATTTAGTGCATGAAATAGACTCATTTGTCTATAA -TCTAGGATGTGTTACAGCTTTTTTTAGGATGAAGCATAACTATTAGCCCCCTCTTGATCTTATTTATTGA -AGGCATCACGTTACATTGGTTATATGATTATGTGGGTTATGATGCTATGCCATGATTATACATCTCTCGA -CCAATACTTTCAAGTAATGGAGGGTTTTTATGAGAATTTATGTTAAATTTTGTCGAATTAACTGCGATTA -CTTACATCCTTAATTTCAGCAGTAGTTATTAAAGAGCTGTGATATAACCTGTACGTCTATGCCTATATCC -GTAAAGAAAACAAAAGTGTCGTGTTAGTTATAAATCCTTATACATGGCTTTACATCACTATCACCGTCAT -TTTACAACTACTGAAAGACTAAATTACTACTTCTATTGCCTTTCAAACACTTCGCCCATTTACAGTTCAC -CTGCTCATTTATGTCACTCTGCCAAACTTGTCTATATTATCTTGCCGATAAATTCTACTTCCTGATTACT -ACAATGAATTCGTTTTGGTTTATTATGATATCTCAGCTAAACATCCTTTCTATCAGAAAGTACTTTAATT -TATAATAAGCCGATACAAACAACTGCCCTTGCTCCTGCCCTGTCAATAACAAAATGTATGAACTTTATTG -CTTTGTTTTATATATTAGATCTGCTGTTTTTACTGCTCCTTTGCCCTGTTTAGCTGGCTTCATTTTCCTG -GCTGCTTTCACTGATTTTTTAGTGCTGCATATCCTAAGTTCAATAACTTTCCCTACTGCCCCGACTTCCT -CCATCTGAGTTTCTTGATTTCCTGTGCTTTAACATTCTTGACCTTAGCCGTATTAATTTCCGCTTCCGTC -TCTACCGTATTTGTCTGAGTTGCTAGTAAACTGTTCAGTTTATCTATAGCTGTATCTGCATTGTCTAAAT -CGGTGAGGTTTTCAATCATGGATAAGATTGCTTCTTTATCTTCCTTGGAGACTTCTGCAAGCTTATTCAT -TTCAAATAATAAGTTATATGATTTTACATATGTTGAGTACCATTTAAACAAGTCTACTAAAACTAATTGA -TAGTATCCGTTAAATTCGGTATAATTTTTATGTTGCATAAGTTTTTTCAAAAATTAAATTATACAACACT -TGCGGGCCCTACAGGACCCGCCTTTTACTATTTTAGAGACAAAAAGGGGACTGCTACCCAGTGAATAAAT -TTATTCATTGTGCAACAGCCCCTTTTGTCTGAAAAACTTTGCTTTTTGTGAATAACGATTATTGTCGACA -ATATCTATATCCGTATTTATTAATTGCCCACCAGGATTGTCCATATATATTACTCATTTATTGTACCATA -GGTTATGGAGCTTATAGCTTATATCGTTTTTTGAGCAATAAATATATTTTAATGATGATTTTTAAGAAGT -TAAATTATTATTAAATGGAATCATTATAAAAGTTATTGTTTAATACATGATTAAGGGTAACCAATTGTTG -TTCGTTTAAATATAAAAATTCTTGGTGGTTATTGTTGAACATAATTTATTTAGTAAGCATAGAGAAAATA -TGTATATTATAATCCCATTAATTACTTGCCTTTTCTTTAAATAATGTAATAATTCTCTAACGCTCTAAAT -TCTTATACCTAAAAAAGGAATGCTTTTAGCAAAAAAGGTGCCCCAATAAATCAGGGTACAGTCTTTAATT -AGCATTCCTTATATTTTCCATATATGCAGCTTTTTCGTTTTTTGTTAATTCAACTATACGCTTTTAAATA -TGGATATCGGCACAATACCTACAATACCTTATTTGTTCATGTTTCAGCCAATTTCAACGCGTGAAAAAAC -CTCTCATACATTGCATAAGAGGTCTATTTTCTTGGTTGCGGGAGTACACAACATTGTTTACCTACGATTT -TATTTAGTTTTTCAAGCATGACTAGTAGTAATTAAGCTTACATTTTGTGTAATTTATTTTATTTTACAAT -CATTAACCGCAACATTTATAGACTTCCCATCGATTTGGCCTACTATAGTAACTTTAGTACCTTTTTTTAT -TTCAGCTACCTTTGAGATTTCATTATCATCCTTGAAGAAACACTGTACATTTGTTATAGAAAAATCTTTT -CCACTAGATAATACAACATATGTCTGCCCTAATGATTCTCCGATATCACTTACAGTTCCAGTAATTTCGG -CAATTTTATCTTTATATAATTTATTCCCTTTAATTTCATTCTCGTCAAATGTTGCTGCGAGATCTTCTGC -TTTAACTACTATTGGTTTTTCTTTGACCTGTGTTGGGGTTGATTTTGATACACTTGAATTCGCGTCAGTA -TTTGTGGATACTGTTTTATCACTGTCTCCTTGTTGATTTACGGCTACAACCACAAAAATAATGACTATGA -TAGCCCAAAACCACCATCTTTTAAAAATTGACTTTTTAACCTTTTCATTTGCCATTTGATGTCCCTCCTA -GAGTTTTATATGTACAATTTACCACTAATTTGATTTATTTACAATAATATACTAGTATTTTGATTATTGT -TGTATTTTTGTGTGAAAAAAAAATAAACCCTCAAGGATTTCTCCCTGAGGGCATCTGTTGTTATTATTTT -TGATTAAGTTTCACTGCAAAGAAAAAAGACACCGCCATAGTTGTCATAGATGCAAGCTTTTCAGGGTCTA -TTTTACCCGTTGCTGTAAATCCTATCACTGCGCCTACAAGGGCAAAGGTTACTATTGTTTTGACGTCTAT -CAATTTTGCAAACTTATCTTTCATTTATGTACGTCCTCCCATCTTGTTAACAATGTTCATGATAAAGCTG -TCAAAGTACTTCAATGTTTTAATCAGTCCTAGCCATAACTTAGGGCTAGATTGAGTTGCTTTTATAGCAT -CCTCGGCAGTCTTAAAGTTGTTACCAAGTATCTCCTGGCAGGACTGTAATATTTCTTTTGCCTTAGCCTT -TGTTTTAGGGCCAGCAATTCCGTCTGTTTTTAGTCCTGTCATTGCCTGAAACTCTTTTATATCCATGCCA -TTGTCAACTCCTTTCAGTACACCGTCCCGGATAGATTCTTTTTGTTTCTGGCTTATGCCCTGATGCTCGA -TTAATTGTACGTGCCATGGTTCGTGATCCATTGGCTTGACAAGACCATACTTTTTTAATTCCGCATTTGT -GAGAGCATTAAACCACGGGTCTGTAATGTCCATTGCAATACAAAAGCAATGATTTGATTTACCATAGGCA -GCAGCCCAGCACTTGCCATCAGGAGTATACACAGAACCATCTGCTTTCTGAAAACCGCCCTGACTTTTTC -TCTGAGCCAAGGATTGAGCATTAATAAGTTTTTGCTTTGCTAAGCTCCTGTAGCCGGACGTACAGAGGCA -ATCTTTACCTTTAGCGGCACACAAGGTATTTACAGCTTGTATCAACTTTGGATATATTGTTCCTTCATCT -AAATACTTAAACTTTACACTTGCCATTTCGTAGACCTCACTTCCCCGTAAATTTTAAAGCCCCTACTATA -GCACCGATAACGGTTATTGCTGTAGTAAGGGCTTTAATAAGCTCTAGCATGATTGGCGACCAAGCTTTAT -TGTCGCTCTCGTTTCTTTTTTTAATATCTGCCTTTATCTCTGTCAAATCCTCCTTAATAGCTTTAACGTA -TACTTTTGTTTCAGAATGATTTTGCTCCAGCGTTCTGATCCGTTCCTCGTTGAGGCAGCGGTACCCGCAT -TCTCCTGTCATAGGTAGTCCTCCCTTGATGTATTCGGTAAATTATGTTGTACCTTGCATATTTAATAAGC -AGTCAACCGCTTTTGACACCTGTTCAATCTTAGCTCTTAATTCTGCATTCTCGGCCTGTAGTTGTTCAAT -CGCTGTTTGTTCGGCCTCGAGTTTAACTCCGTTTCTATAAAAAAAACCATCCCTATAGATATCTCCTATA -CCAACAGGCACAGTACCGCAAACGATAAGACCATTAGCATAAGCGAAACTCTGGTCTGCTATTACAATGT -TTTCGACTGTAGTTCCATCTTGTGCTAGCACTGCACATCTTAAAGCTTCCATGATAAAACCTCCTTAATT -ATGTTGGATATCCCCATCTAACAATTACTATACCGGATCCACCTGTTCCTCCAGTTCCTCTATTACTACT -TCCATAACCACCTCCACCACCTCCTCCACCATATCCACCACCACCGTTACCTCCGGCACATCCCATGACT -CCTACACTACCCATTTGTCCAGCACTTCCAGACCCAGCTGTAAAAGATGATATCCCGGGGTCTCCAGACG -CTCCTACACCAGTTGAAGTATTACCTCCTGCACCTCCAGCACCACCCCCTGCATGTATCCTACCCCAAAA -ATCTGTAGTAGGTGTACCTTGTCCTGTACCATTGGATCCGGCTCCGGAAGAACCAGTATTATAATAAGGA -GGAGTACCGTTGCCGCCATTAGAACCAGCCACACCACCACTAGACCATGCACTAGTAGATAAAATCATAC -CTCCCCCACCGGCACTTCCCCCATTTGCTCCATTACTGCTTGTTGCTCCGTTTCCACCAGCAGCGGGGGT -TAATCCTGTATAGGTGCTAGAACCTCCAGAAGACCCCGCTGTTCCTCCTGAACCCACATAAATAGTTACG -GGAGTAGTAGGAGTTACTCCATAGTAAGTCTTTGTATAACCACTTGCTCCCCCACCGCCCCCTACATATG -AACTTCCAGAACTACTACCGCCACCACCAGCACCAACCAGAAACACATCTAATTTTGCAGGTAACCGCCC -TTCAAAAGAAAGCGTACCCGAGGAAGTGCATTCTATATAGCCTCTTGAAGCACTTTCTGTTACAATTTTG -CAAGAGCCTGTATAGTTAACTTTGACAGGTGTACCTTGCACTTTTTCACCCTTTGGTCTTACGAAACTTT -CCCCAAAGCTTCTACCCATTAATAATCCCCTCCCATAAATGTAACCGCATAGCCAGAAGCTACCGTTGTT -CCAAGAGACACATATAGTTTCTGCCCCGCATTTAAAGCCGGAGGTAATACACCGTTTCCGTCGTTCGCAT -AGTTGATTGGTAATAGTACCGTATCAACACCAGTTATTTTTGACGTTTGTACTGTGGTGGCTGTAAGCTC -AACTTCATACACTAATGAAAAGTTTGCTTCCTCTACACCTAGACCATCATTCCAGAATATTCTTAATACA -GTTGCTACATTGGTGCCAAGAGCTCTTACTTTAACTGCATCTATCCTAGTGCCATTTGTTCCTGCAGTAA -CTAATACTTTTCCATTAGTAGCAGGAGTTTTAAAATTGGTATCAGCAGTTAGCAGAGTTATGCTTGAAAC -ATGAGGGGTTATAGGATAAATTGGTATCGTATTTGCTGGCATATTATAAAGCACCTCCTATGTTTTTATA -TGCATATAATATAGAAGATACATGAGACGTACCTCCAATATAATTATTAAACTCTGACTTATCCAACTTA -TTATTTAAACCGTGAGCATCAGTGCTATTATTAATGTGTTGTTCTAGGCTAGTTTCTTTTGCATAGTAAC -CAGGTAACTGTCCCCCGAGTTTATCTGCATTACCCGAATTAAGGGCGTTATTGGCGGTATTTGCAGTATC -TATTATGCCGTCGTCATCCTGATCTATATCAGCCCACAACACATCACCAGCACCCGTACCATCTTGTCCC -TTAGGTATTGCAAAGTCAAATACAGGTGACTCATTAGGGCTTCCGGCTTGTCTTGTCACAGTAACCAGTT -TACCCGGTTGTAAGGTTGTAACGGTACCTATCTGGATATTTGGTACTGTCCCAGTATCTCCTTTGTCACC -TCTTTTACCGACCAATTTCCAACGTTCATTATCTTCCGTAGGATATTCAGGCGGCGAAAAGCCCTGTGAT -TCTAATATGGTACCGTCCGGGTTTTCCTTGAGCATAAAAGAGCTACCTTGGTAGCTCACTATGTTGTTGG -TATGATACACAAAATCGGGGTCGTATGGTCCGTAGTGTTTAGTGTTGGAGTACCTTAGTTGTCGGTCTAC -TTCATTCACTTCTCTTTGAGTTTCTGCGGTTTCACGGTCAGATTCGGAGTTAAGCACTCCTGTTATGTCA -GTTTCTACTTCTGAGAATCCTATATTTATCTTGTCGTAATCATCCTTTATTTTGTTTTCCCCGTAGAGAT -TACAGTACTTGTTTATCGCCATCCTGTTCAACACCTCCGTCAAGGCTTGCGATCATATCGTCAATTTCTT -TGATTGATTCGTCTATAGATTTTGACTGTTCCTGCAATCCTGTAACTTGATTTGACAACTGTGTCTGCCT -GTTAAGTAGTTGTATCTTTTGTGCTTGCAATTCAGCTTTATTTAGCTGTTTTTGTGTTGTCTCGACTATC -GTCACAACACCTCCCTCTATTTTATAGTTTCTATCCAAAATTTTCTGTGTAGCCATGTTACATCTTCCTT -TCATTTTTCATTTTTTATTTACAAATATTGCATATCTGGAATATAATGCAATTAAAGAGGTAATAATTAC -CCAAAAGGTTATATTTTAAAATAAGGAGGCATATAATTATGAAAAAATTTTTATCAGGGCTGATTACTGG -ATTATTAGTATCAGTTTCATTAACTGCCTTTGCTGCTATTCAGCTTAAAGTAGTTCCAAACCCATACCCA -GTATTCATAAATAACGCAAAAGCAAACGTGCAGGGGTACAACATCAACGGCTCGACGTACCTTAAACTTA -GTGACTTAAAAACTGCCGGACTTGATGCAAAATATAACAATGCAAAAAAGCAAATTGAAGTAAATTCGGT -TAATAACTCGGCAACTGATGCTGACCAAATTAGTGTTAATCCAACATCCGATAACATCGATGGTTTTAAA -ATATATAAATTAGACGGTAAAGATTATGTCCGTATCTATGAAATTGTTAAATATTGTAATGACCAATATA -TTAAAAATCAAACTGACAAAAAAGTGTTTTTTTACTTAAGAACAAAAAGTATTTATTCTGAATCAGATAC -AAATTATAAAGGCCAAACACCAACCGTAGAATCTACAATGTTTTATATCGAAAAACACGATTTATCAGTA -CATCCAAGAGTCATTACAACTGTAGATTTATTCTCTGTTAAATTAACAAATGGTCGTATAGACATAAATG -TTTTTAAGGAGTATTTCCAGCCAATAGTTAATCTATCGCTAGAAGATGTATATAATTCAAAGAGTAAATA -GTACAATTAAACAGCCTGGACAATTAATATCCAGGCTGTTTAATATAAATTAATAGGCATCTACTATATG -ACTATGGCCACCGCTTTCCACCCAAGTTACATATCCTGTAATATTATTATTTTCATCAACTTTAGCTAAT -CTTGTTCCACCAGCTATACCATGGTTGTGTAAACCAGTATTATCCGTATATAATCCATCAACATAGGAAT -CACTAAAATCAACAGCATTAAATTTGCACGTACCATTAATTTCTACATCACCAAATAAGTATATGTTATC -TTGTCCATGCAACCCTATATCAATCCAATTAAATGGGCCCCCATAAATACTTACTCCGTTATAAGAATCT -AAAAGCAAAGCCCCATCTATATTCAAAGACAAACCGCTCCAAGAAGAACTTGAGGCATTGTTGTAAAAAT -TAAGTGATTTAGGCATGAGTGAATTCGGATCCCCAATATTAACTTCATCATTTAAGTTTGCCACTCCACC -GTAAATTTGATTTGCATATATACTGCCCGTGTATACTCCTGATGAAGTTATGTGTGTTGCATATCCACTG -TCTTCCCACGCCGACACTGCCCCTGCGTTCGAGCCTATTACTTTGTTCCACGCAATCATTGCGTTTGGTC -CCATTTCGACATTATTACCTACAATCAAATCTTCAATCTGTGCAACTGATATTTTCGCATTTGTCGTGTC -AATGTTTTCTGCAAGAACAGTTCCGTCGAAATGGCCGTCCACTGCTTCAAGAGTGCCATTTATTCTGTAT -TTGCCTGTGAGGTAATCAAAGTATATACCGCTGTCACTTGATGCCCCTAAACTGATTGTATCGCCGTTAA -ATATAGCAGAACTGCCAGAGGTACTGTCTACTCGAATTCCTTCTTCCCTGGTTATCGATACACCGTAATA -ATTTTTGTTTTCCTTTACTGCGGTCTTGTCTATATGTTCTACCTTCCTTGTCAATGGTCCTTTGAATTTT -GTCTCACTCTGCTGGGCCGATGCAGCCGACGCAGAGGATGAAGCTTTTAGGCCACCTTTATAGCTGATTG -TGTTTTTCATTAACACCGTGTTAAAAGTTGGTAGGTCACGCCAAGGAAAGTCCGCATCCTTCCATGGCAT -TGTAGCTTCAAGCCAACTTAAAGTTTGAAACTGTTCTATGTCGATTGTGTCTCCTACTTCTAACCAAGGA -TAACAAAACCACTCCATACTGTAAGGAACATACCTAAAACCGTTTAGAGTGGCATACATATCATTAAGTA -TGTTCTGGTTTATGTATGGGTTATTAATGGTTAATGTCTTGCTTTCGTCACCTTCTCCGACCTCAATTTG -GCTTGTGTCGCCTTGGTTATTGCTTGTTACTACTATCTTTGTTATTGATTTTGCCGGGTTTGTTACTGGG -GCTTTAATGTAGTTAGATGCTGTTATTTTTTCAACTGTCTGGCTACTTTTAGCAAACTTGATTAAACCCA -TTGTTCCGTCTTTCATAATTTTGGCACTAGCGACATGAGCCGCAGCTATAAAACCTAGTACCTCCCTGAT -TTTATGGCCTGTGGGTGCTACTTGGAATGTGTAAGCCTGGTTTATATCTGCTGATGATTCAACACCAAGT -ATTCCGCAGCACTCATCCCAAACAGCCTGCATTGTTGCAGGATAAATAAGGCTTGATATAAAGTCTTGTT -CGCCATATATCATCCTGTCAAAGCAGGTAAGCTTCCAGACCTTCTGCTCGATAATTCGTGAGTCAATGAA -GTATTCCCCCAACTTAAACCACTCGGATTCACCTTCACTTCCAAGGAACCGGATATAAGGAACTATTTTT -GCATTTACGGGTATAGTCTCCACTGTTCTCAAAGATAGGTTAAGCTTCGACGCTGTGGCAGTGCCAATAG -AAAAATCACCAGATGGAGCAATGTCATCCTCAATAGTAAATTCAACAACGGCACTTGAAGTAAGCGTCAA -GTCGTCTATTAGAACCTTTGCATCTAGGGTCCTATCATAATTTCTTGCATATTTTTTAAATAAATCTGAT -ACCTGATACATATTACTACCTCTCAGTTAGAGTAAATTTTAGGCCTTTCCAGTATAATTTCCCTTTCTGT -TCTACCGCAGCTTGGCATGGCCTATTGTTTACGTAGAACGTTTTTGTCACATATTTACCCTCCATCGGAT -CTGGATAATAGACCTCAAAGTATGGATTGCTCATAGATTGTAATAGAGTAGCCATTACCGGCCACTCTAT -TAATCCAAAGCTCATATCAATTTGTCGTTTTACTGCTATTCTATCCCTATGCAGAGTTGCATCCGCTGCT -CTATTAGTTGTTTCAGCATTATCAACATCAAGAGGAGTGACAGTAAACTCCGTAGGATATGCAGCAATCT -CAATACCATTAATTTTTAATTGCATTTACTATCACTCCTTATACCTCGAATAGGGTATAGCCTGATTGCC -TATTGGCTACATTTGCAGTTCTTATCACGGCCTTGCCGAATTCAGTTTCCCCTACTTTCATAATTACAGG -TGTTTGCAAGTTTCGGATAAGTTCCATTAGCTCATTTATAGCAGCAACAACTTCCTGATTACCTCCGTTT -AACATACCCTGCAGCTTTGACAAAGGACTAACTACCTCTGGGTCTGCTTGAGCGTTACGGTTATCTCCGA -CCATGGCCAGTGTTGGAGCTGATACCAACCCCCCGTTTGCAAGCTTAGGGATTTTGGGTATATTTATGCC -AAAGGATTTGCCCCCACCTATAGGTGACCAATCAGGGATTTTTATCTGAATATTATTTAAAGCTCCAATC -ATGAAGTTAAATGCATCAACAATCAGGTTTATGGCCCCCTTGAAAATGCCAACAATACTGTCGAATATTC -CTTTAAAGAAATCTTTTATACCTGTCCAGGCTCTCTTCCAGTCACCAGTGAATACTCCTGCAATAAAGTC -TACAAGACCACCAAGAGATTTTATCAACCCCTTAATGACATCAACAATAGTTCCGACCACCGTACCGATT -ACATTAACAATACCGTTGAAAATATTAGACCAAGTAGGGCCGAGAACTTTTATCAGCATATTTACCAGTG -GGGTAATAAACTTGTTGGTGATATCAAGTACGGCGGTAACCAATTTTCCAACGAAGTCTGTAATCTCTTT -TATCAGTCCCTTTAAATGCTTGCTCCATAGCCAGCTGATAGTTTCGCAAATGTTTTGCCAAATTGGTTGT -AAAAAGTTCTGCCACAGATTTGTCATTACACTTTTTATAGAACCAACCAGTCCGTTAAGCCCTTCAAATA -TTTTGCCTCCCCAGTCATCCCAGAAGCCTTTTATAATGTTCAACGTATCGAGTATCATCCCTGATACAAC -TCTCAGGCCCGGAGCGACTCCCTGATCCCATAACATATCGAAGATCTGTTTTGTACTGTCGAACATATTC -TGAAACAGATTACCCCACTGTGTTGTAAACTGAGATATCATTGGTAATCCGTCGGTTACAAACCATGATA -CAATCGGAAAAGCTACTTCTTTTATAGTGTTGAACACTTTTAGCCCAGTATCAAGCAACCCCGCTAAGAC -ATTGCCTGTTACTTTAATACCCGTCTGTATCTGTGTTGTAAAATCTCCTACAAACCATTGTTTCAAAGGC -TCTCCAAGTGTTTGAAATTGGGAAAAAGCATCAGCAATAGCAGTTTTCCAGCCTTGTAACGGTACCGATA -TAGCAGAAATAGCTTGAGCTATTGGAGGGCCAAAGTTCGCAACAAAATATCCAGCCACCTGACTTGCAAT -TGACTTAATATTATTAAGTATGTCTTGTAGGGGTTTGAGCTTACTAGGGTCAATCCCAATGTCTATATTG -CCCCCACCAAGATTCATATCCCCCATGCCGCCCATATCTGCAAGACCTCCGGCGGCAGAGCCAGCATCGT -CCATTGAATCAGCCGCAGACATGGCTAATGTGTTTAACTGGTCAAAGCCACCCAATGCTCCTTTAACATC -TTTCCCAGCTTTTTTGACCTCTTTCCCTGCTCCTCCGGCGGCTGTTCCCATATCAGATGTAGCTGATGCC -GCATTGTTTGCCGCACCGCTTACTGAACCTCCTGAAGCATCCCCAAATAATAGAGCGGTAAAAGCTTTAA -AGTACTGAGCTGCAATCTGCAATTTTGAAATAAGGAAGTTAAGTCCCCGGACTATAGGTGCAAGGATATT -AATAAAACCTGCACCCATGCTGCCTTTAAATATATTCCACTGCTCTCCAAGCAGTTTTATCTGATTTGCC -CATGAACCAGATGTCCTTGCAAAGTCACCCTGGGCATCCTTTGTAACCGAAAGCAGATAGTTATACCGGA -GTAAAGTCTGTTGGGCTTGGCTCATTTCCGAATACTGTTTCTTTATCCCTTGAGTTAAGGCATAAGCTTC -CATGTTTGCAACCGACATATTAACGCCTAATTGCTTTAATGGCTCTGTTTCACCACTTATTCCAGAGCGG -ATTTTCTCGAACGCCTCATCATTGGACAAATTATAAAAGGATGCCATATCAGCTGATAATTCCGTCAGCT -TCTTTGACATCCCCTCCATTTGTGTGCCGACCAACCCGGAACTTTTCATCATGGCACCAAGAGTTGAAGA -ATATTTCTTTGCAGACAATTCCGATAGGCCAAATCCAGACAACATATTTTTAGACCAGGCATTTATATCT -GCTGCCATGGATCCGAACGTAACATCTACAACGTTTTGCACCTCTGTAAGGTTGGATGCAAGCTCCATGG -ACTGTCTACCAAAATCAATAAGTTTGTCTACAGCAAAGGCTGCAGCGACTATTCCACCAAGCTTTTTAAA -CGATGCACCCACCATGTTTGTAGCGTTACCGGCAATGCCGCTTAATTGCTTGTTAAAGCCGTCATAGTTT -ACTCCAAGGTCTAAAGCTATTTGGCCTACACTTCCATTAGACATTGCCGCCACCCCCAAACATCCGGGCA -AATTCCATTTCTAAGTCCTTCATCTTTTGATCGAGAACATTAGGATTATCAAGCTGTTTGTTTGCCCTTT -TTAACCGCCAATCGTTATATATTTTTCGCTGTGAAGGTGTAAAGTTTTTTATAACCTTCCTGTCTTTTTC -TGACCTGATAGTTACGATGTTTCCAAGTGGAGTATCTGGCATCAATCCGGCTACAAGTGTACAAAATTCA -TCCCAAGGCATATCTGTATGTTGTCGTATACGTATTCCGTATTGAGTCGCAAGGCTGGCTTCTATCAGTG -CCCAATCTTCTCTTATATCATAAAAAGATTCTTCGTTATTACTTCTTTTGAAATCGGGCAGCCGCTTCCT -CGTATTCCATATCCTGCATAGCAGCAATTACGGCGGTGGCAAGTACTTTAAAACTTTGAATAGTCATTTT -TTCTACACTAAGTTCCTTTGCAGCTTTAGAGCCTAAAGCTAGAGATATGGCCTCTACCATTGCGGAAGAT -GTTCCTATATTGGCAAGCTCCTCAAATTTCAGTACGTTTGTGATAGTATCATCAACCGAATAGGTTTTGT -CCCCAATTTGTATTGAAGGCTTTTCCTTGCTCAATTTATCTGTAATATTAATAACTTTTGACATTTTTTA -ATCTCCTCTCAAAAAATAACACCGACTACAATCAAGTAGCCGGTGCCGGTGTGAATGTTGGAAGTCCGTC -ACTCAAGACTTCAAACTCTAATGTATCAATATTGGTGCTGTCCCCGCCTCCTGGTGTTGTAAGATTGATA -ACACAATCCATTGTTAACTTTGCACCTGAGGGCATCTCCCATTCAAATTTACTTTCGACATCCTGTCCAG -TTCCTAAAAGCAGACCGCCGATGTAATCGTTTCCCGGATCCCCATATCTACGTTTACCAGAAAAACTAAA -TGTAAGACCTTTTCCGGTCACTGCTCTACGAATCCATCCTGCCTGGTCCATAGGTGTCCATTCTTCCGTA -TTGGCGTCAATGCTTGGACTGAATGTTTCCAAGTCCTTAATGATTAGCATCTGTTCTGTAGTCGACGCTC -TACCCGCAGTCCCTATTTTAAACTTATTGTTATGTACAGGGAAAACTCCTGCTACTTCTGGCATTACATA -CCACTCCTTTCATAATAAATTACAGTTTCAATTACATACTCAAATATGTTGTTATCATCTGTACCCACAC -TTACGGGTTCAGGAGTACGCATGTTAAACTGAATAACTCTTTTACCACCTATTTCAGCCGATTGACCAAA -CATACAGTTGTATACCTCTTGTGCTTTTTGCTCGGCTATATCCGCATTTTTGCCCCAGTGTACCAGAATA -GAAATAGCTTTAGTCGCATAGCTTGTATTTTCTATTCCTCCAAGAGCAATTACCGGGGTAGGACCTGCGA -CACTATAAATCCCTATGCACTGTTCCTTACTCCCGTCTATTTTGCTGATATACCAATTCGGACAGCTTAT -TTGGGTTTTTAGCCAGTCTTTTACCTCTGCCAGTGTCATCATTTAACCACACCCCCGGTCAGTTTTCTGT -AAAGCTTCCGGAATGCATTTTTAGCAAAATTCTTTTTAGGCCCATCAACATAAGTTTGCATCCATTTGCC -TTGAGCATTTGAATTTTTATCAGTTCTAAAGTCATATTCAGGATGCCAATATAGCTTCCGGGCATAAGGA -GTATCAAAGCCAATACTTGTTTTTCCCTTTGATATCTGGGAGGTATCAACATAAGCACTACGCTCCAGTT -CTCCCGTCTGTTTTGGTATTGTTCCGGACAAAGTAACATCGGACTTGACAGCTTCTGCTGTCATTTCTAG -AGCTTGTTTCTGTGCATTACTCAACCTGCCTAGTGCTGCATGATTCATTTTTACATTTACCCTTATAGCC -ATTAAATCAGCTCCAATTCAGTACTAAATACAGACCCATCAGGATTCCTAGGCCGTGTTGTACGGTAAAT -AGTTTTTTTTGACTCTCCAAGCATTACATACCCGGATATCAAATCATCCGGGTAGATATCACCTTTAAGA -ATTATTTTTCCAGCCAAAGTAACAAGCCTTCTCTCAGCATCAAGTACCTGCTTTGTTTTATCATCGCAGC -AGCACTTACCATTGAATATTAGCTGTTCGTCGATTCCGTTTTCTCCTTGGGTTTCCTGATAGATTTTAAC -TGGAGTAACAAGTATCCAGTCTGGAAAAGGTAACTTCATACTCACAACCTCCTATCCGTCAAGCCGGTAG -GTCTAAGTAAGTTCGTTACATCCTCAGAGGTCTTTATTCCCCCAGCCTCTACAGATTTAAAGGACAAGCT -TATGCTACCTGCAGAGTAACCTGACACCGGCATATCAAGATAAGGACCGTACTGGTAAACAAAGTCTGCA -TGTACGCAAACGGCCTTTTTTACCCGTTCTTGCTGGAAGGATGTAAGATTGTCAAAACCCTTACCTACAA -TCCGATTAAAAGTCAGGCTGTCTATCTGGTCAAAAGCTTTGTCAAGTTGTCTGGTCAGCTCCGCGTCCGG -AATAACCGTGCCACCGTATGTATTTTTGTAGTACTCTACATCAACATAAGACATAAAATCACGTCCTTAC -TGTGCATCTTTCTTAGCCTTTTTCAATTCATCTTTCAAATCTTTGTTTTCCTTCTCCAAGGCTGCTGATT -TTTCTTTCAAATCTTTGTTTTCCTTCGCCAGCTTAGTTAGTTTTTCTTGCAGATCATTGTACTTTTTAAG -GTCAACCTTCTTTCCGGCCCCTTGTTCAATCACATTTCCATCATCATCTACAATGTCATACCCTTGCCCT -ACGTAAAAGGCCTTGTTGGTTTCATCTACACTGTAGACCTTATTTCCCTTTGTCGCTTTCATACTAGCCC -CTCCTATACTTCTGCCTCAGCATTAATAGCCACACCGCAAGCTTTATTTTGAATCAAGAATGTATCTGTG -TAATATCTGTTCTGATAAACATACTTATCTGCGGTCCTTGAATCAGTTCCAGGAGTGAACACCTTCATGT -AAGCATATTTATCCCTTGAAACAACACAAGAAGGATGAATAAGTATCATATTGATTTGTTTTGCATCGAC -AGAAGGTACACAACCATTAGTAAAATCATACTTAGTTTTTAGTCTGGCACTAGGTACTTTAACAATCGTA -ACGTCATCTAAGGAATAGACCCTTCTGTCGATATTGCCGTTGTTAGAATTTACATCTATATTCCTTGTCA -GCCCACTGGCATTTTTAAGTAGTTTATTCATTGCCGGAGTGACATATAGGATCCTGCCCTCTGACGGAAC -TCCTTCGTCATCCATCTTTTCCATTTGTGTATCAAACCAATCCAACACATTAGAAACAGTTAAAGTAGTG -TTATCTATCACCGCACCGTCTGCCGCATAAGTTTTAGCTTCTGCATAAAGCTTAGAATATCTGTATGAAT -CCTTCTCAGGAATGGCCTGTTCTGTCTCGAAAACATTCTGAATATTTGCCATCTCTATAACTAAGTTGGT -TTCGTCTATATCCATTGGGTCTATGGCGAATTCCACGTCTCTGTCGTGTTCAAGCTTTTTGGGCTCCCAA -TCGTTGCTTATAGAACCTGTGTTAAAACCCATACCTCCTCTGTTGTGGTCCTTATACCCACTTAGAGTTA -ACCTGGGCAACTTAATTGTTTGTGCATTAATAAACTTAATGCCTTGATTAGATTGCGTTAATGCATACGA -TGTTAATTCCCTTGCATATTTTTGCTGTAGTTGTCCTTCAAACTGTTCAGCATAACTGTATACTGGCATT -TGTCATCTCTCCTTTATTTTGTTGTTGTGTTCCCGAAAATTGAAGCGAGTTGAGTATCTACATCTGCACC -CGCCCCTTTACTACCATCAGTACCTACCTTAAATCCAGGTTTTTGGCTACCAGATGGGTCTTCCTCTTTA -AACAAAAAAGCTTTTGACTCTTTCAAACCTTTAATCTGATCGTCAAGCCCAACAACCTTATCTCCGTCAA -CAACCAATTTTGATTTATCAAACAAACCGGACACTATACCTTCATCGTGCACCTTCCCGTTTATCGCCAT -CTTTATTGCATTTGTAAGAGTAATGTCCTTCATATCAGCGGCATATTTGTCAGCAGCTTCCTTGTTCTCC -TTTTGAAGCTTCTCAATTTCTGCTTGTAAGCCAGCTGCATCAACCTTTTTTAAATCCTCAATTTGCTTGT -CTCTGGTCGAAACGTCTTTTTCAAGCTGCTTTTTTGTTTCCGCCAAGGCGTTGTATGTGTCCTTGGGTAC -TGCGTTCTTAGGAAACTCTGTATTTATTTGAGCCATAAGAGCCTCAACATCCAGTTTCCCGTCTTTAATC -TGTGCTGCTTCAATCAATTTCTTTAACCATTCCATTTTCATTACCTCCATAGATTTTTTATAGTCGCTCT -CCGACTTAGGAGTTGCTTTGTTCTTTATGCTCTACAAACCTGTAAAAAGAGCAAAATAAAAAAGCACCCT -CTTTCTTGAGAGTACTTTCGGCAACTTAAGTACTGATATAAGTTTTATCTGCTTACGGAATATACCTTAA -ACCCAGCCTTGCGATATTCAGCCGCCTTTTCTTGCATCAGCTTCGATGATAAAAAGGTTTCTCTTTTCAT -TTCGAGCATATCGTTCTTTTCAACTCCATATATCGCGTTGCTGCGTTCTTTCTTATACTTTTCTTTAGCA -ACCTTTAAAATAGCATCTGCATACTGTCTATCACCTTCATAAATATTCCCATTTATATGGATTAACATAT -AGCCAACTCCTTATACAACAAAAGCACCTACTGATTTATTCAGCAAATGCTTTCCTTAGTTCCAGGTTTT -AATTATTTCTTTTGCTTGTTCTTCTGTAATCTCATCATAAAATGTGTCTTCACCAATGTAAATACAGCAT -TGCTCTGGGGCCGACTCCCATAATCTTTTCTGTGGTATAAATCGTTGAAATTGATCGTCTATTCTTCGAT -ACAGACGTGAAGCAGTTCCCTTTGTCCCATCATAATCATATGCAAAATAAAAATCTTCTCCCATAGCTTT -ACCTCCTTGGTTTGATTGTCTCAATGCCTTGTGGTCGTGTAAGTTTAGCTGACAGCCTGAACATCTCGGT -GATGATCTCTGCTTTTCTCTGAGGCAGAATACTATCGTCACGGGCTTCTTCGTATAACTTGTGGAGTTCG -CCGTCTTTCAAAGCAAAACTCTCAGGTGTATGAAATTGAACTTCAAATTTCTGTCCTTGTGGACTCATAT -AGCAACAATTAACACCGTTATAGGGATTCCGCTTATCCATCCAAAAATTTTTAACCTTTACTTCAGAATA -TCCTTTCCCTAACAGATTACCCTTTACCTGCCTATAAGATTCCACCAGTCTTTCTGGGCTGTCTTGGTAA -GTATATCTGATAACGTCGTTAGTGGAAGCGATGGTATCAGTAATTACCTTTGTATCCAAGCTATGTAGAC -TATCCGTATTGACCTTACGCAAAAAGGACTCTTTAGTCTTCACCCTATATTCCAACCCTACCATATTTAC -GCCAGTTATTTCTGATACCTCTTTCAAATCATTTGTTATGGCAGGTTCGTTCTCAATAATTTTATTATAG -GCATTAAGCTTCCGGTAATCAGCCTTAATAACGGCCCATTTATCACTTTCATTATACTTGAGATACTGAA -AATCTTCCAGTGAATTTGGTACTCTATTTCCAAGAATTTGTTTGTATCTTGAAAACTGCTTCTTGTCCCT -GGCACCATTTATCTGGTTAACACTCCGAATATCCGTTTGCACTTTACTCGGATCTCTTCTAAGATATGTA -TTATCCTTTAAGTGCTGCCTTAAAGCTCCTTGCCATTCCTGAACCTTAGCTCCGTACTTCGCTTGATTCT -GAGGGTCAACACTTCCTTCTTCCAACCTTTTATACTTTCTTATTTTTCGTTCAATACCTCTCTGTTTCTG -TTCGGATTGATACCTCTCGACTGCCTTTTCATCATTAACAGGAGGTTTTGGTAATTCTGTTATACCCTCG -AAGTAAATAGCCCTGCTGTGCCGACAATTCGGATGAAACAACCCCTCATCTATGGCAGTTGATAGGAGAG -TATGTACCCCATCAGGCTTACCGGATGAATAAACGTCATCAATCAGGATCTTACCCTGCCAAGGCAGACA -TAGTTCGCAGGTATTCCCATGGGCTGTTATGACTACAAGGTGCATATCCCACTCATCCATTTTTGAACCC -TCGCCGAGCATGGTAGCTCTATGGCTTGCAGTCCTTAACGCCATTTCTGCCCAAGAGGCTACATTGACCA -TTTTACCGTCTTTGTACTGGATACAATTAATACCTTGTTCAAGGAAGTCCTTAGTAGCCATGTCTATTGC -TTGGTCAAGAGTAGTAGCACCACTACCCATATATACCTGAGCTTTATATATTGTTTGTCGATAAACATCG -TCCATTTTTCTAAGTACTGCATTTTGAGCTTTTCCCATGTCTTTTTTGACTGCTTTTTGTAGGGCTTTAA -GCTTCTTCCTATTTACCGAAAAAAATGTGTCTGTTCCGGTTGCTTTGGGTAGCTTTGCAGCTTCTTCGAT -TATCGTCTCTGCTTCTCTTAACGCTGCTATTTCATCAGGTGTATATTTTTTTAAGTTGTCAGTATCTATG -CCACTATCTGGGGTATCAATAACAAAGTTTTTTATTTCACTTATAGTTTTCTCAACATTGTTTTCACCCT -TTCTGAAACTTGATTTCAGTGTTTCGTCTATCAATGACATTATTTCATCACTATAGCCCCCTATAATTTT -CTTATTTGTCTGCCGGTATTTGTTAAGTTCACGAAGCTTTCCGAGCTGCCACTGTTCCCATTGAAATCCT -TCTTTTAACTGTTCACCTTGGTGCCGAAGAAATGTTCTTTTTTGTGATCTGATAAGGTCCAGAGCCATAT -CATCAAATATTTTTCGGATATCATACTTCTCCGTCGCCATCTATCTCACCATCCTGCCCTGCTACACTTG -GTTCATCAAATGCCGGTGCCTGTTCAGACTTTAATCTGGCTACTTCCTTAGCCTTATCTTCATCAGTCCA -GGTATCTCCATACAATTCTTCCACACATCTCTCGAGAGACATTATTCCGTATGACTTTGCCTTACCCACA -GTCTCAACCACAGTGTCAAACGACGGACTTGCATATTCTCCGAAAGCCACGCTTGCTTCGTATTCACCAG -CGGTATGCTCTTGCATTAAGTCGTACACTTTCAGTACTATAGCAACCAACTGAGGTATAACTTCGTTCAA -GGCATCAATTATTTTGCCCCTAGTGTACAGTGTGGCTTTTTCCTTTTCTCGTTGTGCCTCCGCATTGTCC -GTTTTTTTAAGGTCTATCCCTAGTGTGCTGGGACTTATAATGCCCTGTAAACACACATCAAGGATAGATG -CATAACTGGCAACAAATGCTTCGAACATGATCTGAGGTTGTACTGTAGATATTTGAGTTTTCGCATCCTC -CGCCAAGCTACTACCAATTTTAATAAACTGATTATCAAACGCATTTGGCTTTAGTAGTTCTCCTGTGTTC -GGGTTCTTTGGTATTAAGTCTTCCGGAATGTATTTCTGAACCCTGCCTGATCTGATGGCATCAATCCACT -GTGATATAACTTCATCCAAAGCGTCAAAGTCGTCTGACTTACCACCATCAAATAAACTCTTACCTCTACC -CTGCCATTTAGGCGATTTAAAGAACATCAGCGGCACAGCCATTATAAAGTCACCTGTGTATGTAATATCT -TTTAAAGCAGCTGTTTCAGGCACCATAGTCAGTGCAACTTCTTTTCCGTAAGAATCAAAAAGCTTATACC -GGATATACCCTTTACCATATGTCTCTGCAAGCCTATATTCCTTTTCTCTGACCACATAGTCTGTATAGAA -TATTACTTCCTGCAGACGACCTCGCATATATGTGTAGTCAACACGCTCACCGCTGTAAAACTCAATTAGC -GGGTACTGTGAAACGTCTGTATCAATTGTTATCTTAAAAGCTCCGTCACCCTCGACAAGCGTTTCGGTTA -TTGCCTCGCCCAGAAGCTTGTTTGCCTTATTGTCCTTACTTATCTCATCCCACAGGTCTGTTTCAGCCTG -GTTCTTAAGCTCTATCCCGTCCAAGTCCGCAATGACTATATCAGATAGGCGGTCAGCAATCATAGAAGGT -AATCCGGAATGTATCTTCCTTATGCCCAACCCTACACTCGGTACTGCAGCCCAGAAACGACCTTTGCTTA -CTGAATCGAAAGCTGTCTGTTTAAAGAACTGCTCCAGTTCCGAGGGTTCACCTCGGTACCACAGCCTATT -ACGCAGGGCATTTGTCTCGAATGAAAAAGGCTCTCTAACGGTTATATTCCTGTTTTCCAGTGCCGGTTGA -ATCTTTAGTATTTTTATAGCTGCCTTTGTCACCATATCTCTTATCCACCCCATCCTTTATGCCTCCTTGT -AATCACCTATCTTTGTTTTAAACGGTATCCATGCATATTGACTTGCATTAATCGTGTGATCGTTTGCATC -CTCAGGCTCATACTTATCTTCCTTCCAGCTATAACTCTCTAACTCTCCGATATGATTTTTACAGGTCTCG -ACAACTTCGTAAAACACGCTACCGTTACAGTTAATCCATCCAAGCTGTAAATGTATACGGTCGATAATGG -TTATCTTTTTGTATGCGTTCAGGAAGTTGTACAAACAAGCATGTTCACGCTTATATTTATTAAGCTCTGT -AATAGTTGCTTGGTCAGCACTATCAACAAAAGTGTCTCTTGCGAATCCCCAGACCTTTCTATTTTTCTCC -AGAAACTTAAAAAACCTCGGAGCAATGTCCGAAGGTGCCAGAGGTATATCAAGGTTAGCATTGTTGTAAA -CTTCTTCATCAAGCACTACAACTTTTCGCTTGTCTGTTATCCCTATGTAAATAAAGGCAAAGGTATCCGG -GCTTTCTTGAGAGTATGATGTATCAAGACCTGCTGAAAAGTAAAGGTATTTATATTTCTTAGCCTGTTCC -CTTGTGATAACATTTTTTCCCCGTGTAAAGTTGCCAAATATAAGCCCTGTTGCCCTGCCGCGTAATCCCT -GTATTTTGTTCTTATACAGCTTTGTACCTTTCGGTACATTCATGATAATCTGGTCAATTTTTTCTTTACT -CAATCCAAGGTTATGTGCAAAAGAAAAGAACCAATGTACCCAACCGGGTTTTGGTTCTTCCTTAAGCATA -TTATTTATTTCAGACGGTGCGTCATTTTTATATTCTGGCAACGGTCGGCTACAGTTTATGTATTCTTTAT -ACACCGGTAGGTTAGGATCATCCGGATTAAGTGTTGCCATTACATAATCAGCACGCATGAATGATTCCCT -TACGAAATCTATATCAGCAGTGTTAATTTCGTCTATATAAAGGCATCCATACTGACCTCCAAGAGCCTTT -TGCCATTTCTTTTTATCACCATACCCCATCACATAAACTATCTTATCGCCTTTGCTTGTATGGTAAAGGA -TATGGGGTATCTTTTCATCTTTAGTTCCGTTACCGTTATACTCTGTAAGCACTCCAAAATCATCGACAAT -CCCAAGGTCCTTGTTTATTATATTCTTTTCAGCAGTACCGGTATCTTTTGCAGCTATGATGTGATATTTC -TTTTTGCTCTCAGCTACCAGCAGCATGAATTTAAATATGCCTACAGTGGTTTTACCTGCTGCTGTTGTAC -CCTCCAAGAATTCAACCGGTGCAGAATGCCTTATAAATGCTTTGTACTTATCGGATAGTATTAAATTCTC -CTGGCTCAATGCTACCCACCCCGCATTTGCTCTATTACACTATCAAGCTTACTCTTTTCTTTATCAAGTA -CTGATATCTCCACCTTGTCCTTAAACATTCCCAGGTGCTTTCCTAGAAGCTCCAGAGACTTAACCTTGTC -ATTCATTCTAACTTCTCGCTCTGTTGTCTCTCCGGTTTCACTGAACGATTTCTTTACCTTCACAGAGAGT -ATTGCCGCTGTATCGTCCTTTTTGGCTGTACTGCTTACAGTTGCATTATCAAAGTCCATCACATCAGCTG -GGTTTACAAATGCTATTTTTGCTAATTCATTCACTACCCTATCCTGACTAATACCCAAACGTCGTGACCG -TTCAGCAAGGGCCTCGTCTATACGTGTGCGAATACTAGGTTTCGTTAAGTTCTCGGCTCCAATTTCATTT -GCTGTCTTTGTACTATATCCTGCTCTAATTGCAGCCTGAGTAGCATTTAGGTCTATCAGGTATTCCTGTA -TAAACATTTCTTGTTTTGCAGTTAATTTAGCCATTCAGGCTCACATCCTTTCTTAACGCATTAAAAAAAG -AGCCCGAAGGCCCTAACATTATCTAGGCGGTATCTTAAGAAAAGGACTTGGACGTTTATAATTTGCCGCA -TATTTATGCTGCTCACATAGATTGCACTTGTAAACCCCATCGTGCAAATGAACTAACGGTATCCTTCTTC -CTTTTCCATACCAACATTGTGGACAAAACGGTCCATCTTTTTCATTGTTTTTCTCAGTGTATATAAACCC -GTCCTCTGTATCTTGATAAGTATTTTTCTTAACTCCACATTCGATATAAATATGCTCATTAAATTTATTT -TTAATATATCTATAAATTTTTGCAAACGGCAATTTGCTCCATATATTTCCTAATACAGAAAGTATCATTG -TTTAGAAACTCCTTTTTACATTACTACTTCTACTACTTCTACGTAAAAAGGAAATATCCTGCAATTAAGC -AATAAAAAGGAGAGTATATCTCAACTCCCCCTTCTTTTGTCTTTTGTGTAGTCCCTTTGAATATTTATTA -ATTTATCAACTATACACATAGTATCATGAAATTAACCCCTACTACTGCCAACTTTTTTAAAATCTTAATC -CCCTTTCCTCTGCAAATAGTATTCTTGCCCTTTTAAGCCACCTGTATATCTGCCTTTCGCTCGCAGGAAT -ATGTATCTCCGCATAATGGATTCTTTTACTAATTTCACCCTTTTCAGTATTCTTCCAGCAGTCTTTAAAA -TACACCATTTCTATGGCTTTTCGTATGTAATTTCCTTGGTACGACTTAACCAATATGGCTAATACCCTGT -CCACTGCTTCTATATCTGCAAATTCAGCGGCTCTGGTCTCCATAATCTTTTCTTTACTGATCAATGTAGA -CTCGGTAGGATTACATACCCCATTTCCCTTAGATTTAATAATATCATCCATGAGGTATTTTATGTATGAT -TCTTTTCCTCCGCTCTTTGCATAAAATCTAAATGCCTCGGTTGCATAATCTCGTATATGGTCTTTTTTCA -TCCTCTGCACCCCCTAGTCCAAGAAATCCCATTCATCAACAATCACATTCGCTTTTGGCAATGGCCATGG -TATATGATAAATGCTGCAATAGGATTCTATTAGCTTCTCGGAAGGTTGTTTACCATACATTCCGAAATAT -GCTCCTTTATACCATTCAATCTTATCTTTCCATTTCTGAATCTGTTCTTCGTCCGGCATTATTCATCCCT -CACTCTCTCGATTCTGGCTTTAACTGCCTCCATCAATGCGTCCTGCCCTGTTGCTTTATCCTCCAAAGCT -CGCATAACATCCTCATCGATTGTCCCATCTGCTACTAAATGATGGATAATTACACTCTGCTTTTGCCCCT -GTCTATGTAAACGTGCATTAGCTTGTTGGTATAACTCTAGGCTCCATGTAAGCCCAAACCAAACGATAAT -ACTACCGCCATCCTGTAAATTTAAGCCATGCCCTGCACTCCCCGGGTGTACCGCAAGTAACTGTATCTTC -CCTGAATTCCAGTCGGCTATATCTTTACTACCTTCTGGACCTTTTCTTAAGGTTCTTGTCTGTGTAAATC -TTTCTTGGATTCTACTCAGGTCATGCTTGTAAGAATAGAATAATAAGACTGGGTGCCCGTTTGCTGCTTC -GAGAATATCTTCCAAGGCGTCGAGCTTAGCATTATGGATTTTCTGTATCTCTTGATTCTCGTTATATACT -GCACCGTTTGCAAACTGCAATAATTTGTTTGATAGCACTGCTGCTGTATTTGCTACTATATCCCCATCCA -CTAAAGGCAAAAGTAAATCTCTCTCCAGCTTTCGATATTTTGCTTTTGCAGATTCATCCAGTTTAACAGG -TACCACTCTGTCAATCCTTTCAGGTAATTCCAGCCAGTCTTCGGACTTCATACTCACACAAATGTCAGAT -ATTTTGTTAAATACAACTTCCTCGGCTTCTTTCTTTTGCTTCCAGTCGTACACCACATAACCACTTCTGG -CTCCTGCTGTAAAATATCTTTCCCGATACCCAGTTATAGTTTTCCCTAATCTCTGGCCCTGATCCAACAA -GTAGATCTGTGACCAAAGGTCTAATAGTCCGTTGGGTGTCGGAGTTCCTGTTAATCCGATGATTCTGTTT -ATCAACGGTCTGTTTCTTCTCAGTGCCCTAAACCTTTGTGATGATGGGGATTTAAAACTTGAGAGTTCAT -CTATCACCACCGTATCAAATGGCCAATCACTGCCTGTCATACTTACCAGCCAAGGTACATTTTCACGGTT -GATTATATACAGGTCTGCATCTGCTTTTAATGCTTTTTCTCTCTGGCTCCTACTTCCTAGAATCTTAGAT -ATTGTCAAATGCTTTAGGTGATCCCACTTTTGACTTTCACGGCTCCAGGTATCTTCTGCGACTCTTAAAG -GGGCTACTATGAGAATTCTTGACGCCTCGAATCTATCATAAAGCAGCTCGTCCAATGCAGTAAGGGTTAT -TACGGTCTTACCTAATCCCATCTCCAAAAACAGTCCCACCGCTGGGGTGTCCATAATTCTTTCAATCGCA -TATTCCTGGTATTTATGTGGCTTAAATTTCATTTGCCTCAGCCTCCGAATCTATTACCCTTACTTCAAAT -CCTAACGATCTAAGCTCGTTGTGTCTTTTCTCCTGTAGTGGTCTTGGCTTCTTGTTCGGTGCTTTTGTTT -CAACAAAAATTATCTTACCACCGGGATATAGACAAATACGGTCCGGCACCCCAGACATACCGGGAGATAC -AAATTTTAAGCATTTACCACCTTTAGCCTCAACCGATTTCTTTAATGTTTTCTCGATTTTTGATTCCCTC -ATTTTTAATCCTTCTTTCACTAGGACACTAAAGACTCTCTCACGCGTATACACGCTATACACGCGTTTAA -GTTATATATACTCCCCCTATATCCCCTCTATATTAATATTATTATCTATCTAAGGGTTTTTACTGTCCTT -ACTGTCCTTAAACTCTGTAACACTTTGTTTTATTAGGGTTTAAGGGAGACAGCATTTTTTGTTTTTACTG -TCCTTTTGCTGTCCTTGCTGTCTCTTACTCCCATTTTTTTACTGTCCTCGCTGTCCTCATTTTTGGGGGT -ATCTGTCCTTGTTACTGTCCTATTTTTTCATAAGTTGTTTGTTTACCATAAAGCTTAAAAGTTAGTCTTC -CTTTTCTCTCTTTCCAGTCAGGAAGTTTCCGAAGGATATCATATATAGGTCGTGCCTCCCACGCTCCAAA -CTTTGCAGGGTCAAGTCTCAATGCTTCGGCCCATATCTCGGCAGCACACACGCGTGTTCTTGGGATATCA -CCTGTAGGCTCTTCAAGGTAGTTCCTTCTTTCCCATACGTCTTTTTCATCCCAATCCGCCGGAAGCTTTG -TTTCAAGATACCTCTGTATAAGCCCTTCTCTTGGATCTGTTTCAGTATGTATGCCCTGCATCCTCTCAGC -TTCCCTGGCTGTTTTCTTATCAAGCTCTAATGATTCCCCCGCCTTGTATAGGGTCAAAGCTTCGGCCCAT -ATTTGCCCTATTTCTTCATCTTTCAAGTAGTCCCAATGGTCTAACTTCCTCTTATCAGGGTCAACGTCTA -CAGGCCAAAAACGCCTGTTTCCTGTAGGGTCTTGAAGAAAATTATGATTATTAGTTGTTCCAAAGAATAT -ACATTTACGTGGGAACTCTGACACCTGTCTGTCATAGGCTACACGATATCTATCTTCCGTCTTTGACAAA -AAGGCTTTTACTTCTTCAAGCTCACTCTTTTTCATTGCAGAAAGCTCTCCAAGTTCAAATATCCATGCAC -CCTGTAGGTGTTCCCCAGCTTCCTTATTCTCAAAATTCCTCAAAGAATCACTAAACCACTTACGGCCAAG -CTTTGCCAATAAACTACTTTTACCGGCTCCCTGAGGCCCTACAAGTACAAGCATATAGTCGAACTTACAG -CCTGGCTCATATAGCCTCTTAACAGCGGCAATAAGCATCTTTCTCGTTACAGTACGTACATAACGGCTAT -CTTCGGCTCCAAGGTATGTTATAAATATCTCTTCAAGTCGGTTAACCCCGTCCCATTGGCATGATCCCAG -ATACTCTTTAATTGGATGAAATGTGTTCTTATGAACCACTTCTGTAAAAGCGTTCTGAATTGTTGCTGTA -GCCTTGAACTCATATTTCTTTCCGAAATAATGAAGCATCCTTTTGTCATCAGCACCAAGCCATGGTTCAT -ACTCCTGGTGTGGCCTTTCCCGTTGCCGCCATGGCAGAGGTCCACGAATAACCTCTGCGTTACCAAAAGC -ATCATAAGCCAGAGTTTTATAAAAAGGTCCGTTTCTTAGGATTATTTCAGCATTTTTAGCCGTAGGAAAT -GGCATCCCTGTCTTTGCGTTTACTTTAATCTTACTCTCCCAATTTTGGGGAGGCTCATCATTAATTGATA -TGGGCTCTTCCATATCTTCGTCAAAGTCCTGCTGTAATCGTATTCGCTTAACCTCAGGGTCATTAGCCGC -AAATTCAAGCATGGCCTGATGGCTTGGAAGCTTAGTTCCCGGTGTATGTTCTTTTACATCAGCATCAAGG -TAGCCGAATTTATGGATTCGCACCATATCAAATATATTATGACAGTGGCCATCATTAGTAGGGTCGCTCT -GGTGTTCACTATAAGCCCATGCATTATCATAGATTCTCATTCCTCCAAACGATGTACCCCCCGTATAGGT -CCAGCGGTTTTCATCATTTGTAGGAGAATATACCTCAGACAGGAAAGTCTCAATCCCCTCCTGCATACCA -TAAACTTGACAGAATACTCCTATAACTCCCGGTTTCTCTACTGGATCACCAAGCTTTTGGAGTGTGGCGG -ATATATTTTTTTCACTGTCAGGGTGTTTCGGCCATTCTTCCGGATCTCGCCAATCTAGGTATTCATTTAG -TATGTCCTCGACGTTAACCGGCTCACCCTCTGATATCTCAAGAATAGGAGTTGCATCCTTTGAGCAACTT -GGGAGATACATCAAACGGTGTACATCAAAGGTAGTTTTATCAAAGTAAGTCATACCTATTTTGTCAGCCA -GTTTACGACTGACAGCTGCGTGTTCATCAGGTGATAATGCACGGTTAACGGGACATACTAAGCGGTATTT -TAATTTATTGGGTCGACAGCTGTGTGTTGAGTAGACCGCGTATGCTGTGCCTCCAAGAATAAGGTCAACA -CAGAAAAGGAAATCATCATCGGCGTTGTCAGCATCCAGAGTAATCAACCAGCGGTTTTCAATATTTTCTT -TTTTACGTCTTCCACCCTTTACAAGACCGCCGACAAAGGCTCTACCATTTTTTATCTTGTCCTTATCGTT -TTTTGTCATACGGTCATACTCGGCCATGGTTTCGTTTGTCCTGCGTACCTTCCGAAGTATCTCAACAAAC -TCTTCCCATTCCATATAATCAGGCTTCCAATTAGTATCAGATCTGTTTTTTCCGAATGAAATCTCTAGCA -TACTTTCAACCCCTTAACCCTTAGTGACCTATCCTTTGTTCTTCCTCATAACGGAATATTCGCTCTATTA -ATTTGAACTTATCCCCGACTACCCTTTCTACATTGATATTCCAGTAAAAGGCACAGGTCCTGTCATCCTG -CAAGAATAATTCGTCAGTTTCAGCCCAAAGGAATACTTTCTTTCTAAGAGCATTTGCTATACCCAGTTCC -GCATGCGTTCCTCTGCCCCCAGGGAGTAGTACAATTACAACATCCGCATCCTTTACGCCTTGCAGCTCAA -GTTCTGCCACCTGTATTATTCTTGTTTGTTCCTCAGTCTTTACACTTCCATGCTTTGTCCAGTCATACGT -ATGTTCTAACCCATAGGCTTTTAGTACTTTTGACAGTGACCTAACCATATATGAATTTTCAAGTCTGCTT -GCTATGTAAAATTTCAAAACAATCCCTCCTAATCTAAAAAATCTAATTCCGGTTCTAAGCTTCTACAATT -TATAACTGCCTGCGTGTAATAACTCTCTTTGAGTTCGATTCCCACTGCTCTCCGTCCCATCTGTACAGCT -TTATATACCTCACTACCTATACCAGCGAAAGGGCTTAGCACGATGTCATTTGGATTAGTCCAAAGCTGTA -GAGCTCGTTCGATTACGTCAAGTTGCAAAGGACATATATGCCTTTCGTCTCTATCATCCCGGGCTGGTTT -ACGGTTTAAGGTATTACTCTGTTTGATATCCATCCAGACCGGAGATGCATATCTACGCCATACTTGATGA -GAATAAACTGGGTCTTTATTGTAGGCTTCGTGTTTTGCATAGGCATCAGCATCTGGTACAGGTCTTTCAA -TCTTGGGAGCGTCAGGCTCGTTTTCCCCTACAAAGCTTGTAAACCCTTCAGGATGTGCTATTAATTCTGG -ATTTTTCCCTGGCTTTCTCATGGTTACCAGATAATCTGGTAGTCCTTGACGACAAAGTGACGAATCCTTT -TGTATTTGCTTATGTAGTAGGCCTAAGGCTTTTGTTCGTGTTGCTTCTACCAGAGGATCCTTCCATATCA -CTACCTTAGAATGATAGATGAAGTCTCCTGATTGAAATATTTTTATTAAATCCCCAGGAAAATCCTTCAA -GCCTATATACCCATCTCTTTCCTTCATAGCTGGGATATCCATACAGTGAAAACTTAATAGTCTTCCGGGC -ATAAGCACCCGATATAATTCAGCAACTAAAAACTCAAAGTTCAAGTAAAATTCATCCTCTGACCTGCAGT -TTCCCATATCTCTCTCGCTGTTACTATATGTATAAAGTGACGCAAAAGGTGGACTAAAAACACTGTAATG -GATGCTGTTATCTGGTATTCCTTTCAAGACCTCGATGCAGTCTCCGTGGTACATAACCCATCTTTCTGTC -AATGTCTGATTAAAAACTTGCTGCACTTTTTATCATCTCCTCCCATTGAGGCAGTTTTATTTTCATTTGC -GGATTATATGGGGTTGTTATCCTCTTTATAGATTGTAATTCTTTCTTTGTAATCTCCTTGGTGTACTCGA -TCATTGCATTTTGCATCTTTAAAGAATCAGATGTCTTTCTCTCAATGTTATCCTTAACACACCCTTCCTT -AGCACTAATAACTATATGAACATTTACAGGCTTTTTCTGTCCAAAACGGTAACATCGCCTTACCGCCTGG -TAGTATTGTTCGTAACTGTCCGACAATCCAACGAAAATCATATCTGAACAGGTCTGCCAGTTCATACCAA -ACCCCGCAATTGAGGGCTTAGTTACAAGGTCTTTAACCTCACCTTTGGAGAAACCAAGCATGGCTGTTTT -CTTATGTTCAGGTGAATCACTACCTTTTACCTCAACTGCTCCCGGTATAGCGTTCTTAAGCATTTCAGAT -TCAGAGTTCAAATCACACCATATGAGACATTGACCATCTACACTTTGAGCTATGTCAGCAGCTTTTTTAA -CTCTTAAGTCAATACTATCCTTCCTAGCCTGTCTGCGTTGAGTAAGTGTAAGTGGTTCTCTTATGGGTTC -ATCCCCATCTACTATGTGCTCATGGATAATGAGCTTCGGCAGGATATAGTTAGTTCCATCATATCCAAGA -TCAGCAGGATTACTGAGGAAGATAGACCATGATGCCATCCATTGCCAGAATACGTCCTCCGCATGTCTCT -TTAGTCTCCATTTAGAGGTATTTCCGCCATCATGCACGAAGTACATTGAGAGCATTTCTGCCCGGCTCAT -GATTCCTAGGAATTCACAGTGATTCCCCATCTCCATAAAGTCATTTGGTGCAGGAGTAGCTGTACAGGCT -AGCCTAAAAGGAGTTTGAGAAAAATTCTCTATAATCTGATTTCTCATTTTTGAATTGTAGTTTTTAAGTA -TTGAGGATTCATCCAGAATAATACCGTCAAATTTATTTGCTACAAAGTGATTCAGCATTTCATAATTTGT -GATGTTAATACCCGGCTTTACATCTGACTGACTGCGACATACAGTTACTGGGATATTAAACTTTTCAGCT -TCTCTCTTAGTTTGTTCTGCCACAGCTAAGGGAGCCAGAAGGAGGACATTTCCGCCTGTATAATCGTGAA -CCTGATAACCCCACTCAAGCTGCATAGGGGTCTTACCAAGACCACAGTCAGCAAATATGGCACTTTTACC -TCTAGCCAGAGAGCATCTAACTATATCGCACTGGAACTCATAAAGCATAAGATTTAGATCGTATTTATTA -ATTTCAAATCCAGATGATTCTAATATGAAGCGCTTTTTAAGTAAAAAACTGTTGTAATCCATAATTACTC -CTTATTTGGTAGGATAATTTTTTAAAACTAATTTTCAAATTCATCATCTATAAACAGACCCGGTATAAAA -TCATCACAATAATCGCAATCGTTTACGCCTTGACATTCATCACAAATACCGTATGTACACGGCATAAATC -CCACGCTCCTAATCTTTTTTATAAAATTCAGTTTCATATCCATCTGCCCTGAGAGGTAACCCAGGAGCCC -AATCTATAGGCTGACTCATTATTTCGTTTACTTGTGCAAGAGCATCTGTATCGGTATTAGGTACGTCCAA -TATTACTTCGTCGTGTACATGCATTCTTATGTCATATCCTGCATCGTCGAGTCTTAGCATATTAACTGCT -AAACAATCCCTCGCTACAGCCTGCACAATATTCTCAACCAACTTGGGGCCATAGGTGTCTATACGTTCCC -AAGTCTTTTTTATCTGGTCCATTCCCTCATATGTAAGTGCAGGACGTCCGAATTTACCATCCTTTATTTT -GGGTTTTACATAAGCCAGTTTTCGCCCCGATGGTAGTTTAATAAATAAAAACCCATCTTTATAAGAGAAG -GTAATACCGTACTGAATTCTAACAGGCATGTGTTCTCGCACAGCTGTCATAGCAGCTTTATCGACGTCCC -ACCAAAGCTTAACGATTTTAGGGTTTGAGTTACGCCAGGCTGTGACAAGGTCTGGAAGCTCATCTGCATC -AAGCCCCATTTTAAGTGCACCCATTGCTTCAAGGGCTCCAATACTACCACCATATCCGAGAGCAAGTTCT -GCGATTTTTCCTTTTTGCCTAAGTGGATTTCCTTTAGTAATCTCCTCTATGGGTACATGAAACATATGGG -ATGCAGAAGCCTCATATATCTTCCCATGACTTTTAAATACCTTCATTCGCCACGACTCTCCTGCTAACCA -AGCTATTACTCTGGCCTCGATGGCCGAGAAGTCCGACACAATAAACCTGCAACCGTCAGAAGGAATGAAA -GCTGTTCTAATTAGCTGTGATAACACAAACGGCGGGCTATTAAAAAGAAGTTCTATTGCCTCAAATTTAC -CACTATGTAACAACTCTCGAGCTACTCCCAAATCAGGAATTTTGTTCTGTGGCAGGTTCTGAACTTGAAT -TAATCTTCCCGCCCAGCGCCATGTACGATTAGCCCCACAGAATTGCAATAATCCTCTTGCCCTATCATCC -GAACACATTGCCCGTTCCATAGCCTCATACTTCTTAGTGCTAGTTTTAGACATTTCTTTCCGGAGCTCCA -ACATTCTGGTTACTGTCTCATCGCCCTTAGCCTGATCTAATAACCCGGGTATATAGTCTTTGCCAAGCCC -GTTATCTACAGTCAATCCTTGTTTTTTAAGCCATACAGTTAATTGAGTAGTACTATTCGGGTTATCAAGG -CCTGTCAGTTCCTTTGCCTCTGCATCAAGTCTTGTTGCATACTGTAAATCACACTTTAAAGCTTGCTGGA -CTAATACTGGATCAAGTCTTACACCTGCATCATTAATTTTCTGATCCAAAGTCCAGAGCTTCCACTCATG -TTCTGGAACAGGGTATTTTTCTATTTTCTTTCTTATCGCCCTTTCAACAACAACATCCTGTTTACAATAG -TCCTTGAACTGCTTCCATTTATCAGGTGCATGGTGTGGAAAGTTACGGGTCCTACCACCATTTACTTTTG -TAGGCTTGCAGGGAACTGAGAAGTATTTTATAAGGTTCTTTCCTGCAGTGTCCTTCTGTGCATCAAGCCC -GAGAACCTTAGCCACTCCGTCAAGGTTGCCCGGGAGCCCTAAAGTTAAAGCGTGAACCGACGTACATCTC -CATTGCTCTGGAGGCATTGGCTTATTATAGAATTTAGCTATACAGGTTCTTTCAAAGTTAGCATTATAGG -CAGCTTTTATTACGTCTGGATCTGTAAGGTCTTTCGTTACTTGTTCCGGTAACTCTTCGAAGTCTGCCAA -GTCTATAACAGTTATAGGTTCATCATCGTACGCATATGCAAACAGAAGTATTTCAAAGTCAGGAGCTTCA -ACGTACCGGTATACCCCACATTTTATAAGGTCTACACTGCTGTAGGTCTCGATATCTATCGATAATATCT -TTTTCATTTTATCACCCGCTTTATTGCAGCTCTTTTTGTTTCAAAAGTTCGTCTATCAGCCTTGATGCTT -CCGATTTGGCTATTACATCAAAGTTCACTTCCATATCACTATCTGTCTGAGCCAGTAAAGATTTTATATA -TTCAATTTGTGCGTAAGTTGCAGGATCTACTAAACTATTCTTATGGAATTGACATCCTTTTTTCGTACAA -TTACCATGGATTATTAAGCTTCCGCAGCTACAGAATTCAGCCATTCATTTTCACATCCTCGTCTTTTATT -CATTTGGTGAACTTAGTATCTTAAACCTATATCCTTTAAGTGTTGTTCGAAACCCAAGGTGCTTTTTGTA -CCCTCGAGAACTTTATCACGATAATGCATCGGTATTGATAGTTTAATTTCATATAGACACGATACTCCAA -AAAATGGTTCGTTATCGTATTCAAGTGCCTTTGCTCGACAGCGATTTATAAAATCTTCATTGTATGGTTC -ATCGCTGTTTGCTCTCTCGTTGTGCTCTTTAAATGTTTCGAATGGAGCCATACGTATACCGTTTTCTTTA -TATGCCATATATTCCCTCCAATCTGTTCCTTTGTACGGAATAGACTTAAATGAAGAAGAAGTGGGGACTC -TTACGAATCCCCCTTATTTGATTAGTCAAGCAGATCATCCTCGTCGTCCTCTATCTCGTCAAAGTCATCT -TCTGCCCTTGATCTACCTCCTAGATAGTCTCCATCAGCAATTTTCTGAATATTATTGAGTCCACACGCTA -TGCCCTTATTACCAGCGGTATTAAATGCATAGAAGTTAACACTAGCTCTTGCATAACATCCACTGTATAC -CTCTGTAGAATCTGTTATTTCATTTTTATACCTGTCAATTATGCCAGGCTTTTGCTTACTGGAAGCATTA -ATGAAATAATGTCCAGCGTACTCTGGATTATCTTCGGCTCTTTCCTCATCACCATCACGCAATGGTATCT -TTAAATCTGCTGGAATTTTTCCGGCTTTATTCTTAATTTTATCTGCACCTGCTTGCTTTGCTGCTTCAAT -TGCTGCTTTAATTTTTTTCACAGTGTCTTTATCAGACTTTGGGATTAACAAGCATACGCTATATTTGGGG -TCTTGACTGTCATCAATTGATGCCGGTGTGAATAAGTGTGCGTAGGATAGTCTTACCTTTCCTGTTATTA -CCTTTGTATCTGTATTTGTAGTTGCCATAGTTTTAATCTCCTTTTCAATTTAAAATATCGTCTGGAATTT -TTTCTGTTTCATGTTGAAGCTTGTTTTCATAAAGGTCATCAAAATCTCTTACTGCTGATGCTACGGATGA -TATCTCCGGGCGTTTATCACTCTCTGGAACAAGAGTTGCTTTACCTGCTGGTTTAACAACAAATTCAGTA -AGATAGTCAGCGAAAAGCCTTTTACCAATCTTTTTCTCCATTTCGCTAATACCCCAGATTTTTTGTGGCT -GGTATATAACATCCGATGCGTAACCCTCGTCTTTCAGCTTTGTAGCCACAGCATCTTCATCCGTATATTT -TCTATTACTTCTACCCTCGACCAGCTTCCAACCAGTAAATTTAACCCCATGATTCTCTGCTTGATCGAGT -GCATAGGCTTGTACATCTGATGCCCATTTTTGGAGCTCTGCTGCTTTAGCTAGAATATCTGCTATCTCAT -CATTTGATAAGATATTAGGATCTTCGAATTCGTATCTAGCCATTTCAAGATTATCCTCAGCCCTTTTTCT -GCATACTGCTTTAGCTCTACAAAACTGACAGTGATCTCCCGACTTGAATTCTCCTTCACCGGCAATTGCC -ATATCCGCAGTAGGCTTAACAACTGACTCTCCCCAGTCAAGCAATTCCTGAACCGTTATTTCATCCTCGG -ATATACTGTCAAGTCTAGGCTGAATAATAGTCATTTTGATTTTATCGAAGTCATACAACATACCATATTG -ATTAAGTGCACCAAGGGCATATAATCGCATTTGGGTATTTCCTTCGGCGGATACAGGGACACCTTGTCCA -TATTTCAGGTCCACAATTTCAAGAATCCCTGGAGATATCAAAACTACGTCCCCAGTTCCAAAACCATCAG -GAACCCATTCTGAAAAATCAAGTTTCTGCTCGAGCATTACAAAAGAATCTGAACTATTCTTTTTTGCAGC -AAGGTATTTCTCACCCACAATATTGATATATTGTTCTATGTAATCATCTAAGCTTTGACTATAAAAAGGA -TCTTTCTTAATCTCTGCTAATTTCTTTTTATAGACACTTGGCTTGAGGTCCGTAGTTATATATCCTCGGA -GCTTTAATTCTGCGAAGCTGTGGGCATATGTACCTTCTTCTGCGAATTCGCTTGTACTTTCCGGGAATTG -TTCTTCGAGCTTTGCACTTGGTGGGCAACTAAGCCATCGTTTTGAACCTGAAGCCGAGAGTATTGCGTGG -GCCCTTTGAGTGTTCCCCATTTTATAACCCCTCCGCTTCCTTCAATACTTCGGCATACTTTTCAGCTGGT -ATCTCTGAAAGCTTTGAGGCACCAAACTTAGTGATGAGTTGTTTAATCGGCTTGCCCGCACGGGTTAACT -CGGCTAATTTAGCTCTCACTTGTTCAAGTGTAATTTTCTCCTCGGACTGACCTTCTTCATCTACTTTTGG -CTGTTCTTCGTTTTTGGTTTCTTCCTTAGTCTCTTTAGGTGGTTTAGTGTTTTGCTCTTTTGGCTTGTCC -CCTTTACTTGTTGTTTGCTTGGCTCCTGCATCTCTTCCCAATTCAGCAACTACACTTTTGGTACTTCCCA -TTGCTACTACTAAGGCGGTAATAGCTTCTACCACTTCCGGTGCCTTTACATTTACATTTACTGTAATTTC -CATTTGTAATCTCTCCTTTTATATAAATTATTTTTCTTCTGTTACTTCAACAAAATTACCATCTTTAAGT -GTGTACCAAGTGTCATCTTTTATTATTTCTCCATCGACCAACGCACATTTGACATCCTTTCTGTGCCACT -CATAGTCGTTTCTGTTATACTCCCATTCAGCTATAACCAGCCAACATCCTAATGCACCTCTTGCTTTACT -CTCTATACCAAGAGCACATGCAACACTCTGGTCGCCTGTGTTGGTAACCTTTGCATCCTTCCAATTTACC -TTATCCAATATGAATTTAACTCCAGCTTCAATAATGCCCTTCAAACCAATTTCAGCAGAAATATGTATCT -TTGAAGCGGCGACCTTGCTATCTCCATCAGATTCTTTGTCTATTTCTCCATCGCCCTCAACTTCACAATA -ACGACTATCATTTGGCGGGTAATATCCTAAAACATCCATTGGATTTTCGCAAAAGTGAAACCCTGTACTA -CAAGCTTCTACCTCTCCGTCATGCTCATAGTCTTTCCCAATTTCATACTGAAAAGGGCTACTACCGGTTG -GATCACAAATCAAATTTTTGTCGAATCCTTTAAATCCTTTCATGCTTGACCTCATTCTTTCCCCAGTGTT -ATACTGGTGTTGATAGTTTTACTTAACGCCTTTATTGATGGGCGTTTTCTTTTTTATAATCTAAAACTGT -TTTTATAAAACCTACCACGACCAAATAAAGTAATGGTATTAATACCTCGCCTCCACCAGCCGAATATCCT -CGTTGGACATTTACAATTCTATTGAGTTTTGGAACTGCAACACAGCAAATAATAAATCCTACTGCCGTTA -ACACCATTTTTTTAACTTTTGAACACCTTGGGCAAACGTACGGCTTATTAAGTTTTTTATGTACACTTAC -ATTCCAAGGTTGTCCACATTTTGAGCAAGCTGCTTTCATCACTTAGCCCCCTTAAGTTCCTTCATACAAT -CAGGGCAAATATTCTTACCCTTGTATACGATTACATCTTTGGCATTTCCACAGAATACACACGCTGGCTC -ATACTTTTTAAGTACAATCGTTTCTTCATCAACAAGGATTTCCAGTGAGTCCTTTTCTTCAATATCCAAT -GTTCTGCGGAGCTCGATCGGAAGAACCACTCTCCCGAGTTCATCAACTTTTCTTACAATTCCCGTTGCTT -TCATACCAATTACCATCCTCTCTTTTAATAAAAATTCTTACCCTACCGGATATTTTATGTACAAAGTGAA -GTTCATTAGGCATATTCTTCACTTGTAAATACTGATTTGCCTTGATATCTCGGTCTTGAAGAAACTCTTT -CAATCTTACTGTCAGCTTTCGTCCGTGTTTCATAATCTCACCCCACCTTATGTAAATCTTTTGCTAGACT -ATAAAAGTAATCAGGATCTCCCTCATAAGCTATGGGAACAGGTAAATCATATACGCCTTGTGAGCACTCA -AAATTACCTTTTTCAGAGAACTCATATTTACTTTTAAATGGAGAGTGCATCTTTTCACAGCGTTCACAAT -ACCACCAACCACACCAAAGCTTTACTCGATACCACCCCAGGCTTGTTTTCCATTGAGTTCTTTTGAGCCA -CTTTTTTAACATAAATCAATCACCTCCCTCAAAATCGCCCCACTCTTCTCTCCTCCACCCAAAGCCTGCA -GCGGTTTTTAATTGTCCTCTAATTACCTGGCAAATTGTTTCTTTATGGATAAAGTTATCTCTTGCCGCGG -ATGATATTGAATTATAAAAATTTAAAACTTCACCTGTTTTGGGATCTAGCTTTATTACCGGAATTACTCT -GGATGTTTTACCCCCGGTTATCCTTCCTAGATCTTGCCTTGAAATCCATTCCAAATTACCGGCATAATCA -TCAAATTTGAATCCGTTCTTATGGTGCAAAATTAATCCTGGCGTTGCCGGCGAATCAAGAAATACACTTG -CTACGATAGTATGTACAACCCTTTCTGCATATTTTCCGTAAAAATCAACTTTAACAACATTCCATTTGTT -GTGCTTGGGATATGTTTTTATAGGTTTAGTTGTACCGTTCTTAAGAATTCTTCGGAAGTGACCGTAATTA -CTAACTTGATACTTTTCAGAACCTGGAACCATAACCCAATATTCAGGAACTTTTTTCATACTGCTTGTCC -TCCTATGCAGTTAGAGTATTTGGCAAGTGGTGTTAATTCAGTAACAGTTACATATCCGATAATTAAGTAG -CGTTTTGTTCCACCCTATCAAACTTGTTTTTAAAAAAATCTGTTAAAACCTTTTCATCAATTTCTATGTA -TTGGTATGTTGTCTCCCCTGTACTAAGGTCTTTTTGTGCGGAAATAGGTATTCTCACATAAACCTCCTTT -ATATAAAGCACTAAACGAACTAACTTTCCGGCTGCAAAGGTTGTCCATTTTTAAAAAGCAAAATATAACT -TCTGACTAAAGCTTTCTGGCTATCAGTTAATTCTTCATACTCTTTTGCAACATTCATAGTTTCTTTATTC -GCAAAGATATAGCTATCTTCGTAAATCAAGTAATTGACATCTACATTGAAATAGTCAGCTACACTTTTTA -CTTTTGACACAGACGGTTGGGCATTGCCCCACTTGTGGATCGTACCATTCCCAAAATTAAGTTTCTTCTC -TAGCTCACTTATGGTTAAATTGTTTTGTGAGCAAAGTTGTTTAATTTTTTTTAGCAACAGAATCCCCCCC -TTCCTAAAATTTGTAAAAAACTATTGACATGCATTAGATTTTATTCTATTATTAGTTTGCAGGCTAAAAA -TAGAATAAAAACTTAGATAATAGAAAATCCACCATAAAATAAGATGTTTTTTATTTACTTTTTGCTTATA -GTCTAATTCTAATGGTATATTTTCTAATTGTCAATAGTTTTTTTACAATTTTAATTATTAAATATTAGGA -GGTGTACCATTGGAAACGTTATATGATAGAATCCAGAAACTATGTAAAGAAAACGGCACCAATATTGCAG -CCTTAGAAAGAGCATGTGGTTTAGGAAATGCTACAATTAAAAAATGGAGTAACTCTACTCCGTCGGGTGA -TAAGCTTTCAAAAGTTGCTGATTATTTTAACGTTACAACTGACTATTTGCTTGGGAGGGATAATAACAGT -AAAGAATTAAGTCCTACAGCCAAGAAATTGGTAGTATTAGCAAGAAGGGCTGAGGAAATACCAAAAGAGC -AAAGAGATGAATTGATTAAGTATTTTGAAAATACAATAGATATCTATTTAAAAGCGAAAGGTTTAAACAA -GGAGGACTAAAGTATTGATAAATTGTTCCTGTAAGCCAAACTTTAACTTAGCAGAAAAAACGGCTACCAA -ATTATTACTATTGCAAAACAATCTATCGTTAAGGATTGATGTGAAATTATTAAAATATAATAAAAACGTA -ATATTTGATACCTTCCAAAGCTATAGTAACTTAGTTGGGGTATCGTTGCTAGAATTTAGTGAAAATGGCG -TTTTAAATGATGGATGCGTAGTAGATTTAGGACATACAAAGTTAATACTTTATGATGCTTACAACAATAA -TCAAGAAAGACTAAACTTTACCCTCGCTCATGAAGTTGGGCATATATATCTCGATCATAAAAAGGATGGA -CCCATAGAAGAAGTTGAAGCAAATTTCTTCGCTGCACAATTATTAATGCCAGAAATAGCAATATTAGAGC -TGTCGAAAAGACTAGATGTTCTCGATTACTTTACATTATATATGCTTTTTAATGTAACTATGCCGGCGGC -TCAAAAAAGGATAGATACTATTAGCCGCAAATATCGATACAATAACGGTTATGACGAACAACAACTATTA -CATAAATTTAAAGATGAAATCGAAAGGGTGTGTAATCTTATATGAGTAGTGTAAAGTGCGTTATTTATGC -TAGATATTCATCTACAAAACAAGACGAAATAAGTATAGAAGCTCAAGTACGTGCGTGTAAAGAATACGCT -GCAAATAGGGATTACATTGTTTTAAAAGTGTATACGGATGAAGCTATCTCTGGAAAAGGGACTAAAACGC -AAAGCAGGAAACAGTACCAAGCTTTATTGCGTGACAGTAAACAAGGATCGTTTGACGTTGTTTTAGTACA -CAGATATGACCGCATAGCCAGAAATGTTGGAGAGCATGTAAATTTAGAATTAAAGTTATCAGAAAATAAT -ATATCTCTTGTTGCCGTTTCTCAGGATTTTGGCCAATCAAAAGAAGCAAAGATAATGAAAACTATGATGT -GGGCATTATCGGAGTATTATATAGAAAATCTAGCAGACGAAACAAAAAAAGGCCACAGAGAAGTGGCCTT -AAAAGGGCTTCACAATGGGGGATGCCCTCCTTTTGGTTACGATATAAAAAATCAACAGTATATAATCAAT -GAAAAAGAAGCTTATTTTGTAAAGAAAATATTTAATTGTGCCTTAAAAAAGGAAGGTTTCAAAGAAATAG -TAAGTGAAATAAATAAATCTGGAATGGTAGGAAAACGGGGCAAACCAATACGATACACACAAGTTTACGA -AATCTTAAGAAATGAAAAATATACGGGTGTATACAAATATAGTCTTAACGAAGAAAGCAACCGCAGTTTA -AGACGTGCAAAACCTAACGCAATTAGAATTGAAGGTGCATTACCACAAATTATTAATAAAGCTTTATTTC -TGGAGGTACAAAAAATAATGGATGAGAGGAAACAGACAGGTAAAAAATCTAATTATCTTTGTAGTGGTCT -TGTGTATTGTGGTAATTGTGGATCAAAAATGTATGGAACTATAACCCGTCGTAAAGGCCATGAATACAAA -ATATTCTACTGTCATAATAAATGCGGAACCGGAACTGTAAGCATGGATGAAATAGATAAGACTGTCCAAG -AATATATAACACAATTATTGTCTCCTGGTACAATCTTATCTATATCTAATACTTTAAAAGAATATGCTTC -CAACGAAAAAAAACGAGTCAATGAGTTTAATAGCTCAATAAAATTACAAATTGACGAGAAACAAAAACAA -ATAAACAACTATATGATATCGCTCGGAAGTGGAGTTCTGCCTGCAGAAGTAATTTCTGACATTGGAAACC -AAATCGTATCCCTTAAAAATGAAATTAAAGTATTGGCTGAAATGCCAGTCCCTAAAGATTACACCACTAA -AGAAATAAATGCATGGCTTAACAATCTTAGGAAAAGTACGAATGAAAGAGATACCGTATTATTGCTTGTG -GAACGTATAGATGCAACAAAGACCGCAATCAATGTAAAATCAACATTAACAACGGTCTTATGTGAAAATG -GTTGCGGGAGCAGGACTTGAACCTACGACCTTCGGGTTATGAGCCCGACGAGCTACCAACTGCTCCATCC -CGCGATAATTAAATTATATTATTAAGTATGCTCAACGGACATTAACTTTATTCATCATTACCGCTGACAA -CTATTATAATTTAACACATTACTTATAAAATTGCAAGTGTTATTTAAAAAGAATTTTTATTTCGGCATAA -AGAGACAATATTTAAAATAAATTTACAAAAAGTATATACATTTTAGACAAACAATGTTATTTAATTATAT -ATGCTAGGGCTTTTAATAGTTTTTACACACAGGAGGATTTAAAATGATTAAAAACCTTATTAGAAAAAAA -GCTTTTTTTATAGTTGCCAGCCTGATATTTACTATTTTGCTGTCCGGCTGCGGTAAACCGGGGTCACAGA -GCAACTCCAACCAGCCTTCTGGTCATCCTAGAATTCAGTTTGAGATGGAAGGTGGAGATAAGATGACTTT -TGAACTATACCCTGAATATGCTCCCGAAACGGTAGAAAACTTTGTGTCATTAGCCGAATCCGGTTTTTAC -AACGGCTTGACCTTTCACCGGATTATAAAGGGATTTATGGTACAGGGCGGAGACCCAAATGGTAACGGTT -CAGGAGGGTCTGACAAGAACATAAAAGGTGAATTCAGCTCAAATGGCTTTACCCAAAACACCTTGAAACA -CACCAAGGGTATTATATCTATGGCAAGAAGCAATGATCCTGATTCTGCATCCAGTCAGTTCTTTATAATG -GATGGAACAGCCGCCACCCTTGACGGCGGGTATGCGGCATTCGGCAAGCTGACAAGCGGTGAGGAAACCT -TGGATAAAATAGCAAGTACGCCTGTAAAAGCAAACCCCAGTATGAGGGGTGAAGTTTCAGTTCCGACAGA -GAAAGTAATTATTAAATCAGTAACGGTGCTTGAAAAATAGAAAACTTATTTAAACAAAGCATATTGAGTC -GAGGTTTTCTATACTATTCGCACCTAGAATGTTTACATAAATATATATAATTGAAATTATATTTCTCACA -AAATAAATAAAGGATTGAGATTACTTAGATAATCTCAATCCTTTATTTGGTGCCGAAGACCGGAATCGAA -CCGGTACGGGAGGTTAGTCCCGCAGGATTTTAAGTCCTGTGCGTCTGCCAGTTCCGCCACTTCGGCCTAA -TTAAAATGATCAACCAGCGACTAGATTATTATAATACTATATAGTGGCAAGTGTCAACACCTATTTGTCC -AATTTTTTTAACAAGTCATACAGTTAGTATTGTGCAGACTTTCTGTACCCGCTACTACCGCGTTTGGATT -CAACACTCTTTTTTAGGTCATGTAGTTTTTCATCGCTATCCTTCATGAATTTTGCCAAACGATCCTCAAA -GGACACATTAACGGAATTGTTCTTTCCCGCATTCCAGTCGACCTCTGCAGGCGGCCTGAACTTGGGTACA -GTAGTAGGGCCGCCTGCCATAGCCTTCTTTATGGACAAACTTACCTTACCGTTTGTATCAACAGACAAAA -TCTTAACTTTTACAATCTGATTTTCTTTAAGATGAGCACTGACATCTTTTACATACTCTTGAGCTACTTC -AGAAATGTGAACAAGTCCTGTTTTTCCTTCGGGTAATTGGACAAATGCCCCAAATGCTGTTATACCAGTC -ACTTTACCCTCAACAATCTTACCTACTTCAAGTGGCATAAAATAAGAAATCCTCCTCAACAACAGCCATA -GATAAGCAATCATATTGTACAGAATATTGTACAATGCTTAAAAACAATTCGATTATATATCATATAATAT -AATCCGTCAAGCAATAAGTTACTTATTGGTGTCTATGTAAATTTTCTCACCGTCTTTAACATATCCAAGC -TTATCTCTCGCAATCTTTTCAGCAAATTCATCTGTATTTATCATAGACTTCTGTTTCTCCAACTGCTGCT -TTTTTACTTCCTCAGAATGAATATTTGCTTTTAAATCAGATAGCTTTGTATTTCCTACCTCCAACAAAGC -CTGTTGATGGTATACGGTATACACAAAGTAGCAGAAGGCAGCAATTAATATGAGCGTCCATATATTGAAT -TTTTTTCGTTTTTTCATTGTCTTTCCTCATATAAGATATAATCATTGATATGTTTATTGGTTATATTCTA -TATGTCGGCTAAAACTCCTTCAAAATTAAGTCTTTTTTCTAACTTTTCTTATAAACTTGCCCCAAACCTT -TACCTTTTTAACTCCTGAACCTGCCGCCCCCTTTGCCTTATGTGCCGCTTTTCCTGAAATCCGAAATAAT -AGCCTGCCCAATTTCCCAAAACATCGTCCGATAAACCTTAACGGTACTGATAAGATTTTAAAAAGCAATC -TAAAGGGATAAGTAATTACCTTCCAAATGAAAAATACTACTTTTTTTATAAAATTAATAACCAGCATTGA -AGATGCTATTACAATTCTACTAAAAAGAGATAAATATAAAGTAACTCCAAGTATATTTCCTATAAAAATA -AAACCTCTCATTTGCCCATCATTAATGTTATATACGGTAAAAAAGACTATTATTGCCGACAGCAGCCAGT -AAACTATATCCTCTATGCTTAATATTACAACATTTGTTTTAATTGCTCTTCTTTTTATCCTTAGAATATC -ATACAGAAAAGCTAAAATGCCACCTGCCAAAACTGCATATAAAAATATGTATACCTGTTCAACAATTAAA -CTCATTTAACTACCACAAGCCTTTATATTTTATTTAAACATTTTACCGAAAAAAGACTTAGACTTGCCGG -TCTCCCCGTCACTGTATTCAAGTGAGAAAATATCTCCATCAACAACAAGCTCATTACAGTCAAGGTTCAG -TTTATTAATGTGCATTTCTGTTCCCCGAATAATAAGAACACCCAAATCGGTAACAGCTATAATATTTTCC -TCATTAAAGCTTTCAACATCAACCACCCCGCTTACACATAATCGTTCCCTGTTATCAAGGGTTATCGTCT -GATTTGTAGGTTTTGTAGTCTTTTTCTCTTCCATAAATCCAGCCTCCCTATTGTATCTTGTATGAATCCC -ATTAATTATATATGCCTGTACAAAATGAAAAAGAACATTAAAAAAGGATTTAATCCACCTCTTAGAGTTG -ATTAAATCCTTTTTATAATGTTTATTTTAACATATACATTTCTTTTGCATCGTCTTTTGCAACATGCTCG -GTTATACGTGTTATTTCTATTTTTGTTATGTTGTTTCCAAACTGAATTTCAACTATATCCCCAACTTTTA -CTTCCGAACCGGGCTTGGCTATTCTGTCGTTTATTTTAACTCGGCCCTGCTCACAAACTTCATTGGCCAC -TGTCCGCCTTTTGATTAGTCTGCTGACTTTTAAGTACTTGTCTATTCTCATTTTAACCCTCCACATGCCT -GATATCGTGCATATCAGACACTATATCCATTTTGTATGTCCCGTTAGTTTTCTAAAAAAGGAAATACAAG -TTCAACACGGGAAGCCTATGATTGCTTCCCTTTTGCTGAAAACTTGTAAACTACTATTTATTAATCATTT -CCTTTAAATCCTTGCCGGCCTTGAATACAGGAGCTTTACTCTCCGGAATATTTATTTCTTCCATTGTTTG -TGGGTTTCTTCCCTTTCTGGCTGCTCTCTGCTTTACCTCGAATGATCCAAAGCCAATAAGTTGAACCTTG -TCACCACCGGTCAGTGCTTCTTCTACGCTTTCCAACATCGCATTCAACGCCTTATCAGAGTCTTTCTTTG -TAAGGCCTGACTTTTCTGCCATTTTGTCTATCAATTCCGATTTATTCATTAGTAATTCCTCCCATCTGTT -TATTACACTATGATTTTATCCATTTTCCTCACATTTATTCATTTTAGCCTCATTCCACAGGTCATCCATT -TCTGAAAGGGTCATATCCCCCAAATCTTTTCCCGCTTCTGCTGCCTTTTTCTCTATATATTCAAATCTTT -TTATGAATTTATTAGTGGATTGAGTAAGTGATAATTCGGGATGAACTTTATAAAAACGTGATAAATTAAC -TACTGAAAAAAATACATCGCCCATCTCGTCCTCGATTGCAGCTTTATCTGATTTTTTTACTTCCTGCTCC -AATTCATTTATTTCTTCTCTTATTTTAGCAAAAACATCTGACGTATCATCCCAGTCAAATCCCACCTGTG -CTGCCTTTTGCTGAACCTTATAGCTTCGCATAAGTGCAGGCAGATTTTTAGGAACATCCTGAAGTACTGA -GGCTTGGTTTACCAGCCCTTTTTCCTTTTTCTTGATTTCCTCCCAATTCTCAACAACTTCACTGGAAGTA -TCCGCCTTTACATTTCCGAATACGTGAGGATGACGATGGATAAGCTTATCACAAATTCCGTTAATTACAT -CTTCCATGGTAAAATCACCGTTTTCTGATGCTATAACTGCATGAAATACGACTTGGAGAAGTACATCCCC -AAGCTCTTCAACCATCTTCTTCTTATCATTTAAATCAACTGCTTCAAGGTACTCATAGGTTTCCTCAATA -AAATACCTTTTTAAGCTTTCATAGGTCTGCTCTCGATCCCATGGACAGCCATTCTCGCTTCGCAAGGTTT -TCATAATATCTATTAATCTATCCAGTTTACCTTCATTCATATTAATTCTCCAATTTGACTATATACGGCG -TAATGCGTATTTTCCTTTTCCTGTTATTATACTACATTTTTAGTATTATAACCATCAATCCGACATAATA -ACTTATACAAATTACGCTTTATCTCCTGATAAAACTTCCTCGTCTAATTCTTCTATTTCCTGTTCATATT -TAGCCTCTTTCAACTCCTCCTCACCCGGTTCATCGAATTCCCTTTGCTTTGCATCAGCAAAAAATACCCT -GTCTGCGACAACTTCGGTAACATAGTGCCTGTTTTTATCCTCATCTTCCCAAACCCTAGTATGTATGCTT -CCCTGAAGGGCTATACGGTGACCCTTTGAAAAGTACTTGCTTGCAAACTCAGCAGTTTTTCCCCAGGTAA -CAATCGGTATAAAATCTGCGGTTTTACCATTTGTTACTTTTCTGAGATCCCGGTCTACAGCTAACGTAAA -TGATCCCACCGCTCTCATTTTTTTGGTGGTATACCTAAGATCAACATCCTTTGTTAACCTTCCCACAAGA -CTGACATTATTCATAAATAAATCCTCCTTTGTTCCTTTTATACAGGAACTAATTTTATAACAGCAACCAC -TTCTCACGCTGCTACAGGTATGAAATGCCGGGCTGGTGAAAATACGGTTGACGTGTTCAATTTGTACTAA -TGAAATATTAAAGATGTAAAAATCTAAGAATTGGTACCTTTTGCTGAAATTTAATAAAGAGATAAAATAA -GAAACTTACAAATAGAAAAATTTTATGGAAAGCTTATTAAAAAAAGAAAGTACTTAGACAATTTTTCTTA -CAAAGAGATTATATATTTTACAATACAACCTGTCAACTATTAATTGGATATTATTTTTTTTTATAAAAAG -GAGGATTTCATTCAATCCTCCTTTAATAAAAACCAACCGATTATATTAATCTCCTTAAAAATAACCTATT -GACCTGTACACTATTGTTCCATTTGCTTTCCTAAAAATCCCGCAGCAGATTGTGCGAGCTTTGCTTCAAC -TTCTCCCATTCTCACATTTGCATCCGTAGAAAGCATTATTACCGCTCCTATCGGATCACCTTCAGAAATG -ATTGGTGAAACAACCTGTGAGGTATATTTCCTTTCACCATTTTCTTCTGCCAAAATAGAAATCGATTTTT -CTTCAGGAGATTTTATAAGTAGTGTAGTTTTCTCCTCTATAGTTTTCTCAACATCAGAGCTGAGCTGCTT -TTCAAGAAATTCTTTTTTTGATGCACCGGATACTGCAATTACTGTGTCTCTATCAGTAATACAAGTAATG -TGCCCGCTGGTCTTATGCAATGACTCTGCGTACTGTGTAGCAAAATCACTGAGTTCTCCAATCGGAGAAT -ATTTCTTTAAAATAACCTCCCCTTCCTTATCAGTGAATATTTCCAGAGGATCTCCCTCTCTAATTCTCAA -GGTTCTTCTTATTTCTTTTGGTATTACAACTCTTCCTAAATCGTCTATACGTCTAACTATCCCAGTTGCT -TTCAAAGTATATTACCTCCTTAATAGGTTATTTTAGTCTTATTATTGTTTTGTTAAAGATTTTTTATACA -TAATTGGGAGCACAATCGAGACAAACCATTTTATAATATCTTTCACACATTTTATGTATTTTGTGATTTT -TTGCAATACAAAAAAGGACTGCCCGCACAAATGAATAAACACTTATTCATTCTACAAACAGTCCTTTTTA -TTTTTTTAAGATGTGTACATAGGTATAATTATTTGTATAGGGTTTTGTCAATTTTAGCTAAAGCATCTTC -GTCTTTTTTAAGTGGAAATACTTTCTTCCAGCTGTCCAATTTCTTTGTTAAGAATTCATCCTCAAATTTT -TTATTCAGGATTGTTGACTTAATTTGATCTTTTACATCGTCATACTTTGTTTCTTCTCTTTTTTCAAACC -TCATAACGTGATAACCGTAAGAAGTTTCTACAATACCGGTATCTCCTGCCTTACGATTTGCAAACGCCCA -ATCTTCGAACTGAGGTACCATTTGGCCCTTGACGAAGGTATAGACGCCTTTATTGTTTACAGCTCCGTTT -TGGTCCTTATCATCGGAGTTTTTTTCGGCAAGTGCTTGCATATCAGCACCTTCTTGTATTTGCTTCAAAA -GGTTTTCTGCCTTATCCTTTGCTTCCTTTTTCTTACCCTCAGTAAAGGCCGCACCTGTTTGCAAGTCCTG -TGTAGCAATCAGTATATGTGTTACAGTTACTTTATCGTAGTCAGCTTTATGGTCGTCATACTGCTTTTTG -ACTTCTTCGTCCGGCACTTTAACTTTATTTCTTTCACTTTCAATATATTTTTGTGACAAAACAAGCTCTT -TGTATACTTCTTTGTAATCCGCCAGTGATACACCGTAATCTTGTTTTAACTGTTTGTCGGCTTGCGATCT -GCTTCCTCCGGCATTTTGAATTCTTTGATTGATAGCTGCTTCAATGTTATCCAAGTCTGTTTTTTCAAGC -TTGATACCTGCTTCTTTTGCCTTTATCAGTTGAATTTTAATTTCCTGGATACTATCTAGAGTAGCTTTTT -TAATTTGTTCTTTTGCAGTACTTCCCTGATATTTCTGGTTCCAATCAAACTTTGCAGGGTCTGCACTTTG -TGCATTCTGAAGGAATGAATTCATATTGAACTTTGACAACACCAGATATTCCTGCTTTGTAATACTTAAT -TCCCCTACTTTTCCAACATCACCTGAAGACATACTAAAAATAACAACTACAGCTATTACCGCAACTACCA -GTACAGCTGCAATAATTCCTATAATCAGCCCTTTTGATGTCTTTTTCACTTTAGCATTTTCGTTTTCCAA -AGGTTATCTCTCCCCATATTTTTATTCAAAATCTAATTTGTAACCTGAATTTTACAAATTACTTGTTGAT -TATAATTATATTCAATTATTCATTATACTGCAATTTAATAATGTATTGTAACAAAATCTTAATATTTGCC -AAATTTTCTCTTCCCGAGGAATATATCAATTTAAATGACAAATAAGGGTTGCTGCTGGCATTAAGCATAA -TCCTTCTAGGGTACTTATCCATAAGCACTCCCAGATACTTGGATACTGTTGAAGCGGACTTCCGCAACTG -AAACAATATTGTATCGTCCTTCTGGACAATACCGATAAAGCCGCACTCTACAGCAAGTGCCTTAATGTAT -GCAATGTCCATAAGATTTTCCACTTCTTCGGGTATATCTCCGTACCTGTCTATTAACTCATCTTTCAAAT -CAATGACGTCATTTTCATTTTGTATTGCGGCAATTTTTTTGTACATATCAATTTTTTGCTCTTCTGAACT -TATATATTCATTATCTATATAAGCATTAACGTTCAGGTCAACTGCCATTTCTTCATCTGTTGTGCGTACT -TCCTTGCCGCTCAACTCCTGCACAGCCTCGTCCAGTAGTTTGCAGTACATTTCGTAACCTACGGTTTCCA -AATGTCCGTGCTGCTCAGATCCAAGCAGGTTTCCTGCCCCTCTTATCTCAAGGTCCCGCATTGCTATTCT -GAATCCTGAACCGAATTCAGTAAATTCCTTTATAGCCTGAAGTCTTTTTTCTGCCACCTCTGAAAGAACC -TTGTCCTTTTTATATGTGATATAGGCATATGCAAGCCTGTTGGATCTTCCAACCCTTCCTCTTATCTGGT -AAAGTTGAGATAGGCCCATTCTGTCGGCATCTTCTACAACAATAGTATTAACGTTTGGCATATCAAGTCC -TGACTCAATAATAGTAGTACATACAAGCACATCATACTCCCCGTTGATAAAGCCGTACATTACATCTTCA -AGCTCTTTTTCATTCATTTTACCATGAGCAACCGCAACTCTTGCATCAGGTATCATTTTCCTGATTTCCT -GTGCCTTCAGGTCAATGCCTCTTACCCTGTTGTACATATAGAAAACCTGACCATCTCTTGCCATTTCACG -GATTATACCATCACGTATAAGCTCCATGTTGTATTCCATAACGTAGGTCTGAACAGGGTACCTTTCTTCC -GGAGGATCCTCCAGTACACTTATATCCCTTATTCCGACCAGTGACATATGCAGGGTTCTGGGGATAGGTG -TAGCTGTCAGAGTCAAGACATCAACATTTGGCTTTAACGTTTTCAATTTTTCCTTGTGGGTTACACCAAA -ACGCTGTTCCTCATCAATCACAAGAAGTCCAAGGTCCTTAAATTCAACATCCTTTTGCAGAAGCCTGTGT -GTGCCTATGAGTATATCTGTGTTCCCGGCCTTAACAGATTTTACAATTTTCTTCTGCTCTGCCGGTGTCC -TGAATCTGCTCATGACATCAACAGTTACTGGGAAATCATTCATCCTTGTCTTAAAGTTTTCATACAGCTG -CTGGGCAAGGATAGTTGTAGGTGCAAGGTAAGCCACCTGCTTCCCATCCATCACGGCCTTGAATACAGCC -CTTATTGCAACTTCGGTTTTGCCGTAGCCCACATCTCCGCAAAGCAGCCTGTCCATGAGCCCTTCTGACT -CCATATCCTTTTTTATTTCATCTATACATTTAAGTTGATCGTCGGTTTCCTGATATGGAAACAGTTCCTC -AAACTGCCTTTGCCAAACGGTGTCCTCGCTGAAAGAATGTCCCTTTGCAGACTGTCTCTGTGCATAAAGC -TTTATGAGCTCCGCCGCAAGTTGCTGCAGAGATTCCTTTACACGACTCTTTGTCTTGGCCCATTCAGTAC -CTCCAAGCTTATTAACCCTCGGTGTTTTCCCTTCGGACCCGATGTATTTTTGGAGTAAATCCAGCTGGTT -AGTTGGAATGTAAAGGAAGTCTCCTTCCTGATAACGGATTTTGAGATAATCCCTCTTAACTTCACCCACG -CTGAGATTTTCAATACCGATATATTGGCCTATACCGTGAGCCTGATGTACAACAAAGTCACCAATATTGA -GGTCGGAAAATGCTTTTATTTTATTGCCAGCCCTCTTTGCCTTTGCCTTTTTTATTCGTTTAGCCTGACC -GAAAACCTCAATGTCACTTATTACAACAAATGCCGCGGTCGGGTATTCAAACCCTTTCTGCAGGCTGCCG -TGAGTTACCACAACCTCTCCGTTCTGTATCCTGTACTCAGGATGCTCTTTGTAACTGGACATTATTTCAT -TAGTTGCAAGGGTTTCAACCAGTCTGTGTCCCCTCCCGCTGGGGCCTGAAAGAACAATTATTTTATATTC -TCTTTTCCGAAGTTGTCCTATGTCGTCAACAAGTAAGTCTATATGGTTCTGGTAAGAGTTCCCTGACTTA -CAGGGTATTGATATCTGGTTATAAGGTCTGATTAGTGAGTTGTTGGATGAAATAGCAGACAATGTTATAG -TCCTGAAATTCAAAATGCGATCGACTATTGAGTCTGTGGAAAAGGTCCATTGTGCTCCTTTAGGCAGAAT -ACCGCCTTTCTCTAACAGACTCTTGGCAAGTTCTTCATGTTCAAGCTCGACGTTCTCAATCCTCTGGCTT -ATTCTTAAGGTTTCATCCATGATAATGATTGATTCACTCTCAATATAGTCTATTACAGAAGCTGGACTTT -CTAAAATATACGGATAGTATCTGTCAATCCCCGGAAAATAATGGTGTTCAATTAAACTGTCAATATCCTC -CTCAACCCGTTTTGATATATTTTTAACACCTTCTCTGTTCTCCTTCTGCTTTAACTTTTTAATGTAGTCA -GCCAGATCCTTTTTTATCTTTGAAATTATTCCTTCCCTTGAAACTTCCTTGTAAACTACGTCCCTTGCGG -GAGCAATTCTGCACTCATCAATTGAATTTGTAGATCTCTGTGTTGTTTCATCAAAGTGCCTAATAGAATC -CACGTCAGTATCAAATAATTCAATACGAACAGGATGTTCACTGTTTACTGCAAAAACATCTATTATTCCA -CCTCGAACAGCAAACTGAGCTTTACCTTCCACACTTTCAACTCTTTCATAGCCATACAAAACAAGCTTTG -AGACAAGCTCATCAAGATTCACCTGTGAACCGACATAGAAGTCCATTATCCCTTCTCTAAAGAGTTCAAC -TGGTGAAATCATCTGTATAAGCGCTTCAGCTGACATTACAACCATCTTATAGTTTCCCTCTAAACAGTTC -AAAAGGGTTTTAGTCCTTTGGTATATTATATCGTTGCTTCTGGCTTCTACATTATAGAGCATAGTCTCTT -TTGGAGGGTAATACAAAACATCATCCCCAAGGAAAAACGAAAAATCGTCGTAAACCCTCCTGGCCTGCAT -TTCATTGTATGTTATATACAGTCCTCTTTTTTGTAAATGAGTACACAAAGAATATATCAGGTGCACCTTC -TGTGAATCTGACGGCCCTATAACCGATACGGGGCCCCGTTCCTCCCTGACGTTTGATAAAAGTGTATTAT -ATTCATCTATTTTTAAGAGAGGATCTGTAAAAAAGTTCATTCCGTAACCTCCGGCTGTTCTTATTTATTA -TAGCTGTTCATTGCCTTTTCCGTCCCGCTTTGTGCTATCATTATTGCCGCCTGTGCAGCTTTTACAATAC -TTTGATCAATTACCTGTCTATCCTCTTTGGAGAATTTACTAAGAACATAGTCAGCCAGATCCCATTTTTC -AGGTGCTCTTCCGATACCGATTCTCACTCTGGGAAAGCTGTCATCCTGTAATTGGTATATTATGGACTTC -ATTCCGTTGTGTGTGCCGGAACTGCCCTTGGGTCTTACTCTCATTTTTCCCGGTTCAAGATCAATATCAT -CATATATTACTATTAATCTTTCAAGAGGCAGCTTGTACCAGTCAACTATTTCCCTGACACTCTCGCCGCT -CAGATTCATAAAAGTCTGAGGCTTTACAAGAATGGTTCTGATCCCCTCGATGCTGCCTTCGCCGTACAGT -GCCTTAAACCCGATTTTAGAGAGTTTTATATTATACTTTACCGAAATATAATCTATGGTATCAAAGCCAA -CGTTATGCCTTGTATTTTCGAATTTTGTGCCGGGGTTGCCAAGCCCCACAAACAAATATACCTCTCCCAT -GTATGCCTGCCTCCCATCATTTGTAAACAATATATTCATGCCCAAAAGGGCGGTTCCATATAAGAACCGC -CCCGGTAAATCAACCACAAATATACAGGTTATATCTGAGTAAATAATGTACTTATCGATATATCTCCATA -TATTCTCTCTATAGCTTCAGCAAATACTCCGGCTACAGACAAAGACTTAATCTTGTCAATTTTCTTTTCT -TCGCTAAGTGTTATAGTATTTAATGTAACCATCTCTTTTATTGCCGATTCATTAATCCTTTGAATAGCCG -GACCTGAAAGAACACCGTGTGTACAGCTTGCATAAACTTCCTTTGCACCCGCCTCTATCAGGGCATTAGC -TCCGTTGACAATGGTTCCTCCAGTATCAATCATATCATCCACAAGAATTACTTTCTTATTTCTTATGTCA -CCTATTATATTCATAACTTCCGAAACATTTGCCTTAGGACGCCTCTTATCTATTATAGCCAGCGGGCAAT -CCAGTCTTTCGGCAACCTTTCTGGATCTCGTAACGCTGCCTACATCAGGAGAAACAACTACAACATCCTT -CAGTCCTGCAAACTTTTCTTTAAAATACTCAGCAATAATAGGAAGACCCAGAAGATGATCCACAGGTATA -TCAAAAAACCCCTGTATCTGTGGAGCGTGCAAATCCATCGTTAATATTCTGTCTGCCCCGGCTATTGTTA -AAAGATTTGCAACTAGTTTAGCGGAAATAGGATCTCTTGCTCTTGATTTTCTATCCTGTCTAGCGTAACC -AAAGTACGGCATAACTGCTGTAATTCTGCCTGCCGAAGCTCTTTTTATCGCATCAATCATAACCAAAAGC -TCCATAAGGTTATCATTTACGGGCTGACAAGTTGATTGAATGATAAACACATCTGAACCTCTGACTACTT -CACCGATATTAACAGCGGTTTCTCCGTCACTAAACCTTCCAACATTGGCAATACCTACCGGTATCCCAAT -CTTTTCAGCTATTTCATCAGCTAAAGGCCTGTTGGAATTACCTGTAAATATTTTAATATCCTTTCCGTGC -AGATTCATTTCAATTCTCCTTTTTATTACTTATATTATTGTGTGTTTATTTTCGCTTTAAATCTTTCTTT -GTAACCCAATCCTGTTTTATTGTCTGTCTTTGCCGTGCTATTGCCAGAGAATTTTCGGGCACTTCATCCG -TTATGGTGGAACCTGCGGCAATATACGCATCATTTTTTACAACAACAGGCGATACAAGATTTACATTACA -ACCTATAAATGAATTATCTCCAACAATTGTCTTGTTTTTGTTCTTTCCGTCATAATTTACAAAAACAACA -CCACAGCCTATATTAACATTTGAACCTACTTCTGCATCACCAACATATGTTAGATGTGAGATTTTAGTTC -TGTCTCCGATAACTGATTTCTTGATTTCAACAAAATCTCCAATTTTAACATTTTTACCAACCTTGCTTTC -CGGTCTCAAGTATGCAAATGGGCCAATATGAGTATCATCTCCTACTGAACTGTCATATGCGACTGAATTT -GCTACCTCAACATTATTTCCAATCCTACAGTTGACAATTCTTGAGTTAGGGCCTATTATGGAACCCTCAC -CGATAACTGTATTTCCCTCAATTATGGTGTTGGGCATAATTACCGTATCCTCACCGATAACTGCACCTGA -ATCAATAAATGTAGATGATGGACTAATTATAGTAACACCCGACAACATAACCTTTTTCAATATAGAAGAT -TTGATTTCCTCCATGGCAACTGAAAGGGCTACCCTGTCATCTACTACAATAAATTGGGTTTTATCTTCCG -AAGATATCATGTTTTTACTTTGGAAGGACTGAAAAATCTGGGCAATGTAAAACTTTGAAAATGACTGAAT -ACCTAATTCATTTAAACGGTTAAGAAAATTTTTGCTTTTAAACACATAAATCGAGGCTTTCTTATTACTG -GAAATAATAGCCGTAGTGTCATTCCCCTCCGATATATGTTTCTCCAGTAAATGCCTAAAAGTCTCGGCCA -GTATCAGCGGCTGGTCTCCCCAGTTGATTATAAAATTCTCCGAATTGCCGATTAAATCCTTGACTCTATC -AATATCATCACAATCTATTGATTGAGTTTCACCTGTAATTTCGGCTAATGCAGACCCTGACCATTGCAGT -ATACTTTGACCGAATATATTATGGCTCTCTACGGGATTTTTGGATTTAAACGTACTGTTATTACTGTCGG -TAATGACTAATCCTACAATTTTATTCATTATTAAAGCCCCCACTGTATTTTACAGGATATATTCTCTCAT -TTTTATCAAATAATTTCAACCCGTTAATATAACTAAAATTTCGCTATAATTTAATACCATAATATTCCAT -GTGTTAGTGTGTTATATAGGTTTCTTCTCAATAAAAAAAGATACTCGTTTAAAGTATCTTTTTTGTTCTT -GGAATCAATGCTTTTCTATGAGTTTTTATAGCTTTCAAGAATAGCAGTTTGAAGTTTTTCTCTCGCCTCA -GCATTTATAGGATGTGCGATATCTCTGAATTCACCGTCCGGTGTTTTCCTGCTGGGCATTGCAATAAACA -GGCCGCTCTGACTTTCAATTACTTTAATGTCGTGTACAACAAACTCATTGCTAAATGTTACAGAAACTAC -TGCTTTCATTTTTCCTTCAGTTTCAATTTTTCTGATTCTGATATCCGTTATTTCCATATTGGCGAACCCT -CCAAGAAGTATTATGTTTTAGATACAATATTCGCCATAAATACTAAAAATCCTTCTTTTTGTACATTATT -TTTACATATTTTTGGTTTATTTTACATAGTTATAACTAATTAACCGCTAAATATTGGGTTTTATGTCGAT -AGAATTATTTTCCTGCATTTCGGAAGTATTAAGTTTCATAAGAGAATGGTAGTTTCCCACAAGTTTTTTA -ACCGGAAGGCCCGTTTCTATCATAACTCCTATTCCAACCACCTTACTGTCAAACTGGTTTGCCAATTCTA -TAATACCCTTTGAAGTTCCCCCAGCTTTCATAAAGTCATCTATAAACAGAATCTTTGAATTCCTCTTCAA -GGATTTCATTGGAAGTACCATTGTCTGAATTTTTTTTGCTGAGCCGGATGCGTAGTTTATGTTTACAGAT -GCCCCGTCTGTTGCTTCATTGTTGTGTCTTACTATTACCAGTGGAACATTGAGATATTGTGCAGTCGCAA -ATGCTATAGGTATACCTTTAGTTTCCACTGTAATTACACAATCAATACCCAAACCAGAAAATTTGGTAGC -AAATATCATTGCCACTTTGTTAACCCATTTGGGGTTATAAATGATGTCCAGCATATATAAAAAACCGCCC -GAGAGTATCCTGTCCGGGTGAGACAATTCCTTTGCGAGTTCTTCCAAAGTTTCACGTACATCCATTTCAC -TCACAGAAGGTATATATTTAACTCCGCCTGAAGCACCTGCTATAGTACAAATATTTCCCATAGAATTCTT -TTTGAAGGTTTTTTGAAGTAAATCCAGGTCCTCGCTTATTGTAGATTTGGCAGAGCCGAACATTTCCGAA -AAATATCCAAGTGTAAAAACTTTGTTTGGATTGTCGCACAATGTTTTGATTATAACAGAAAGCCTTTCAT -TTCTTTGGATTTTATCCATAAAATCTCCCCACATCATTAGTTTACATCATAGCTATTATACAATAATATT -ATGAATAATAAAACTTAAAATATAAGGATTATTCGGATTTTTTATTTTTATCTAATATTAATCCCGTATG -CTTCATACAATATATAAAGGATACTCTTCTGCAAATCAATTAAGTTTAATATATTCCTTTTACATTTATA -TGAAAATACTGTATTATCTTTTTGAGTAGAACTTACTCTATACAGAATTCTTCAACTAATTTTATTAGCA -ATACAACAAGGGAGTGTTTCTTTTGAATATTAATTCTAACATTTTAGATTGTGAAAAAATTAAGTATGTC -CATTTTGTAGGAATAGGCGGCTCAAGCATGAGCGGTCTCGCCGAAATTCTTTTAGCAAAAGGCTATAAGG -TATCAGGCTCGGATATCAAATCCTCTAATTCTACCCAGAAATTGGAAGCAAAGGGTGCTGAAATATTTAT -TGGTCACCGTTCCGAAAATATTACCGATCAGGACCTCACTGTTTATACAGTTGCCGTTAAGGAGGATAAT -CCTGAAATAACCCGTTCAAAAGAGCTGGGTCTACCTGTCATAGATCGTGCCGAACTATTGGGGCTTCTGA -TGAAAAAGCATTCCTTTGGAATAGCCGTTGCAGGTACTCACGGAAAGACCACAACAACGTCTATGATAAC -TACAATAATGCTAGAGTCCAATACAGACCCAACCGCTCATATAGGAGGCGAGCTAGACTGTATCGGTGGA -AATACCCGCATCGGTAATTCAGAATTTTTTATAACTGAGGCGTGCGAATATTATGGAAGCTTTTTAAAAT -TTCATCCGTTTATGGCAGTTGTCTTAAATATAGAATTAGATCATGTGGATTATTTCCGTGATTTGGAGCA -TATTAAGTCAATCTTTGGAGAATTTCTTGCTCTTGTTCCCAACGACGGATATATTGTGGCATGTGCCGAT -GATGAAAATACTCTTTCTGTCGTCAGTAAAAAAGAGTGTAACATAATTACCTACGGATTAAAAAATAAGG -ATGCAATGTGGACTGCTAAAGGTATAACATACAACAGTATGGGCTGTGCTTCCTTTGACGTATACAAAAA -GGGAGAAAAAGTGGGAAATGTCTCCTTGTCCGTTCCAGGCCCGCATAACGTAAATAATTCACTTGCAGCT -ATTGCAGTAGCTTACACTTGCGGCTGCAGTATGGAAAACATAGCTTATGGACTTTCAAGATTCGGAGGAA -GCCATAAGCGATTTGAATTGAAAGGCTTGGTTGATAACATTAAGGTTATTGATGACTATGCCCACCATCC -GTCAGAAGTTCAGGCAACTCTCAATGCGGCAAAAAGCAGCAACCATAATAAAATATGGTGTGTTTTTCAA -CCCCATACCTATACACGAACAAAGGCATTTTTGGATAGGTTCTCAAAATCCTTTGGTGAGGCAGATAACA -TAATAATAACTGATATTTATGCAGCCCGGGAAAAAGATCCGGGGGATATACACTCAAGTATGCTGGCAGA -CAGGATTCGTGAGAATGGTGGTAATGCCGTATATATCAGTGATTTTCAGGATATAGCCGAGTATCTGGAT -AAAAAAGTAGAACCAGGAGATCTTATTCTAACAATGGGGGCAGGCGATATTGTAAGAATTGGCGAAATGT -TCTTAAACCTAAGAGCAAATAAGTAAATTTTATTAGGGGGCTGTCGAAAAACTAATATTTTATCTTTCTT -AGCCTGTACTTAGAGTATAAATTGTATCAATGGAAGCTTGGTTAAAGATATTTGCAGTTGTTTATAGGCG -AATATGGATATTTTATCGGAAAACCTAAACGATGTACGTTTTAGCGAAACAATGAATCATGGACGATGAA -TGTGAGCGACGGTAAAATATTCTAGGATGAGCCGCTAGAAACTCTTGCAAATATCTTGGAAGCAATCATT -GATATAATTTTATACGGGAGTATCGGCGCTTGAAACAGAAAAACATTCTTGTTTGCAACAGCCACTTTTA -TTCTTATGAAATTTTACTTATGCTTTTGTCATTGCAAACTTGATTTCACCTTCGGCAGCAACTTTGCCGT -CTACGCTTGCCTTAACCTTTGCCTTGGTAACTCCAAGCTTGCTCACAAGAATCTCGGCTTCAAGGGTAAG -AACATCCCCCGGCATTACCTGATTTTTAAACTTCATAGCTTCTATTCCGGCAAACACGCCTAATTTACCC -TTGTTATCTTCTAAAACGGCAACTGCTATTCCGGCTGCCTGTGCTAAAGCTTCTACTATCAGTACCCCGG -GCATTATCGGATATTCCGGGAAATGCCCTTGAAAAAACGGTTCGTTAGCGGAAACATTCTTTACAGCAAC -TACTTTTTTCCCCGGCTCCAGCTCTATAACCTTGTCAACCAACAGAAAGGGGTATCTGTGAGGTAATAAT -TCTCTGATTTCTTTATTTGTAAGCATAATAACCTCCAATTAATCTAAAAATACTTTCTTTGTACGTATTA -ATATGACTAGGTAATATATTCGACTATAGTATTCAAAAATCCTTTTAGCGTATAAAAATTTTATACCTAA -CTGCTTATTTGATCTTAACTATAAAACATCCAGCTACTGGCCTCTCAATCCCTTCATAGGACGGTCTGTT -CTGGATTCTGCCATTTATTATCATCTGTGAAGTGGCTCCGCCGTCTAGCATTGCCGCATCCCTCACACCT -ATTTTCACTAGGAATTCACCCATTTCTTTACCCGTCATTCCTTCACTATATCCCGGCTGGCGACCATCGG -CAACCACTAGTACTATCTTGCCGTTTGTTTTTATACCAATAACCGTCCTAGGGTCACGGTTACCTAAAGT -TCCCGCCCATTTGTCACGTTCCGGCACTACTGATTTCCCGTTTTTTACAAGCATACTCCCGCATTCATAA -GCCTGGTAATTATAACCTAAATACGGTTCTATCCTAATATTTACTTTATCACCCGTTTTTAAACCAATTT -TGTCAGGCAGCGATGATTTATCGCCGTAAAAGCTGATGACATACATACCTTTTTTTATGTTAACTTCTTT -TGTACTTTCAATTATAGAAATTATTTTATTGTTATCAACTATAAGTGATGTACTTTTTACTTCAGCTCTG -TTTGTATTTCCGAATTTGTCAATATATAAAATTATATCATCATTTTTACCTACCCTGTTCATCTCATTTA -TCTTAACTCTATTACCTTTAGATTCCAAAAAAATATTGGAATAAAAGGTTTCAAATCTCGCACCCATTTT -ATCTAAAATAAGTACAGGACTCAATCCCGTTGATGTCGTGAGCATCTGGCCGTCTATAGCAACCATCCCT -GCCGGATCACCAAATTGGTAAAAAAATCCTCCATTAACCGCTGCATATGCCCCATTCCTTTTACAAATAT -CAGATAATTTTTCAAATCCGAAAATATTATCAAATGACAATGCTGGCTTGAATTCAACTCTTTCGTCTCT -TGGATCAAACTCCAGCATATATATTTCCTGCTTATACCCGTTTATGGTTTCTGTTGTACTCTTGTATTGA -ACAGGTAAAGGCTGTACTGAATTTGACGATGTATCCGGTGAATTCAAGGTGTTGTCAGCCTTTCCCGGAG -TATTATTATTTGGGGAAAATAAAAATTGTCCTGCATAAATTAAAATGAAGGACAATACTAAAACCAAACC -AATATTTATAATCAGTTTCTGATTATTTTTTTTCATCAAGTACCCCTCCGGTAACTTCCGCAGAGTCTCC -CTGTTTATACTTTTTAGACAACTGCTTAAACATCATATCACCTAAACCGATACCTCTCTCAGATGCAACC -TCACAAAGCTGATCATCAAGCATTGAATTATATATTTCGGATGCCGTATCACTTTCTATATAACCAGACT -TTGGTACCGTAGCTTTCATCTGTTTGTAAAGCATACTTATAAAAAGGCTTTCAAATTCATGACATACTTC -CTTCAATTCGCTGTCATTACCTTTAGCAGCAGCCTCTCTGAGTTTCTTTTCAAAACTGTCTTGAGAGATT -TTCGAACTGGTGTTTCTGGCAGTATCAAATGTATTTTTTGAATTAATGCTTCCTACATCCATTAAAATTC -ACCTGTTTTCTATCTTCTCAAATTATTTGCTATCTGAAGCATATCGTCAGATGACTGTATTGCCTTTGAA -CTGACTTCATATGCTCTCTGTGCAACAATAAGCTTTACCATTTCGTCAACAACCTGTACATTGGAGGATT -CAAGAAAACCCTGCTTCATAATGCTCTTAGCATTTTCATCTTCACTGACCTGAACAGGTTCTCCGGTTGC -TGAATTACTTGAGTAAAGATTGTTTCCTACTGCTTCTAATGCATACTTGTTGGGAAAAATTACCATCCCT -ATAGTCTGATCCATAGGAACACTGACGCCTTCAGCATCCTTGTAGCTCATCTCTCCGCGGGGAGAAACTG -AAAGCTCTGATATATTTACTTCAGGGTCGAATAGTATCTCCTCTCCTGAATTGTCAAGAACAGCGTATCC -ATCAGCGGTGGTAAGTTTCTTCATGCCGTCCTCTGTAATACTCAGCTTGAAGGAACCATCTCTTGTATAC -TGGACAGTTCCCTGTGGGCCCATTATAGTAAAGAAGCCTTCTCCATCTATAGCAAAATCGAGATTGGAAC -TTGTCTGCTCAGGGGTACCGTTTTCAAAATTTCTCACTGTGGAGCTTACTACAGTTCCATGTCCAACCTG -AAGATTTACCGGCTTTCCGGCATCGTTCAGGACATATGCCCTGTCCATTGTCTGGTATAGTAAATCCTTG -AACTCTGCTCTTTCCTTTTTATATCCTGTGGTATTTACGTTTGCAAGATTATTTGAAATAACATCTACAT -TAAACTGCTGAGCCTTCATTCCTGAGCCGGCTGTATACAATGCTCTCATCATAGCCTTTAAACCTCCAAA -TAAATTAAAAATATATGTTTATCGGAATCTATTATCTAACTAAGCCTATCTCATTAACTGCTTTTTCCAA -TGTCCCATCCTGGGCCTGAAGCACCTTCTGGTTTGCTTCGTAAGCTCTCATAACAGTGATCATATCTACC -ATCTCATCTATAACATTAACATTTGATTGCTCATCAAAACCCTGAATAACTGTTCCTGAGAATTCAGCTA -CCTCGCCGCCGTTATTCATAACAAGATTATTTCCTAGTTTTCTTAACTGAGTTGAATCTGCAAACTGAGC -TATACGAAGAGTGTCAACAACAGCCCCGTTCTGCATAATATTTCCTTTGCTGTCAACTGTAAAGTCTCCT -GTTTTAAGGGTTATAGGTCCTTTTTTGCCTAATACAGCATATCCGTCCCCTGTTACCAGCTGATTATTAG -CATCCAGAGAAAAGGAGCCGTTTTTTGTATAAAACTCCTGCACTGTGTTATCCTGTGGATTTATAACTCC -TACAGTAAAAAAAGCAGGACTTGCCACCTCTCCCGTATTATCATCTTTAATTGCAAGGTCGTATCTGTCT -CCAGTCTGCACCATCTGACCCTGTGTGTAATATGTATATACTTCGCCGACATCACTGCTGAGCTCCATTG -TACCAACAACGGCTGACGGATTGGTCGGACTCTGTGTGTCGTTAATTCTCCTTGTTAAAATTTCAGGAAA -ACTCTGATAAACTACTGTATCTTTCTTGTATGCCGTTGTATTGACGTTTGCCATATTATTTGTAATAACA -TCCAGTTTCTTTTGGTTTGCCAGCATACTCCACGCAGAAGTATATAACCCTCTAATCATAAGATATCTCC -TTATGCAAATTCATTACTTTATATATCGGCAGCTGTGAATATTTACTTTAGATTTTTTTGTACTAAATAT -CCTACATATCAAAAAAGGAGGGTAAATGTTTTACCCCCCGGCCAATCAGTCTTATCTTCTATAATTTGTT -CTTTTTTCAACAAGTGCACTATCTTCAATAGCTTCTATATTATCCAAAGCTCTACCTGTGCCAAGTGCTA -CACAAGAGATAGAATCATCAGATATTATGACATTTATACCTGTCTTCTCGTGGAGCAGTTTATCCAGACC -ATAAATCAGGCTTCCTCCACCTGTCATAACTATACCTCTATCACTAATATCAGCAGCAAGCTCAGGAGGT -GTGCGTTCCAGAACTGAATGTACTGCTTCAACAATACTTGAAATAGGTTCTTCCAATGCCTCCATCATCT -CAGTTGAGGAAATTGTGATTGTCTTTGGAAGTCCTGAAATCAGGTTTCTTCCTCTGATATCCATTGTAAC -CTCCTGGACTCTCGGATAAACCGTACCGATGTTAATTTTCAACTCTTCAGCGGTTCTCTCACCTATCATA -ATGTTGTGCTTTTTACGCATATATCGCACTATAGCTTCATCAAATTTGTCTCCGGCTATTTTTATGGAAG -TACTTACTACTGTACCTCCCAGTGATATTACAGCAATGTCCGTAGTACCCCCGCCCATATCGACAACCAT -GCTTCCACACGCCTTTGCAATATCAATGCCTGCTCCTATCGCAGCAGCAATAGGCTCTTCTATCAGGTAT -GTCTTTCTTGCTCCGGCTTGCATGGATGCATCAATGACAGCTCGCTTTTCAACCTCTGTAACACCGCTTG -GAACACAAACCATTATCCTTGGCTTGAAAAATCTTCTGCTCCCGGTAACCTTATTTATGAAATATTTAAG -CATTCTTTCTGTTATGTCATAATCAGAAATTACACCCTCACGCAGAGGTCTGATTGCCACGATGTTTCCC -GGTGTCCTTCCCAACATTCTCCTTGCCTCTTCACCTACCGCAAGTAATTTGTTGGTGTTCTTATCTATCG -CTACAACTGCTGGCTCCCTTAAAACTATTCCCTTACCCTTAATGTATACAAGTACTGTGGCTGTGCCCAA -ATCAATACCGATGTCCTGTCCAAATCCCAAACGAAACAACTCCTTGATTCCTTTAATTTGATAATTTAAC -AGAAATTATAACTATTTATAAAGTACGATTTAAATTGTGTGCATATTAAGTCAAAATTATCTATTATTTA -TATTATCATATTAATATAATTATGCAATATTTTTGTAATTTTAAAAGGTTACAAAATGGTAAATCCTTCA -TTACCTATAATGCAACTTTTTCTAGTATGCCTCTTAGCTTCGCGATTGCAATTCCGTAATTACAAATTCT -TACATTCTGTGCCTTAGCAGACTCTATACGTGAGAGTACATATTTCCTGTTAAACATGCAGCAGCCACAC -TGAATGACCAGTGAATATTTTGACAAATCTTTTGGAAAGTCGCTCCCGCTTACAATGTCAACAGTTAGAC -CTTTTCCTATCTTTTCCCTGAGAAGCCTTGGCAGCTGCACACGTCCGATATCCTCACTTAGAGGTGCATG -GGTACAGGCTTCCGCTATCAGAACGGCTGAATTCTCAGTTAGTGCATCTATTGCTTCAGCACCTTTAATG -TATGCAGAAATATCACCTTTATATTCTGCAAACAGAACGGAAAATGATGTCAACAGGCTTTCTTCAGGTT -TTTTAGCATATACTTTGTCGAACACCTGTGAATCGGTAATTATTAATTTGGGAGGTCCTGACATTGCCTT -TAGTGCATTTTCAAGCTTGTCGGTAGTAACACTCATAACAATACATTTTAAATCCAGTAAATCTCTGATT -ACCTGCACCTGAGGCAGAATCAGGCGTCCCTTTGGAGCTTGAATGTCCTGAGGCATGACCAACAAAACAA -AATCTCCTTCATTTACAAGATGGGCGGTTATGCTGCTTACCTCAAAATCCTCCGGCACCGCTCTAATTAG -CTCTTCTCTGACTTTATCAAGCCCTGTTTTTTCCTTTGCACTGATAATGATTGGCATCAGGCCCAGAGTT -TCCTCCACCTGCTTTTTTATATCATCTGTATTATTAAGTATATCCGCTTTATTTATTATGGGAATAACGG -GTATTTTACGTTTTTTTAGCTCATTCATCCATTCCTTTTCCATCGAAAGCTCGGTTTCAGAGAAAATTAC -AATGGCTATATCCGTTTTATCAATTACCTTTCGTGTTTTCTCTATTCTTAGTTCGCCTAAAGTGCCCACA -TCATCAAAGCCTGCCGTATCAATAAACATAACAGGGCCTATAGGGTGCAGTTCCATAGCCTTGTATACGG -GATCTGTAGTGGTTCCGGCAATTTCCGATACCAGAGCAATGTCCTGTCCTGTTATTGTATTAATTAGTGA -AGATTTTCCGCTGTTTCTTCTGCCGAATAGTGCAATGTGCAGCCTGTTTGCACCCGGTGTATTTGTGAGA -CTCATTTTTATTCCTCCTAATTAGAACCTGAAATCCCTCTTACCCTCATGGAGGTCACTTAAATGTTCTT -TAACGATTCTTTTAACATCGCTGTTTTGCAGTAGCTCCACTTCTTTTTCTATCATTTTCTCACCTTTTGC -TCTTGTATCTTCCGATGCATAGTCTTCCAGATATTCCTTTAATGTCATAATTGCATTGGGATGACAAACC -TGTGCAATTGCACCGCTTTTAACAAGTCTCATAAATCTGTCCCCTGTTCGACCTTCCCGGTAGCATGCTG -TACAGAAGCTTGGAATATACCCCAATGTCAGGAGCCAGTTAACTACTTCGTCCATGGTTCTTGTATCGTT -AACTTCGAACTGTGCAGAATTCTCTGCTTCTTTTTCTACATAACCGCCCACACTTGTTGATGATCCTCCG -CTAATTTGAGAAACACCCAATTTGAGACATTCCCCACGGGTCTTTTCTGATTCTCTTGTGGACATGATTA -TACCTGTGTATGGTACCGCTATACGAAGTATAGCTACAATTTTTTCAAATATAGAGTCAGGTATTGCATT -TGAATATTCTTTCAAATCCACATCATCAGCCGGCCTTATACGTGGTACACTGATTGTATGAGGCCCAACT -CCCATTGCATCCTCCAAATGCTTTGCGTGCATGAGCAGACCTACAAAATCATACTTGTAAAGGTTCAGAC -CAAAGAGGACACCAAGTCCTACATCATCAATTCCACCCTCCATTGCTCTGTCCATGGCTTCAGTATGATA -AGCATAATTGTGCTTAGGACCCTTGGGGTGCAGGTACTCGTATGTGGGCTTATGGTAAGTTTCCTGAAAC -AGTATATATGTTCCTATTCCCGCATCTTTGAGTTTTTTGTAATTTTCAATGGTTGTAGCGGCAATATTCA -CATTGACACGGCGGATTGCACCGTTCTTATGCTTTATTCCGTAAATTGTTTTTATACTTTCCAATACATA -TTCTATAGGACAGTTCTCCGGGTCCTCTCCCGTTTCAAGGGCAAGTCGTTTGTGACCCATATCCTGCAAG -GCCATAACCTCCCTGACTATATCCTCCTGTGACAGCTGTTTTCTTGAAATATGCTTGTTGGAACCATGGT -AAGGGCAGTATCTGCACTCATTTACACAGTAGTTCGAAAGATAAAGAGGTGCAAACATTACTATCCTGTT -TCCATAGAATTTCTTTTTAATATGCTCTGCAAGACCGAACACTTTTTCTTTAACCTCGTCAAGCTCACAT -TCCAATAATACTGCTGCTTCCCTATAGCTTAATCCTTTGTACTCAGCTGCCTTTTTAAGAATATCTTCTA -TCAGTGACATATTCTCCTTGTTCCTACGGGCATACTCCAACGTTTCTAATATCTCCTCGTCGTTAATAAA -GTCTTCAGCCTTTTTTGATTTACTGTTATACATTTTAATTCCTCCACCAAAACAGATTTTAATCTGACTT -TATAAGGATGTTATAATTGGATTTATATTTTCGAATAAACGGTCTTTATATTGACTCCCCTTAACATTCC -TAATCTTCCGGAAAGCGAGCTGATGACATCGTTTGGGGCATCAACAACCACACTTATAATGGAGACATCC -TTTTCACGGTACGGAATACCCATTCTCCCTACTATAAATTTACCAAATTCATGCAGTATCAGGTTTATCT -TTTCTGCTGACGACAAGTCATCAACTATAATTCCTATCAGAGCAATCCTTGTCTCCATTTGGCCGCCTCC -TTATACATAAAATAAAACCCCGGATGCATTTACAGGCACGGGGTTTTTCATACTCCACCTTATAGCACCG -CCTTACCACTTGGGACTTACCCTCGTGCATTCAGAACGATTATTTAAATAATCCTTCACTCTTAGCATAA -AACTTTGAGTTCAGATACTTTGATAATATTTTAACATATTCCTTCAACATCTTCAAGCAAATATGCCTTT -AAACTGTACATATTAGTTAAACTACCGTTAAAATACATATTGCAAAACGGTTTCAACACAACTAAAATAT -ATTTAACCCACAACTTACGGAGGAAATTATATGAATTGGTTTAGGAAATTTATGATTGGAAGATATGGAC -CCGATCATTTGTCCGCAGGGCTTCTTTTTTTATCTCTGCTTATTTCATTAATAGGTATGTTTGTACCGAT -TAAATGGTTTGGCTATCTATCTTATATCCCGCTACTGTTATGCTTTTACAGACTTTTTTCGAAAAATATT -TATGGCAGAAGGGCAGAAAATAACAAATTCTTAAAGCTCTGGAATCCGATTGCCGCCTGGTTTTTGAAAA -AGAAAACCCGTATAGGAGATTCTAAAACCCATAGGTATTACAAATGTCCTAAATGCCAACAGGAAGTTCG -TGTTCCCAAGGGTAAAGGTAAAATCCAGATAACCTGTCCAAAGTGCAAGGCAGAGTTTATACGCAAATCC -TGATTAATTATTAACTTGGTCAAAACCTAAAAAGTCCATTACTTACTTCCTTTTATCAGCTTACTAGGAT -TGACCTTTTTCCGTTTACAGTACGGAAGGTATTTTGAGTTTTCCTTATGGTATTTTAAGCACTCAGCACA -TTTACCGTGACGTATACATGATTTCTTTTTACAGTTGCATTCTTTGAGGCCGTTCTCAAGAATCATCTTC -AATCTCCTCCTATTTATTTTATTTTAAATCGATAAAAAAGCCGGGTTACCCCAGGCTTTTTTGTGTATTT -AATTTTTCAGAAAGATCTCATAACAGCTTCCTTCAGAAAAACAATTTTTCAATAGTTTATTAAATTGCCT -TTTATATAATGCTTTCTTCTCTCACACTGAGAAGCCTGCCCCGTTTTAACTAATAAAAGGTTACATCACT -AGATTTTAAAGACTATAAAGTATATGAACTAAAAGTATTTCTACGCCTACAGCAATCAGTAGGAACTCCA -TAAGATGAATAAATAATTTATTGGTAATAAAATATTTTATTCATAAAGCAATAGCTTCACAGCTATTTCT -CCCTTTTCTTTCTTCCGAAAATCTTTTGATATCCATTATAAATTTGGACTGATTGTTTGGACATCACCGG -ACCGGCTATCGCTAAAATAAGCACATATAACACCGCAAAAGATTGTATGACAGGCATAAGCCCTCCGGCT -TTGCCTATGTTTGCCATGATTATTGAAAATTCACCTCTAGATGCCAATGTAAGACCAATATTTGCTCTGG -CAGAGCCAGTAATCCCTGCTATATGCCCCGCTATTAAACCTGAAACGATATTGCCTACAACCGTAAGCAA -CGCTGCAACAACTGCTAACCAAACTGCACCGCCCAGCGACATCGGGTCAATGGTTAATCCGAAACTGAAG -AAAAAAACGGCTCCGAAAAAATCCTTGAAAGGAAGAATGTTTTGCTCTATTCTTTTTGCATGTACAGACT -CTGCAAATACTAGTCCGACCAGTAATGCCCCTATAGACTCGGCAACATGCAGAGACTCGGAAAATCCCGC -AAACAGGAACAGAAGTGCCATTACTATCAACAGGAACAACTCCGTGGACTGAATATTCAGAAGTTTGTCC -AGATATTTGATTAATCTCTTTCCTACAAACAGCATGAATAGTATAAAAAATAAAGCTGTGGCCGCAGTAA -AGATAATTCCCCATACAGACTTTGATCCACTTAAAAGTAATCCTGATAATATGGAAATATGTATGGCAAT -GAACAAATCATCAAACATGATCATTCCCATAATTATTTCAGTTTCCCGATTAGCAGTTCGTTTAAGGTCC -ATTAGCACCTTTGCAACGATCGCTGTTGAGGAACTGGTCATAATACCACATATTACCAGAGTTTCATTTA -TCGGAAGACCTCCGATCCAGCCTATCATCAAACCGGTGAAAAAGTTGATTGCTATATAGCATAAACCACC -CGTCAATATTGATTTCCCTGATTTTACAAACCTTGAGACAGAAAACTCCATGCCTAGACTAAAAAGAAGG -AAAAGCATACCCAAGCGGCCCATAAACTCAATAAATGTGGAGCTTTCAATAAATCTTAAATCAAATATAC -CAAAATGCGGTGCATGCGGTCCCACAGCCATCCCGATCAGAATATAAAACGGAATGACTGAGAAACGGAG -CTTTTTTGATATCAGCCCCACTATGGCTATTAATGCAACCGCCAAACCAATCTCGAAAATTAAATTGCCC -ATCATTACCTTCCATCTCTAATATAATTTTTGAATGTATTCAAATTCTTTCTTTCCCCCGTAACAATTAA -TGTGGAATTAGGCTTGAACTGATAGTCAGGTCTGGGATTGATATTCTTTTCACGATTTTTTTCAACCACT -GCAAGTATGGTGACTCCGGTAGCCTGTCGTATATTCATTTCCTCTATGGTTTTCCCAATACAGGCAGAAC -CTTCCTCTACCCTATACCACTCAATAACAAGACCACCTATTACTACCTCTACATTATCCATTGACTTGGG -ACTATATGCCATTCCCCCAATAATACTTGCCAGCAGCCTTGCTTCGGTATCCTCAAGGCTGATCACGGAT -ACACTGTCATCTTCTCCATTACAAAAATGGTACAGCTCCCGGCGTCCATCGTCGTGAACAATAACTACAA -TTTTATCGCCACCGCCGATTTCTATTTCAAATTTCCTTCCGATTCCCGGTAAATCAATTTCTCTGACTAT -CACAGTATTCCCTCCGAAATTCTCACTCTTTTTGTACGTCTGCCAAAACCTCTTCTTAGGCGGCAGTCTG -CTATACGTGAATATAATGTATTCTTTCCTATCTTACATATACTATGCAAACTAATTCTAATAAACAACTC -TGATTCCTTCTATTTCAGCATTGCTACCTGTAAACTTTGTGCACCTCCTCACCTCTTTTAAGACCTTTAT -TAGAAATTGTGACAGGGTTTTCACTCCTAGTGTATGACTCTTTTCTTCCTGTAGGGTTTTTTATAAATTT -TTAAACTACTCATAAGGGTAAGTCACAAAAACCCATGGCTTTTTAGTAAAAGCCGTATGGCTGAATATAA -TTGCAATATAGTACAAATCAAATGGTCTTTTCATGCCAATCTCAATTGATTATAAGACTGGTAGACCTCG -AAAATTCCGCCGAATTTTCATCGCTGCTTATTCAGTTGTTATCTTGTTGCTTCTTAACATAAAACTTATA -AAAATGACAATCAAACGACAATCAAACGGCAATCAAAATATGCATCACCATTTTTTAAAGATAAGAATCA -GATATTATTTATCTTTTTTATTTTAGCTTACTTATACACAATTTTCAATATATTATTTCAAATTTCAAAT -TTAATATTAATTATCTATTATTATCACAATAAATCAACGTTTATTTCACTAAATCTATTTTTACATTAGT -TGTAAATTAGAAAGGCATATTTCGATTGTTCTATAAACCATGCATTTATTCACACAAACCATCAATATTC -TTTATTTCTTCTAACTCTAAGTTTGATTTAGTGGTACTGTACAAAGTCGGATTGCAAAAATAAGCGTAAC -TGCATAATTTGTATAATTTGAAAGCTGCCATCGTAATACGAACTGCTTAAAGAAAAATCATTAACATGTT -GAAGGTGAAAATGTCAACTTCTTATTATTTGACTAAATTTTGCAGCTATCATTCATAAGCCCTTCCACAA -AGGCATATATATACACTGTAGACGATGCCATACAGCTTTTTAGCGAGTTTTAACTTGCTTAAAGGATAAT -ATATCTACGTTGCAGTGAATAATGCCTTATCAAAAGGGGGGTATATGGTTGAAGGAGTACATAGAAGAAC -GGGTCTTAGAACTCGCAAATTATATCATCGACAAAAGGACAACAGTACGATACGCCGCTAAAAAGTTTGG -AATAAGCAAGAGCACCGTCCACAAGGACGTAACAAAATGGAACGGCTAACTACTTATAATTCAAATGTAT -TATATCATATTTTTGACATAGTAAAAGGAATATAAACAATATATATTCCCTTTGATGTATTTGCATATAT -TTTAATTTACAAGTTCCAAGTCTTTAAACAATTTAAGGTAAACTTTAATACCACCATCGGTATTTACAAC -AATTTTATCAATAACCTTTTTAAGCATACTGTTATCAATCGTATCAGTGTTTAAAACATCATTTATACTT -CCGCAGTACTTTTTGACTATTGCTTCTAATCTGTCAAAGGTTGATGTATTCCCCTGAAGGATTGACAATT -CAGCTTCAGCTTTTCTTATAGCTTCGTTTATATCAGCGGTTCTCTCTTTAAGTTCTTCTATAGAAATTAT -ATCTGCCTCGTACATTTTTGTTTGCTTTAACTTTAACTTTTTTAATCTTTCCAGTTCACTTGTCAAATCG -CTTTCATTTGTTTCGCCATGTCCCAGCTTGTACTTTTTCTTGAATTCATTTATGGTCTTTTCAAGAAGCT -TTTCCTTTGATGAAACTACAGTGTTTAAATATTCCTTTATTTCATCTAATAGTTCTACTTCATCAACAAG -TGTTGTATTACTGCATTGGGTAGCTCCGTCTGAATTTCGGGTGCTACAGCCCCATTTGATATATTCACTG -TTTTCTCTCTTCCTGTAGATTCTTCGGAAACTTCTATCACAACAACCGCACTTGATGAGTGTACTTAAAG -CATATTTATTTGAATGTCTTTCCTTCTTTATTTTAAATGTATCAACCCTTTGGCCTAATAGCGACTGAGC -CTGCTCAAATTCACTTCTACTTATGATTGCTATTTCCGGCTTGTCCACAATGGATTGCCCGCTTTCCTCC -ACTTTAACCCGTTTGCCTGTTAAAAAATCTTCAACTCTCTCTTTACAATTTATTACTTTGCCTGTATAGA -GTTCATTTGAAAGTATTCTGCATATAGCGTTTTGGCTCCAATTACAGTTCCTCTTTGTTTTTATGCATTC -CTTATTCAGTATTTGAGAAATCTTATTTGTACCAAATCCCTTGTTAATATACATATCAAATATACGCTTG -ACTATTTCTGCTTCACGAACATTTATCTTAAGATTAAAATAGTCTCCCACTGTCTTGTCATAGCCAAATA -CAAGGTTTGGTACTTTTCCCATCTCTGCATTTTTCTTTTTCCCGAATTTAACTCTTTTTGACAGGTTTGA -GCTTTCTTCCTGGGCTACCGCCGCCAAAATTGTCAGTGTAAGCTCCCCATCATTTGCAGACATATTTGCT -GTGATAAACTGACAATCTATATTCAATGATTTGAGCTTTCTTATACTTTGCAAAAAATCAACAACATTTC -TTGCCAGACGGGATACATCTTTTACGTATACCCTCTCAAAAAGTCCTCTTTCTGCATCCTGCATCATTTT -ATTGAATTGTTTTCTGTTCTTTAGCTTTGTACCACTTATACCTTCATCTGCGTAGAGGGCCACCAATTCA -AAGCCCATTTTGTCAGCATATTCTTCAAAAAACTCTTTTTGAGCTTTTAGTGATAAAAGCTGCTCATCCT -TTTCCGTTGATACCCTACAATAAGCGGCAACTCTGATTCTTTTATAACTTGTCCTTATTTCAGTCAAAAG -AGTTACCTCCTCAATACTTCTTTTAGGCAGATTTATTTTTATTATCAGTAATATTTTCGTTCTGAAGCTT -ATTAATAAGAGCTTGTGCCAGTATTGATGGTAAGATTTTTTCAATGTCAGATGGTAAATTGGGATCTACA -AATTCAATCCTTTTAATCATTTATATTCCCTCCTACAAAATAATTTATTTATAAGATATGTATGTATTTC -CTGTTACGGCTATGACTATAAAAATAAATGTCACAACACATCTATGTACTGAAAAGTATTCAGTACATAG -TCTATTGTGATAAAAATAATAATCAATTTCGCCAATTCAAACTTCAATTGTAACTTCCTCGCAGGGTTTA -ACCTCTTGGCTCCGCTCCGGTATTATCAGCAGCTATTTGTGCTTGGCATATTACCATTATCCATGTGAGC -CGCCGAATGCAGTTCTTTTTATACATGGAACACAAATTAATTGCACTGCTGTACAATTGGCGTTTATATT -CCACTCCTCATCTGCTGTCAAATGTTCAAGCAAACCCATCTCACATTTAACTATTTATTTCCTTTGCTGT -TGACGGACGCCTGAGACACCGATACAATTAAGATACCTATACAGTATAATTTGATGACAGAGTTATGTTA -TCAAGGTTCAAAGGGTGGGCGGCAGCACAACGTATGTTAACAGTGTGTTGGTTGTCGCCTTTTTTATTTT -CATAAACTGCTATTGCAATTTAGAGGGAAACGCCCTATAATTAAAAATATCAAAGGTTACTTTTGAGAGA -GTCACCTAAACTTAATAGTTTTTGTAAGAACTATCCGATACTCAGTGGTCGCAACACTGGGTATTTTTCG -TTTTGCGGGTCTTATAACAATTCTTTTATCAGTAAATTCAATTATTATTTTCATCGGTTTCAAAAAGGTA -CTCCATTTCAAGCTCTGAAAAATAAGTATTTTTTATTTTTAAGGCATCTGACCATGGTATTTTAGAAGTT -CCATTTAGATAATTTCTTGCAGTTTTTTCACTTATTTCTAAACATTCAGCAATGTTCAGTTTTGTTATTC -TTGGTCTATGCCTTGCCATTTCGGCTAACAAATTATAAAACATATATTCCCCACACCTTTCCGTTGACGG -TTACTTAAATAATATTATATTACCGTTAACGGAAAATGTCAATGCTTTATTAGCCACTTTTATCCGTTAA -CGGTCAATTTGTGTTGACAGATTACAAGTACACAAGATATATTTATACTAATGTGAGGTGAAATTTATGG -GACTTGAAGTAATCAATGAATTAAGAAAATTAAAAGGTTTAACATCGGAGCAATTATCTAATCAATCTGG -TGTACCTATTGGGACATTAAATAAAATTTTATCTGGTGTAACCAAAGATCCAAAGTTAGAAACATTGAAA -GCTTTGGCTAAAGTTTTGGATTGCAGTCTTAATGACTTTGATGATAGCAATAATAATAATACCTGTAATA -GCAAAACATATTCAGAAGCATTTAAAATATTTCAAATGTTAAATTCTGATTTTCAACGGTACGCATTAAA -TCAAATAAAGTCATTATTAGACTTACAGAATAAATTATGAAACAACTCTGTTTATTTGCATATCCGTCAG -CACTAGAAGAACCTTTTAAAATGTTGAAATAATCCTTTTTTATTCAGTCTACAATAATTGTTTTTTATAG -TGTAAATTCTCTGTTTCATTTTTCATGTTTAAAGTTCCCTTCAAAATATATATTTCGATAAAGAAAACAT -CCATTTCGATAAGAGATCAAACAAATTCATGTTCAATTGATATATAATTTAATGTTATAATGTGATTATT -ATAACAAATTTTTGAATTAATTCCATACAAAGAAATTAACAAAATATTATAAAATTCTCCAAAAATCATT -ATTTTTTTATATTTAAAGATATATTTTAGGGAAAATGCGTATTATAATGTAAATTAAGGTAGGTATAGAA -TGATTAATATCGCTGTTTTGGATGACGAACTCAAATTTATTTATGATTACGAAAATAAAATTCCTGAAAT -ACTGAAAAAGAATAGTATTGAAGGCAGCCTAATAATTGCGACTAATTCAACATCAAAGTTTATTGATACA -GTCAAAAGTAATAAAGTGAATGTTTGTATATTGGATATTGATTTAAAATCCGATATAACCGGCATGAATA -TTGCTAATCAATTACGCCAAGAAGATTATCCCTGCGAGATTATTTTTATGACTGGGCATTATGAGTATAT -TAAGGAAGCCTTTAATGTACAAGCATTTAATTTTATACAAAAACCTGGTTGGGATGAACTTGAACGTAAT -ATATTAAAACTATCAAATGAGGATTTAAAACGGATTTCTAAGAAAACTGTAGGAATTAAATGTGGCTTTG -ATGTAATTTTTATTAATTTTGATACCATACTATGCATTGAACATGTAGGTACTAAAACTACGATACATAC -AACAACTGGCAGGTATGACACTTATGAGGGACTTGAAGACTTAATTAATAGAATTAATGATAAAAGATTT -ATAAGATGTCACCGTTCAGTATTTATAAATATTAATTATTTGCAAAAAATTGATATTAAAAATAGAGAAA -TAATGCTTACAGACGGGTCACAATATAAAATAGGGCCAAAATATTATCCAGTATTCCAAACTTGGAGGGA -TTTGTAGTGCTTATAATCGGTCAATTATTGATTAACACCGTATTTGCTATGATTACTGCCTATTTAACTT -ACATATTTATTAAGAATAATTTTAATATACAAATACAACTAAAATCCTTAGTTGTATTTGTTATTTTCAA -TGGTATGCTAAGCGGGATTGTATCAACTTTGTGGATGAGCGTACTTCCTATACCCGGCAATTTACAATTT -CTAAAAACAATAATATTAATTATAATAAATATTATAATGTTAAGATACTTTCTACATATTGAATGGGCTA -AAGCTGTTTTGGCTTTTTGTTTGATGACACTTTTTATTGGTATTAGTAATTTCACAGTGCCATTAGTTTT -TTATATTTGTGGAATTAATGCTACCCCGGATATTATAAACAATAATATCCCTTTGTTTGTTCTGATGAAT -ATAGTTATTTATGCAGTAACATTGCTTCTTATTAAGCTTTCCCCTTATGCTAAAATAATTGGTAATATAA -AAAACCTCACTCCTATAGGGTTTTTACTAGTTATTACCATATTGATAATGGCGTCTTTTCTGGGGGTTCA -TTTCGTTGTTCATTTTGACCCTGTTTCATTTATTCTTGTACTTCTTTCATCTATTGCATATTTCTTTTTC -TCAGTCTGGTATATAAGTATATATCATAAATATGAAATGCAAAGGGAGGAACGAAACCAGCAAGAATTTT -ATAACGAATCTCTTGCTAATACACTTCATGATTTAAGACGTATAAAACATGATCAAATGAACCACATATC -AGTTTTATATTCAATGCAGAAAATGAAAAGGTTTGATGAAACTACTTCATATCTTAAAGAAATGTTAGAT -ACAAGCTCAAGTGTTGGAAATACTGCAATCTATAATATCAAGAATGCGGGGCTTTTTGGATTAATATCAG -CTAAAATAAACTTTGCCAAAAGCAATGGAGTAAAAATTAATTTGAAAATTATTGGTATTGTTGATTCTAT -TCCATATATAAAAATATCGGAGTTGTGCGAGGTAATAGGAATATATCTTGACAATGCACTGGAAGAAGTT -TTAATTAACGGAAAACTAAAATTTGATATGCAAATAATAAGTACAGACAGTAACCTTACGATTAGAGTAG -ATAATCAATGCGATAAATTTCCTAATATAAAAAAATCATCAAAGGGAAAAGATCGAGGAGACGGGTTAAA -TATTGCAAATAAAATTATAAGTTCATATAAAAACATTCTAAGTTCAACTTTTTTTGATGAAAGTAGTATG -ATATTCTCTCAGGTACTAACAATAGCAAAAGAGGCTTAACAGCCTCTTTTTACTTACTTGAGTAAAGATT -TAGGGCATTCTTTTTGATAATAAGACCAGAGCCAACATGCACCTGCAGATGCAGTAGCTGCAAATACTCC -AACTAGAGATAGAACAGTCAATACCAGTAATTTGATTTTTCCCTTCATGTAATTATCCCACCCCTCTTTT -TTTGTTATTTTATACACTATTGGTGTAATGTTAACAGTTTATATTATTTTTTATCACCGAAATGATATTT -GAGTAAATATTAGGACCTATTAATGTAACTGTAAAGCATATAACTAATAATATACTACCCTTTATCCTTA -ACTCCCGTTTTCTTTTTTCAGTAACTATAGGTTTTGACACCCGATCTGCAGGTGCATATAGAAATGTCAA -AATTGCAGATAAAGCGAATAAAACTATATTTAGGAATTTCATATTAATAATCAGTGCTAGTCATATGGTA -GCAAATATGAATGTAAAGTGGGAAATTAAACATCCGATTTGGGTTTTAGCATACAACCAATCACCACTGT -TTACATTTTACACCATTATATCCCTTTTTTCTCTCTTTGTCGATAATATTTTATTCGTTAGAGTCTTATT -AAAGTCTTGTTATAAAATTTATAGTCCTAATGTTTAGTTATAGCTCCGATTCAAGCTCCGATATGCTATA -ATTAAAAAATAAGCAAGCGATGATATGAATGCGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATTA -TATTTGTAAGCATCATATTCACCAATAAGGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATTATAT -TTGTAAGCATCATATTCACCAATAAGGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATTATATTTG -TAAGCATCATATTCACCAATAAGGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATCTATTATCTAT -ATTATAAATTATCATATATGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATCTATTATCTATATTA -TAAATTATCATATATGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATGGTAACACGTTGCTAACAG -TGATTAGTTTAGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATCAATTATTATAAGCCGTTAAATG -GCAGAAAGTTATAGCTCCAATTCAGGCTCCGATATGCTATAATACCATTCAATAAAAGCTTTGATTTCAC -AGGATTTTAAAGCTTTTATTGTGCAAAAAAATAAATGTTTCATATTAACATTCCTTGCCCTTCAATCATT -TTTTTATCAATCCATTCATTCGAAGTTTTTTTACCAAGAAGTATAATCATTGATGAATACTGCCTGTCCG -TTACTGTCAAAACTCTCACAGATCCTTTTGCAGGTAAAAAAGTCTTAACTTTATTTACATGTTTTTCGGC -CATTTCCGGGCAGGAGCAAACCCTGCAGTATACCGAATACTGGATCATGCAAAATCCATCTTTTATTAAA -TTTCTTCTGAACTTTGTGTAGTTGTCTCGGTCCATTTTTTTCTTAACAGGTAAATCAAAAAATACAAGAA -TTCTCATAAACCTATTTCTCCCTAAAATATCACTCATTTGCATGTACCTCTAATGGTATTATTTCAGGTA -ATTTCAATAAACTATAATCGTTCTTTGCACAAGAACTTGAAAAACTTGAAATCACCTTTTCGATTGCAGA -CCTTATAGATATTATTTTTCCCTCAAAGACACATTCGTAACCCAACAAACTTATAAGATTTAACTTATGT -TTAGGTGTTAAAAGTGTATCCTCATTTATATTTTGTTTTACCCACATATCAACAATTGGTCTGAACGGTT -CGATAAAGTCATCAGCAAGATTAAAATTATTCAATTCGCTTCTATGATGTATTCCAATAGAAGGGATAAA -TCCATACGATGCTATGGTTCTGGCTACAGCTCCCCTTAATATTGAATAGCCATAGTTTAATGCATAGTTT -GTGTTATCCTGCATACCCCTTTTGAAGTTTGTGAATAGAACAGAGAAATAATATTTTGCAGCATGAGCCT -CTACATTAGTTGAATCACCAGATAGAACACTCTTAGATAGATTTATTAATTCATCTCTTCCTTTTAATTC -TAGAATATTTAAGCAAAAGGCCTGATTTTCTATTTTCTGTTGAACAACTCTTTGCCAGCACCTTTTTTTA -AAAGGTGCTGAAAGATTTATTTGAGTTTTTACAATTTTGTATTGTCTACTATGACAACTGAATGGAAGAA -GTACTCCATTCGGTGTGTGCTTCCCATCACAAGAATACAAAGCAATGTCTTCTTCTGCCAATTTTGATAA -TAGTGCGGATGTAATCGTAACATCCGCACTATCAAGTACTATTGTATTTATATCATCAATCGGTATACTA -AAGCCATCTGATTGTTCAACCCATAAGTTATTCTGTTTTAATTTCAGTTTAGTTGGATTTGAAACTATTA -TATTTCTCCATCCCACGTCTTGGTTCTCCTTTTACTATGCTTTTATTACCAAGTATATCCACATTATATT -TTTCAATACTTATTGCTGTCCTAACTCCAATATCTATTTTAACATTCTTATTATTAGCAAAATGAGGCAT -TAGGCTCAGGCTACCGGTACCCCTGTGGCAAGATCTATAATAGCCCTCAGTTATACCCTTTTTAGTTTTT -ATAACAAGGTAATCATTTTGGTATAGTGAAAAAAGAAATTCATGAGTACTATCAATTAACTCCCATTGAG -ATTCAGGTTTCAGAGGAACTATAGCTTTCGAAGGTAACTCTTTTTTTATCATATGTGCTACATATATTGG -CACAAGGTAATACTTATCTTTTTTCTTAAATACATCAACCCTAACCATTAAGGAATTATCAGATATCCCC -TTTCCTTCATTTCTGAATACTCCTGTATATGATGGTGTCTCAACTCGAATACTCCTAATTATTGCACCGT -TTGTACCATTTTTTAGTGGTTTATATATTTTTTCAGCAAAAGCTTTTAATGGCTTATTATTATGCTCTAT -TAATCTATTTTTTAGAACGTTATATACTGCCTTATCTGAAATTCCCCCTTTTGTATTTTTTACCATTGTC -TCAAGTTTTTCCAACGTCACTGTTGTTAACGGTATTTTTACCGAAGTTAAACCTTTGTTAAAATGCTTGG -GAGATCTGATTGTCTCATCATGGGCTGGCCCGGTAATTTTTCTTCTGGGTGCCCGGGATATGAAAACACC -TGCTAACGTTTCCATTAAATCTTGCCTAAACGAATGCCAAGGCAAAGGATATTTAACTTTATAATTATGG -TTTTCTCTTTCATTATAATAGTTTGTTATTTCTTTAATTATTTTTCTATCTGCACACGCAATTACTGCTG -CATCAAGGGCATGATGCAGGTCTGACTCTTCTCGATTTTTATTTAACCCCCATCTACTTCTAAGCTGAGC -GGTACACTGACCATTAACGCAGACCACACAAGACTTAGGTGAATCATTACTAAACTGCAGATACGATTCT -ATATAGTTTTTTAAAAACCTTGATATATACCTAGTATCGTTAAGATTTCTTGAAATAAATGAGTCCAAAT -CTTTTGTAATAAAGTTTCTGTTCAAAAGCCTTTTTTCTTTACTTTGAGGTAAATGCATAGAATATATTCT -TGCCTCAAAATCCTCCCATTTTTCAGTTGACCCCCATACTTCATATGGCGTATAACTTCTTTTATTTTGA -TTTTCGTCGGTTAAAACTAAAACTTTATTCATATATGAATCGTCCATACTTCTACTATACGGATAAATGT -GATCTATCTGAGTCAGTGAGTCATTCAATAAATCACAAACAGGAATTGGTTTGCCGGAATAAGCACATCT -TCCGCCCTGGTCTTCCCAAAGACGCCATTTCAGTATATCCAGACCACTTGCAACTCTACCATTTTGGCGT -ATTAGGTCTGATATTTTTTCCCTTGCTTTTCGGTTGTTTTCATGTTCTTTTTTTAAATTATCTCTATCCT -GACGTGTCATTCCCGCTTCACGTGCAAGTTCTATATTTACCATATACGGGAGACCATACTTCTGTATAAT -CGCATTTATAACTTTCCTTGCTTGCGTCAGAGCCCTTATTACAACTGGATTAGTTACATTCTCAATAATT -GGTTCAACAGTTAACTTATTACACTTTTCAAGTTTGCTGGAACCTGTAAAATCTAATTCCGCCATATTAC -AGGCATCACTATATTTATACCCTTTTTCCATAAACGGAATAATCCTTTTCATGGCAACTAAAGATAGATG -TTTAAATTTGTTGAAAGTTGGCAATTTTGCTATATATTCAATTAAATAATCAAGATTATTCGCTTGTAAA -TAGTCCTTTATTTCGTTATCGTTTTTATAGACCGTAAGGCAGTAAAAAAGATTATCAAGAGATTCCTTGT -TAGAATGCAATTTCCCCCAGATGTCTGTAGGTAATGTGCTTTTCAGTTTATGATAAGACTTCATTTCATA -AAACTTTTTGCTCTCATTGTTTCCTGAGGGATTTTTGTGTGTCAAATTATGTGCTTTGAATAAAATTTCA -GGTTCAATATCTAATAATTTTCTTATTTCAGAATACTTGATTTCATTCTTGAAATGAGCATATTCTATTA -TTTTTGCTCTTTGATCATTATTTAATGTTAATGTATTGTTATCTTCAACCAAAACTAGATTGTTAATCGA -TTGAAGTAATCCAAAATATTCTGATGTGTAACAGGAAGTCGGTGCTCTCAACTCCTCCTTTAGCAGGGTA -CACTTTCCCACTTTTGAAAGTATACTATCACCACTGGCAAAAGGACGTTGAAATTCCCATATATTCAAAA -AGTCATGTTCTAATTTTTCAGTTACAAAGGGGCTTCCAAGCTTTCTTTGTATACTAAATATATATTTTAT -TTCATTGAGAAGATCTTCTCTGGCAATAGTGTGAATATACTCGTCTACCTTATTCCTTTTGTTACTATTT -TCAGGAGTCTCCATAAAAATCATTTCTCCAATAGTACGGTAATTTTTCGTACGAAGCATCTCAGAATTGT -TTTTAATACTAGTTATAACTACACCTTCTTTTGTAGTAGACAAGTCTTCCTTTCTGTTACTTTTAAAGCC -TCTTCTCTTAGTAATATGTGTAAGTACCTGAACAAGTTCATAAGGTTTAAGTATTCTTGATAAAGCATTA -TACCTTAATTCCCAAGGATCTTTCCACCCATCCCGCGAAGTGTCAAATATCCGGTTAAATTCACTTGAAT -CTTTAATAATTTCATATTGAACAAACAGTTTTTTAACTAAACGTAGCCTTTGGGATCTTCTCGAAATTCT -TCTTCTCATACCTCTAGCTATCCTTCTAGCTGTTGCAAGTGACTCACCCGTTTTAGATTCCTCTGCTTTA -TCAAAACATCTAACTCCTAAGTCAATAATTTTATTATTATCCTTATCAATTACCGCCCAACCTACAGAAG -CAATTCCAACATCAAGACCTAATGTATATTTCATATATAATTTACCTCCGAAAAATGTCATAAAAACAAG -ATACCCCAGCAATAAATGCCGGGGTTAACTTGGCGGTCTGGGCTAAACCCAGCACCTTATTATAGCAACA -ATTCAGGCTCCGATATGCCATAATTTACTATAATAGTTATATTATATCACATAAAAGTAACATTACAATA -CCTACGTTCATAAGAAATTATATCCACAAACTACGACCCTCAAATAGTACTTAAATAGCTTCGAAGTTCA -TTTTTTGCAAGAATAACCTTTATGTTTTTTTGCTAATTCTATAGCTGCTAAACTATGTTATGATTGGAAA -TTGAAATCTTGCTAGGTAGGGCTAATTTCACAATATTTGGCTTCTTGCTATTAATCAATACATAACACTA -TTAGTTGATTCTTTAATTGTTACTAATAAATTGGAAAATACTTTTTGCCCACTATACTGAATTTTACCTA -AATATTCGAATCCAATCAATCCATGTTGCAGGGTCTGTTACATATTGATTTACTTTCCATTTTATAGTTT -ATATAAAAACTATTTTCAATGGATTTATATGTACTTTTTAGTCCCTGAACGGCATCATCGAAAACATAAA -CTTCAGCGAGTTCTTTCAAAGCGACACAAATTTTACATCCTGAGCCTAAAATTTTATAACCATCTAATAT -CACTCCTAGATATATTTTAGTTATTAAAAGCCAAGATAAGTGTACCCATCAAGATTCTTAGTGTTTACTG -GCACTGCCATATTTTTTACTTGATCATAATGAACTCCATGTACAGCTATGTTTAGCATTGTCAAACAAAT -AATCGAAAAATTTCAAAGAAGCAATAATCGATTTTCTACATTTTGAAAAATTAGTTAGCAGTCATTATCA -TCTAGTATTTTATTTGTATCTTCAGCAATATGCATACAATTCCATATACATAATACCCTCTAGCCTCCCA -TTATACCATACTAACCATTAACTGGGGTACCGCCAACATTTCCGACACCCTCGTTTAAGGATAAATTGAG -TATAGAACCCATTTTTCACTTCAATTTCCACAAACTTTACTGTTTCCAATAAATCACATATAATAGATGT -TATTAAGTAACAAATAAGGGGGAGTTTTTTAATGCAAAAGATTGTTAACAAATTAAAGGTTTTAGCAATA -ATTATATATTTGTTTCCTATACTCTTTGTTTCTATTTTTACACAAAGTATAGATTATTTTTTACTAAGCA -CAGGAATAATGACTATATTATTAGGCCTATGTATGAATTTCGCCCCACATTACTTGGGTTACAACAAGAG -TGCAGACAAATATCATTCTTCGACTTTTATAGGAATATCAGGAATATTGTTATTATTGCTTTATACGATG -GGGTTATGAAATATTATTCAATTTATTAAAATTAATAAACTAAAAAGGTCTACCATAAGTAATCCTTATG -GTAGACCTTTTTAGTATGAATTTTTAGAATGTTATGGTTGCAAATTCAGATCCAAGTGAAAATTGTAAAT -TTACTAAAGCATTTTCTATAACAAGTGCACCACCGATAATAGCAGCTACAGGTGCAGTTACAGTAATACC -GGCAATTGCTGCAATTGCAAAACCTACAGTAGCAGAACCTCCACCTAAATTCAATACTTCTTTTATAATA -TTCCAACCTGCTTTATTAAACATAAGTTGCCCATGAAGGGGAGAAGGCATGCTGCTATAAACAATAACAG -CACCAGTAGATTGATTATAATAGTTAGTATGTATTGTCCCAGCGTTAGAATTGGAGGAAGAACTGTCAGC -ATATTTTTCTACAATTGCCGTTACTTGTTCGGAATAATCCATTGTTATTGATTTATCCTTAACTAACTGT -TCTAATACATCTTTAACTTTTTCTTCATCAATCTGAGTAGAATCTGCTACTTTGTTCTGAGTAATAGTGG -TTACAGAGCTATCCTCATTAGAAGCTGCAAAACTTTGAACACTAAAAGCAAATAAAATACATAGAACCAA -AACAAGTGAAGTAACTTTCTTAAATCTTAACATAATTAATCTCCTTTACATTGGTTTTTATTGATTTTCA -CATATACATATATTTACATATTTAAATATATTTGTCAATATATTCAATTCAATAACCAATGAAAATTTTG -GTGCTAGTAAACAAAGCCGATTGCGCAATTTAAACTTTCATCAGACTCCTGGAAACAGAACAGAATTATA -AATATTGAGAATACCAGTGACAGTGGTAATATAGCTCTCGTTTTGGCTAAATATCCAATTAAAACAAGTA -GCTTTATTTTGACAGATGAGAATGGTAAACCAGTTCCGCTTAATGAACCATTACAGTACAAAGAATCTGG -TACCCATTCCCTCACTCTTAAATGTCAAAACACATTGGGTAAATGGTCAGACCCTTACACTGTGGAATTT -GAAGTGTTTGAGGACATTGCACCAAATATCGAATTGAATCTGATGGACAAAACGTGGTATTTGTCGGAAA -TGTTGGAGGTACCCCAGTTATATTCTACCAAAATTAATTCGTAAAATATAAAAGTTCATCCCTGATATAA -TTTAACCATAGCGAATATTGTCAATCACCCTAATGCTGTATCCTTTTATTTACCGGCAAGACTTACCCAT -GTTTTCCGAAACTACGACAAAGGATCTCCAACATAGTCACCTAACCATTACTGCATAAATATACATACTT -TCTTTTTCAGTAACCCTAGTTAAATGGATAAGTTCCTGGGGGGTCGCCCATGACCTCCCCCCGGTTCATT -TTCTTAAATATATTTAAATTTTGGTAGTGGATTTTTTGATTAAGAGACTTAAACCAGTATAACACTCTGC -TTTTTGAACAATTTATATATTTACTAAGCTTGAAGCGATTGGCAGTTATTTTAATCTTTTCAAATTGAGG -TTTCGCACTGCTTGTAGTTTCATTAAAAATATGTACTTCTCCCAAGTTATCAATAGTATTTGCCCCTGGT -TCTTCAAATGAATTATTTTCATCGTTTTTTTGCTCTCTATTATCCTGCTCGTTTTTATACACGGATGTCG -TACATGGACGAGCTGGTTCATTGTATTCAGATTCTGAAAAAGAAATATCCTCCTGGAGTGAACCAGACAT -TTCAAATTGGGCTTGATCCACTTCGTTTTCAGCTTCATATTTTGATATTTCTTCAAAATTGCAGGGCATT -ATCTTATATAAATTTGAGGTTTGACCTCCGTCCTTCCTGAATCGTGGAGTCCGTTCTACTGCTCCGTATT -TACACAGTTCTCTCATGGCTCTTTTTATTGTTGAGATTGATTTGCCCACTATCTGAGCGATTCTGTTTAG -CGATGGAAAACAGGTTTGATTAGTGTTATCTGCATGTTTGCACAGACAAAGATATACGAACCTTGCACTT -TGGGATACGATACTTCCTTTAAAACAAATACTGTCAAAAGCCTCATTCATGTACATATTTATATAAGCCT -CCATTTTTTTCTGTAGTAATTGATAAGGCCCCATGAAGTTTTACTCATGGAGCCTTGATAATTTAAAAAA -GTTTAACCATATTATCATTTGTTTTCTCTTTGATGTATTCCTGAAATATTCTTTGGAATACATCGCTATT -TACATCCTCTGCAAACATATCAGGGGTATATTCGGTAAAATATACGCTAATATGCTTGTCTCCGAATAAG -TCCGCTAAGTGAGCTTTTTCATGTTCCGGTGTAAATGCCAGGCAAAGATTTATTTTGTAACAACCGTACT -TTTGAAGTAGCTCTATCTTTTTCTTTATCTCCTGTAGCTCATATGGCTTGCTTGTCCCACAGAGTATTGC -TACATTGCAGTTCTTTGCAAATTCTAATGCTCCTTCGCTGCTTTCATCTTGGATAACCCTGCTCATATCA -TTTATTACAAAGTTTACTTCTTCAGGTATTTCACCTTTCAAATACACTACACCCTCACGCTCAAAGCGGT -TTTCGGTAACGGCTGTAAAGCCGGGTGTTGAGTTTATTATCTTATCCAAATGCCCCAGTTCACCGTTTAA -TTCTACGCAGGATACCGTTGCACCGATAGAATTGAGATAAGCAGCCATATTTATACTGAGTGTTGTTGAT -CCTGCTCTCGGGTAGGCATTTATTACAGCCACCATGACTTTTTGATTTTTGAATATATATTCCTTTTTAG -CTTCGCATTTCTTGGAAGCTTCGTTTTTACCTGTTGTAGTATTTGAAGCAATTACTGTGTTACCTCGGCT -TTCTTTTTCGGTATCTAAGATTTGCTGTGTATATTGTAATCCGGCTGTTACCTGTGTTTTAAATCGTGAC -ATATCTTCTTCCGGATTTTCTGTTATTACCGGTATATCTCCAAAAGTTTTAAGAACCTCCTGCAATACAT -TTGTCTTATTCCCTATGTCAATATAAAGAAACTTTATCTTGGGGTTCATTATATGTATACTTTGTATCGC -AAGCTTAAAGGTTTCTGTATCATTTACAACTGCACTTAGATCTATTGCAAGGTATTTATAGTAGTTAATG -CCTATTGCTTCTTTTTTGGCAAATGCCGATAAATCCAACTGGGTTGAAGATATTTTTTTTAGCATGAAGG -GTTGAGCTACCAAACTGGATTCATTGAGCCAATCAAAGAGATTAACATTATTATGGCTGCATAGGTAAAG -CATCATATGGACTCACCTGACTTTCTATTGTTGTTTTTGCCGGACTATCTACGTGTACCGGCTTTTTATC -ATAGGGTTTATTTATAAAATACAGGACTATAAATATAATGCTAAGTGCTGCGTAGAACAGCAACTCAAGC -ACTTTGTTTGTGCTATTTTTCAAGTTTCTCCCTCCTAATTTAAGCTTACGATGGACACCTTTGAGATATT -ATCCTGATATGACCAATCTCTGGCCACTATACTGTAGCTGCCTGAATTAAGACTACTGAAAGTATATGTC -TTTTCAAATGTACCAATCCAAGTTATACCGCCATCAATGCTTACTTCGTATCCCCTATCCTTACCTCCTG -CGATATTGACTTTTATACTGCCTTTACCAGATGAACAAGATATCTCAATCGGTACAGGGTCTATGTACAA -TTTGGGATCTACTGGTACGGCACTGCTGTAAGTACTGCCTACCCTTACTTCAAAGTGCAAATGGTGTCCC -GTTGATGTTCCCGGATACATATCCTTTCCCGGTTCACCGCCTTCCGAAGCCACTGCATCTCCCTGTCTTA -TCCGGCTGTTCTGATGTACATGTATAGCTGACAAATGGAGATACCGGGTAAAGAATTGTTTTCCGTTCAC -ATCGTGGTACAGGACTAAAAACATTCCGGCTTCATCACTTATACCCATGTTGTATACCTGACCATCCGCA -ATAGCATAGACATTTGAATGCCATTGTGTATTAAAATCCTGTCCCCAGTGTGGCCTTGATATTCCGAGAA -CAGGGTGGTGTACAGGGGTTGGGCTGAATCCTCTGGTTCCGGTTGTTCCTTCCGTTGGATACGTAAATAG -GCCTCCCCTGTCCAGTACTTTATTTTCCGGTATCAAATAAAAACCGTAATCTGTTTGGGCATTTTGTATT -GCAGTTTGTTCATCAGCAGATAAACTATATGTGTCGGTAAGAAATTGAAACGGTGCCGTAAGTATGTAGA -AAATAACGCATATTATCAGCATTAATATACCTATTGGTACAAATATGGCAATCAAAAGTCCCTTTCGTCC -TTTTTCTGTCGATACTATCTGTACTGCTGCTTTTATAAGTGCAGGATTTATGGCCAATATAATTCACCTC -TACTTTCCTCCGGCTTTTCCGAAATATTTCATTTTATATTCCGGCAAGTCAAATTCTATCTGAAGGCGTT -TTGAACCAATGATTAATAGTGCTATTTTTCTTCGTTTTGCTGCTAAAAGTTCTTCTTCGGCTTCCGTAAG -TTTGTACAGTTCCTTGGTTTCCTGAAGGTTTTTACCGTCAGTACCCATCAGGATTTTTATGCAGGGTATA -TCAAGTAACGCCTGTCCGTACATTTTAACACTAGGATCAAGGAAATCTACTACTGAATGCGAGATTATTG -CAATGGCTGCTTCATATTTTCTGGCTCTTTTTACAGCATTTCTAAGGAATATCAGTGACTGCGGTACTCT -GTGGTCAATCATCAGATAGGCCTCATCTGAAATCAGAAGCACTCTTTCTTCTCTGTCTCTGGTCATTTGT -TCCCAAGCCCATTGAAGGATTGTAAAGTACTGGGTACTTTTTATATTATCAGAGGTATCCTGAAGATCAT -GTGTATCAAGACACACACATCTAGTTTTCGTGTCTATGCTTGTATGTCCGTTCCATAGAAATTGGTCAGA -TCCAAAAATAAGGTCATGTAAAAGTAAGGATATGTCTACATACAAGGCTTTTATATTGGGTTCTGTTTCT -TTGCTTTTTTTCTCTTCAATAATTTCATTGAGATCAGTGAATATAGGATAGTCCTCATTTTTTAAATTCG -TTACGTCTGTATCCCAGGTTATGCCGAATTTTTCGTACATTTCAATAAGGCAAATTTTTATCAGTGCCAT -ATGTTTGTCGTTAAATGAAGGCTTGTATAGTTTAAAGAATATTTCAAGGCTTTTCATATGTAGAGCCAAA -GCTCCCATACCGTTACCTTCATCTTCGTATAACCTTTCGCCGTCTTCATCCTCATCGTCTTTGGGAACCT -GCCTTATCTGCAAAGGATTCAGTCTTCCTTTGATTCCTCCGCCGCAGTTGAGCCAGTCGCCCTGCAGATT -TCGTGTAAGTTCCTTATATTCTGACTCCGGATCAATAATGATTATCTTAGTTCCACGCATATACTCCGCC -ATGATAATATGTTTTATAGCAGTACTTTTGCCGACTCCGCCGACACCCATTATTGTCATACAGGAATTTG -TTCTATCACCTCCACGCATCCACGGGTCTACAACAACCAATCCCCCTGAAGCATCCTTTGCCAAATAATA -CCCCTGTCCGTCATTCAGTCCAGAAGATGCAAATGGAAAGCCACCTATGAAACTGGATAAAGGCAGTATT -CTTTGAGTAATCCGCTCTATCTGTTCGTTTGATGCATAAAAAGGTGATAATTGTTTAAAGCTCTCCTTCT -GGAGACTGGATAAAACCCTTCCTTTGCACTTGGCAACGGCTATTGCACTCTCTACTTTCTGACATACTTT -TTTGAGAAGCTTCTCATCCCGTGTCAGCGGTGCCACAAGCAAACTCATAGCACCTATCTTCTCACCATGT -TGGTCTACCTGTATCATCATTTTTTCAGCATCATCTGCTGCACGCTTTGCCCTTGAGGCTGTTAATGCAT -CCTTTGCACTCTCACATTCACCTCTCTTTTGTTTTATTGTATTTGACAGGCTTTCCAGAAAAACAGAATC -ATCAACGGGTGTAAATGTGATACTGGCTACAGTTGAGGGTATATTGGTGAGTTTTGACAGCCAACCGTAG -TCAGCAGACTGAGGATACTTGACTATACCGTATACCCTCCCCATGCTTTCACCTACATTTATTGTGTTCT -GCTTAAATTCCATACCAATAGGCGTAATGCTATTTAATAATGCTCCATTTATAGGTATTTCTTCAGTATT -TTTTCTTGACATATTTATTCCTCCTTCGCTGCAGCTACCAGACTTTCAATAATCGGCATGGAAGCTCTGA -CGTCTGTATTTTCTATGTGAACATATGCTGGATTGGTAATAAGGTTTGATAGCCGGATTATATCTTCCTC -AATCAATATTTCTCCGTTAATGTTTGAAGATGTGAAATATCCTAATAGCGTGAAACATCTCTTTTGAAGT -TCGTTTTCCACTCCTTCTGAATACTTGTCCCATATTTTTATATAAAACTGCCTTTCAACAACTTCACCTG -ACAATGCATAGTTGCTCATAGCCTGCATTTCACTTTTCAATATTTCTTTCTGTACCGGATCATTGGTATC -TGAAAGTAACTCACTGTATTCCTTCACCAGAGGTGAGATATCAACGGGTCTGCTTAATGCAAGGAATCCG -AACCTTTCTGTTTCAGCAGAAAGTTCCGCAGTGAGTTGCCTGGTCAATGTCCTTTTTTCTCTTCTTGAAA -GCAAATCCGGGGATATGGGGTAGATCCTGATATATGAAAATACAAATCCATCTCTTGTATACAAATACTT -ATCTGTAATGTCCCTGACATTGACAAACTCTTGTGCCGTAATTTCTTCTGTTGTTTTATTCCTGGAAGCT -TTTGTACCTTTGTTAATTCTTACCGGTGAATTATTCTTTGTTTTCACATTACCCTTGTTTATTACATACA -GTGCTATAACACCGCCTATTACAGCTAATATAGGGAAAATAATTGTTATTAAATCCATTTGTTAAACCAC -CTCACGTTTTGGAATAAAATAAGGTGACAGAATTATAAACTCTGCCACCTTATTTCTTAATATTTTATTT -TTCAGTACCTTCTTTAATTTCATGAAAAAACAGCCTGTTTCCAAGCTGTTTTAAAATACTATGTATCCTA -ATTATTTTGATTTTAAATCATGGCTGCACTCTTCACAGATATGCTTATTTTTGTATACCGTGAGATTTTT -GACATTGTTGCAAAATATGCATCCGGGAGAGTACTTTTTTAATAATATCATATCCTCATCAGTAAAGATT -TCTAAAGAATCCCTTTCGCTAATAGAAAGCACTTGTCTTGTCTCTTTAGGTATTACTACCCTTCCAAGCT -CATCAACCCTTCTTACTATTCCTGTAGATTTCATGCTAACAGTCCTCCTTTTTATAAATTAATTAAAATG -CCATCCTAATTCTCCAATAATCGTCATTCACAACGTAGGTTTTTACAGTGTCTGTTTTGATTGTGCCATT -ACTATAAGTTACAGTGAATACGAAAGTGACATATGTACCTTTCCATCTGTTTTTCTTCATATCTTCGTTC -CACATTTCACCCTTGAAAGTATTGGCAGTTTGGCTGGCCAGTGAAACAGGGCCGTAGCTTCTTTCTAATA -TTCTTACCCTAACATTTGATGCTGTAACAGCACTTCCTGAATTTATCTCTGTTGTAACGGCACTTAACAC -ATACTTTTCATCATTAAAAAATGCATCATTTCCATATGTGGGTTTTCCCTTATTGGCAAGATGTTTGTTA -TATTTGTCCCAATTGGTTTTCCATGTAGGTGTGTGATTCACGTATCCCTTTATTGTGAGCCCATGTACTG -TGAAGGTTGTTATATCCGTATCCTGTGCAAAGTACTGGTCTATTGTGATAACACTTATGGTATATGTACC -CGTTTCAGTTAGCCTAGGTGTTTTCATTGTGAATGTTTTCTTTTTTCCGTTACTTACATACGATATATTC -TCACCTGAATAGACAACTTCTGAACCCCTTTTCACTGTTACTTTTGATGTTAGCACCTGTTCAGGGTCCG -GGTCTGTTACTTCAAATGTCATTGAAACACTGTCTCCTTCGTAAACGAACTGCGGTGATATTCTCTGTAT -ATTTACCTCCGGGGGTCGGTTTCTGCTAACTTTGTATGAAATATATTTTGTTTCCGCCTTACCGCTTGGA -TTAATGGAAGTAAACTGTGCGGTATAGGTTCCGTCAGGCACATTGTCGGGAACCATGTAATTTACTACCC -AGCTTTTTAAGTTACTATCCGGTGTTGGTGTCATACTCAAAGTATAGGACTGATATGGAGTACCGTACTG -CATGTTTACCCGTGTAACAGTGGGGTATTTGGTAGTTGTAGCATAAATTTTCGTCTGAACGTTTGTATTG -AGTGTTTTGCCTCCTAGAGCAGGCTCTAGGTTAATTGGGGTAAATACATTGACGGAAAACGTCTTGGGGG -TTTCAGCACCGGTTAATTTATCTCTGGCAGTAATTGTGAAATTCCTTAATCCGTCCGGGTAAATATCCGG -AATCTGCAAGGTCTGATTTTTCCAGTTAATATCTTGCCCTGATTGTGTTCCTGTAACACCTTCTTGAAAG -TTAACCGTCTTTGTTGAGGGTAAGGCTGAAACTGTCGGTGTCAGATTCATTTCAAGCTGAACGGGATTGA -GCTGCCTTGTCCAAAGGTTATATCCTTCAATGTATTCTGACGCCGGGATGCTTTTCAGAGTAAAAGCTGA -ATCATAAGCTCTAGCTGAAGCAGTGAACTGAGGTTTATCATCCAAGGTAAAATGATAAGTCCAAGGATCA -GACCATGCACCCTCCATGTCCTTTACGTAATACATGACATCATATGTACCATACGTGAGTGTATCAGGAA -TAAAATATTGCCATTCTCCGCTGTCCTTGCGAAACATTATTTTTCTTTCTACGATACCCTTGTCAGTATT -GGCTCTTGTAATATTGTGGTCGAGGTCGTAGGATTTATCAATCCAGATTGTTTTACACGCTCCTGATTGG -GGATCATATTTCCAATCAAGTACGGCATCTGCAATAGGCTTTCTGTGTACATACATGTCAACCTCTGTGG -CTCCGCTGTAATATGAGTAATTCTCCCCATATGCACCGGAGGGCTTGTCTTTTACCCTTCTGTAAATCCT -GTACTTTCCTACATTTGAAAATGAGTTTTTTATATCAGAAGTCCATCCTTTGCCAGAGTTAAAAACTGTT -AGAGTTCCGGGTTCCTGTCCTGTTGGGTTATCAAAATAGTCCTTTTCCTGTACATACTGCATTTCTCTTG -ATATAATTTCATCTTTTTCAAGGTCATCTTCGCCGACATTCAGGGTAAACTGTTGATTCTGAAGAATAAA -TACCTGTTCAACCTCCGGGGTTTCTTCTGAAATGTATTCCAGTGCTTCATTCAAAATCTCCTGAGCTGTC -TTGTCTGTTGCATCTATAAATTTGGCACAGTCCGAATATTGCTTATGTATGTCAGGGGTTCCTGCCAGAA -TAACCTTTGCATCAGTCTTTGCTACAGCTTCATTGAAGGCTAAAAGCTCTGATATTTTACTATCACTTAC -ATAAAGAATGTATTTGCTGCTGTTTCCCCGCCACATATCAGTGTAAGGTTGCCGTACATATTTAAAAATA -GTACCGCTGTAGTAGCCTGTATAGTTGGCAACCCACTGCATATTGGGTACCCAATACGATACTGTTCTTG -ATGCAGTTCCGGAATATCCCGACCAGGATCTTGTCCAATTAAAATATCCTTCTCCATGAGTAGGGCTTAT -CGGATGTCCGCAAGGAGTACTTGTGTATACATAATTTTTAATGGACATGCTACCTGTATAACCTTCCCCA -TCACTGTACGAAATACTCGATGGTGGGGTTGAACCACCATACCCATGTCCAGAAGAATAACCACCGCCTG -AACTTATAGTCTTGGTCTCAATTCGAGTTTCATAGTGACCAAAGTCATGATAACCTCCGTTGTCTGCCAC -ACTTGTTCTTTGTAGCTTACCAGAGTAACCTGCACTGGTATATGGAATTTCTTCCGTAGGATAGCTTGTT -CCTGTATTGCTTGATATACTTGCAGGAGTTGAATATTCATAGATTTTCATGTCCCATATATTAACGTTGG -GAATGATATTTCTACCCAGTAAAGCATTTTCCATTGAAACCCTATTGCTTGCAATGTATTCGTATTTATC -CTGGGCTAAGTCCTTATCCCTCATGATATACAAGTCTACATTGGGTCTTTCTATTGGAGCATCTATATAT -ATGTCACTTAACGGCTGATAGTTGTCTACCCAAAAATCGCATTCCAGATTAGCCGATTTTTTATCTGAAT -CAGTAACATACTGTGATAGTGTATCCTGACCATTTACACCAACAAACTCATCCTTAGCGTATATATAGAA -TTTGTAGTATCCAAGCTGTGTTGGAGAATATTTGGGAAAATCACCAAGACCATTCCATTTTTGAATCAAT -GTGTCAACAATGCCGTTATTGTCACTGTCATACCACAATTCTATTTTGGCGGCAGCCACTTTATCCCCAT -CTGTACTGTTTACATCATAGTGCCATGCACTTATTTGATCATTCCTTGTTACTACACTGTCAGATAAGTT -CAGCTCTATATTTGGAGCAATGTCCTCAAGTACTTTGAATTCTACCGTATACGGGTCAGACCATTTGCCA -AGAGTGTTTTTGCACTCAAGAGTCACTAAATACGAACCCGGCTCTTTATATTGCAGTTGCTTCCGGATGT -CGCTGTCGGTACCTTTGTACATTTGTGAAGTGTCACCACCGTAAGACCATCTGTATTCAACTATCGGATA -TTTGTCCAAAACCAGTTGTATGTTCCCATCCTCCGAGATATTCTCAACGTTTATTATTCTGTTTTGTTTC -CAGGAGTTCGAGGAAAGCTTAAATTGTGCAATAGGTTTTGTGGGGTATACATACACATAATCCGTTGATA -CATATTCAACAACGGCAGCACCAAGTATCTCCTTCTTTTTATCTTCCGGTATCCCAGTTAGTACGATTTT -GCTTTTATCAAGGTTATACCTGCATATGACTTCTGCGAAGTATCCGTTTTTATCAGATGTGGCTGGAAAT -ATGTAAGAGCCTGAAAAGAATTCGTTGTAGTCAACCTGTTCTCCATTAATATAGAGTTCAGTGCTCTTGA -CTGCTGACATATCAGTATTATCCGTTGCATCCCGGAATGGAACGGAGTCAAATGCTATTTCTCCTATGTG -ATTATTTATTTGAAGTGTAGGTATATCAATTACTAAGGATTCTTTTTTTGCCAGTGCCTTAAAGTTGTTT -GTAAGAAACTTATTATTACCTTCTGCCTTTTGAGTGTGTGCATCTTTATATACTACTTTTGCAGTAGCTT -CCACCGCTAATTGATATTTGTCCCCTGACTTTGGCAGCTTTTTTATGTCTGCTACAGTTGTTTCTACTGT -AATAGTTGCAGTACCTTGGTTGTCAGCTGCACTCTTTGGTACTACCGTAACGGCTTTCTTTTGTTCATCA -GTTAGTAGCAGGCCTGGGATTTTGTCAATGTTTAAATCCCAGTTTTTTATATCCTGTCTTGTATAAAATG -CACTTCTTGTAACAGGATCTTTGTAGTAATCATCATCTTCCAAAACTCCCTGTACTTTAAATTGAAGTTT -AACCTTTTGTTTATCCAGTTCTCCGCCCTTCGGTATGCTTGGCAATGGAGAAGCAAGTGTGACATAGCAC -TTTACAGGCAAGTCATACTTGTTATTTTTCAGTATTGGTATTGAAAACGTCTGATACCAGATGGAGCCGT -TTGGCCTTACGTGCCACATCTTTCCGCTACCGGAATACTGAATTGTAGGGGCCGACTGTACATACATATA -TTGATACACATTTGGGTCATAGTGTCCCTTCCCGTCTGGAATTCCGGAAAACCTATTTACGGAAGTAAAG -GTTTTGTACATCCAGTCTTTTAGCTTTTGTACTGTCTGATGACTATAGTGCTGGGAATCATTATATGCTG -CATTGTTATATGTGCTCGTACTAAGTGTAAGTACCTTGTTAACTTCATTGTTTTTACTCCAAGGTTCCTT -TATCCAATTCCTTTCCCTAAAGGTAGTCACTGTTGCTACGTTTATCATCCACATATTGCTGAATACTTCT -CCATTTACATCAAAGCCTAGGTACTTCCACTCCCCACGATTTGTTTTACACTTGTCCCCATGAGTTTCAG -GGTTCTGCTCCTTTCCCTTACAGGAGATTCCCTCCGGTTTCAAGAAATATCCCCCGCCATAGTATATATC -CGGCATTTTCTTATCCAAATCATTATGCAGCTGATAACCGCACTTAAAATAGTTTCCTGCCACACTCCTG -TAGCTGCCATATACTACAAGGTTTTTTTGTGTGAATAGCCTGTAGTTGAGATAATATGTATTAGTACCCT -TTTTTATTGAAAATGGCACTGTACCTCCTCCCGGAAGTGTAGGTAACTGGTTGTTCTTTTTATAGCTATC -ATATGCAGTCCGATCAAAAAACTCCATGCCACCCTTTTCATATTTCAGGGATGTATAGCTTCCTGCTGCA -TTTATCTTATAAAGTACTGGAAAAAAAGCAATAAAAAAAGCTGTACACATTATCATGCACAGCACCTTAA -CTAATCTGTTATTCAATTAAATCACCTTCTCAAATTTATTTAAGCATTGTATCCTTTGTGATAAATCCTT -TAGCCCAAACCCTAAAAGAGAAAACATTCCCGCTGTCACCATTGCCCCCAACAACATATATTTGACGACC -ATTTAGCAAGTATATACCTATTTTCCCTTCAATATCATTTAAAGCATAACCTAAATACTGAGCATGTATT -TTTTTTGCTTGCTCGTAATCCTTCCCAAACCAAAGCTTAAGTAGTTCATAGCTGTATTTCTTTAAGTCAT -TGTTGTATTTATCAACTTCGTAGCTTGTGATATCGTACAGCCAACCGTTACAGTTATCATATAAACTCCG -ATCCTGTCCTTTCTTATTTTGAAGTTTCTCAACGGCTATTCCAACATAGTTCTGAGGTAAAATTAATCCG -TTGAAGTTATAGTTCATATACTTTTTAAAGTGATCCTCACCATTAAAATAGTTAACTGCAAAACTCTTGT -ATTTCTCACTGAAAGTAAAGTCTATTTTCCCTCCTGTTATCAGGTTGCGGTTGTTGTACATTGTTTGTGC -TGTTTCCCATATTTCCATCATTGGAAACAGTCCTTTATACAGGGTGTATTCCTTGTTTTCGTAAAAACCT -GCGTCCTCGTTATCATATTCACCATTGTTGGCATTACTGTTGGTCCATTTAAAGCTTTCACTTGATGATG -GAACGCTTTCTACCCTTGCCTTCTTGTCCAGAAGCTTGATTATTATTACGGATGCCTCGGCTCTGGTAAG -AGTACCCTTGGGATTGAATTTATTGTTACTGCCTGTTAAAAGCCCTATACGGTAGCAATCTATGACATCC -TGAAGGTATTTACCTGTGACAGTAGGATAATCTGTCATTTTAAGCTTCTGATAACCTACGTATACATTGT -CAAAAAAGCCTTTGTTACCCTTGGATGGGTATGGGTCACTTCCCTTTACAAAGTAGTCCTTTGGAACCGT -TTCATATTTTCCTATTGTTCTTCTTGCTAGACTTGCCGCAAGCTCACGAGAGATAGGTTTTGTATAATCT -AAATTTTCGCCTTTTGCCAATATACCTTCATTTAAGGCAATATCAACGAATGGTTTGTAATACGGCACTC -CTTGAGGTACTTCCGGTCGATAGCCTATTGCTCTGATGAGCATCAAAATGTACTGTCCCCCCAGAAGCTT -ATCATTAGGCCTGAAGCTTCCGTCCGGAAAGCCGGATATTATTTCAAGTGCAGATATTTTTGCTATGTAA -TTCCTGCCCCAGTGACTTTTAATATCTGTGTATTTAGCCAGCTCAGTATCAAGGCTTGCTTGTGTCAGAC -CGTTGTATTTGTCAATAAGAGGCTGCATACGCATTGCTGTTGTTGTACCAGCTGTATTATCAGCCAGGAC -CGGATAAACTCCAAGAAGTATAAATGAAATTACTAAGATAACCGATATAGCTTTTCTTAGGTTGTTTTTC -ATAGGCTTTATTCTCCTTTATAAATGTAAAATACTTGAATTTAGATTGGTTTTATGGTTTACTTTTTAAT -CAAATTTGGTATAATATAATTAAGGTGATTGAATGTCCACAAGATGTGGCAGTCACTCTACATCATAAGA -AGATATTTTTACCTAATCACTCTGTAGTGCGAATACAGGGTGATTATTTTTTTCGCTCGTATAACTTGAT -TATTACAATAATCAAGGAGAGCAACGATATGAGAAACATTGAGAACATTATCATTAGCGATATTGCTTCA -TAAGTATCCATACCTGCCACCTCCTTTCTCTTTTGTAAGAGATGAAGAGATGACTACCACCCTGTTTACA -TCCAACCACCTTAAACTTGGCGGTTGAAACTTTTTTACTTTACATCTATATTTTACCATAAAAGGTGTCT -CAAATCAAGTATTTTCAAGTGTTTTAGGGATTTTTCGTGTTTTATTTCAGTATCCCCGGAACTGATTTTC -TGCATATTTTCTTATCTTACCACCCCACAATCTCATGTGCCGCACTCCGAATATTTACTGTATCATCTAT -AATTCCTGCCATAGTGTATCTGGCTTTTCCGGCATTTATTGTAACCACAACCGAAGGCCGCAGCACCTCA -AACTTAAACCCTGTTTCCGGATCAGTAAAGCTCTTAGGATATGTCGTATTTGAATCGTCAAAGAAGTATG -CTTTGTATGTAATTTTCTCCTGCCAATAGCTTCCTTCCACCGGATTGAGGTTTTCATCGGTTTTTAGCAT -TGACTTTAATACTGCTTTTATGGCCTTATGCCCCTCTGTCTGGTTAAATACTATATTCCCTTCACTTTCA -GCCTTAGATTCTGTGAAAAGTGTTGCTGCCACTGATGCTTCTTCCGCTACTGTCTTTAGCTGGTTATAGT -GCATATGGTTCAAGTTGTAATCATGGCAGAAAAGCCATACTATCAATCCAAAAAAGAATGCTCCTATTCC -GAAAAGAAATGCTTTCATGGTGCCAACACCTCGCTTAACACAAACCCTGCTCTTTTGGCAGTAGTCCGAT -TTTCATTCTCGGATATTCCCCAGTACGCCGGAACGGCAACTATTTTTCTAATTGGAATCCTGATATCATA -GTTTATTGCCTCCCTTTCATCAAATTCATTTGTCCTGTATTTCATGGTTGTTGTTACATTCACATATATA -TCTCCATCAGAAAGATCAGGAAATTCTTTCATCAGGTCTGATTTAAGCTTATCTATTGTTGTTTGTTTGA -AATATCCGTCTAATCTGGCTGTTTGTGCAGCAACATATACTATGTCCGAAAACCGCTGAATTCTTCTCTC -ATTGGATATTTCGAGTACGGATTGTAATGGAAATACTATCAGTAAAACCACAATAGCCAACCCTGCTAAA -AAATTCTTCATACCTTCACACTCCGATACATAATAACAAGGGTATGTAACAAAACCTTTATTACACACCC -CTGTTTTATGTAGTTAATTATGGTACTAATTCCTCATGCATTTGTTTAACTGTGTATTTCATCACGTTAC -CTGTTTCGGATTTTAGTGATTTAGTATCTCCCGGGCCCAGAATCATTGTAAAAAGAAATGCCCCCAGTAT -AACTCCTGCCATGGTAGCTAAAAACTCTTTCATTTTGTTTCATCCCCTTACGGTGACACCTTGACCTTAC -TGGTCATTTCGGTTGTCACATTATCAAAAATATTTTTTGATTTACCAGCCAGACTCGAATTATCATTTCC -GCCTGTTCCCCATATTAATACGAAAAACAATGCTCCTATAAGGACTCCGGCCAGTAATGTTAAGAAATCT -TTCATTTTTAATTCTCCCTTCCAGATTGCACATTATTTTGCTATAAAGTATATTGATACTGCTATTGCTC -CACCTACAAAACCTAATAAAAACTTTATTATGGTTGCTTTCTTTTTATCCAAATATGTTCACCTCCTTGT -GCCTTTGCGTTTTTAGAATGATATCTTCTGGAGCATGGGAATGGTATCAATTCCAACCGCTACGGCAAGA -AAATTTATTAAAATAGCAATTCCTGATAGCATAGCAATCACGAATACTACATTACCCTGATGTTCACGTA -CTTTTTTAACTGCGGTTTTACGTTTGTCTTCCACCTGATTCTGATATAGTTCGATCTGTGATATGAATTG -TTCCGGTTGAATATAATCAAGCTTTCCTATAAGACCTGCTATAGACTTTGCCGCCTCTGTTCCTATAGAG -CTTTGAAAATATTCCTGTCCTTCCTTGTACCTTCCTTCGTACCAATAAGCCAGCATTCTCATAAAATATG -GCCTTGTCACTTTCGTGTACTTTGTAATTTCACCAATTAAATACTCCGAGGAAAGTGCTTTTTGTGACAT -TGAAATCACCATATTCTTTAGCTGACTAAGAACTCTGAATATCTCCACATCGCATTTCTCTCTTTTTCTT -TTGTTCATCAGATCACATAACATTGAAAAAGGGCTTCTGAAATTCAAAAGCTTCAGGCTTGGCCTTGATA -TAACTAAGGTAATAATCCATAGTAAAACATGAATGTTTACCCCTATTCCCTTGTGCAACCGGATGTACGT -TATATAGGCAAGCCAGATTATAAGCAGCGAATAACGAATTAGTTGATAAGAAAAAGCAGACAGTTTAATT -CCTGCCTGCTTCAGTACTCTATCTGTCTCTGCACTTTCAAACTCTTTTTTATACCATTTAATGATCCTGT -CAAGACTTCTCCTGGTTACGTCTCTTGAAAACCTGAATCCTGCACTTTCAAAGCTGAAGGATTTCTTGTA -TATTGCAGCTCCCAAAAAGAACACTGCCAGAATCACTATATAAGGAAGTATTAGCATTATTTATTCCCTC -CCTTCATATGTCGTATTTAGGCTTGCGTATCATTCTGAGGGATATAAAGCTCACTATAATACCCATAAAT -GATATAATCCCCGTCCGCAAGCCTATTGGATTTAAAAACTGATATTCAAAGTATTTTCTTAGTGTAAAGT -CGAATGTACTTATTGAAAATAAAATCCCTCCGATGTACAGAGGAATTAATAGAAATTTTATGGCAAATGC -ATCCGTATTATATCTTTTGCTCACTTCCACTTGTTCACTGCTGTCCTTCAACTTTTTCAATATATCTTCA -AGTCCGCTGCTGACGACAATTCCTTTATGGATTGCCATTTTAATATTCAGACCCAGCAGCATGGCCCATT -CGGTATTGTATGCGAATACAAATCGTTCTATTGCTTTGTCCAAGTCCTCCTCAGAGTAATATGCCTTTAA -AGCCAAAGACAATCGGAACAAGTTCTTTCTTGAATAACTTCCTATATCCTCCCGGACAGCACAGTTTTCT -ATAGCATTTATCATATTGAAATAATGCTGCTTATATTCGTTTGTAATACTTGGCACCAGTACATTTGCAT -CATAGGAGCCTTCAATCTGTACTGACCTGAGCTTTAATCTAAGCAATACATAAGGTGAAGCAGCAATTAT -TATTGCAATACCAAGACTTATGATAAAGTTGAACAGCTTTAATGCAGTCAGGAAACTGAAAATAAATAAT -GAAATGCTCCCTATCATAAAGGAATAAGTCCCCAAGTCAGATATTTCTTTTGATAATGAAGCAGTCAAAA -CCTTGTATATATGATTGAATATTATTCCCTGACTTTTCTTTTTGGTAGCACTGACTGTTTTCTCCAGCTG -CTTTAAACGCTGTACTTCTTTGAACATATTTACTATTGAAGCACCAAAGATAAACCAGAGTCCGGCAGCA -AGTAGTCCAACACAGCCCCATGGTACAATGTGTTGTAGTAATATTCCGATTATATTGAGGTTCATTTTTC -ACGTTCACCTTCTTTGCTATCTACCTTTGAATAAGTAGGCTTTACTACTTTTTCAGGCATGGGATACTTT -TCTGAAAGGAACTTCAACGTATTTTTATATACTTCAAGTGCCTTTGGATTCTCAAACTCGCCCAGCTCGG -TTACTTTATTGCCAACACTGTAGCTAAAACACCAGCTGTCTGTGTCTTTATTATATTCGCAAATTTTGTG -GTAGCTTATCACATTAGCTTCAGTATCATAACGGATTTCATATATGGATTTAAGTCTTTTTTGTGATCTG -TTACCCGGTAGCTGAACCATTTCAAAAAGAAAATTAAAGCTGTTTGCCACTCTTACCATCTGATAGTCAA -TGTTACCTCCGAACACTCCTTGAATCTTGTTGGCTATGTCATAGCAGAAATCCTCCGGATTTGACAGATG -AGCTGTTATTTTCAAACGGTTTGTTCCCTTATTGGCTGCTTCAACTGCAATGTATGCGGTATAGCCGTCC -CTTACTTCCTGAACTACGAGGTAGTCTGCATCTGATTTCAATATTTCCGATGATAATTCAAAGAGTTCCT -TCCCTCCTGCAATCAAAGGCATTATAGGAGCCTTTGGCATTACCTCGTGTATCCGTATTTCAGGGTCGGT -CTGAATTAGTACTCCCTCCAGTTCAGGATCTTCATATAACTGCCATGTTAACAGCATGGTGGATTTACCT -GAACGAACAGGGCCGATAAATGCTACTTTAACACCGCAATTCACAAGTGCTTCCAGTGCCGGTACCAGCT -CAACAGGAATAGTACCTCGTCTGGCCTGCTCTTCAAAAGTCAGGACCTTTACTACATACTTTCGAAATAC -CATAACAGATTGACCGTCAATAACCTTTCTGCCTGTGTAAACGGTAACACGCTCCCCTGAATACATATAA -AGCTCTGAATAGTTCTCATTGGCCCTTTTGGTTTCATCACTGAGCATAAAAGCTTGTCTTAACTGTTCGA -ACCTTTTTTTGCTTATTCTCTGCTCTTTTAGTACCTGTTTCCCATTTATAAAGAAATATATCCTGTCACC -TATTATCTTTGCCGACGAGCTCTCCGGCATGTCCATCCACTCCGCAATACCGGCTATCCCCCAATTTTCA -TGAAATATTGCATCAATCAGGTTTTTATACCATGTAGGATACCGTTCATTTTCAAGCCTTTTGGCTTTTA -AATATTCCCTGATTTTATCCTTTAGGTAATTTACTTCTGTAGGTTTGCCGAGTATGGCATTTCTGTGTCT -TTCCAAAAGAAGCTTCTGGTTATTCTGGTTCTGCTCTCTGATCCATTCGTCATCAATGTGTTTTTTTATT -CTGGAACAAAGTAAAAGGAACCTTGAATCGTTATCCAAAGCTCCGTATCCCAAATTCTTTTTTCTCCTGT -TACGTGATCTGCTCAGTACTTCTTCCAAGTCGAATTCCTTCATTTTGGTGTAGTCTGGATTCTGTATTAC -ATTACTCATTTGTTACCCCCTGCTAAATATATTTTTCACCTTTTGCTTTTGTTGCAACTTGTATTCAATC -TGTAATGCCATCACGTTTGTAAGTTTGTCCAGTTGTCTGTCGTAGTGTCTGCTTAACCCTCTGAGTGATT -TATTCTGAATGTCAGTTAAGTAGGATGCATTGGGAATGTAGGGCAGTGAAACTGCAAAGACCATGTCATA -CTCTTTTGTAACGTTGGAACTGATACCATCACTTTGCTTGTTTACAATCAGTAGAATATTATTGGGTGTA -TCCCGTTTTTCAGCATTGTTTTTCCTCTCTGTGATACCGTATTCGTCCAAGGCTTGCTGTTTAATTATCC -TGTGACTATATAGGCTTGACTGCTGCGGTGTTGTTACCATGTACCTGTTTGGAGTGGAATTTATTGCACC -GAAGTACAGTTCATTATGGGGATACCAGCCTGCATCTACTATTACTGCATCAAAGATTTTGGATGCCATG -TCTATTACGTACTCAATATGGTCTGTCTTGTAGTACTTAAAATCAATCAGTGTTTTACAGGGTGGAAGCA -TGTACAGGTTTTTAAGTTCCCTGCTTCTTACCATGGCTTCCCTTAATTCATCCTTGGATAGGATCTTATT -AAACACCTTTGACCGGATGCTGTCCATTCCCTTACCTTCATAGTTTTCAACATATGTATATGACAAATGG -CCGGACATATTCAAAAATGCGATGTTCCCTTCACTCTGCTCTGCCATGTTCTCGGCTATACTCAACGCAG -TCAAGGTTGTTCCGACTTTGGAATCAGCTCCAAATAGCACTACTACATTATTGGTTTTCCTTTCCTGAAG -GTTTATTATTTCACAGAACCGTAATAGCAGCTGACTTTCTGTAAGCTTGGGAGGCAGTATGCTTATTCCG -TGGGATTTTAAAAGAGCAGTCAATGAGGAATAACCAGATTGACTGCCCTTTGCCGAACTTAAAAGATACG -TTATTTTCTTTGCCCTGATGCCTTTTTCTACACTTTGTATCAATTCATTTATGTTGCATATCCTATCTGA -AATAACAAGGTAATCATATTCTATTTTTTCATCAAGGCTGGAAGCAATGTTTACTTCGCTAAACAGTTTA -GAATTTGAAAATACATTGTATAAATCAATATCATTGGTTATTAATGTTACTGTATTCATTCTTTATCTCC -CTTCTATCTATAGACGACTATTAGCTTTTTGCCGCTTAGTACACTGTTTTCAAGCACCTGTGTGTCGTGC -CTGGTACATATTATTTCTATGGCAGACACCTGGGATGTTCCGTCTAGGCGTTCATCTCCATTTGTGTCTA -TAACCTCTCTGTTGGTACTGTCTTTTACATATACTACAGTGGTATCAAATATTGATTCCTGTTTGCCTTT -GGTCAGCATAGCTGCGATGTCTTCATTGGTATTTAGCTTATTATCAATCTTACTGTCTATTTCATATATG -CTGATTTTATCTCCACGCCGTATTGATGATGGAATCGAATATACCCATGTGGGCGGAAGCTTGAATACAA -ATTCGTTTTCTTTCAGTATCAGACTGTTATTTGAAAACGTCTGCCTTACAATTTGTCCGTTAGCCGGGAT -AAATTGCTCTGCTATCCTGCCGTCTAGCAAATTGATTTGATTGGGTTTTATTGCTCCTGCAACTGCTGAT -TCAAGGCTTATTTTTTGAGATTTAAAATAATCCTGTGCGTTGTTGATTACAGTACCCTTTGGTATGTCCT -TTTGGGCCACAAGCAAGGATACTGATTGAATCTCGGTTTGCCCGTAAGTAACCCATAAATATGTAGCGAT -TAGTGCTGTAAACATTATGGCTATTCCAATAACCCCTTTTAATTTCTGTCTCAATTTTATACCCCCCTTA -TTCTTGGCAGTAGTCTAAATATTCCATACTGCCTCTGCTGTTTTTTCTCTTTTGGTACCGCTATATCCGG -AAGAAGTGTCTGTATTAAAATGTCTGTATCTGTATCCCGGCTGAAGCACTTTATTCCATTTAAATCTTTT -TCTGCCTTGTCTTCTTCTCCGTCTGTGAGAAAGCACAATTCCTCATATGCCTTTCCACAAAGTCCTTCAA -ACACTTCATTTCCCGGTGTAAAGAATTTCAACTTTTCCAGCTGCCATGGAGCTGTAAATGCCATTCCTAG -TTTTACATCTGCCTTTATAAATTCCTTCAGTAATACCCGGTTTATGGAATCTTCCTGATTACGGTCTAAA -CTCCCATCTGAATTGATTTTGAACAGGCATCCATAATCAGTAACCGTTATGTTAAAGCCTGACCTATAAA -GCTCATAGAGAGCATCTCCAAGCTCTTCCGGTTTTTTCAAAGCTCTGTAGTCACAGTTTGCTGTCGGTTT -TGCAAACTGTAATGAATCTGACCCGTCAACCTCAATTACAGCTGTCTTTCCATGCTGTGACAGGTACTTT -CCTAGCCTGACTGCCATAGAGGTACTTCCGCAGCCCGGGGAAACAGAAAAGGTTGCTATTTTAAGCAACC -CTTTCACAACTGTCGGTCTGTCTACAATTACTTCTTTTTCTACTATTATTTTTTTCTCTACTACCTTTTC -AACTATTTTTTCTTTTGGCGGTGGCTTCACCCTTAAAAGTTTAGTATTAACAGCTTGCTTTTGCTTTTTT -GCTTCTTCAAGCTGTACCAAACGTTCATGCTCTGCCGTAAGTGTTTCAACTAGGCGGTTTACAGGTATTT -CTCCATTTTCATTTATGTATATAATATGTTTTAGCCCAACCGCACTGAAAGCCCATGCTTCAAACTGTTC -ATCCTTTTCGTTCTCATGGCAAAACCAGATTAATAGTATATTTGGAAGTATGGCTCTAATATTGTATAAA -AGCTTTTTATGCTGCTCCTTTGGCCTTGCAGAAGAATGAATTAGTATTGCCTCTAAATCCTGACAACTGC -TGATATTGCTTACATTATTCAAAAGCTCTTCCATGTTGTATGTAATACTGATATCAAACTTATTCAGAAA -TTTATTTATTCCTGCCATTACTTCATTGTTTTCAAATAAACCCGCAGTTTTCATTTATTATCCCACCTCC -ATTCGTCCAGTGATTTATAATAGAATTTTTTCTGTGAGCGTATATAGTTGTACAAATTTTTAACCATATC -AAGTACCGAAAGATTTGTTACATCCTTCTGTACACACATTACACTCACAAAGATACCTAGCAGCAGCAAG -ATAACAAATAACGGCATATTATTAAATACCAACAAAGTAAATAATGCGTCTAACCCTCCTATAATCAATG -TTCCGATTATGGCTTGCCTTAATTCATTCTTACCGAACCCTGTGTATATCTCCTTTTGTGTTTTCAAGCC -TGCTGGTATATACAAGGTATCCCTGTTTCCATCTTCTGAGCTCATATACTTCTACCTCCGTTAAAATATG -CTTCTGCCAATTGTTTTACGGCTTCTGTGAGAGATGCCATAATTACAAACTTTATTGCGTTTTTAGCACG -TTTTTTTAGCATAGCGGAATCGTCCTCATTGTAGTTAGATGCAATCAGGCAGTAGGTAGCTCTTGCCGCA -CCTCCGATTGCACACACTGGGGCAAGCCATATTGAAATTAACTTAACCAGGTTTACCGAATCCATCAATA -CTCACTCCTATCCTCGTGTGACAACTCCTTTTGCCATTTGAAAAACCCTTGCCGTCTGGTAAACGCTTCC -GGCATTAAACCCTCCTCCGCTTGGAACCATGAACGACTGTAAGAATTTCGGTGTACTTAGTGCCGCAAGT -ATTATTGCCGTACCAATTATAGGGTGACCCGTAAACACCACACTGAGTGCAAGCTGTGAAAGTCCCACTT -GGACAACAACCGTTGCACAACACTGAAACATTACCTGGGTCATTGCCTTGTACATTGCTCTGTCGGAGTC -CAGCAAACCTACACAGCCTATGGGAAATGCCATCCTTAATACGAACATTTCGACTCCAAGTTTAATAAAC -TGTACATAGAGAATAATTAACATAATTATGGCTACCAGAAAACCAATCAAATCAAAAATGCCTGATAACA -TAAGAGTACCTACATTACCGTAAGAAAATTCAGATGTAACACCACAAGCATTTCTTATAGCAGTAGAAAA -GCTACTTGTTATATCACATAAATATCCATATAGGACGGGGAACGCCATGGCTATTGCCAGTGCTTTAAAA -AAACTAGTGGCTAAAAGTAAAGGGTCTGTATCAGCATCCCCTTCTGTCCATAGAACGTATGCTTCAAATC -CTTTTTTAAGGAATTTAAGTATAATCATAGCTACTGCCATAGTCAGGCATAAAACCTGTATTTTTGACAT -TGCCGTTGACAGCACATTGGCGGCGTCTGTAATAGTTCCGTATGCAACGGATTCTGATAATGAATCTTTC -TCCAGAATTACCGGAATTGAGTTTTCAATACGCAATGATATTTCCTCCAACCCTGAAAACATACTGCCTA -TCCATATTGCACCATGACTTACTACTGGCTTAAAAAGAAACTCAAGTATCTTATCCAATACACCACTCTC -CTTCTTTTTCTATAAGTATTTTTATTCAATACCTGTTGTAATCGACTTACCATAGTAGGATGCGATTAGT -ACAATGATTGCTCCAATCAGAACGGCACCAAGGGTTGATATGACAGTGGTCTTAATCCTGTCATTCCATT -TTTTCTGATCCATTTCGTCTGCTGCACCCCTTCTGATGAAGAAGTACGCTCCCACAGCTGCTCCTGCAAT -TGGAGCCAGGATTATAAGGTATTTTCCTATGTCTGTAAAAAGATCCTTGGTTCCTTTTGCAAATATACTA -TCACCGAAGCCTCCTGCCGATACTGGAATGGTATTAAAAAGCGTGAAAACTGTAATTGCTAATATTAAAT -AAATTCTTCGTAGTCTATTGATAATTCTATTTGGCTTACATTGTATCTTCTTAATCAGCCTGTTCATTGG -TACTACTCCTCTCTTTTAAGTGAATTGGTATTTGTTGAAATTGAAGACACCATTGAATACCATGTATCCA -ATGCCTTTTTTAATTCCAGCGGAACTTCATAGATTACATATTCATCATCATCAACCTCAAGTAACTGGGC -AACATGAAATGATGCTTTAAACTGTCTGTAAACTGCCGGGTTTCTGGGAAGAAACACTCTTATGCTTTCG -TCAAGTTCCTGATTCTCCACGTTCTTTTCAAGCCATGGGAAGATACCGGAAGGAAACTTTCTTGAAACAT -TACCCCCTTCATTCTTTCTTCTCCTTTTTGGTGTGTATACCGCTTCAAAAGCCCTGAACCCGCCAAGTTT -CTCCCATGCGTAGGATATAAAGTACTGCATTTCCTTGTCACGAGGCTTTGTCTCACGAAGTATGTAGTTT -GAAAACTCCTCCGAGTTAACCTGAATTCTCATGGTCTTTTCTGAAAAATCAGGTATGTAGAACTTGGCAT -AATCAGCAGCCACAATAATGCCCATGCACTCGGCCTCCCTTGTAGAACCCAGTCCGAAGTTAATCTTTTG -AAAGTATCTTGGCATATCGAGACTTTCTATGGTCAGGTCAACTATCCCAGGCTGTCCCGATTCAACTCTC -ACACGTACCTCTTTTCTGTCAAGAGCCATGTACCTGTTTGCCTCATCATCTGCATCCTGATCTTTCCCTG -CGTTTTCAAAAACAAATTCCGTGCGTGTGCCGTTTATAGCCAGCATCGCTTTAAACGGCTTATTTTTCTT -TGATCTGAAAGTCAACATTTCAGTACGGCCCTGCTCCATTAGTTGTCTTAAATGAACTGGTGAAAGCAGT -TTTCCGGAAGTTACCTTCCAGACTGTCATCCCACAGTCACAGAACCACTTTTTATCATCTCCTTTCATTG -GTTTTTTACAGTTAATGCATAAAATTTCATCCATTTAGTCACTCTCCGTTCTTTTATTTTTGTGTATATA -TAAAATCAGCCATGATTCAGAAAGTGAATCATGGCCAATGATTTTAGTAATGGATAAGGGTAAGAAAAAC -ACCCGGTAGGGTGCTGTAAAAGTTATCATATGTGTTTGATGAGAACTGAATGTAGCATATTTAAAACACT -ATTGCCGTACCATAGTATTAACCCCAATAGCATTATAACTACAAAATTAAACTCTCTCTCCGCCATTTCC -CTCATCCTTTACCTTTTTATTTATGCTCACCAACCGTATTCCTCAATATCATCTGCAATCGCCTTATTAT -GTGTTATTACCTCAACTCGTTTAAGAATATCTGAATTCTTTTTATAAAACCAAATATGAAGTCCTTCTTC -TGATTGAACATCATACTGCCATATATATGGCATATACCCTTTTTCCTTCATCGCAGCTTTTAGTATTTCC -CATTTTTCCATATCTTCAATGATTTTCATATAAGTCACCTGTCCTTTTACCTATATTATATCACAGAAAA -AGAACAAATGTTCTTCGTGTTACATTCTTTTTGCGACTTAGTACTCAGAACATGCAAAGTGGCTGGGGAA -CTCAGTAATATCCTTTAAAAATTCTCCGATTGTTTTAACAATCACCTTGCCTATATCATCGTTCCACAAC -GAAAACTCTTCGTCTTCTGGCATTTCTCTTACAAAATCCTCAATAAAATCTTCGTATGTTCCTGAAGGAT -TTTCCTCTTTAAACTCATTAAAATATTGTTCAACAACATCCTTTCCCCACAAATCTTCACAATAATCTAA -AGCTTCTATTTTGCTTGTAGCAGCTATATACTCAGCTACACTATCCTCGTTAAGTGCATACATTTTTTCT -TTCGTGTTCAGTTCTTCAAATCTTTTCTTTATATCAGCTGCAATTTCTTCTTCCGTTACAATACGACCGC -ACTTCGTACATGAAGGCTTTCCGTTCTCATTTTTAAATTCAGTTGTCCCACAAGCAGGACAATAAGCAGC -ATTATTCATAAATTCTCTCCTTTATCTTTTATTCAAATAGCGTACTAAGCTATTAACCCCATGCTTTGAT -AATAACTCTTATATGGTTTTCCCCTTTCGTGGTTAAGGTATTGCGTTAGAAAATCCATTTTTTGATATGC -TGCATGAACATTACCCCAGTTTGCTAAAGGTATATATAACTTTTCTGTATCTTTTGTTATTAGGCTCTTA -GGCTGTTTATCGTGTATCCGTCTGTATCTCATTACACAAGCATTTTGTCCAAGGCCTTTCAGCAAGTTAA -GTCTGTACAATGCATCCTCAATATCTTCTTTTGCTGTCTTATTATCTCTATCTTTACAGCCTACCAGGAC -ATAAAAAGTGCTTCGATTTATACCTTTACTTTTAAGTATTTTTATTTTATCTTCGATAATTCCATCTAAA -CTTGAATAATCAAAAGCAAAATGGTACTGTGCATGGCTTATATATTTAGTACTAAGTAATTCCGCAACAT -CATTATCAACAAGTCTAATATCTAGCCCTTGATTAAAGTCCACACGGATGCGCTCATTGTGTAGCTGCTC -ACATATATATTTAAAATGGTCAGGTAAAGCAAGGATATTATTATCATACAAAGTAATTTCTTTAGCTTGC -CCATCCCAAATATCGTATATATCTGCCTCAACATGTACATAACCTTCTTTTTCTCTTACACAACAAAACT -GGCAATTTCTAATGCAGCCTCTTGAACAAAATCCATAGTTCACTTTAGGTCTTAATTTGTCTATACACTC -AGGCAATTTACTTTTAATATCAAATCCAGTACCTCCGCAGATTGCTCTCGGGTCTGCTTGTGATTTATCA -GTAAATGTAAATATACTCGAACATACTATTAAATCATATAAATGTGCCATAATTGGCACGTAATCAACAC -ATTCATTGCCCTGTGACATGTGATACATTTTTATTTTTTCTTGAGCATAATTTTTGTATTGTGGCTCTAA -ATTTTGAAATGCTACTAACAATTATTCACCTTCTTTCGTTCGCTATAGACTTATTTTGCGATTTTCAATC -ATCCTTTCTTAATTTCACTGCAAGCCAATCTATTACGTGCTGCGATTTTGCTTTTTGATATATAAATAAT -AGGAGTTATCAATATTGCCAAACAAGTGCATCCATTTAATACTTTATTTAATATTGATTTGGCCATAAAT -ACGTTAATACCAAAGAGAATAACTCCTAAAATATAAAACAATATATACCATTTACTAATAACACCCTTTT -TTCGGAGTCTTATCGTTACAACTCCATTGTAAAAAATGTAACAAATTATATATATTTCTGTTATCAAAAA -CATAAAAACTCCTTTCATCAACTATCTGATTGTTGCACAGAATATTCATATCCCGAACTAAATTATTTTC -AGTTGCACATTACTGAGCCTGGTTCTATTTGCAATTTCTATGTATTCCGGATTAAGCTCAAATCCAATGT -AATTGCGATTATTTTGTTCAGCCACCATCGCCGTGGTACCGCTGCCCATGAATATATCAAGTACAGTTCC -ACCCACAGGACAGCCAGCTATTATACACGGTTCAATTAATTTTGGTGGAAATGTAGCAAAGTGAGCTTCT -CTCAGCTTATCAGTAGCAACATGCCAGACAGAACGTTTATTCCTAAATTCCTTTTTCCCCGCAACGGGAA -CTGATGGGGTTCCTCTATTTGCACTTTCTCCGGGAAGTCCTACAGATTTAATTTTCCAATTCCCCGGCCC -ACGCCTTCCTTTATTGGGATTACCTAAAACTCCTTCACTTCCTCTTGGTGGATTCGGATCACCATTAACA -CAGTACTCTTTAATTGATTCATTATCAAAATAATAGTTTTTATCTTTGGATAAAAGGAATAGGTATTCAT -GGGCTTTCGTTGGCCTATCATTAGCACTTTCAGGCATACAATTTAATTTGTTCCATATAATATCCATTCT -TAGGTACCATCCGTCAGCTTGTAGTGCAAATGCTACTCTCCAAGGTATCCCCATCATATCTTTTACTTTT -AATCCTGACTTCTTTAGAGTTTTATTTCTGCAATATCTACCATCACCGGGAGTATGTGATTGTTGTAAAT -TAAATAATTCATTTTGTACTGGATTCTTCCTATCTCCTCCAGTGCCTACATAGCTATCCCCAAAATTCAC -CCAACATGTGCCTGATTTTTTCAATGTTCTGTATACTTCTCTAAAAATAAGTACTATATGTCCTATAAAC -ATTTCTATAGTTGGCTCAAGTCCTAAACAACCTTTCCATTCTGTTATATTTATCTCAGGCAAACCTGGTA -ATGGAGAATATTCTACTTCTGGCCACAGTGTTTCAGGTAATCCGTAATCCCTTAATCCATAGTACGGAGG -TGAGGTCACACAGCAGTCAACCGTATTTTGTTCCAAAAGCTTTAACCCTTGTAAGCAATCCATATTATAA -ATTTTATTAAGTTCCAAATTTTCACCCCCTGTAGGTTCGCTATTGACTTATTTAGCGATTATTAAGTAAT -CGTTCAAATCTAAATTTCAGGTTCATACTCTGCATTTACCCAAGCTGCACATTTATTTAAATATATTTAT -CTATGAATTCTCGTTTGCTTTAGTGAATAGTACTAATATAAATCATCCTCTCTTCTTGAAATTGTTCTCC -TTAAAAGATTCGGCTGCTGCTGTGGTTGCATTACCTCGCATTGTTTCTGCCAATACTTCCAGCACTCGCT -CCAAAGTTCTATTTTTTCTGCTTCCTTTTTGGTCGTTCTTTCGATTCTTTGTTTTTCTCTATAGTCTCTT -ACCTTTTCGTTGTGTTTCTTATTGCCAAGACCAAGCATTGTGTTGAAATTCCATTTTGACAAATCCGGGG -AATACATGATTGCCGGATTTTCCTTGGATGTAACCAGGCTGTATGGTCTGTCAATCTGAGCTATTTCGTT -TGTCATTAGCAATGCTCTTCCTGTCAGATTTACACTTGCGGATGATGAGGGTGTTTGGTATTTACTGCTT -TGACTGGATAGTGAATAGGTTGACACGGTGTAGTTTCCAAGCTTTTCTGATATTTCTTTGAGAGTTTCCG -GTGAGTTTGTCTGCAAGTAATCCCATACCTGACAATTTCCTTTTATTGTTTTGGCAACCTTTTCATCGTA -CTTGCTTTCCAACTGAGCAAAGTCCTGAAGGAATAAATTGAATCTCATTCCCCTGCCTCCGCCGACTGTA -AGTAGTGTGTCAAAGGAAGGTATGGCAGCAAAGTTTCCAAACTCATCAAGTATAAAGTTTACTCTGTTTT -TAAGACGTCCTCCCCTGCCATCACTTTCATTTACCAGCTGAATGTAATGTTGCAGGACAAGTAATGATGC -AATGCTGTAATATGTTGTTCGTTCATCCGGAAGAACCATAAACAGTGCTGTCTTTTTTCTGCCGAGGTCT -TTTGGATTGTAGTCGCTTGCCATGGTCATTGCGTTTATGTAGCTTGATGTAAAGAGTTTCAGTGTAGTTA -GTGCCGCAGTATAAAAGCTTCCCCTTGTTCTCTCAGGAGCTATTTCAGATATGGCTACCAGTGGCTTGGC -AGGATGATTGTCCGGCAATTCTTTGACATATTCCACTATGGGAATATTCTTTCCAATGGGCTTGCACATT -TCAGCTATAAAGTAATACACATTGGTCAAGGTCTGGTACTTTCTACGTTCGCCCTCTCTGTTGTCATATA -CAACCGACATTATGGCACAGGCTATTGTTGAAGCTTCACCATTGTTCCATATCTTTTCACCTTTTGCATC -TCCAACCAGGATACCGACTAAATCCCATACACACTCTGTTGCCTTGGGTATGTTATCTTCATCTATGGCA -TCAATTATTGGCTGTAAAAGGTTGTACCTATCGCTTTTCAAAGGATTTTTGAAGTCTAGGATTATAACGT -TGTATCCCAGCCTTTTTAAAAAAGTTCCCGTATATTGGTTCAATTCTCCCTTTAAATCGGATATAATCAT -ACTTTCTCCTGCCAGAGCTAAAAAACAAATACTTTGTATTACCAGAGTTCTACTTTTACCTGAACGTGTT -GCTCCTATTCCAAGTAAATGCGTATCATCACCAATATAGTAGAACAGCTCCTTTCCTCCACGAAGTTTTT -TCATTCCAATAACCAGTCCGCCGGAACTGAAGCATTGGGTATCGGCAATCGTTTCAATACTATCTGTTTT -TATTTCAGCAGTCGAATCTGCCTCTTTTGAAACATCAAATTCACAATCAAACAAATCGGCGAGCTTGTCA -ATCTTCCTCTGTTCCTTTATTTGCCATATACTCGGGAAGTACTTTCTAAGCATTTCATCATAGTATAGTC -TGTGTTTACCTCGGAGTATATGCCTTTTTTCTTCCGGCAGCACCTTATCCACAAGCCATTTAATATACTG -AAAATGCAACTTCTTATGCTCCTGTTTATCTTCCTTGTCAATAACATGCTTTTTTGCTATAGCCCTATCC -TTTTTACCAGCCGCTATCAGAGCTTTGTAAAATTCATCTTTATGATTTATAACAGCAGTATCAAAGGCTT -TTGCTTTTTCCTTTTCAGTCATCCACCTGGCTGATCCGAACTGGTTTTGACCTGCGGCTACCGGTGTATA -TATCTTTGGAGTTATACATTGCAGCTTACTGATATAGTTTCTGCTGTAACTGACCATAAGTGACGCTGCG -AGACAGAAGGATAATCCCTCAAAGCATAAAAAAAGCAGTCGGTGTTTTTTGACTGTTTTTATACTTTCGA -TACATTCTTTTATAGGGTAAAATGTTGGTGCTCTGTCAGCTCCTAGCAGTATTTTATGAAATGCCATTGA -GGCAAATACACAGAACACTGACAGTACTATAAATACAAAAAATACAGTGGCGTACTGTATTTTCAAATGT -CTGTTGTGCATGAATATTTTTCCTCCTTGCACTATTTATTTTTCAATATCCCAACCGGTTGATTCCATTT -CCTTTGCTTTTTCCTTTCTGGCTTGCTTTGAAAGGTCACCACCCATAACATGCTTACTGGATATACGATT -CTTTCTATTATTTTTTGTAAGCCTTGCCAGTGCTGAGAAAATTTCTGTTACCAACTGTTCTGTCGCCCGT -TCTCTTATACCGGCTTCAAACTCTTCATTTTTTATATTCCACTCCTTTTTAATAAATTTCCTTACAAGCC -CCAAAAGCTTGTTTGCGATAATCTTCTCAGCCTCCTTTTCATATTCATCAGCTTTTGCATCCAGTTCCAT -TTCATTAGATGAATATATTCTGGCAATATCCAGCTTTGATTCAACATACTCTGAAATGGCTTCCTGTAGG -TTTTCATCTATGTCAACCAGCTCTCTAACTAAAGAAATAAGCTTGTCCTTTACATCAGGTTTGAGATACT -CAAACTTTAGTGAACCTTTTGGTATCTCTTTTCTTATTTCAAATAGCCTTTGAGCCAGGTATTTGCAAAA -TTGACTATTCGGTTTATCAAAGAAGAACTCTTCATTTGTCAAAGTTGAATATTCTCTCTTGCTCATTTTA -TCCAAATAGGTTTCAAACTCACCGGTCATCTCATTTGTAATTTCCCTAAGCAAGTACTTGTTCTGATCTC -TTTTCTCATAATATTCTTTCAGCTCGTCCTCAAATATGTTCTTGACCAGTTTACCTCTGATCTTATCCGG -CACTTTGGGATTGACCCAGTTTTTTTGTATCTCCTGACGTTCATCCCAGAAAACAATATGTACATGGGGA -TGGCTGGGTGTGTCATGAGCTGCAGCAACCCATTTGAAATCTGACATCTTTATGTTGTTTCCCTCTGCAA -TTATCCTGATTTGTTGTTTTATAAGTTCTTGCCATGCCTCTTTGGTTATTGGCTCTCCAACCTTTATTGC -TGCATTTTCAGGAGAGAATGAAATTACTGCCCTGAAAATATTTTTTCTCTCTTCGGATCTTTTCTTAACT -ATATCCATTACATCCTTAATCTTATGTTTGACTTCGAGAGTGTCGGAATCATACAAATTACCAAACAGGC -CATGCTTTTCTCCCTCATTTTTTATTACTCCGGGACGAGTACCAATGTACCTGATATGTTCGGCATTTTT -ATTCGGTGTGCGAGTTTCATTTACCGGCTTAAACCACTGTTTATAGAAAACTGCTGACAAATTGAATCAC -CTCTTTATTGAATTTTGGGTACAAAAAACCCCGTAGTCCCTTGGGTGGGGTACGGGGTATAAACATAACT -GGAAGTTCAAACGAATGAAAAGCACTAATATTATATAAAGTAAAATCTGAATAGATTGGTGGTTAGCTGC -TAAAAAAACCACTAATCAAATCATTCTTACTATTCTCCCTGTACTTTGCTATATCTTCGGATGTTATGGA -TATTTCTATATCAGTTGAAAGAAAGGGATGTCTTACATGCAGAATATGATTATCACTCTTCTTCATATAT -TGCGATCTGACGTAATGCTCCTTAACACTAGCAACATAATCTAAAACAGCTGTATCAATAGGCTGCGTAT -TGTATGTTAAATAATAGTTTGCATTGGGCATATCCTCAATACTATAAAATACTGGATAAGGTGTTATATT -TTCATTAATTTGTTTATTTGGCTTATCTGATATAAAAGCTGATTTTATTGAGCCCCAAGTTTTATCGCTT -CTAACAAACACAATATGAACCATATGATTCTTAGGAAGTTCCAACAATACTACAGAATTTGATATTTTTG -CTGATGATTTTCTTAATTCCGATTCTAATATCATGACGCTCTCAAAACATCTGTGCTTATTAAAATCATG -AAAATCAGGAATTATACGTTTTAATATTATTTTTCCATTTTCTTTTATATGCATTTGGCCGTTGCTATAC -TGTTCATTGGGTGGATGTAAGGACAAATGGTAGTTGTTATTTTTCTTTCCATAATCAATATAGCACGCTC -CATCTGGTTGGATTTTCAAAATTCTAATTAGAGAAACCAACCCCTCCTGATTCTTAACACAGAAAGATAT -AGTCTTGTTCACAAGCTCGCCTCCACACTCTTTAACAGTAATCCTAAAAAAACATATAAATCCTTTTGAG -TTTCCCATTATTGCTATAACGACAAAAATCTTAAACTACCGATTATTAGCCAAATGCGAAGTATTAATAA -CTTTTTGGATTATATAAAAAGTTATTCTTTTCCATTTTTTTGAACAGGAACAAAACATATTTTTTGTTCT -AGGCCATCAATCATTTTCTTTAAAAGCCAATTATACTTAAATTTAATCCCTTCATCTGGACTATCAATAT -ACTTACGTATTACTTCCTCAAGCTTTTCTTTAATAAATTGACTAATATACATCAATTCACCTGATTCTGA -ATAGTAAAATTTAAAAATATCAAAATAAGCAAATCCATCATCATCTAATTTCAAATCCCATTCTAGGCCA -GTAAAATTATACTTATCTATGTCAGCTTTACTAATAATAACTCTTGGAACTTTTGCATACTTAGATTCTA -GTTCATATGCTTTAACCATGGCTGGACCAAATACAACTGAATCTTTATGATATAATTCCCCGATTCCAAC -TCCGCCCCGACAAACGAAGCCATATTTAAGCAGTATCAGAACCAAATCTCTTATTTCTTGAAAAACTCTC -ATAAACATTGAATTGTGTATGGGATACGAAATAACTATTGAATCAGAAAATGTAGTTACTTCGCGAGACG -AAATTTTCCCCGATTTATTCTCATAATTTTGTATTTCATAAACGGCTTGGTATATATTATTTAATACGTT -TGTATTTTTACAGCTAATATTAATTAAATTTTTAAAACCTAAAATATCCAAAAACAAAACTAGTCTATTT -TCATATTTCAGTTCCAATCAGTTTTCCCCCTATGAATCCCAGCCCAATATTGCTGATTTTTTCAGTGTCT -CAAAATTAATATTACATTAAATATTGAACTCAACTTCCCAATATAGCCATAATGACAATTACTAATATAA -TTATACACGGCCTTCCTTTAATTTACAATTATTTGTTAATCTTAAAACTTTTTCCTTCTCCTAATTTTCC -AAGAAAAATATTGCCTAAATTTTCCCTGTCTCTATTTTTATAATCAACAGGATCAATTGTTACAAGTTTA -CCGTTTGTATTTCCATTTCCCACGTAATACCCCTGATCCGAATCATCAGATATGTAACTAAGTAGGCTTT -TTATATCAATTGTTTCTTTTTTATCGTTTTTACAGTCAGTCCCTTCCGTTTCTATTCTACATTTTATATC -TAAGTTTTCTTCAAGCACTGACAGAAGGCTATTCATAATTCTTTTTTGTAAAAAGTAGTCATAGTGTAAT -AATGAATATGTTTCATTACAAGCTCTTTGATATAATCTATCAACTAATGCTTCTCTTACAGGATCGATGT -ACGTCAAATATGAGAAATATCCCATATCAGTACTGGCACAAAATTTTCTATCCTGTCTACACTTTTTGTA -CTCATTGTAGAACTTTTCTAAAGCTTCCCTTGCCTCAAGATTCTTTTCCTCTGTACAATTATTTGACCAA -TCACTATTCCCATCCAATATTTTAGTCAAAAGCCTATATTTTTTTAAATAATAACCGCTCCATTTATCTA -TTCTCTTCATTTTTAATTCACTTCCTTAAATTTATAATTTTTTAGTTATAATTCTTGCTCTTAAATCTTT -TAAAAATTGTAATACCCTACCTTAAGAATGTGCTTTAGTTCTCACCCTTCTTACGGCAATCAGGCAGAGG -GTACCCAGTAACGGAGCTAAATACACATAGATATTTGTATTTTCATAATATGCGGGGTAAGCAAAATACC -CCAGATATACTGCTGTTAAAATAACATCACAGTGTATTTTTTTTACTAAATGTATTAGTGCGTTTAAAAG -ACTCTGAAAACTTTCAGCTCTCAGACAAGCAACAACTAACCGGGTTAGCCCCGCAACAATAAGCAGAACC -CCAAACACCCTGAATGTGTATGATATACCTAAATCGTTTATAAGTCCTATGTTTCCCCTGATTGAATACC -AGCCCAGAAATACTAGCTGATAATAAAAAAGGAATCTACCATTTAGAATTGACTGATCCCACTTGTACCT -GAATTCCGAATATTTCACACTCAGCACCCCCAATCAACCCTGATAAATATCAAACGGATTAATCCTCTTA -TCCTTCAGACTAATTACCCTTTCTTTCATCAACTCAGTATATTCAGCCTCTGGATCAACTACTATAACCT -TGCACCTATTAGATTTTTCTCTTTTTATATACTCTTTAACAGTTGTCACATACCCAACTCCTGTTGAATT -CTTTTTGTTTTCTGTTTCCATCTTCTCACTCTCCTATTTCTTAAAAATAATGGCTTCACTTCACTCTCCT -ACTATCCTTACCCACTTCCTCAGCCTGGCCCAAATACTGGTCAATCTCGACGTCCTTCTTCTTCATGTAC -TCAACACCAAGCCGTAAGCTTCTGTTAATCATTTCGTAGAAAGCTTCCTGATCCTCGTCACTTATCAGCT -GGATTAGGCTTAAATTTGCATACATGGTTCCGGCTGATACCTTTCCTATTTTCATGAGCATTTTTACTAT -TCTGTTTATTTGCGGTTCCAGTACTTCCTTTAGCTCCTTGTGAATGATTTCTGTAATAAAATCAATGTCA -TTTTTATACCCGTCAACTGCCAGACCCTTTTCAACAAATTCCCTGACTATATCTGAAACGGATACACTTC -TGACAGCTGCAAGTTTTTTCATATCTTCTATACTTTTGGCTTTAAACCTAATTGACCTTTTTAACTCCTC -CGGATTGGTTTTCCTTTTAACCACTTTACACCTCCTGACAAAACAAAAGCTGCAGCATTGTGCCACAGCA -ACATAGTTTACTTTACATATATTTATTTAAATTTTAATTACTTTCAAACTTTATATATTCCTATTCCCAA -CCACTTTTAACTTCATCCTTCAAAACCCGCACTATATGAGCATTACACCTTTGCTGTCACCCTTTTGTCA -CCCATAAATTACAACGTCACCCGTTGCCAACTCTGTTGGCAAGCTGTATACCGTCGGGTGTGTCACCCGA -CTATTCCTGCCGTACATAACCGCCCCAAAAAGGTGCGGTTTTTTGTACGGAAATCGGGGGATTCTCCCCC -ATGCCCCCTGTTTTTTCAGAGTAAAACTCTGAAAAATGATACTGAAAAAGAAATATTTTTGAGTAATTTT -CATGTCCACCTCGGTATTTTAAAGAAGGCTGCTGGAAATCTCATCTCCAACAGCCTTCCATCTTGTTTAT -AAAGCTGCCTCAAGTTCTTCATTATTCCCCATCATAAGTTGTAAACGGTCTTCTTCATGCCTGTTCTTTA -AATCCTGTTGTACAAGTCGTATATTTAGCAGATCTTCATTCCAATCCTTTGCAAGGGGTTTTTCTATAGT -TGTGTTATAACCTAGTTTTGCATATTTTTCTGCGTACTTGTTAGCTGCTTCTTGACCCCAGTTTGGTGCA -GGGCTTCCGTTAGAAAACTTTGCTTCATCATCATTATCCAATGCAAATGTTATATTTTTTATTTCTGGAT -GCCGTTTTAGGTAACCTGTCAATGCATTATCAGAGAGACAACCCAATGCTATCCTGTGTTCTTTTTTCCA -CCCCATGCCAAGACTTTTGTATATACTTGCATGACTTATTGCATCTATTGCAGCTTCGTACACTGTTAGG -CTGTCTCCTTTGCCTTCCATCTCGAAACAATAGTTCATATTACTTCCCGGTACAACTCCTTTGAATGATA -AGCCGGTTACTGTTCCACGCTGGAATGCCTGCCTTGCTTCGCCATTTTCATCATACCCTACAAATACAAT -ATTATGATGAGGCAGACTTTCATATATTTTTTTCTTGTAAACAAGATCGGCTACTATATCCTTATCCAAC -CCTCTAGTTTTTATCAGATATGCAAATAATCTCTTGTACTGACTGGCTTTATCCGGAAGTTTGAATTCTA -CCTGCTTTTTTTCTATCGGTTTATGCTGTTTTAAGCTCGCTTCTTGAGTTTGTTGCATTTCTCCGTCACC -AATAAGGTATTTCATAGAATCCAGCCAACTTTTATTTTCAGTAAACATCAAAAACTGGATGGGACCCCCT -CCACGTTCAGCAGCCCAGCAATAGAATGAGTTCTTGGCATCATCGATATATAGGCCTCCATGGTTCTTGA -TATGATAGTTTGAACCACGTTTTTCAGGATTATATCCAAGCTGCTTTGCCAACTCGTATATGCTGACATG -ATTCGCTCGATAAATTTGTTCATTTGTAAATCTTTTCATTTTCAGTATCACTCCCAGCTTCCATCAAATG -CACTAATATCACCATAGTCACCAATGACTTCCTCTATTTCCGGTACTGATTGCAATTTATTGTCCAGTTC -ATTTTCAGCTATACCACAGTGTTTATATAGCTCTTGAATGAATTCAATATTGGGTCTTACATTTTTTATT -TGATTTATATAGTTTGTAAGGTAATTGATATTTGCCCCATAGTTTAGTAGAACTTTTGCTGCTTCAAGTT -TATTGGTTTCATAACATGCATAGAGTGCTTCACCGTTGTTTGAATTAACATCAGCTCCTCGGCTGATAAG -TGTATGCATTGCATCTGCATCCTTATGCTGGGCTGCAAAATAGAAAAGTGCCGGGGAATGCTCGTCTATA -TTCCGGCATTGCATTAACCCTGAATTGAGTAGTCCATATTTTCCGGCTCTTATCAATTCTTTGAATATTA -CTGTATCATCTAAGGCTTTTGAACTTGACTTAATGAATTTTTCTGCATCTGCCTCCGGTAAGGTGGTTAA -TGCATGACTGAGGAAACCCCTCATAGTATCAAACTGTGCTGAACCATGTAAGTTTGCATCTGTATATTTG -TATATACTCAATGCTGAATTAATGTTATTGTCTATTGCTGTTACGAACGCATTCTGCAATGTTCTGATAG -ATACAGGAACTTTCTCTTTGTATAGAATATGGTTTATTATATCCGTACTTTGAATTGTTGCTCCCTGAGC -TGCCTCACATATAAAGTCATGACAATATTTAATCTTCTGCTCAAATGTTCTGTACAGTTCTCTGAATGTA -TCAATGTTTTCGTTATTTATTGCAGAGTATAAAGAGTTCAATTTTTCTGATGTAATTTTGTCTGCATCTA -TAACCTGATCAAGCTTCTTGCTGATTGCACGAAGCATCTTTCCCATTACTTCTCCCAACAAACCAAACAT -ACTACTCTTTGGCTCATACTTCTTCTGATTCTCTTCAAGTAAATCAATAACAACCTCTGCCTGTTCAGGA -GTAAAGTTTACGTTTATAAGCTGATTCTTGATACTTCCACTTTCATTGCCGCCGTTAATTAATTCTTTTT -GACTGTAATTATCGTTAATCTCCACATCATTTAAGGCTTTATTACCTGTTGGAATTGTGACCGTTTTAGT -TGTTTTGGCTGTTGTTTCTTCGTCTTCTGAAGCCGACTGATGAAGCTTTTTAAATTCCCTTGCAACATCT -TCATTAGCCAAGGCCTTTTGAATTGATAATGCTACTTCTCTGGGATCAGCATCATTCTTAATATCGTTTT -CTTCTACTTGGGGGTTCTTGGTGTTTAACTGTTCATCCTCGTTATTTATGGCCTTGTCTTCAGTATCCAT -CCAGAAGCTTTCAACCATTAGCTGCATTGCCTTTGTAGCTTTGCTAAAAGCTTCGGCTGCTTTACCGGAC -TCAATCTTGTATTGTCCGCTGAACATTCTCCCTTTTAATTCCGGATTTTTGTTGTCCATTACATTGATAG -AGGCAACAACCATGTCGCTGCTCACAGATAACATTCCGGAAACGTTATAATCTTTTGGAAATTCGCTCTT -CTGGAATTTCTTAAAGTCTGCGGACAAAAAAGAAAAGTCAGGTTTCAATCCCTGACTTTCCAATCTGCTG -CCCAACTCATCCGATATTTCTTTAATTGTTTTAATTGTTTCTTTTCCTTTGCCCCCACCGGGTTTGTACA -AATCAATTTTCTTCATCACCTTCGACCTCCTTGTTATTTTCTTTTTCAGAATCTTCTGCTTCTTGCCTGC -GGCGTTCAAAGTATTCTTCAAGGGCCTGTTCAATTGTTGATGTTATTTCTGTCTGCGTAGCATAAGCATT -GAAGAATCTTGAAATAAGTTTTGGTTTTACTTTTACTGCTGTTAGCTTTGGCCTTTTCTTTTTCTCAAAG -AATTCACCGGATGCTATGGCCAATATATCATCCTCTGTAAGTTTTCCACTCCTTTCCTTTAGTTTATCTG -CTCTTTTCATATCTATCCTGTAATCGTTTTTATTCAGGATACTGAAAAGAATATTTTGTTCATCTATAGT -TAAATATGACAGGCTTACTGCCGGATTTAACTTGATGCTTCCTTCGTCTAACATGTTAAGTAATTCTTCG -TTGAGATAATTAAGACGGATATATCGGCGAACATTCTCTCTGCTCATCTTGTTTTTATTTCCTACTTCAT -CAACACTCCATTGGCCCTGCACAACTTGTGTAGAAGTAGCGCGAAGCCCATTATTATCAGTATTTGAGTA -ACTTTCAATTGCATTAATTAACTCACGTTTTTGCTTGGCTTCCTTACATGCTTCCAATTGCATCTGTAAG -CTCTTGGCAAGCTCACTGGGAAGCATTTCTTCCACTGAACGCTGTATAAAGTTGGAGTCTGTTACAATTA -TTTTTGCCTGTGCATCTGTGATATCTTCTTTAATTTCGGCAGGAACTTTTGTCAGTCCGGCAAGCTTCGC -TGCATTAACACGGTTATGGCCTGCCAGGTTCTCATATGTCCCGTCATCTTTTTTTCTAACCACTATAGGA -ACTATCACTCCATTTTCCTTTATGGATTCAACCATTTGCCTGAGCTTCTCACCTGTGTACAGTCGGAATG -GATGATTTTTGAAGGGTACTATAAGGTTTATATCTATTTCAGTAGCATTTTCCTTATTTTTGTTTGTAGT -ATTCAAATTAAACATCTGGGCAAAAGCATTGTCTGACGGCTTATCCAACTTCTTTGAAAAGTCAATTTTT -GTTGTCCCCACTTACACTCTACTCCTTTCAATCAGCTCCTTTGTCACATTTCTGTATTCGGCACCCAGTA -CACTATTTTCCATGGAAACCAGGCTTTTTTGTTCAAATGTACTGTTTGTAGCTTCTACCCTTTTGTGAAT -CCTGGTAACAAAGAGAGTATCACCATATTTTCTTTCTAATTCTGCTTCTACCGCCTTGGACATATTTGTA -TTATCAGCCATGGTCAATATAACACCATCAATTTTAAGTTCAGGATTTACATTTACCTTAACCATGTTAT -ATACTTGTTCAAGCTGTACTAATCCATCCAGAGCAAACTTCTGTGCTTGTACGGGAATTATGAGGCTATC -TGCTGCTGCAAGTGCATTTGTAAGAAGGATACCAAGGCTGGGCAGGCAGTCAATAATTATATAATCATAT -TTACTGAATATTTCTTTTTTCAGTATCCTATTTAACACTTGCTCCCTGCACATTACATTTGATAAGAACA -AGTCAGCCCCGGAAAGTTTTATACTGGAAGGAATATAGTCAATGCCCTCCTTACTGTGCACTATACTTTC -TACTATGTACTCATCACTCAGATTATTGTTTGCCGCTGCCACCATCAGGTCGCTGATATTGTACAAGCTT -TTATTGTCATAACCTAAATAGTCACTCATGTTTGCCTGCGGATCGAGGTCAATGCCTATGACGCTCAATC -CTTCTTTCACCAGACCAGCGGCAATGTTTACAGCGGTTGTAGTTTTACCTACTCCGCCTTTTTGATTTGC -AATTGCAATTACTTTTCCCATTTTTGTTTTCTCCTTTCAAAATAAAAAAAGCAGGTCATCAAACACCTAC -TCATTCCTTACAGATATTATTTTTTTAATCACACAAAATTCATATTACCTATTCAGATAGCACCATGATT -GCGGAGCCTTGTTCAATCCAAAGTCAGTGAGGTTCATAGGATGATCATACTTCTTTACATTACTGATTCT -CCAAGCATATATTGTCCCTTTTCCTGCCTGATATTTCATAATATCTTGCGGGGGTACACAACTGTGCGCA -GACAGAATACCCATAAGTTTATTCCTGTTTTCAAATAAACTATCACTAGGTTCAAATTTTAAAAGGTAAT -CGCCGACAACCATTCCGCATCCTCCACATTGTTTCGTTTCATATATGTACACTTTGGCAGGATACCTTAT -GCCAATAGGCTTGCTTTTTCTCAACTCAAGATTTTTGCTGCCAGCAAATATCAGACTGTCCCATGTTTTA -TGTATGCTTTGCATTATTTCTGTCATTTTATCACCTTCCCACTAAATTTGTATTATTGCTTGTAAAATAC -ATACAAGCCTTTTGTCCTGCCTTACAAGGCATATCAAATTTCTTGCATGTACATTTTCCTGTTTGATCTT -CCTCAAATTGCATACAACTTCCACAAAAGCCCATTTCTAATCACTCCTTATTGAAATATTCAAATGTAAA -TTAGATATATTTCTCTATATTTTTAGTTCACTGTAGTAAATTGATGATTTCACAAGATTCTTTTTAGAAT -TTGACCTGATTCCGTGAATTTGGTTGTGACAGTCATTACAAATTGTAATAAGGTTGTTTTGTTGATCTGT -CCCACCTTCTGAGACTTGTATTAGATGATGTACGTCTAGTCCTACTGCTATAGGTACAAACAAACCATGT -TTATTTTTATATGCAGCAAACAACCCGCATTCTTTACAAGTAAAATTGTCCCTGCAAAGTATTCTGTACG -GTAGAGGTGCAACCCCTCGCCCCCAGACCGCCAATCTCTGAAATTCAATTTTACAATCTTCACAGCAATA -ACTTTGCTGTCTCTTACTTTTTAAGGATTGACCACACCATTTACAGGTATTCTTATCTGCCCTGTAATCA -GGCATCTGATATAAAATATTGTCGTTTGGATATTGTTTTGCATAATTCCACAACGATAGCCAATATCTTT -TACCTTTATTGTTGTACGGCAAGTTTTTCTCACCTTCTTTCAGACGGTTAATATTCAATTTACGTCATTA -TCCTCAATATAACAAGGACAATTGCCTTCACCTTTATTTCTATACTTGTCATGTTCTTCTTCCGTTAAAT -CCTCATTAAAGCAGTGGTTTATAAGCCCTGCCGACCTTTCATCTCCATAAAATTTACATTTGTTACATTT -AAACATATAATCATTCCTTTCTTCGCTATAGACTTATTTTAGTTATCAACCCCAAGTACCATTTGAGTAA -TAATGATACCATTCATTGTTAGCTAATCTAACACATACATTGCCATATTCATCAACCCACGAATCAATAA -TTGCCATATTTTTCTGTCTTTCGGTTCCGTTACAAGCAACGTGATGTTCGTGTACGTTTTTCATGTGCTC -TAATTGTTCTTCGTTTAAAGGTCTTTTTTTCATATTCTCAAATTCCTTTCCGTCGCAGTACATATCCATT -TCTCCTTATTAAACCTCCTTTATATTCATTAACCTAACTAACAATAGAATTTCCAAGTCAAATAATGTAG -CCTTTTTTCTTCCTCCTCTGTAATAGTGCAATTATCCCGTTTTTCTTCAAGTGCTGATATTTTAGCTTTT -TCTTCTAAGCATTTTTCTTTAAGTACACATTCGTCACAGATAGAATCCCCATCATTAATAATACAGGGCT -TACACTTTATTCCCTTTTTCTTATCGTCTTGTTTTAAGCAATAAAATTTAGAACACTCAGCTAAACACTT -CTTCATAATTAACCTTCTTTCGTGCGTAATAGACTAACATCAACCATTACTAGTAGAAACATCAATTTCA -ATCAACTTATCAGTTTCATAAGCAATGTTGCAGCTAGGGCTACGAGCAAGAATTCTATCAAATATGACTT -GCAACTCCTTGATATCCTCAACGGTGTTTACCTGGCTACGTCCCTCCACTAAAACAACATCATCCTTTGA -AAGTGTTGATAATTTAATTTTATCCATAAAACTCTCCGTTCTGCCGTTCTTAACGGCTTATATTTTTGTT -CGCAATAGACTTAAAGTACGAATTATTTTAGTAACTTTTCAAAAGACTTAATTTCATCATAAAATAAATT -AATATCACTAATTACAAAGCCACCACCGCAAGTATCAGTATAAAATATACTATAAATTGTCACTGAGCTT -ATATTCTTACTATCAACTTTAAAACACTTTGTTGTATCCCTTCTGTAGCTTTCATTTATAACAATAATTT -TTGCTCTATATTGATTTGATTCATTCGAGCAATTTTCATATTCTTCATGTAACCATTCATCAAACTCTTT -CCAATGACAGGTTCTTTCAATAGCTTCAATAACAACAGATTTGAAATGTTCAATATCAGTTATTTTGAAA -TTTCTAACATTTTTTAACTCTTCCAATCTCATAATATTATTTCCTTTCCTTAAGCATCTTTATGATATAA -TTATACACTAATTTTTAGTGTATAATTATATCTGATATGCACAAATATTTGGTGTATTTATTATGCATGT -TGTACACTTATATTTAGTGTACATATCTGTTATCATGTTAATCGGAGGTGTTTCTATGATTAAATATAAA -ATTGATGTTCTTCTATCACTTAAAAACGCAGGATTTACTACCTATAAGCTTCGTAAAGACAAGCTATTTG -GAGAAGCAACTATTCAGAAGTTACGCAACTTAGAACTTGTTTCTTGGGATAATATCAACATGGTATGTAG -TCTCTTAAACTGTCAACCTGGAGACGTACTAATATATGAAAAAGATTCTGAATAAGAGTCTTTTTTTTAC -TACTTAATATTTCATTTTCAATAGAAGAATTATATTATGTTTGAAACCACGTACTTACCCGGGAAACTCT -TTTAATAAACTCTCCCAAGCCTTCCCTTATCCACTCTGCTATAAACCCTCTGAAACTAAACTCTGTTTCA -TCAGGTACTTTACCCGGCGCTTCACTTACGACAAGCGAAATATTGTTGGAATTATTTTCGCTTTGGTCAG -TTACTGAAAAGTAAAAATTTGATTCTCTTAGATTCTTCATAAAATCATTTATTTTCTCAGTTTCTCCCTG -AACATTTAACTTAATCATAAAATCTTCCTTTCCTAAAATTATTTCTCCATTTCCTGCTCTTCTTCATCAG -TAACTACAGACGAAGCATCTATTGCTATATCATCAATGATGTAATCTATCAAGCTGTTTGCTAAAGATGC -GTCGGAATCAAAATACTCATTTAACTGATTGGCAACTTGTCGACTGCTCTTGATAACATCTATAACCTTA -CTTTGTACCTCTATGTACCTTACACTTGTTCCACCATCAATCAAATTAGCAAGTACGAATAGGTATCCAT -TGCTATAATCTTTGTACTCTTGCTCCAAGGTTGCTTTTGTCAGGTTCATTAAGGTCTTAAAGTTTTCGTT -CATATTCATTCCCTCCGTAGACTTATTATGTTCTCAACCACGTACTTAGTCGGGAAACTCTTTTAATAAA -TTCTCCCAAGGCTTCCTTTTGTAATTCAATTGAATATATTTGAGGTATTCGCTCAGCTTCTCCCTCCATA -CTTACCTTAATCATAAAAATCATCCTTTCCTAAAATTATTTACATCTCAACTTCCTGCTCTTCTTCATCA -GTAACTACAGACGAAACATTTATTGCTACCTCTTTGTCTTCAATTGACGCTTCATCTCCAAGAACTTCAT -CCTGCTTATTTAAATCAAGTTCAATGTTTAGTTCTGCCTGACGTGCTAATTTTGTCTTGTATTCTTCCTC -GTAACGCCAAGGCTTTTCATATTCTGCCTTTGCTGTTTCGAAGTCCTGATTAAGTTGTTCCAATTGATTG -CGGCATCTTTGCAATGACGGTTCCATACCTTCCAGTGCATTGTCTGTACGTGTGATATTCCCGATGGGAT -TCCCACCAAGCTCAATTGTGTACTGATATTTACCTGTAATATGTAGATTAAACCCACTTAAGAATTCATT -GTATTCAAGCTTTAAATCAAAGCCTTTGTAGGTTCCGATTCTTACCTGCTTCCAGTTCTCTTTTTTTGCC -TTGCTACAAAGCAGTAACAAAAGTTCTCCCGCTTTTTCTTTTTCAGTAATCAGAGTGTTTTCCAATACAA -TGCTGAACTCATCATCCGGGAACTTGTTTGAGTTTCGTAATTCTATGTCCTTTTGTATGGCTTCTATTTT -TACTTGATATGAATTAATACCTTTGGGAATCGAGTACACTATACTATCTTGTAGAGAGTATCTTTGTTTT -GACCAAGCAGCCTTTAGTACGGAAAGCTTATTTATTTCTATGTCCAAATCCATCTTTTCCTTTATTCTTG -GATCTCCCATTGCCAAAGCTTTTATTTCAGCATAGTTTAAAACTACTTCATCTATATCCTCACAGCTACG -GCTTACAGCCTTGCTTGTCATTATCTGTGAGATAAAGCGTTGTTTCTGCTCAACGGTTTGCCAGAGGTAC -CCATCAAACGTATCCTTTGTAACATATCTGAATATCTCTACTTTCTCGTTTTCGTTTCCCTGCCTTAGTA -TTCTTCCATCACGTTGTTCTATATCTGCAGGCCGCCATGGACAATCCAGGTGATGGAGTGCAACAAGCTT -GTTTTGAATGTTTGTCCCGGTTCCCATTTTGGGAGTTGAACCCAGGATTATTCTTTTCTCTCCTGTACGC -ATTGCAGAGAACATTGATTCTTTTTGCTTCTTTGTTTTGGCATCGTGGATTATGCATATTTCATCTTCCG -GAATCCCGAAACTGACAAGTTTATTTTTTATATCATAATAAGCACAAAAACCTCCACGGTCATTTGGGGT -TCCAACATCAGAGAATATTATTTGTGTACCCTTGCTTGAGTTGAATTCAATGTATTTCTGATATACATTG -TCCACCAGTTTATTTATTTTGCTCCCCGGTTCATCAGGTGCATCAGGAATTATTAATCGTGGATCTGTCC -CGAATTGCCTTGCTTCGTTTGTAATTTTAAGCATGTTATCTATTGACGGATCTACAAGGCCGTTTCTGAT -TCTTTCAGCTCGTTCCGCACTTTCCTGTACAAGTTCCTGCTGCAACTCCGACGGCTCAGAAGTTACCACT -GTAACCTTATTGTTTTTAAGTTTTGGTACAGGGAGGTTTAACATGTCGGCAGTCTGAATATCAGCTATAT -TTTTAAACATTGTCATTAACTCAGGAAGATTAGTAAATTTACTGAATCTGTTTCTCATTCTGAATCCACG -GCCTTCAGGTGCAAGTTCAAGTGCTGATACAACTTCGCCAAAACTTGCTGCCCATGCATCAAAGTTATGA -ATCCCTTTTTCTCGAAGTTCATTTTTTTGCAAGAACTGCTGCATTATGAACATTTCGGTCATTGAATTGC -TTATAGGTGTTCCTGTTGCAAAGATAACATTTCGTCCGTTGTTTTCCGAAATTATATAGTCGCATTTCAT -CTGCATATCCAGAACCTTTTTTGCAGAGTTCCCTGATATACCCGCAACGTTTCTCATCTTGGTAAATACA -CCGCCATTTTTATAATAATGGGCTTCGTCTACAAACAAGCAATCAACCCCCAGCTGTTCAAAGGTTAATA -CATCATCCTTGGGAGCATCCGCCAGCTGTTCCAACTTAGCTTCAAGATTAAACTTCATTTTCTCCATCTG -CTTAATTGTCCATTTGTCTCCGTTTTGCTGCTTATAAGCAGATACAAATTCAACTATTTCTTCTATGGTG -TTTTTTATTATCTGGCTTTGCAGTTCAACCGATACCGGTATTCTCTCGAACTGACTCTGGCCTATGATTA -TTGCATCATAATCACCTGTTGCTATCCTCGCCAGAAATCTCTTTCTGTTTGCCGTTTCAAAATCCTTTTC -AGTGGCCACCAGGATGTTGGCAGCCGGATATAGTTTTAGGAAATCTGCTCCCTGCTGTTCTGTCAAATGG -TTAGGCAGTACGAACATGGCTTTCTTAATTATATTGAGCCTTCTCATTTCCATACAGGCAGCCTGCATGG -TGAATGTCTTGCCTGCTCCCACAACATGTGCCAATAAGGTATTACCGCCGTATAGTATTCTTGCTACGGC -ATTTTTCTGATGTTCTCGAAGTTTTATGTAAGGACTCATGCCCGGGAATTTTAGGTGTGAACCATCGTAT -TCCCTTAACCTGATGTTATTAAAGTTGGTATTGTAGAAGTTAACATACTTGTTCCTTCTGTCCGGGTCTT -TAAATATCCAGTCCCGGAATTCTTCCTTGATAGCATCCTGCTTTGCCCTTGCTGCTATTGTTTCATTCTT -GTTTACAACATATTTTACTTTTCCGTCAGCATCTTCTACCCTATCCTTAACTACAACACTTCTCAAGTTT -AGAGTATCTTCTATAATACTGTAGGCATCAGCCTTTTTTGTTCCGTATTCTTCAGTGGCCTTCATACTGT -TCCATTGCAGTGACTTATTCTGTATTGACCATGAACTTGAAAAAGAATTGTATGTTGTGTAGATTCCGGT -TCCCTTTGATTTGCTATTATCTCTTTGAAAGAACCCCGGTACCTTTAGCAACTCGTATATAAATTGATTT -ATATCTTCGGTTTCAATCCATGTTGTCCCAAGCTTTACATCTATTTCAGACGCGTCCAAGTCCACAGGCT -GAACGCTCTCAAGGGCCTTAACATTTATCTGGTAATCTGGATTATCCTTGGCGTAATATAAAGCGGTTTT -CAACTTATAGCGTACATCTCCTGATAGGTATTCGTCTGCTGTCTCATATCTTTTTTTATCAGGATTGAGG -AATATAAGTCCTTCCAGTTCACTAATTATCTTTTGTTTATCAGCTTTATATATAGACGCCATATAATCCA -AATCAACTTCTCCTTTTTCAGAAAGAGACGCTGCCAGAGAATCCGCTGCCGTACTAACTTGAGTAATTAT -CTCGTATGGTCTGATTGTTTGTTTGTAGAATATATCAGCCAATGACTTAACATTGCCCTTTTCATCGAGA -ACTTCAAGAGAAGATAATAAAGGCAAATCTGAATCCTTTTGAAAGGCCCTTAGATTTGCCGTACTGTTTA -TTATTCCATACTTCCGTGTAAATGTATTATATGACTTTAATAACTTCTCCTGATATGGTTTAAGCTCTTC -CTGAGTACAACCTTCTGTCTGGATTTCTATAACCTTTCTTAATATTTCTCTTACCTCACACATGCCCCTG -ACACGTTGGGAAGTTTTTTCAGGAAGTATTACTTTAGCCATTTTGGAATTTTCTCTATAGTAGATGTTTT -CATCTTTTAATACATATGTATAGTTTTTGACTTCCGGCTCTGCAGGCAGATATTCTTCTTCCTGATTTTC -TTTTCCAGTATCAATTATTTCTATCCTGGCATGTAGTTTTTCAGCTGCTTTGTCAAGAGCTTCAACCAAA -TTGAAATTATCCTCTGCAACAAGGCTTGTATATTTTCCGTCACTTCCAAACATCCTGTTATCAAAAATCA -TTTTCCCAAGGAGCATATCAGGATTATCCAGATAATACTGATTTACAGGTACTTCGTCATCAGTCTGGCC -AAGTCCCGTCCAAGCCGGTTCTTCATCCAAAATAATTGCATGATCACGTTTCTGAAGAAAAATAATGTCT -GTTGTTACATCTGTATTTGCTATCTGCTTGAAGGCATTGTTTGGAAGCCTTATTGCTCCTATTAGCTCGG -CACGTTCCGCAAGATATCTCCTGAAGGAACCGTTTGCCTTATCCAGAGTTCCTTTGCTGGTTATATATGC -TATAATTCCTCCGGGACGAACCTTGTCCAATGTCTTTGCAAAGAAGTAATCGTGTATGTTAAGGTTGAGC -TTGTCATATCTTTTATCACGGAGCTTGTAATCTCCAAAAGGGACATTGCCCACTGCAATATCAAAGAAAT -TGTCTGAAAAGTCTGTATCTTCAAACCCCTGAATCCTTATATCAGCCTTTTGGTAAAGTTGCTTTGATAT -CCTTCCGGATATGCTGTCCAGTTCGACACCATATAATTGGGATTTATCGGAAATGTCTTCAGGGATTAAG -GAATAAAATAAGCCGATACCCATTGCTGGCTCAAGTATGTTACCCCCTTTAAAACCAAACCTGCTCAATG -CTTTGTATATAGCTTTGATTACTTGCGGCTCTGTATAATGTGCATTGGGCGTAGATGCTCTGGCACTGCT -GTATTCTTCCTCAGTAAGGAGTTCTTTTAATTCCTGGTACTCATTTTCCCAGCCTTTGGCTTCTGCATTG -AATACCTGGGATAATCCGCCCCACCCGGTGTACCGGGTAAGTATGCTCTGTTCCTGACTTGTTGCAATAC -GTTTTTCTTTTTCGATATCCTTTAGCAGCTTAATTGCTTCAACATTGGCTTTATATTTTGTCTTTTGACC -ACCGGCACCAATATCATCTGAAGGGTTATATCTATAGTTAACTTTCTTACTTATTGCAGCTGTATATTCA -TTTTGATCTTGCTCAATTTCATTCTGGGGCCTTTTCTGGTTTTCTGAGTCTTCAAGCTCTTTAATAGCAA -GGTCTAATTTCTCTCCTGTTCGCTCGACTCCATTAAAAAATTCTGAGGTTAACTTCTCAACCTCATTTTC -TTTTATCTCTATTAAATCAAATAGAGTTTGTTGATTCCGGGGTAAAAAATTAGAGCCACCATTTTCTGAT -GACTCTTTATCTTTTCCACTGTTATTTTCTTTTATCTTGGAATTCTGACTACTTCTTTCATCACTATTTC -CTGAGCTGTTTCCCTTATCCAGTTGTAATATCTCGCCAGTTCCATGTAGTTGTCCGTTTTGGGTTCCTGA -TATTGCTGTTTTAACTGTTCCTGAATCTTTTGCATCATTAAAACTGCTTGTGTGTCTACCTGATAAATTG -TACTGAACCATATACCCTGAATCTTCATTTCCTGCACTCTCTTCGGGTAATTTTGTACCAAGTATTTCAC -TGCTTCCGCTGCGAATATCCCTTCCGGCATTCCCTCCAACTCTGGGTTCTCGTCCGGTGATATCACCGGA -TAAAGTATCCCCTCCGATCCTTCCCTGTACTCCGCTTTGGATATCGGTTCCTGATTCTTTATTGTCTCCG -TCTCTTTGTTCATGGCTACCTGTATTTCCTCCGGTGTCTCCGGATATTCCACTAGTCCAATTCCTTCTAT -GTATTTGGTTCGCATTTTTACTTATCTCCTTATTTTTATATATTCGTGCCGGTTTTTCCAAAAGTCTCAA -AACCTGTTTGCTAATTTCACATATTATTGAAGCATACTCAGTTGCTTGTCCAACATCAAGCTGTTGCAAA -ATATCTTCAAAATGATATTTTCCTTCAGTATCAAATTTAAGCTTGTCAAATACAGAATATACAACACTAT -CTTGCACAAAGCAATCAAAGTATTCTCCCGGATAATCATGTTTCTCTAAAAACTCAGTACAAAGACTTTC -TACAAAACCTTCAAAATCCCTTTCTTTTTCTACACCTAGATATTCCATAATATAGTTTTGAGCAGCATTC -GATTTTATGGTGTAGCTGTTAATTCTACTTGTATAGTTACCGTGTGTATCTGATATATCAAATAAATATC -GTACACCTTTACTATCAGGGTCAAAAACCTTAATTGCCCTGCTGCCACGATTTATCCATCTTCCTACCCT -TTTATTCCATGTATCCATGTCTGCAACAATAGTTGCATCAGGCCTTTGATTGTAAATAAGGACAGTTTCG -TAAAAACCATACTTGAATAACTGTCCTGAGAAACCTAGAAACTTTTTCCACTGGCTGTCATTCCTCGTAA -TCTGCTTCATAGTTTCATTAAACATTGTTTTGAAACTAGGCATTTTCTTGAAATCCTTTCCGTATTAATT -ATATAATTTTATGAAGTTAATAAGAAATGACTTTTCTCTTACTGAAGTTCTTGTTCATATAGCTCCAGAT -CTTCCTCGAGAACGACGGTTTCATTAACAGAGGAAGTAATAAATCTAGGATCATTTCTATAAATCCTTGC -TTCTATATCAGGAATTATGTCCTGTATTTTTTGTTTTATCTGCTTAAATATTTTGTTGCTGCCATCAATG -TTGTTTTCATTATCTTCAAGTTTAATAATTCCGCTATATATAGCCATCATCTCAGTTTCACTCAGTAGCT -TACTCTTTCTCAAAATTCCAGCTCTGACAGCAAAGTTTTCTTTTGCACATGTATAGTTATCACTAAAATA -ATTACCGGAGTGAACACCCAATTGTAATCCTCCTCTATCTTTTTCCCATGTGACATATTGATAGCTGTTA -ACCTTCTGCATGGAAGAATTTAAACTTTCTGATTCACATGCAGTCAAAATAACGTTATTATATTCAACTA -AAACTTTATGGTGTTTTAACCCTTCTACTTGCATTGGTTCTGCTCTGGTAAAAATTCGTTCCTGTTCCTG -AAGGTCATTAATAAAATCTCGAATGGAATCAATTTCCTCCTGATCAGAAGCATTAAGGTATGTAATTGTA -CCTTCAATACAATTGATATCACATAAATCTCTGCCATCTTTGGTTACGCATATTTTTTCAGTATCCCAAT -TCCCCTCCTTTCCACTGGTATTTAATGAAGCAGCTCCATATCCATTTAATCTTAAGTAGTAAATAACCTT -GCTGGATATGCCCTGCCAAACAGAATTCTCTTTTTCCATTTAAAATCTCCTTCCTAATAGTTTTTTAAGA -AATAAAAAAGACAGCTTATTTGTTTAGCTGTCCTAAAGGGTTTTTCAAGGGGCTTAGCCACTTGGTTTAT -TTAGTTTCTACCCTGTTCCATTTTGTTACATCAGTCCACAAGGACGTAACCGAACGGTTGGAAAAAATAA -ATCCTGTACTGATGAATGAAGTAAGGACAATACTTGAGGAAAATAAGGCAGAAAGGCATATACGCGGTGG -TGAAGCAACAAAGGCAAAATATCAGGCGAAATAAATTTACATAGAGAGCAAAGAATAGAAAAAGCCGGGA -GCATTTGAGCAGACCGGCTTTTTTCGTTATATATTTAATTATTGTTAAATGCACTTTTAAATATTTTTAT -AATTTCTTCGGCAAGAACATCTGCCGGCTTTTCAGGCTCATTATAAAGCCAATACATTAAAAGCTGACTG -TAGCCGGCAACATAGAATCTAGCCTGAGTTATGTAAAATGAATCCATCCGAGCTTTATCAGCACCATTAT -TTAAGATAGTCGTAAACCATTCGAATATTAGCTTTTGAAAAAAATTATTAAACGACTGCTGCTTGTCGTC -TTTAAATGCACTTTTAAAGAATTTGCGGTTATCCTCGAAGTACCTCAAAATTCTGGGAACCTGGTTTATT -GATTGTTCAATTAATGATTCTTCAGCAACGGCATCATAATCTATTACAAGCATTTGCGTAACTATCTGGT -ATAGCAGATCATACTTGTCATTAAAGTGATTATAAAAGGAATGTCGGTGTACTTCCGCTATATCAGTAAT -ATTCTGTATTCTGATTTTGCTAAATGGCATTACTGTCATTAAATACTGGAACGCCTCCATTATTGCTATT -CTGGTTCTTGTTTTTTTTTATGCTGATATTTCACTAATATCACTCCTTGTTATTTTTTGGACAATCAGTT -ATTTTTGTCTATTTAAAAATAGTATACAAGTTGGTAATATAATTCTCAATAGTAAATTATTTCCAGTTAG -GAGTGATAGTTATGTCCCATGTATTATTTATCAATGTATTTGGATATGGTCACATTAATCCCACCGTAAG -TATAGTTGGCGAACTGTTAGACAGAGGAGAGAAAGTTACATATGTGGCAGGAGAAGAGTTTAAAGACAAA -ATTGAACATATGGGTGCAAGATTTATTGGATATAAGAATTTTGACGAGCTTGGATTTAACAACGGCGAAA -TAAGCCCTGCCGAAATTGAACCTCAATTAATGGAAATATCTCGTGTTTACGTGGAAATCATTGAAACTGT -TTTCAATATTAAGGACAATTTTGATTATATTATATATGACTCGTTATTTTTTCTTGGTGCTGAAATAGCA -AGAGTATTAAAAATTCCTGCCATAAGTTCCGACTCAACTTTTGCAGTTAACGATAAAACAAATTATATGT -CGGAGTTTTTTGCAAAATTCGGCCCAGTTATAATGGGGCTAACTAGCAGGCCTGACTTTCTATCCACTAT -TAATTATTTACGGGACAAGTATGGGATAATTGTACCCGATTTATTTAGTATACATAAATTGAAAAGTGAT -ATTAATATCATCTATACTTCAAGGTATTTCCAAATTTGTGGTGAGAGCTTTGATGACAGCTATAAATTCG -TAGGACCTTCAATATCAGACAGAAAAGAAAAACCGGAGTCGACATTGATATACAAGGATAAAAGCAAACT -CATCTATATTTCCCTGGGTACTATATTTAACAAATCTGTTGAATTTTACGAAAGTTGCTTTAAAGCTTTC -GGCAGCATGGATGTGAAAATTATTATGTCTGTAGGCATGAATATAGATATCAGCAGTTTTAAAAACGTTC -CGAACAATTTTATTATACGGAATTACGTACCACAGCTTGAAATTTTAAAATATGCTGATCTCTTTATAAC -TCATGGCGGCATGAATAGTACAAATGAAGGATTGTATTATTCAGTACCATTGATTGTTATACCTCACTTT -TTTGACCAGCCTGTTGTAGCATACAGAGTTGCAGAGCTGGGTGCAGGCATAGTAATTGAAAAAGATAAGG -TCTCTCCTGAAATTTTAAAAGAGTCGGTCAACAGGATTTTTTCCAACAAAGCTTATAAAGAGAACAGTGA -GAAAATTGGTAAATCACTGCGGGGGTCAGGAGGATACAAGAAAGGAGTTGATGAAATTTTTGCTTTAAAA -GATAGTAAAAAAACAACTGGCAATCTTATTTACATTTAAATTTTATAATTGTAGGAGGTCTATTATGAAG -AAAAAATTATTTTCGTCTCTTCTTTGTGCAGCACTGATTTTTGCAAATGTTATCGGTTCAAATGTTTATG -CGTTCGACCTGAAAGCTGATTCCGGTCTTCAATCCTATATTAGCAGGCCAAACGCTGATACAAAAGATGC -AGAGGCAATCTATAAAGAAATAATTGATACATTAAGTTTTCAGGTATACATAGAAAAAAACTGGAACAAT -CTATCTGTAGAAAAAGATATGGATTTGTATAATTCTACAGACAAATGGGTTGGAAAGCCGGGAGACATTC -TGATTACAGTCTTTGATAAGAATAATAGTGATATTAATGCAATCACTATGGGTTCACTTACCACACACGC -CGCATTTGTAGATTCCGACCCTACAAAAGTTCTGGAACTTTTTCAGGATGGTATAGCTAAGCGTGAAAAT -GACTGGAGAACCAGATACAAAAAGATCCTTATTGTGCGTCCAAAGGTTGACCCAAAGATTATTTCAGATG -CCATTGCATACGGATATACCAAAATAGGAACCCCTTTCAGTTATTTCACCAATATGTTTCAAAAAACGAA -GATAGATAAATATTATTGTTCACAGTTTGTATGGGATTGTTATTTAAAAAGCGGAGTTGATTTGGACGGA -AATGGCGGAAAAGCTGTTTTCCCTTATGACTTCCTAAGAAGTGATAAAGTATCAATTGTTTATAAGCAGG -GCTAATTGAAATTAAGTTAAATGGGCTGTTTAACACATGTACTCCCGTATAAAATTGTATCAATGATTGC -TTCCAAGCTTCCATTGATACAATTTTATACTCATAAGTACAATTGAATCAACAACCCATTTATATTTTGC -TTTTACTGTACTGCAAGTTCTTATTTAATAACCGCCATACCGCCCATGTAAGGCTGCAATGCAACAGGTA -TATTTACCGAGCCGTCTTGATTAAGGTTGTTTTCCAGAAATGCAATAAGCATTCTCGGAGGAGCAACAAC -TGTATTATTCAAAGTATGAGCAAAGTATTTTCCGTTTTCACCGTCAACACGGATTTTTAAGCGACGTGCC -TGAGCATCCCCAAGGTTTGAACAACTTCCAACCTCGAAATATTTCTTTTGTCTTGGTGACCATGCTTCTA -TATCCACTGATTTAACCTTCAAATCTGCAAGGTCTCCCGAACAACATTCCAGAGTCCTAACTGGAATATC -CAGTGAGCGGAATAAATCAACTGTGTTCTGCCACATTTTTTCATACCAAATCATGCCGTCCTCAGGCTTG -CAGACAACTACCATTTCCTGTTTTTCAAATTGGTGGATTCTGTAAACCCCTCTTTCCTCTATACCGTGAG -CTCCCTTTTCCTTTCTAAAACAGGGTGAGTAACTGGTCAGGGTGTGAGGCAGTGATGCTTCAGGTATAAT -TGTATCTATAAACTTACCTATCATGGAGTGTTCACTTGTACCAATGAGAAACAAATCCTCGCCCTCAATT -TTGTACATCATTGCTTCCATTTCAGCAAAGCTCATAACCCCTGTTACAACCTCGCTGCGTATCATGAAGG -GAGGTATGCAGTATGTGAATCCTTGGTTTATCATAAAGTCTCTTGCGTATGAAATTACTGCCGAATGAAG -TCTTGCTACATCCCCCATCAGGTAGTAGAAGCCATTACCTGCAACCTTTCTGGCACTGTCAAGATCAATT -CCCTTTAGCTTTTCCATAATTTCAGTATGATATGGAACCTCAAAATCAGGAACTACAGGCTCTCCATAAC -GTTGAACCTCCACGTTCTCACTGTCATCCTTTCCTATAGGAACGCTGGGGTCAATTATATTTGGAATAGC -CATGAGAACATTTTTTACTTTCTCTTCAAGCTCATTCTCTTTAGCCTCTAACGCTGCAAGACATTCCGAT -TGAGCTGTAACCTGCTGCTTCATTTCCTCTGCCTCAGCCTTTTTCCCTTGAGCCATAAGCCCGCCGATCT -GCTTTGAAATCTTGTTTCTGTTAGCTCGCAATGCTTCCGCCTCTTGCTTTGCACTTCTCAGCTCGGAATC -CAGAGAAATAACCTCATCAACTAAACCAAGCTTTTTGTCCTGAAATTTATTCCTTATATTTTGCTTTACG -ATTTCGGGATTCTCCCTGACAAATTTTAAATCCAACATATTTGTTCCTCCTGTATAAAATATTATAGTTT -TCCAACTTAGAATAAAATCAAAAAAACCTTCCAATCCCATATAAAATACTGGGACGGAAGGTATCCGCGT -TGCCACCCAAATTGCCGGTATGTAAATTACCGACCTCTCGACATAAGTAGGATAAAGGGTACCAACCTTT -CGATTCATCACCGACAGCTCCAAAAGTGGATAGATCTATTCTTTCACCGATTTTCACCACCCATCGGCTC -TCTTGAGAAGTAAATAAATCATAGCTTTTATAATCGCTGTTTTTTGATATTTTTATATTATTTTCTATTA -TATATATATTTATTCCTGTTTTCAAGTATTCATGTATCTTTTAATCAACCGCATCACATTCACGCATTGC -TAGAATAGTCTGCTGTATGAGATAATCCAGTTCCCACCCGAGTAATTCGGCACCACGTTCTATAACCTCT -CTGGAACATCCCGCTGCAAAACTGGAAGTCTTGTACTTTTTCTTAACCGATTTAACCTCAAGTTCCGAAA -CGCTTTTCGAAGGCCTCATAAGAGCTACAGCACCAATCAGCCCCGTTAGCTCATCTACTGCATAAAGAAC -CTTTTCCATTTGATGTTCCGGCCTTATATCTACAGTAAGGGCATAGCCATGACTTGCTGTCGCACGAATA -ATCCTCGGGTCGATTCCTCTTTCCTTCATTATTTCCTGCTGCTTTATACAGTGTTCCTCCGGATATTGCT -CAAAATCCAGATCATGCAGCAAACCTACGATTCCCCAGAAATCCTCTTCTTCTGAATATCCCAGCTGCCT -TGCGAAATATCTCATTACACCTTCTACAACCTGTGCGTGTTTCAAATGAAAAGCGTCCTTATTATATTCT -GTAAGCAGCTCCCACGCTTTCTCCCTTGTAAGGGTACTCATAATTACTTCACCTCTTCTGTAAAAATATC -AAAGATATATTGTATATCTATTATAGTCGGTTTACAGCGGCTTCAAGCTGCAAAAACGCCTTCTCCAGTA -TTACCCTTGGGCAGGCAATATTTATTCTTTGAAAGCCTTTTCCCTCGTCTCCGAACATTGTACCACTATC -AAGCCATAGTCTTGCATCACTTACTATAAGTTTTTCAAGTTCTTTTTCAGTTAAACCCAGCTCTGTAAAA -TCCATCCATACTAAATAAGTCCCCTGTGGCTCCACAAGTTTTATCTTTGGCAGCCTTTCAGCTAAAAAGT -TTCTTACAAAGGAGAGGTTTCCTGCCAGGTAAGCCTTTAGCTGTTGCAGCCATTCATGACCATGCTCATA -GGCAGCTTTACAGGCAACAATACCCATAGTATTGAGCTGCCCGTGTCCGGTCCTGCTAATTTCATTTTTT -ATTGCTTCTTTAAGCTCCCTGTTGCTTATTATAATATTGGACACTTGGAGTCCCGCAAGGTTAAATGTCT -TGCTGGGAGCGGTACAGGTAACGGTTATTTTGCCGAATTCAGGCTTTATATTTGCAAAAACCTGATGCCT -GTAACCGCTGTAAATAAAGTCAGCGTGAATTTCATCGGATATAACTGTAACACCATGCTTTATGCATATG -TCTCCAAGCCGTATGAGTTCATCTCTTGTCCAGACCCTTCCTACCGGGTTATGTGGATTGCACAGAATGA -ACAGTTTTACACCGTTCTCTATTATTTTTGTCTCAAAATCCTCAAAATCCATTGAATAGGTTCCGCTATT -ATATATGAGAGGATTATTTACAAGAATCCGTTTATTATCGAGTATTACTTTTGAAAAAGGAAAATATACA -GGCCTTTGAATCATAACAGCATCGCCTTTGTTGGTAAGTGCCCTGACGGTCATGGCAATTGCAAACACAA -CGCCGGGCGTTTTAACGAGCCATGATGAATGTATTTGCCAATCATAGTTTTCCGTAAACCACTTTTGGAG -AGTCAAAAAATAATCCTCTCTTGTTTCAGTGTACCCAAAAACACCGTGCTTACCTGATTTTACAAGGGCA -TCTATAACTGGAGCGGGAGTTCTGAAATCCATATCTGCAACCCATAAAGAGATAGCATCATCAGGTATCC -CGTTAACACCATAAAAATCATGCTTTATCGAATCGGTATCTTTTCTGTCAATTATTTCATCAAAATTATA -GTCCATAAATAACCTCCTTTACGCTTAAATTAATACCTTTAATCTTACAATGATAAGAAATCAAAGTCAA -TATCCTACTAAACATATATGTAAAATATTCTTAGTAATTCTAAAGTATTGACATTTATAAACTGAAGGAA -TATAATTAATTCATACTAATTAGATAGGAAATATATGAAATATAAAACCTATTTCCTATGCATAATCACT -GATAATTACATTAAACTAATATAAAAGGAGTGTATTAAAACATGGCAAATGTATATAAAAGCCTGACTGA -ATTAATTGGAAAAACCCCTCTTCTCGAACTGTCAAACTATAATAAGAAATACGACTTAAAAGCAACCATT -ATCGCAAAACTGGAATATTTTAATCCTGCGGGAAGCGTTAAGGATAGAATAGCAAAGGCTATGATTGAGG -ATGCCGAAGAAAAGGGTATCTTGAAGGAAGGCTCTGTAATAATCGAGCCTACTAGCGGTAACACAGGTAT -AGGTCTTGCGTCGGTTGCCGCAGCAAGAGGTTATAAGACAATTCTGACTATGCCTGAAACAATGAGTATC -GAACGCAGAAACCTCTTAAAGGCATATGGTGCCGAGCTTGTATTAACCGAAGGTGCCAAGGGTATGAAGG -GTGCTATTGCAAAAGCCGAGGAGCTGGCAGCGGCAACACCAAACAGCTTTATTCCGGGTCAGTTTGTAAA -TCCCGCAAACCCCGCGGTTCACAAAGCTACTACCGGCCCTGAGATCTGGGAGGATACAGACGGAAAAGTT -GATATATTTGTATCAGGAATAGGTACAGGGGGAACAATCACCGGAACAGGTGAGTATCTTAAATCACAGA -ACCCAAATGTAAAAGTAGTTGCAGTTGAACCGGCAGGCTCCCCTGTCCTTTCCAAGGGAACAACAGGGCC -TCACAAGATTCAGGGTATAGGTGCGGGGTTTGTTCCTGATACGTTAAATACAAAGATATATGATGAAATA -ATTGCAGTCGAGAATGAAGACTCTTTTGTAGTCGGAAGAGAACTTTCTAAGGCAGAAGGTCTGTTAGTTG -GTATTTCATCAGGTGCAGCACTCTGGGCGGCAACTGAGCTTGCAAAGCGTCCCGAAAATGCGGGAAAGAC -TATTGTAGTACTGCTTCCAGACACTGGCGAAAGATATCTTTCAACACCTTTGTTCTCTGAATAATAAGCA -TAATAAATTAAACTCACCAGTCAAAAGGCAGATGAAAAGCTAAAAACGTTTTCTTCTGTCTTTTTTCCTT -TTTATGTTTATTTCGTCGGCATTGAAATAACACTTTATAAATGTTAAAGTATATTCAATAAGTTACATAG -TGACGGTTAATAGTAAGGGTGTGAACAGTTTGGTTGTATTGATTACAGCTGGTGGAACAACGGAAAAAAT -TGATGATGTAAGAGCTATTTCAAACAATTCCACCGGGAAATTGGGGACTGCTATAGCAGAAGCCTTTTTG -AGTTGTGAAAGCATTTCTATAGAAAAGATTTACTATGTCTGCGGACAAAACGCCGTTGTACCTTCATCCG -ATAAAGTAAGAATAATAAGAATTGACGGTGTAGCGCAGCTTGCATCTGAATTGCAAGAAATCCTTGAAAG -CCGTAAGGTTGATATAGTCATTCATTCCATGGCAGTAAGCGATTATGGTGTTGATTTCGTTACAACTAAA -AACAGTATTTTCAGGTCCATTGAAACATTTATTACGGAGAAATCCGATAAACTTACAACTCTTCCTCCAA -GAGACCTTGCTTCAAACATAACCGACTATATTTTCAGCAACTCGGCAGTTAATAATGAAAACAAGCTTAG -TTCCGATATAAACGATCTTATAATCAGTCTTAAAAAAACTCCTAAGATTATAGGAATGATAAAAAAACTC -CAGCCTGAAACAACACTTGTTGGTTTCAAGCTGTTGAGCAATGTAGCAAAGGAAGAGTTAATAGACGTAG -GCTTCGGTCTTCTAGAGAAAAACAATTGTGAAATGGTTCTGGCAAATGATATGACCAGGATAACAAAGGA -CAGTCATACGGGCCATTTGATTTTCAAGGACAGGACCTACCTGACCTTTGAAACAAAAGCACAAATAGCA -AATGCCATAGCTGCCCACTCTATTGAAATTGCTTTGGGCAAAGGGAGGATATAGCATGAGAAATATTATT -CTTGGAGTTACAGGAAGTATTGCAGCCTACAAAGCAGCTGACATAGCAAATATACTAACCAAGCGTGGTT -ACAACGTGGACGTTATTATGACAAAGAGTGCAATGGAATTTATTACTCCCCTGACATTTCAATCCCTGAC -CAAAAACAAGGTTTACTTGAATATGTTTGAGGAGATTACGCCAAAAGAAATAAAGCACATATCTCTTGCA -AAGAAAGCCGACTTGTGCCTGATTGCCCCTGCCAGTGCAAACCTGATAGGTAAGATTGTATCCGGCATCG -CCGATGATATGCTGACAACAGTAGTTATGGCAATGAACAATGTTCCTGTTTACATTTGTCCTGCAATGAA -CACCAACATGTACAACAACCCAATTGTTCAGCGAAATATCACAACTCTGTCAGAATTGGGTTACAGGTTT -ATTGATCCCAAAGAAGCTGTTCTGGCCTGCGGTGACCTTGGAAAGGGTGCGTTGGCTGATGTGGAAACAA -TAATAAATACGGTCGAAGGGTATTTTAAATAGTCTGTTTAGTGGGTATATATATACCATAATCTTTGTAA -TAATATACCAGGAGGTCCCAATGAAGGAATTAATTGATAAACTATATGAAACACAAGTGCTTGAAAGAAA -AGAGCTAGTACACTTACTCAACAATTTCAGTGCTGATATAAGCGACTATTTGTTCGAAAAATCACGATTA -GTTGCAAAGAACAACTTTGGTAACTCTATTTATACAAGGGGCTTAATAGAATTTACTAATTTTTGTAAAA -ACGACTGTTATTACTGTGGTATCAGCAAAAGCAATAAAAATGCAGACAGATATAGATTAAGCATGGAAGA -AATTTTGTCCTGCTGTGAAACAGGGTACGAACTTGGTTTTAGAACCTTCGTATTACAGGGCGGTGATGAT -GGATATTATTCAGTAGATAAAGTTGTTGAAATCATAAAAAAAATAAAATCAGCTTACCCTGACTGTGCTA -TTACCCTTTCTATCGGAGAGCATAGCTATGAGTCATACAAAAAATTTTATGAAGCCGGGGCTGATCGTTA -TCTGCTTCGCCACGAAACAGCAACAGACGTCCATTATAAAAAACTCCATCCCGCAGAACTTTCATTGGCA -AACAGAAAGCAATGTCTGTACAATCTGAAGGAAATTGGCTTTCAGGTGGGAACAGGCTTTATGATAGGCT -CTCCATTCCAGACTGTCGAAAACTTAGCAGATGACCTTCTTTTTATAAAGGAATTCAAACCTCACATGAT -AGGTATAGGACCCTTCATACCACACAAGGACACAAGGTTTTTCAATGAAAAGCAAGGCAGTCTTGAACTG -ACTCTTTTACTTATAGGAATATTACGGCTTATGCACCCAAAAGTCCTTATTCCTGCAACGACTGCTCTGG -GTACAATTGACCCAAAGGGACGTGAAAAGGGCATCCTTGCGGGGGCAAATGTTGTTATGCCAAATCTTTC -TCCTGTTAATGTCAGAAATAAATACTCTTTGTATGACAACAAGATATGCACTGGAGAAGAAGCCGCAGAA -TGTAGGTTCTGCCTCCAAAACCGTATGCAGAAGATCGGCTACGAGCTTGTAATAGACAGAGGAGATTACA -AAGAATAGCACAAAAACAGGGTTGTCGCAAAACATAGAGTTTTTTCTGTTTTGCGACAACCCCTTTATTT -TTTTTAAAAGCTATTTAAGCAGAGCATTTGCAATAAGTTTATCAAACTTCCTAATGTCAACACCTTTTTG -AAGATTAATTTTAATGTGACCTGCTCTTGTCCACAACTCAACTTCTGCATTAAAATCCAAAAATCTGCCT -GCGTTTTCCGTAGACCACATATTGATTGAAGAATACGGTAAAGAATATACCTCAACCTTTTTACCGGTAA -GTCCCTGTGCATCCCTTACAATCAGCCTCTTATTAGTGAATATTGCACTGTCACGAAATGTTTTATAGGC -AGCTACCGCCACTTCACCTTCCACCATCAGATCGATTACATCATCAGGGATAGGACATTCTGATACCAGA -GTCCATACCAGAATACTACTTGTTTCAGCCATACCAAATTCCTCCTCAAACGTTATTATTGTGGAATCCT -ATAGTAAAATTGTATTCAATTACCAATATACTATACCGTAAAACAGAATTCAACGGCTGTTAATCTCTTA -TTTTACAAATCACCTTACTACTCTTGCACTCTGCCCTTTCATAATACTTTCAACCTCCTTAAGGCTTGCC -ATGGAAGTATCACCGGGTGTTGTCATTGCAAGTGCACCATGGGCCACACCGTAGTTTACAGCCTTTTGTG -CATCTCCTGTTGTCATCAAACCATAAACCAAACCTGATGCAAAGCTGTCTCCTCCGCCTACCCTGTCATA -AATCTCAAGTCCGGGGAATTCCATAGACTTGTAAATAGTGCCTTCCGCCCAGCATATTGCACGCCAGTCA -TTTATGGTAGCTGTTTTTACTCCTCTTAGAGTAGTGGCAACCACCTTTAAATTGGGGTATTCCTCAACGA -CCCTGTCTATCATCTTCTTGTATCCTTCTATATCCAGTTCTTTCAGGTTTTTGTCATTTCCCTCAACTTC -AAAACCCAGGCACTGTGTAAAATCCTCTTCATTTCCGATCATTACATCAATATACTTTGCAATTTCTTTA -TTTACTTTCTGTGCCTTCTTGTTTCCCCCGATATAGTTCCAGAGAGAAGGTCTGTAGTTTAAGTCATAGG -AAACAATAGAATTGTATTTCTTTGCAGTTTTAACGGCCTCTATAACCACATCAGGTGTAGTTTCGGATAA -TGCTGCAAAAATACCTCCAGTATGGAACCATCTTACCCCCAGCTTTCCAAATATATGTTCCCAGTCAATG -TCCCCTACCTTCAACTGAGAAGCTGCAGTATTTGCCCTGTCGGAAACACCAAGGGCGGCTCTTATTCCAA -AGCCTTTTTCTGTGAAATTTAAACCATTTCTTACAGCCCTGCCAATACCGTCAAAAGGTATCCATTTAAT -CAGAGATGTATCCACACCGCCCTGTAAAACCAGATCTTCAATAAGCTTTCCGATATCATTTTCGGCAAAA -GCCGTAACAACCGCACATTTCATTCCAAAGCATTTGCGAAGTCCACGGGAAACATTGTACTCTCCTCCGC -CTTCCCATACTTTGAATTCCCTGGTATTTTTTATTCTTCCATCCCCCGGATCAAGTCTCAGCATAACTTC -TCCCAGAGAAATACAATCATATGTGTAACTCCCCTCCGGTTTCAAATTGATAATAGACATAACGGCCTCC -TTATTTGGTCTGTATAGGTACCTGTCAGACTCTAGCCTGCTTTACCTTTTCAATGAACTGTTTTCCTATA -GTAACAATTGACTTGTAGTCGCCCTTTTTAGCTCCGGCAGTTAAATTTCCACCAACTCCTACCGCAACAC -TTCCAGCTCTAATCCATTCCGCTGTATTTTTCAGACTTACTCCTCCTGTAGGCATCAGTTTAATCTGAGG -TAATGGCCCTCTGAATGCCTTAATAATGGCAGGCCCAAAAAGCTCTCCAGGGAATACCTTTACAATATCA -GCACCTGCTTCCATACACTCTACAGCCTCTTTAACAGTCATGGCTCCCGGCATACAGGCAACCTGATACC -TGTTGCAAACCTTAACAACTTCTTTATTCAGGCATGGGCTGACAATAAACGTAGCTCCTGCAAGAATAGC -CGCTCTCGCTGTCTCAGGGTCAAGAATAGTCCCTGCTCCTTTGAGAATCTTGTTGCCCTTGTTTGACTCT -GCCAGTTTCTTAATAACGTCCAATGCACCATTTACCGTAAAGGTTATTTCGATGGCACTGATTCCCGCTT -CTACACAGGAGTCGGCTATTTTTATTGCCTGTTCAGGACTTTCAGCTCTGACAACCGCTACAACACCGCA -ATCGCAAATTTTTTTCAGCACTATATTCTTATCAATCATAATTTACCTCTTTTTAAAGAAATTATTGAAG -AACCTTCTCTTATATATTAATATACTAGTATACAAGTTTGGTGTCAATTCAATTCAACGCTTACAGCAGT -AAATTGTCAATGTATTGCTACCTGTGCTAAAATTGAATAAAGTTTCAAACATAGGAGATTACCATGAATC -CATTTCAAAGAAATGTACTTCCACTTAAAGAAGTAATTTATATAGAAGTTAAAAATAGAATACTAAATCT -TGAGTATAAACCCGGGCAAATGATAAGCGAGACAGAAATATCCGAGCTTCTCAATGTCAGCAGGACACCT -GTAAGGGAAGTATTTATACGTCTTTCCTTAGAAAAGCTGATTGATATATACCCCCAAAAAGGTACCTTTG -TATCACTGGTAGACCTTTCTTATGTAAAGGAAAGTGTTTATATGAGAAACATTCTGGAATGTCAGATAGC -AGGCGAAATAATCAACAGCGGATTAAAGACTTTACCTGCTGAAATAAAAAAGAACATAGGGTTACAGAAA -TATCTCGTTGAAAATGAAGGCAATATAGAAGAATTTCTGGAACTTGATAACGACTTTCACAAGGTTATTT -TCAAGGCTGTAAACCATGATACAATATGGGACATTATAAGTACAACCAGAATCCACTACAATAGATTCAG -GCTTTTAACAATGTATGAGCCGGAAATGATGAAAAAAGTGTATCAAGAGCATTTCGACATTATGAATAAA -ATTGAAGAGGGGGACAAAAAAGGCTGCAATGCGTTACTCAAGCAGCATCATTACAACGGTCTCGAGCATA -CAGATATCCTAAAGGAAAAGTACCCGGGATACTTTCTGTAAGATAATGGCATAGTTTTTCTGTTCAACAC -CAGTACTCCCGTATGAAATTATATCAATGATTGCTTCCAAGATATTTGCAAGAGTTCATAGCGGCTGCTC -ATCTTAGGATATTTTACCGTCGCTCACATTCATCGTCCACGATTCATTGTGTCGCTAAAACCTACATCGT -GATAGGTTTTCCGGTAAAATATCCGTATTCGCCGATAAACAACTGCAAATATCTTTAACCAAGCTTCCAT -TGATACAATTTATACTAGCGTACAAGTTAAAAAGACATAAATTTATTTTGCGACAAACCCATTTTCCCTA -CATACTGACTTTGCGGCTTCTGGTTACTTCGAACTTTTCCAGCCAGCCTTTTTTAAATTTAAGTGAAATA -AAGCCGGTAATACTGGTGGCGAGTGCTCCAAGAGAATCAACTATAAGGTCCTTCATAGTATCAGCCAAAG -CTGCTCTTCCCACCATAGGACTTCCATCCTCATGGGCAAATTTCTGCATATTCAACCCAAGCAGCTTGTC -AAAGGCAAATTCATATATCTCCCACAATGCGCCTATTGCCAATGCGAAAGAAAAGGCAAAAGCTGCAACA -AACAAAGGACTCAGGTTTATTTGTACCTTTTCAGAATCATTTAAAAGCTTTACGATAGAAAACCCGAGTG -CTCCTATCATTGCACCACTGAAGGTATGGAGGACAGTGTCCCAGTGGGGTATCTTGTAGTAAAAACTTCT -GACCTCACCAAGGTATATTGCTGCATAAAGGAAAAATACAAAAACTATGTGCATAAAGCCGGGAATATTA -ATCCTCCATTTTCTTTCAATAATTGATGGAAGAAACATTATAATCATACCCATAATACACTGAATGAGCA -TTAAGACATAATCACTTCTCAGTTTAACAAATTCTTCTCCCAAAACAGGCTTTGATGGTGCAGTAATAAC -ATTAACCAGGGAAAAGCCCGTGGATAAAACTAATGTGGCAAAGACAAACCAAAACGTAGTCTTTTCCCAA -TTTATTTTTTTCTTTATAAAAATAGTATCACCTCATAAAATTAAATAATCTATATAAATATTTAAATCGT -CTTAATGAATACTTTATAACAGTGAAAATTCATGGTCAAGTTTAATTTTTGCCTGTTAAGCTAAAAACAA -GCCGCATAATTATGCCAACTGTAGATTGACACTGATTGTGCGGCTCATGGTATAAATGGTCTGCAAATCA -TTTATAAGACTTAGTATAGACTTCAATTCACCCCAGTGCTTACTTTTATCTCTATTTTACTTTTGACTTC -ATTGCCATACTTATCAACCGCAGTTAATTCAAAAGTGATGTCCCTACTGGATGCAACTGTTATTCCTCCG -TTTGGCTGCCTGTTAAGAAGTTTATTACCGTAGTTTGTTGTCAAGTAGCAATGGTCCGCATATTCACTTG -TCCATGAAAGTTTGAACATTTCACCTTTTGTGATAGAAGGCTTGTCTACTGTGAAGCTTGTGATGACAGG -TTTCTTTACTTTTACGGTTATTTGCTTACTCTTGACAATTCCGTCATAAGTAGTTGCTTCCAGAGTATAT -GTTGTAGTTTGCTGGGGTGAAACCTTTAATGTTCCGGTAAGAGGCAAGTGGCCTTCATCTTCAAGGCCCA -CTATTTTTATTGTCTGGAATCCCGGTGCATTCCAGGAAAGAGTCGCGGAATCCCCGGGGTCTAATTCATA -CTTATCAGCTGAGAAATCCGTTATTTCGGGTTCATTGACCTTAACAGTAACTTCACCCTTAACTACACCT -CCATCCAGTCCGTATGCAGTAAGTGTGTATGTAGTTGTTTTAAGTGGCTGAATTTGTATAGATTCAAAAG -TAGGGAGATCCTTCTCTGTTAATTCAGGAATACTTACATCGGTTGCACCTGATACATCCCATGAAAGCTC -AACAGTTTCACCGGCAGAAATTTCATTTCTCGAAACGGTAAATTTCTTTATTTCCAGGTGCTCCAAATTA -ACAGTAATACTTCTGCTTGTTACCTCACCATTGGCGTCATAGGCCTTCAATGTAAATGTGGTTGTTTCCA -TTAGCCATACTTCCAAGGAACCTTCGTGGGATAATCCCTGCCCGGCCATATTTGTAATCTCTACTTTGTC -TGCATTAAGTACCTTCCAACTTATAGTAACAGACTGGTTTGGAGTTATGTTATAAGAATCTGCATCAAAT -CTGACAATTTGTACATTACTTTGCTGAACTGTACCGTCTTCCGCAAAAGATAATATACTTGTACCTGTTA -TAAACATCGCTGCAATACATATAACAACAATAATTTTAGTAAACTTACTTTTTGACATATTAATATTCCT -CCTTAATTTGATTCGGTCCATGCAAGACTTATCTGTTCGCTGTCGTTGGTCAATGCATAACCTTCTACCA -TTATTTTGTATTCACCTGACATTGTGGGGGTAAACTCCACAACTTCCAGATTATTATTCGCCGACATAGA -GTATCCTACCTGATTGCCTTCAGGATCAAAAACTTCAAGATCAAGATCTGATAGTTCCCTCTCAACAACG -TTTTGTGAAGAATCAGGTATTATATTGTTTTTCAGCCAAGAAAGACTTACCCTAACCGACTGTGTGTCAT -CAGCATTTACTCCAATGTTGTGAATGTACGGGAACTGGCTTTCTGTAAGGTTTTCCGTAAGGAAATGCGA -GCCGCTTAAGCAATTGTATATAGATAGTGCATCGATTACTCCTGCTCCTTCCTTATCGGATAAAGAAGGA -CTCATTGAATAAATCCCATAATCATCCGTGGTCTTATGTAACGTTGCGGCTGTAGTAACAGCTTTCATAA -CACTGTTTCTCGGAAATATGTTAGGAAAAGCACCGAGCATTTGTGCCAGTACACCTGTAACATGGGGTGC -TGAAATACTGGTGCCAGCCTGTGATAAATATCCTGCAACGTCTACTGACTCTCCGGGAGCAGTCAGGTCA -GGTTTAAACGGGTATGGATTTTCGGAATTTTCATTTTCCGTATAACAGCTGAAAGGTGAAAATATATCAT -CCAGCCAATTAGGTTCATTAATAGAATCGTTATCGTTCATTGACCCAACGGTAAAAGCATTGTAGGCCAT -CCCCGGGTCAGATATACCTAAATTATCTAGTCTTTTATTTCCCGAACTTTTTACAAATATTACGTCATGC -TGTATGCTTATATGGTCAATCCATTTTGCCATGTCGGTATACTCGCCCCTGACATCGCTGTATCCGGCAC -TATAATTTATGACGTAAACTCCCTGGTCAATGAGCCACTCAATTTTCTCATAATCACCCAGTCTCGATGA -GGCAGTTGCTACATATGCTGTTGCACCAGGTGCAATCCCTTCCGTTTGTCCTACTATTATGCTGGTGACA -ATTGTAGCATGGGTTGAACGTCTTCTGTTGGCAGTACTTTCAGGGACATCAAATATAATGTTGCTGTCTG -TTAGCTGCGTATTATCCAAGTTTGGATAACCAACTTCAAGTATTCCAATGGGTACGCCATCTCCTCTTAA -GTTTAAGTTATCTTTTACGTATTTGGAATTTATATTTGGTATACTATTGTATGTATCTTCTTCTTTTGTA -CTGTCTACAAATAAATCCATTTCCTGAACTTGCATATTTTTACTTAATTTCTCAATATCCATATTAGTTA -GTCTTATTATAATTAATGGAGAGTATTGGCTTTCAAACAGCTCCTCCTCATTATTGATATATTCTTTAAC -AAACTGACTATTACTCTTCTTATATTCCTCTTTGGACTTTATACGTTTCTCTTTTATATATTCCTTAATT -TTTTCAGGTTTTTCGTCTTTTATATCTTTAATTTTTAGTTTATCCTTTACATATTTCTCTACCTCATTAT -GATCTATGTCATTGATGTGCACTGCTACAGGTATCTCCTCATCACTTGAGGATTTCTTGATTTTCTCTTT -GAGTTTTTTTGAAAGCTTATCCTTCTCAAAGAGTTTACCGTGTTTTTCCTTGCTATACTCTTCAATAGAA -CCGTCCTTAAAAATAACAATATCTTTTATATCCTGATTATTAAAAATTGCCTTCGCAAGCTTTACACCAT -TTACTTCCTTTATAATTTGTAGTTTAGTTATCTCCGTTAATGAATAGGGAGCTGAATCGGTTTCTGCAGA -CTCTACATACGAAGTAAGCGGGTACACTGCTAAGAATATTAATATAAACGGGATAACTAAGAACTTTTTG -AAACCTGACATTTTCCATTCTCCTTTGGTTTATTTAGTCTAAAAAAAAGTTACCTATAAAAATAGGGACG -ATCCTTAAGATACCGTCCCTATTTTCAAAAATTTAATTATTTATCAACAACTTCTATTGTAATATTTTTT -ACTGCTACATTACCATCTGCATCAACTGCGGTTAAAGTAAATATTGTAGTTTTGTTTGGAGTCATGGATA -AGGATCCGTTGGTATTTACTTTAGGTATCTTTTGTCCACGATCTGTTTCAAGGGAGCATGTAACGGCATT -CTTTGTAGCCCATGTGAGCTTAACCATTTCTCCCTTCTTGATTGTAGTTTTGCTTGCTTCAAATTTGGTT -ATTAAAGGAGATGTTACAGTTATTGTTAATTCCTTTGTTACAATAGTACCATCATAACCTTCAGCCTTAA -GAACATAAGTAGTTGTCATTAAAGGCCAGACCTCCAGAGTACCAGTTAATTCTGATCCCTTTTCTATACC -AATAATTTCGATTGATTTTGCATTTTTTACTTCCCATGCCAGATTAACTGTTTCTCCAGGTACAACTTCT -GTGTTGTCAGCCGTAAAGCTTACAATTTCAGGAGCCTTAACTTTTACCTCTACCTGCTGCCTCACAACTT -TTCCGTCGTAACCCTTCACTTCGAGAGTGTAAGTTGTTGTAACAAACGGATTTACAATTAAAGTACCGGG -AACTGCCTGAATGTCTTTTCCTGCTTCTTTGATTACTGCACTTTCAGCGTTTGCAATATCCCAAGCAAGT -GTTACATCTTCTCCGGGATCAACTTCTGTCTTGTCTGCTGTAAAGCTGTTGATTACAGCGTCTTTGACCT -TAACTTCCATCTGTTTTGTAACTTTTTCTCCATCAAAACCAATGGCACTGAGCTCATATGTTGTTGTAAC -AAATGGATTTACGGTTAATGTACCCTGTGGTGCATAAAGTTTGTCGTTGTTGTCACCTTTCAGTGCATTT -ATTGATACGCCATCAGTATTAAATACATCCCACGAAAGAGTTACGTCTTCGCCGGGAGCGACTTCTGTCT -TATCAGCGGTGAAGTTCTTGATTTCCGCAGTACCAACCTTTACAGTAACACTTTTTATTATTTCTTCACC -GTTAAAACCATAGGCGTGTAGTGTGTATGTAGTTGTAACCATAGGCCAGACTTCAATAGAATCCTCAGAT -ATACACTCTACATCCTTCTCTTCACCTGTTATTACTACTTCTCTAGCACCAAGTACTCTCCAGCTGAGAG -TAACAGTTTCACCGAATGCAACATTTTCTGAACTTGCCTTAAAAAATGCTATTTTGGGTGCCTTTACCGG -TTCTGCCGCAAAAACACTCGAGCTTATACAAATAAAAAGCAGTGCAAACACGCACAAAAAAGATATGGCC -CTGGAAGTTTTCTTTCCAAACATTCTAAACTCACCCTCCTCAATTTTAACTTACAAATATTCAATTGCTA -AAACTTTTTGTAAACCTGCGCAGGCTCTTTACATTTTACTTTTTTATGTATAAACTGTCAATTGTTTCCA -CTAATAAAAATCACCCATTTTCTTAGTAAATTGGTCCCAGGCACTAGTGAAATAATACCCGGCTTGGGAA -CCCCATTTAAGAAAATGAGTGACTTTAATTATAATTAAATAGGAAATATTTTCGTTGTTACCACGTGCCC -GGTACAAAACCGGAACCAAATGTTTCTTACTTGCCGTAGTAAACTTTCAGGTACATGTCCTTGATTTCAC -TCAAGAGAGGGTATCTTGGGTTAGCACCTGTGCATTGATCGTCGAATGCCTGCTCAACCATTTCATCTAG -AGTAGCCAGGAACTTCTCTTCATCAACTCCTGCTTCCTTGATAGTCTTTGGTAATCCAACTTTTGCTTTT -AATTCATCTATTTTAGCTATAAGCTTTTTAAATTTCTCTTCATCGGTGGAACCTGTGATTCCGATAAAGG -ACGCTACTTCTGCGTATCTCTTGAGTATTTCAGGATACTTGTACTGCGAGAACGCACCCATCTTTGTAGG -AGCTTCAGCTATATTGAACTTCATTACTTCAGTAATCAGAAGTGCATTTGCCACACCATGAGGCAGGTGA -TGGAATGCTCCCAGCTTGTGAGCCATTGAGTGGCAAATACCCAGGAATGAGTTTGCAAATGCCATACCGG -CCATTGTTGATGCGTCAGCCATCTTTTCTCTTGCAATAGGGTCCTTTGCACCATTCTCATACGCTGAAGG -CAGGTATTCAAAAATGTTCTTAGTTGCCTGTAAAGCAAGACCCTTTGTATAATCTGTTAAAAGCATTGAA -GCATATGCTTCAACAGCATGCGTAAGTGCATCTATACCTGAAGCTGCTGTAAGACCCTTAGGCATATTCA -TCATAAGGTCTGCATCAACTATTGCCATCTTAGGCATGAGCTCGTAGTCTGCAAGAGGATACTTTACACC -TGACTGTTCGTCAGTAATAACTGCAAACGGTGTTACCTCTGAACCTGTTCCTGCTGATGTCGGGATTGCT -ACAAAGTATGCCTTCTCGCCTATCTTAGGGAATGTGTATACTCTTTTTCTGATATCCATAAATCTCATTG -CGAGATCCTGGAAATCAACTTCAGGATGTTCATACAGTGTCCACATAATTTTACCTGCGTCCATTGCGGA -ACCTCCGCCGATGGCTATAATAACGTCAGGTTTGAAATCCCTCATTGCCTCAGCACCAAGCTTTGCACAG -GCAAGGGTTGGGTCCGGAGCTACATCAAAGAAGGTATGATGCTTGATATTCATATCATCCAGCAGGTTTG -TAACAGCTTTAGTATATCCGTTGTTGTAAAGGAATGAGTCTGTAACTATGAATGCCCTTTGCTTATTCAT -CTCAGTTTTGAGCTCTCTTAGTGCAACACCAAGGCATCCTTTCTTGAAATAAACTTTTTCAGGTGCTCTG -AACCACAGCATATTCTCTCTCCTCTCGGCAACAGTCTTAATATTGATCAGATGCTTTACTCCGACATTTT -CTGAAACGGAGTTACCACCCCATGAACCGCAGCCAAGGGTAAGTGACGGTGCAAGTTTAAAGTTGTAAAG -GTCTCCTATTCCGCCCTGTGCAGATGGTGTATTTATAAGAATTCTGCAGGTCTTCATTGCCGCAGTAAAT -TTGTCAAGTTTATCCTTGCTGTTTACAGTGTCAATATATAGTGAAGCAGTATGACCAAATCCACCGTCTG -CTATAAGCCTTTCAGCCTTAGAAACAGCATCGTCGAAGGTTTTTGCCTTGTACATGGCAAGTACCGGAGA -AAGCTTTTCATGTGCAAAAGCTTCGGACAATTCAACTGATTCAACCTCTCCGACCAATACCTTTGTTTCA -GCAGGAACTTCAAAGCCTGCCAATTTTGCAATAGTAGAAGCTGTCTGACCAACAATTTTAGCATTTAATG -CACCGTTAACCAGTATTACTTCTCTTACCTTTTGAGTTTCTTCCTTATTAAGCATGTATGCTCCTCTGAG -AATAAACTCTTTTCTAACTTCATTGTATATTTTATCTAAAACAATTACTGACTGCTCGGAAGCACAGATC -ATACCGTTATCAAATGTTTTAGAAACTATAATTGAACTTACAGCTGTCTTTATATCGGCACTTTCATCAA -TTATTGCAGGTACGTTACCCGGTCCTACACCTATTGCTGGTTTTCCTGATGAGTATGCCGCCTTAACCAT -ACCCGGTCCGCCTGTAGCAAGAATTATATCGGCTTCCTTCATAACTCTTTCTGAAAGCTCTATTGACGGC -TCATCAATCCATCCGATTATTCCCTTTGGTGCACCTGCTGCAACAGCTGCTTCCAAAATTACATTTGCAG -CCTCAATAGTGCATTTCTTAGCTCTTGGGTGTGGTGAGAATATGATTCCGTTTCTGGTTTTCAAAGCAAT -AAGTGCTTTAAAAATAGCTGTTGAAGTTGGGTTTGTTGTTGGTACAATTGCTGCAACGACACCAAGGGGC -TCAGCTATTTTTGTGATACCAAAAGCTTCGTCACGTTCAATAACGCCACAGGTTTGAGTATCCTTATACG -CATTGTAAATATACTCTGCTGCATAATGGTTCTTAATCACCTTGTCTTCTATAACACCCATTCCTGTTTC -AGCTTGAGCCATTTTAGAAAGAGGAATTCTCTTTTTATTTGCAGCAAGTGATGCAGCCAGAAATATTTTG -TCAACCTGTTCCTGTGTAAATGTTGAATATTCTTTCTGTGCCTTCCTTATTTCTGCCAGTTTTACCAACA -GTGTGTCTACACTATTTACTACCATATTTTTCTTAGTCATAATAGTCACCCTCCATATTCCTAAAGTCAA -AGTTGTGTTGTTACTAAATCACCAATCCTAATTTCGTATTTAACTTTGGCTATTGTTATTTTTTTAACAA -TTCCTTTTGTAAATAACGTTAATTATTTAACAATTTAATTGTAACCCTTTGTTAATTAATTGTCAATGTG -TTTTTGATAATTAATTTGTTCCCACATATTTCAAAATATTATATGATAAGGTATATTGCACAAAAACCCA -TATTTACTACAAATATCATTGTAAAATAATATGATTTGAATATTTATACTTTTTTTGTATAATATATGAC -ATAGTTATTAATAATTCATGGATAATGATATTTGGTTTGTTTTTATGTGAATAAATAGTAAAGTGAGGTT -TAAAAATTGAGTACATTAAATGAAATTTCACAGGCCTTGCAGTCAGGCAAAGCCAAAATTGTTAAGGAAC -TGGTTCAAAAGGCTATTGACGACGGTATATCTGCTGGTGATATTTTAAATAACGGACTGCTGGATGGTAT -GTCTGTTATAGGTGATAAATTTAAAAAAGATGAAATTTATGTTCCTGATGTATTGATTGCTGCGAGAGCT -ATGAATGCTGGAACAGAAATTCTGAAGCCTCTTCTTGCTTCGAGCGGTACGAAGGCTGTGGGAAAGGTTG -TAATAGGGACAGTATTCGGTGATCTTCACGACATCGGTAAAAATTTAGTAAAAATGATGATGGAAGGCAG -AGGTCTGGAGGTTGTTGATCTTGGTATCAATGTACCTGCACAGAAATTTATTGACATGGCAATTCAAGAA -AATGCTCAGATTATTTGCTGCTCCACTTTACTTACTACTACTATGCCTGAGATGGAAAACGTAGTTAATG -CTGCTAAAAATGCAGGCATCAGAGAAAAAGTAACTATTATGATTGGCGGTGCTCCTGTTAATCAGAGCTA -CTGCGATAAGATTTCAGCAGACATATATACACCGGATGCGGCTTCAGCTGCCGAGGAAGCAGTCAAAGCG -TGCCAATCTGCTTGAGTTTAACATTCCCTATATGTTGTAAACAGTATAGGAGTGCATGTTGAGTGTAAAG -GGTGAAATAAAATGCTTCGTCTAAAAGTTATATCCTGCGATGTTTTAAACAGGGAAATTTCTTACCTTGC -CAGCCAGTCAGAGCATTACATCGATGTAACGTTTTTGCATCAGGGTCTGCACGACACCCCTGAAAAATTG -AATAAACGCCTTCAGTATGAAATTGATAGAGCTAATGAAGGTTTTCCTTATAACTACTTTGACACCTGCC -CTGATTATGATTACATAATAGTCTGTTATGGACTTTGCAGTAACGGTATTACGGGTATTTGCAGCCAAAG -ACTGCCCTTGGTAGTTCCAAAAGCACATGACTGTATTACCCTGCTTCTCGGTTCCAAGGAAAAGTATATG -GAGTTATTCAGGCAGCAGCCCGGAACGTACTGGTTCTCAACAGGATGGATTGAGCGGGGCTGGCAGCCGG -GAGAACTTAAATACACTATACTTAAAAAGGAATATATTCAAAAATATGGAGAAGAAAATGCAGAATTTTT -AATGGAAATGGAACAAAGCTGGATGAAAGAATATAATAATGCTGGCTTTATTTCATGGGACTGTTTTAAT -AATAATGATTTTTACAGGTCCTCGGTACGTTCTGCTGCGGATTTTTTAAAGTGGAATTTCTTTGAAATAC -CGGGCAATCCCGGTCTTCTTCAAAATATGTTAAATGGCAGGTTTAACAAAAATAAAGTACTGATAGTGCC -TCCGGGTATCAGGATTGCCGCTTCCAATGATAATGACATTATAAAGGTCGAAGGAGATAATTTGGATGTT -TAAAGTAACGGTCAGAAATAACGAATATTCAAAGGTATATACGACAAATAAGGGAAAAAATCTATTGGAC -CTGCTACGGGAAAATGGCTTTTACATTGATTCTCCCTGCAACGGAAACGGTACTTGCGGTAAATGCAGAG -TAAAGCTCATCCTAGGAAACAACAGCTCCGCTAGAGCTGAAGAAATAAAAGTGTTAGGTCGTGAAGCATT -AGAAAGCGGCTATAGATTGGCTTGCAGGTACCATATCAATTCTGATATTGATATTTCCATAGACCAAAAT -GACCTTCAGGCAAAGATACTCACTGAAAGTATACAGAGAAGTATTGAATTGAATCCCCTTGTAACGAAGG -TTTACAATGTTCTCGAAAAACCGGCTCTGGGTAATTCCATTTCAGATTATGACAGGATTATAATAGGCGA -ATTTAACGACAATCCGTTTCATCTTAAAAACCTAGAACTTTTAAGAAGCCTTCACGACGTTATAAGGAAA -GAGAACTTTCAAGTAACCCTTGTAATAGACTCCTCTGATATCATTGCAGTGGAACCCGGTAACACTGTAA -ATACCCTATACGGTATAGCCGTTGATATCGGAACAACCACCATTGCTGCCTATTTGATAGAATTGACAAC -GGGTAAAAAAACCTGTGTTACTTCCCTGCTGAATCCACAAAAGGCATTCGGTGCCGATGTCATTTCACGA -ATAAGCTACATTATGCAAAACGAGCATGGACTGGAACACCTGAATACCTTACTTGTTCAGTCAGTAAACA -TATGTGTTGCTATGTTATGTAAACAGGCTGGCATTTTGCCTGCCGATATTTATGCAATGACTTTTGCAGG -CAATACTACAATGCAGCACATTCTTCTTAAAGTAAATCCGTCAAATATAGCCTCTGCTCCATTTGTACCT -GTGTTTACGTCCGTCGTAAAGGTTAAAGCCCGTGAATTATCCATAGATATTAATCCCAATGGTACTGCTT -ATTTTCTGCCGGGAGTATCGGCGTACGTAGGTGCAGATACTGTCGGAGCAGTTCTGACTGTTGGTATGCA -CCGGCAGGCGTCTACTTCACTGCTCATAGATATAGGAACTAACGGAGAAATTGTATTAGGAGACAAAGAC -GGTATGTACGCCTGCTCGGCAGCGGCAGGACCTGCTTTTGAGGGAGCAAATATAAAAAATGGCATGGGAA -GTGTCAATGGTGCCATTAACAGCGTTTCTCTAAAGCATGGGATAACTTTTACCACTATTGGGAACACAAA -ACCGCTAGGCTTATGCGGTACAGGAGTAGTTGACCTGCTTGCGGAGCTCCTTGAAGTTGGTATAGTTGAC -GAAACAGGAAGAATAGATATGGCATGGAAGCCGGACTCCCCTGAGCAGGAAGCTCTTTGTGAGAGGATAA -CTTCTACGGACGGTGTCAATTCATTTATACTTTGCAAAGCAGATGAAACCTTATCTGGCAGCGAAATACT -TCTGACACAGCGTGATATACGGGAGATTCAGAACGCAAAAGCGGCTATAGCCGCAGGAATAAGGGTACTT -GTCAAAAATGCAGGAATCTGGTTTGAAGATATTAAAAATGTGTATTTAGCAGGCGGCTTTGGCAGCTACA -TTAATATTGACAGTGCACTTAAAATTGGCCTTATCCCTGTAGAACTGGAGGGGCGGATAATATCCGTCGG -AAATGCCGCCGCCCAGGGCGCCATTAATGTACTTACCAGCAAAGCCTTGCTGCCTGTCGCACAGGAAATC -AGTAAATCCATCATTTATATAGAGCTTTCCAACAGTAAGGATTTTAATGATTATTACATTGACTGTATGA -CGTTTGAGCAGGAAATATAAATTAAATACATCTTGACCTAAAGTACTTCGTGCAGTCTGGATGAATTTAT -TACTGCAACCGCCTTTCTTTTAAGGCGGTTATATATTTCTATAGCTTTACCGCCTGTAAAGTCTCTGATC -TCGGGAAGGTCATCCTCTATTATCACAAGCTTTTCTGCATACGCCGCTGCCTCCAGATTCCTTAAATTCT -GCTGTCCGAAAGGCATATTGCAGAGTATTGTCGTATTAGAGTTCTTTATATATGCAAGATTCTCATTGAA -TAGTTCGTCAGAAATATTGGAGAAAGGTTTTTCTATAAGGTAATCTATTCCAAATACCTCCGCTGACGCT -ATGTCGCTGTCACCCTGTGAAAAGACACCCGCAGATATATAATATCCTTGCTCGTACAGCTGTCTTATTA -CACTTCCGGCTGTTCCTCCTCCGCCTATTACGTGATATTTTACGGATTTGTTCTTTTCGCTAAGCTTATG -AATATAAATATCCAGCAAACCTGTTATCCTGTTTTTGTAAACCAGTGCATTTATACCATAAACACTAGAC -AGGTTTTGGGACGTAAGAACTTCCTCGGGGCTTCCATCTGCAACAATCCGTCCATCATTCATAAGTACAA -GACGTGTACAGTATTTTGCGGCAATCTTGAGATCATGAATTGCAGCTACTACTGTTTTTCCTTGCCCGGA -CAGTTCTCTTGAATATTTGAATATCTGTTCCTGGTACGTAATATCCAGACTTGCAGTAGGCTCGTCAAGA -AGTATAATATCGGTTTCTTGAGTCAGGGTTTTAGCAAAAAGGACTCTTTGCCTTTCTCCTCCTGACATTT -GGTTTATTGCATAATCCTCCAGCATTTCAGTATCAGTGTACTCCATATTTTTTCTTGCAATTTTATAATC -TTCCCTGCTCTCCCTTTGCATCCTTTTAAGATAAGGATACCTGCCCATTAGGACTACTTCCCTTGCTGGA -AACGGAAAACCTATTTGGGTGTTCTGGTGCATGAGAGCAACCTTTCCGGCAAGCTTTTTACTGTTCATAC -GACTTACTGCTGTACCGTTTATATTTACGGTACCTTCCGCCTTGTAGATGCCGTTCAAGCATTTCAGCAG -TGTGGTTTTTCCTGCACCGTTGGGGCCTATAAGGCCAACCAGCTCGCCTTCTTTTATCTTCAGAGAGATA -TTGTCCAGTATTTTTTTATTATTAATCTCATATTTAAGGTTTTGTATTTCAATGATACTTTCCATATCAG -ATTACCGCCCCTCCTTCCTTTTTGCTTCTAAGTAAAAGGTACAGGAAATATGGAGCTCCCAACAATGCTG -TTATTATTCCTACTCCAATCTCGTAAGGAATGGCTACCACACGTGATACAAGGTCACAGGCCACAAGAAA -AACAGCCCCTCCGATGCTGCTGGCGGGCAGCAGCTTTTTATAATTTGGACCAACCAGAAGCCTCATAATA -TGAGGTACAAGCAGACCCACAAAACTAATGGCACCGCTGACACAAACGGCACTGGCTGTAGCAATAGAAA -CCAGTATCAGTAGTATTGTTCTTATTTTCCCTGAACTCAGTCCTACTGACCTTGCTTCCTCTTCACCTAA -CATTAGAATGTTCAAGTCTCTTGAAAAAACAAACATTAGTATAACACTTACAATAATTGGAAACAGTACA -AGCTGTACGTGTTCCCAACGTCTGCCGTCAAGTCCTCCTGTGGACCAGAATAGGAACTCCTTTACCTGAT -AATCATAGGACAGGGTAAGAATAATATTGGTTATTGCACCTATAAAAGTACTCACTGCGATTCCTGAAAG -CATAAGTGTAAGTACAGGTACTTTACCTTTCTGGTAAGAAAGTATGTAAATTACAAATATTGCAATAAAT -GCTCCTGCAAATGCAAACAGGGGCATAAAATACATACTTGCAGCAGTTAACCCCAGCTTTATAGCCAGAA -CCGCTCCCAGCCCGGAGCCGCTGGATATTCCCAATAATCCCGGGTCTGCCATGGGGTTTCTGAACATCCC -CTGCATGACTGCCCCCGAAGAGGCAAGGGCTGTTCCTGCCAGTGCAGCTACCAATACCCTTGGAAATCTT -ACCAGAAAAATTATAGGTTCTTGTCCTTCAGAAAAGGTTGCATTTTTTAAAATCCCTATATTTTTAAGTA -TTATCTTAAAGGTATCGAAAAAAGGTACATATACAGCTCCTATTGCTGTTCCGGCAACCATTACAATTAG -CAGAAGAATTAGCATTGCCGGTATTAAACCAATATTCTTCAGGCTTCCTTTGATTTTTCTATTTTTCATG -TCTCCTCCGGATTATTTAAACAGTTCCGGATAGGCAACCTTTGCAATATCCTCAACTGCCAGTACAGCGT -ATTGAGATGTTGATGAAATATGGTTGTGTGGTACTGAAATGATTTTATTGTTCTTTACTGCTTTTACACC -AGCCAGTGCCTTATCGCCCTTTATCTTATCATTCAGTGAATAAAAGTTAACCTTTGTGTCATAGTACCAT -GAAGGCAGAATAATAATCTGAGGGTTATACTTTATTATCATTTCCTTGGACAATTCAGGCCACCCTTCAA -GGCCGTCCTTTGACGCAGGGTTTATAAGACCTGCTCTTGTGACGATATCATCAAAATTAGTTCCCTTTCC -GCTTGTAGTTCCCATCTCACTATAGTCAAGTACCGTTTGTTTCTGATCATCTGTCATTAGCTCAATCTTA -TCGGATACAGCCTTGAGCTTCTCATCCATCCAATTTATTAAATCTTGTGCCTTGGCTTCCTCACCCACAA -CATCCCCAACCAACTTAAGGTTATCTTTCACCTGATCAATATTAGAAGGGGTATTCAATAAAAATACCGT -TATATTAGCATCTTTAAGCTGCTTGACTACATTTGCATCTGTCATATTATCCATAAGGACAAGATCAGGC -TGCAATGCTATTATTTTCTCGGCATTGGATTCGGTTCTTTTACCTACTCCTTTAGCTTCACCAGCAATAT -TGGAAACCTTGGCGTCGTCTGCATAATAAGTCATCGCAGCAATTCTGCTTTTATCTACCATGGACATAAG -CATTTCACAGGTTCCGAGAGGCATACTGACTATTTTCTCCGGCCTGCTCTGTAAAGTTACCATGTTTCCC -TTTGCATCCTTCAAAATGAGAGGGTATTTTTCTGCTGTATTTTTTACAGACGTATCAACTGCCTGTGTAG -TTCCGGATGCCTGCTGATTCTCTTCTCTAGTGCAGGCTGTAAAAATTCCCGTTATAAGAACTACTCCAAG -TATAAAACATAAAATCCTTAAACTTCTCTTCATTAAATATTATCTCCTAACATTTTGTATTTTTTATTTA -TAGAACATAAAAACCCTTTAAACGTTTTGTGTTTAAAGGGCATAATTCCATCAAGAAAATTCAGTTATTA -AACACACCCCCTATCACTCGTAGAGTTACCAGTGCAAACATACAGACAGGTATTCTGACTTAGGCATCAA -CACTCTCCAACCCTTCCCGGTTAATGTACCAGTGGATATTTTGGAGAACTCCTCCAACACAGCGGCGGGA -CCGTGCAGGTTTCGAACCTGCTTCCCTTATCTGTTGTTTATAATATTAAGTTATACTGATTATATTAATA -TAAAATACGCCTGATAGCAAATATAAATCAGACACGTTATCGTCCAAATTTCTTGTTCTAGCGAATTTGT -CAGGATAATACAATATTTGTCAAACCGTATCATTATTTGATAATCTCTCTTAAAAAGCTTCGTCCCGGGA -ATATGTTCCCGGCGTTAAATACCTCTGCAACAGTGCAAGCTATATCTGCAAAGGTTTTTCTTGTTCCCAG -ATTTACATCCTCTTTTATTCCCTTACCATAGATAACTACAGGTACATATTCCCTTGAATGATCCGTACTT -GGAGTAGTAGGGTCGCAGCCATGATCCGCCGTAATTATCAGCATGTCGTTATCCCCCATGGCAGACAAAA -TTTCAGGCAGCCTGTTGTCAAATTCCTCTAAGGCCTGTTTGTAACCCTCTGGATTGTTTCTGTGTCCGAA -AACCATATCAAAGTCTACAAGATTTGTAAAAATCATGCCTGTGTTTTTTTGAGCCATAAATTTCAAGGTA -ACGTCAACACCGTCCATATTGTTTTTTGTATGTTCGGCCAGAGTGACTCCTTTTTTGGAAAATATGTCTT -CTATCTTTCCTACTGCTATAACATCCAGACCCTTTTTACTCATAATATCCAAAATAGTATCGGAGGTAGG -CTCGGCAGAAAAATCCCTTCTGTTTGGGGTTCTTGTAAAGTTGCCCGGTTCACCGATAAACGGCCTTGCA -ATAACACGTCCTACCATATGGTCTCCTTGCAGCATTTCCCTTGCTATACTGCAAATTCGGTACAATTCTT -CCAGAGGAACCAATTCCTCATGTGCAGCTATCTGAAAAACACTGTCTGCAGACGTATAAACTATGAGTTT -CCCGGTCTTCATATGTTCCTCACCATACTCTTTGATTATTTCAGTGCCCGAGGCTGCACAGTTTGCAAGA -ACACCTCTTCCCGTAAGCTTTTCAAACTCATCAAGCACTTCCTTTGGGAAACCGTCAGGGTATGTGGGGA -AGGGATGGGCAAGCTGTAACCCTGCAATTTCCCAATGCCCTGTTATAGTATCTTTTCCTTTTGATACCTC -GTCCATTCTCCCATAACTACCCACAATATGCTCTGGTACAGAAAGATAATCTACTCCGTCAATTTTCCCC -ATCCCAAGCCTGCAAAGGTTTGGAAGATTTATTCCTTTGCAATTTTTAACAATATTACCTAAGGTATTGC -TCCCCTTATCACCGTATTCGGCTGCATCAGGTAGTTCACCTATTCCAACACTGTCAAGCACAATCATTAT -TACTCTATCTATATTTGTCATATCTACTCTCCCAGTCTTTTTTAATACACATATCTACTATACCATATTA -ATACCAAATTTTTGCTTTTTCAAACATATTAGAAAATATATAATTTAATATTATTTCCATATAATTCAAA -AAATATACACAATTTATACTAATATTATGGTATAGTCTTATTGTCAGTTTCACAACAGGTTATTTCCCTG -CAAAAAGATACCAACTGAATAATAAAAAGAGGAATGATTTATATAATGAAAACCAGAATAATTCTCTTCA -GGCGTACTCTTTACATACTGTGCATCATGTGCTTTCTGCTTTTAATCAGCACTACTATAGTACTGGCAAT -AAGCGTTTTCAACACGAGCCGAATTAGTTCCCCCGCAGTAACAACCTCTGCTGCTAGCAGTTCTAAAGGT -TCAGCAGTAAATTCCGAAAATTTGCAGGATATACCCCCGAGTACTCCTTCACTCCCCCAGTCGGTTACGA -TCTCTGCAGTTGGGGATATTATGCTGCATCAGGGAAACCTTAATAGTGCATATGATTCTAAAAGCAGGAA -ATATGACTTTACGGGTTTTTTCGAGCATGTAAAACCCTATTTAAGTTCGTCGGATCTGACTATAGCTAAT -TTTGAGACCGTTACTGCTGGTACAGGTATCAAGTATAGAAGTTATCCACTTTTCAACTCCCCAGACAGCA -TACTTCCGGCTTTATCGGGATCAGGGATTGATATTCTGTCTACAGCCAACAACCATTGCCTTGATTGGGG -CATTAACGGCCTTACCAGAACTATTCAAAAAATCAGAGAATATAATATGGTAAATATAGGGAGCTCTATA -AACGGTAATGACAAATATATAATAAAAGAAGTCAAGGGCATTAAAATAGCTATTCTTAGCTATTCTCAGT -TTTTCAACGGTCATGAAGCGAAATTGAGCAGCCGTGATAAAACCAAATACCTGAGTACTTTAAACGAAAC -ACAAATTCAAAATGATATAAAAGCTGTAAAGGGAAAAGGTGCTGATGCTGTTATAACAGTCCTTCACTGG -GGAAATGAATATCATCGTTCACCAAGTACTTATCAGACAAATTTATCAAAAAAAATTCTGTCATGGGGTG -CGGATATAATACTTGGCTCTCATCCACATGTTATACAAAAATCTGAAATAGTAAAATCAAATGGAAAAAA -TAAATTTATTATTTACTCTATGGGTAATTTTATATCCGGTTACAGACGTACAGATAAAGCAAAACGAATG -AATAAAGTTTTTACAGAAGACGGAGTCATTATTACTCTCAAGCTTGAAAAAGACACAAAAAGCGGCATAA -ATATAAAAGAAGTGAACTATATACCTACATGGGTAGATTTGAATTATTTAAAGAATAAACCTGTTTATAA -AATACTTCCTATACCTGCTCCTGACGTAAATGCACCATATATTAACAGCAGGAATAAAACCTTTGTCAAG -CAGTCATATATTAATACCATGAGCCTGATGGCAAAATTTAGTGGAAAAAATTAATATTTATATAAATTTA -CAAATTGAGAAAATTCTTATAGAATATATTAGGGTATATACTGCTATCACTTAGAAAGGGAAATTTAAAA -CGTAATGTTCAATAATCTTTTTAGTACATTTTCCAATGCTTTCAAAAATAAACCATACCGAAAAGCAGCT -ATTGTTTCGGCTATTTTTATAATTTTAAATGCATTTAAGACAAGTCTTTTCAACTACCTTTTGCTGCCCA -AAACCGGTGTACATTTATTTACTTACAAATTCTGGATATCCTTACTTGTTTGTATTATAGTCTTTTCATT -TGTTCTCAGCTTGAAGTCCAGATACGTTTTTTTAATCGTTTATATAATACAGGGTATATATTGTTTTACT -AATATATCATACTTCCTTTATTATCATAGTTACCTACATTTTCTTCAGTGGATTTCCTTGTTTAAGGAAG -CCATGATTTCAGCTTCACACTTTGCTAATCCAATAAGCGTTCAGCTGTTGGTAGTTTTTATTGATGTTCC -TGTAGCTTTATTTATTTTCTTTAAATGTTTTAAACGGGAAGTTAAAAGTACAAGGCTTCCTTTACTGCGT -AACGTTCTTATTGCATTATCTGTGGCGATTCTGATAATTATTGAGATATTTAATTTTTCAAACAGACAGT -CTGTTGTACAGTTCATGAACGACAGGTATTCTGGAGAAACCCGTATAGTCGAAAGGTACGGTACTGTTGC -AAACGGAATTGTTAGTATAGTTCAAAACAACACTGAAGAAAAACTGATTAAACAAATCAATTACGGTAAA -AATATTTCTTCCCCCAGTAATGTAACTGCTTCCAAAAGTACTGTTGAGCAGCCTAATTACGTTGTTATAC -AAGTTGAGTCAATGGACTCAAATATTGTTAAACAAAAGTATAAAGGCTCATATATCATGCCTTATATGAG -TTCTTTGATGAATAACAGTGTTTATTATCCGTACACACTTAGCTATCATAAGGGTGGAGGTACATCGGAT -GCCGAATTTTCGGTTATTAACAGTGCTGAAACTCTTGATTCCTTTCCTGCTATAAAGCTGTCGTCGTATA -ATTATCCCAACTCCGTTGTCTCAAAGCTTGCAAAAGCTTCATACAACACAATGGCTTTTCATGGCAACGT -GGGAACATTTTATAACAGAAATATAGCATTTTCAAAAATGGGCTTTAAAAAGTTTTATGATATTAACTCA -ATGAACTTCGATGACGAGGGCTGGGGTGCACCGGATGATAAGGTTTTCTCATTTGCTTTTGGAAAGATTG -ATAAAAGTACAAGACCCTTTTATGCTCATATTATTACAATGACGAGTCACGGCCCTTTCGAAAGTGCTAG -AAATTACTATAATAACAAGGCTTATGATGATATTGAAAATGAAATAGTGAAGAACTTTTATAATTCCTTC -AGTTATGTTGATGAATCAATAAAAGATTTTGTGGAAAAGATTCAGACAAAATACAGCAACACATATATAA -TTATTTACGGTGACCACACTCCAAATATCAGCTCAAAGGATTTTGCCCAAGCTTCATTTATAGACGATGG -CAAGTACTTTGAATTTGTTCCCATGTTTGTAATTACACCTGACCATAAGAAGTATGTGGAAGATTCTGTT -GTGGCCTCCTTCCTTGATGTTTCCCCCACCATAATGGCTACATCAAAGCTGGCATATAACATTAAAACCG -ATGGAAGAAGCCTGTTGGACACACAAACTACCCCAGCAGATATCCCTTTTAAAGGTGGTTCCTTTGACCG -CATCCAGTTGTATAATAAGATATCAACCCATAAGTATGTACAGGAAGAGCCTTTATGGCGTAAATATTTG -CCATCCTTTATTTCTTCCAGTCTTATAGAGCGGCATAAATAATTAAAACAAAGCGGCAGGGAAACTCCCT -ACCGCTTGTTTATTATTTTACCAACATTTTTAATTATAATTGATATAGACCCGTCAGGGTTATTTGCAAA -TTCTATCATATCCCTGTTATCGTAATAGCTTAGTGGAAAATTTATCTCAATGCCTGTATCTGTCTTTATC -TTATGCGTTTTAAATTTTTTCTCTGCTAATTTCTCAGGTACTTTAATGGCCTCTTCAATCAATCCGGCTT -TCTGGATCTCCTGTATGTACTCCTCCCTAACAGCCAGATTCGTATCAAATACCTCTTGAGCTATTTCGTC -CACCCGTATTTCACTCTTTTCTTCCAGACCTTCCGATACAACCTTTTTTAGCTTTGCTACTTTGTCGAAG -TCCTCGTCATAGTATTTTTTGCTGATCTTTTGTGTTACTTTATCAATAATTTTGAGCTTTTGGTTGTCCG -ACAAATCAGTTGTACACTTAATCAGGTAATTTGACATGTAAAATTCCTTTGTGCCGTTTATTTCGTAGGC -TTTTTCAATGAGTTTTATTTCATCTGTCTCCAGAGAAATAAGAACAGCCTCATCTACTTTCTGTCCATCT -GAGGGTAGAAGTGTTTTATACCTTATAATTGAATTTACCGCCCCTTCTTCCATCTGATTTACATAATGGG -TAAACCCTGTCTTATAGTTCAGTTTCAATAAAGCCAGATATGGTTCATTGCCCGCATGAAAATGACAGCA -TATGAGATCTCCGGAAGAGATATCAATATTTTTAAGCATAAAATCAAAAGTCATTACTCCAATGGCTCTT -GTCACCTCCATAAAACGTCCTGAATCCTCTTTGAGTGCATTGCATATATCCTTTATTGTATTCACTTCGC -CAATAAACTGAGCCTTTTTCAAGTTAGTATCCTCAAAAATTTTTGAAATGTGCTTTTCCAAAAACTCTAC -CGTCTCTCCGCTTAACTCGATTTCCTTATCCGAAAGTACAGGGAAGTTTACACTGGTATCTAAAATGTGC -AGGACCGCTGTTTTTATGTGAATATCGTTTTCCATATTAAATAATATCTCCTTTTCACGTTCAAGTTAAA -TCCGTCCTATATTATATCAAATTTTTAATTCAAAAATTAATACATATTTGATATAATCTACTGTGAACAG -GAGGAATCAACATGTTGTTTGGAAGATTTAGATCATCTATATATTTATTTAAAGCAAACAGTGCCTATCA -AAAGGGCAATACTCAAGAAGCCATAAATCTTTTGGAAAAAGCCTATAAGACCGAAAGTGCAAAAGCCGTC -GTAGTTACAACTTATGGCTATCTTCTTTTAAAGGAAGGACATCTTGATGAATCTTTAAAGATATTTAAGG -AGCAGCTTAACTCCACTTCAAAGATTTCAGATAATGACCTGTACAGTCTGAAAGCCAACTACGCTCTTGC -CTTGTGGAAAAACGGAGAGCTTGACCGAGCTATTGCCATTTATGAAGAAATATTTCCAAATTACAAAAGT -ACAAATGTTTATGGTAGCCTGGGGTATTTGTATATCCTTAAAGGTAATGTTGAGAAAGCACTAGAATTCA -ACCTTGAAGCTATGGAATACAATAATACTGGTGCAGTAATATTGGACAATCTGGGTCAAACCTATTATAT -GATGGGTGAATATACCAAAGCTGAGGAAATATTTAAAAAACTAATGGCATTGGGGCCAAAGTTCCCCGAA -GCATATTATGACTATGCCCTAGTATTAGAAAAATTAGGGGAAAAAGAGAGTTGTATTGAAAATCTTAAAA -CTGCTTTGAATTACAAGCCTAATTTCCTGTCTGGTGTTACTGTGGAGCAGATTCAAGAAAAGCTGAATCA -GGTTGAAGCTCAGTAAAAAAGCCAGTATGACGATAAATAAGTTTGTAACGGTAAAATGTCATTTAACTGT -TACAAACTTATTTTAATATTTTTAGAAACCAAATTGCAGCATTGATTCCAAAATCTTTTTATGTCCTTTT -TCATTGGGATGAATGCCGTCTGCACAAATCTTCGAACTGTAGTCTCTGCTAAGCAAAAAGCTTTCTCTGA -TATCTATCATTTTACAATCCATTTGACGTGAAACCCACTCTACTGCATTGTTATAGGCTTCCTGCCAACG -GTATATTCTCGCCACGTCACCCAGCCAGTGAAGGATATTTTCTTTATTTAAGCCTTTGGATATCCAGTTA -AAATATCTTTCAGGTTCCAGGGGCGGTAAATTCATAAGTACAGGTGTTATATCTTTTTTTCTGAACATCT -CCACCATATTTTGCAAGGTATTTTTGAAGCTTTCAATTGAAGTTTTGGGCTGATGTACTAAGTCCGGGTT -TTCAGCTACCTCGCTCCAGTTAAAATCACAGTCATTTCCGCCAAATTCTATTATTACAATATTTTCCTTG -CCGGTAATTAATTTATCTATAGATTTTGATATTCTGTTCAGGGCCTTGGTGGAGGTCATACCAAAGTATG -CATTATTCTTCACATTAAAGCCTGTTATCTGTGCAAAGTTGCTAATGCTGTTGTCTTTCATAACCTTATA -TTTGCCGTCTTTTTCATCAAGAATAATACCTTTTAAAATTGAATCTCCCCAAACAATAATATTTTTTTTT -GTTAGATTTGACATAGCCGATACATCTCCTATTATGTGTTTGTACGTGCTTCTATAATTATATATTAAAT -TGTTAATACTTTATTATCTAGTTTTCATTACTATATTATCTGTTTTTGTGATTCTTGTCAAGGTTTTATA -ATATATTATTGTAAAAATCAAACAATATGTTATAATTAGCATAACCATTTAGCAGGAGTGATATTCAATT -TGGATAACAGTAAGCTCGGTAACATAAAAAAAGAACTTGTCGATTTGTCAGCCGCACTGGGTTCATACAA -GACTGAAGGCTGGAATCAGTTCCCACGCATCGATTTATATATGGATCAAGTAATAACATATCTTGAAAAA -CTGCTGAATATTTTCGGTAATACTTCCGATTCAAGCAAGACAATTACCTCAAGCATGGTAAATAATTATG -TGAAAGAAGGCTATTTAAAGCGTCCCGTCAATAAAAAATATGACAGGGTGCATCTTGTGTCACTTTACAT -TATGTCAATGCTAAAGCCTATACTGCCAATTCCTCTTATTGCAGGTTCACTGAATAATTTTAATAATGAA -GAAGAGTACCAGTATTTCTACAGTGCCCTTACAGGTTTACAGAACGAGGCATTTAGCAGTGTTTCCCAGA -AGCTTCTAAACCTTATTGACAATTTGGACGAGGACGATTGCGAAACCTCCCTCCGTCTTTTTGCTTTACA -GCTTTCAAGCGAAGCAAATGCCCATAGGATTGCCGCAGAGAAAATCCTGTCATTGCTAAATGAAAATGAA -GCTTCAAATAAAAACGACAAGAATAAAAACAAGTAGTAATAATCATGCAATTATTTGGTACAACCCTATA -ACCAGCAGCAGCATGCCTGATATGATTGTCGCTTTTTCCCCCAGAAATTTTGACGCATACCGTCTGCCTA -TAATAGCTCCTACAGAGATAGTTATAAGACTGAATACTATTACTGCTCCAGACAGAACAAAAGCATTTAT -TCCGTATATTCCGGCACCAAATCCCGTACCAATACAGTTAGATGCCAGAGCTATACCAAGAAGTATAGAT -TCTTTAAGGGATATATCTCCAGAATAGTCTCTGTCAGCAATACCCGGATCATCCATCACAGCCTTTATAT -CGTCTATGTACTGAATACCGTTACCGTAAGCTTTTTTGGTTTTTTTCCTGCTTTTCAGATATCCTATAAT -TGTGAATAAGCCCATTATAATTACTATAGAACCGCCTATGGTCTTTCCAAGGTAGCCGGGTATGTAGTTT -GTAAGGATATTTCCCAGTAAACTGGATAATAAGGTCGCTATACCGGAAAACAAAGCGATTGATATATTGG -ACTTAAACGGAACCTTTATCTTTCTTACTCCATACGCCAGACCGATTGCCATATTGTCTAAATTCGGTGC -CAGGCATAGTAAAAAAACTGATAGAATAACCCCCACGGTCTTTTCACCTCAAGATAGTATATTGAGTTTT -ATATAGAATAGTGCGTGTACAAAAAACGAATTATTGTATGTAAATTTTATACTTTTAAGTATTTTTATGT -TTTTATAGTTAAAACGTATTGACAATTTGAATGTAAGGATGTAATCTTATATTAAATTTAATATCTGCCC -TTTAAACCGTTGATGTGGAGATAACGGTGATACGTGCACTTACAGAGAGCAAGGGAAGCTGAGAGCCTTG -CGGAACGCAGTACATCAAATGGACCACTGAGGGCGTAGTCAAATGGGGGACTTTTCCTTCCAGAGTATTC -TACGACGTAGCACATGCGTTATATGTGGGAAATATGTTTGTATTTCGTAAAGCGTGTAAGATTTATTTTA -CTTACAAAACAAGGTGGCACCGCGGGTGAATTTTAGTACACTCGTCCTTGACTATTTCAGTCAAAGGGCG -GGTGTTTTTATTTTCTCAGAGAAAATAAATCTTGAACTAAAAAAGGAGTGATATTATGTACAAACCAAGC -TTGGAGGAAGCAAAACAACTGTCAGCAGGATATACCATTATCCCTGTTAGCTGCGAAATCTTCTCAGATA -TTAAAACGCCTATTGCCGTACTCCAAAGTCTCAGGGCTGTAAGCAGTCGTTATTATCTTCTGGAAAGCGT -TGAAAACGGTGAAAAGTGGGGTCGGTACTCCTTTTTGGGCTTTGATCCTGTAATTGAGCTTTCCTGCAAG -GACGGAAACCTTGAAATAAAGGGAGAATATTCCAAAAAGGTATTCACAAATGATCCCAACAGCTACATCA -GAGAAATTTTGAACGAATACAGGAGCCCAAAATTAAGTTTTCTACCCCCTTTTACAGGAGGCTTCGTAGG -GTACTTCGCATATGATTATATCAAGTATTCCGAAAGAACTCTCAAACTTGATGGAATTGACGATGCAAAC -TTTAACGACGTGGATTTAATGCTTTTTGACAAGGTAATAGCCTTTGACCATTTTAAGCAAAAAATTATTG -TAATTGTAAATATAAAAACGGATAATCTTGAATCAAATTATGGAAAAGCAATAAAGGAAATAGAACGCAC -AGTAAATCTGATAAAACAGGAAATCCCTGCTGAAAAGCCTGTTTCAAAGTTATTGTCGCCCTTTACCCCT -AACTTCACCATGGAACAGTACGCTGAAATTGTGGAAAAGGTTAAACACTATATTTTTGAAGGTGATATAT -TTCAGGCTGTTCCATCAAACAGGCAGACGGCAGACTTTGAGGGAAGCCTTTTGGATGCCTATAGGACTTT -AAGAACCACCAATCCCTCTCCATATATGTTCTTTGTCAAGTATGATGACCTGGAGATAGCCGGGACCTCA -CCTGAAACACTTATAAAGCTGGAAAACGGTAATCTCTCCACCTTCCCTATTGCCGGAACAAGACCCCGAG -GGGAAACCGAGGAAAAAGACAGGGAATTGATTGAAAACCTTTTAAGTGATGAAAAAGAGCTTTCAGAACA -TAACATGCTTGTAGATCTTGGAAGGAACGATTTGGGAAGAATCAGCGAATTTGGAACAGTAGAGGTTAAG -GATTACCTAAGTATAAAAAAGTTCTCCCACGTTATTCATATAGAGTCCAAAGTCACAGGAGAGCTGCGTA -AGGATATGGATCAGCTGGATGCCATAACCGCTATCCTCCCTGCCGGAACGCTTTCAGGAGCACCAAAGAT -TCGTGCCTGTCAGATAATAAATGAAGTTGAGGGGCACAGACGCGGGATTTACGGCGGTACAATAGGGTAT -ATTGATTTTACGGGAAATATGGACACCTGTATTGCAATAAGGACAGCCATTCTAAAAGATAAAAAAGTAT -ATGTCCAATCCGGCGGAGGTATCGTTGCAGACAGTGTTCCCGAAACAGAATATATGGAGACGGTAAACAA -GGCAAGAGCTGTAATAAGTGCTTTGGAGATGTCTGAAAGGGGGATTGACTAATGATTTTATTAATTGATA -ATTATGACAGCTTTTCCTATAACCTTTATCAGCTTATAGGCACTATAAACAGGGATATAAGGGTTATTAG -AAATGATGAAATTACTATTGAGGAAATAGAAACTTTAAATCCTTCCCATATTATCCTTTCACCCGGACCC -GGACGCCCCTCAGATGCAGGTATATGTGAAGCAGTAATAAAGCACTTCCATAAAGCAAAGCCCATTTTAG -GAGTATGCCTTGGGCATCAGGCAATATGTGAGGCTTTCGGAGCCACTGTTACGTATGCAAAAGTACTGAT -GCACGGCAAAAAAAGCCTAATACACATTGCAAACGGCAGTGCTGTTTTCAGAGGTCTGCCGCCCATTATT -GAAGGTGCAAGATACCATTCTCTATCAGCAGTACGCAGTACTCTTCCCGATGAACTATTGGTTATAGGGG -AGGATGACAGCGGTGAGGTTATGGGCATCAAGCACAGAGATTATGACGTTTATGGACTTCAATTTCATCC -GGAGTCGGTTTTAACGCCCAATGGTATAAAGATATTGGATAATTTCCTAAGAATAGGTGGTGAAGCAAAT -TGATTCAGGAAGCTATTTATCAGGTAATCAACAAGCAGGATTTAGATCTTGATAAAACAATACAGGTTAT -GGAGGAAATCATGGAGGGCCGTGCTACAAATGCACAAATAGGCTCATTTCTCACAGCAATGAGAATGAAG -GGCGAGACTATAGACGAAATAACAGCATGTGCAACTGTTATGAGGCAAAAGTGCAAACGAATCCACCCTG -AAAAGGATGTTCTGGACATCGTTGGTACGGGCGGCGATGAGGCCAATACCTTCAATATCTCAACAGTGTC -CTCTTTTGTAGTCTCCGCAGGCGGTGTTCCCGTTGCAAAGCACGGAGGACGTTCTGTTTCCAGCAAGTGC -GGCAGTGCCGACCTTCTGGAAGCACTGGGTATTAATATTGCACTGTCCGCAGAGCAAAGTGCAGAGATAC -TGCAAAAAATAGGAATGTGTTTTATGTTCGCTCCAACCTATCATGCTTCAATGAAGTACGCCGCTCCCGT -CCGTAAGGAACTTTCAGTGAGGACTATTTTTAATATACTGGGGCCTCTGGCAAACCCGGCAGGAGCAAAT -ATGCAGCTTTTGGGAGTGTATGATGAAAATCTTGTAGAGCCTCTTGCAAGAGTTCTGCTAAATCTGGGAG -TTAAGCGTGCGATGGTTGTTCACGGACATGACGGTCTGGATGAAGTAACACTTTGCAACACCACTACAAT -CTGTGAGGTCAGTAATGGAAATATCAACAGCTTTTTCCTATCCCCTGAACAATTAGGCTTTTCAAGGTGT -CTGTTAAAGGAATTGGTTGGTGGTGACCCAAAGAAAAATGCCTCGATAGCTCTGGATATTCTTAATGGCA -GTAAGGGGCCCAAAAGGGATATTGTGGTACTCAATTCCGCACTATGCCTCTATATGTCTTACAACCAGAT -TACATTAAGGGATTGCGTAAAAATGGCTGAACAGCTTATTGACAGCGGTGCTGCAAAGGCCCAGCTGAAC -AAATTTATAGAGCTGTCAAACAGCTTTAATCAAGAGGTGAAATGATGATTCTGGATAAAATAGCCGCTAG -TACAAAAATACGTGTTGAGAATCTAAAAAAGGAAGTGTCTTTTAGTTTTGTAAAATCTGAGGCATCAAAA -TTGGTAAACAAGAGTCCTTTTGCTTTTGAAAAAGCAGTAAAGGATGGTGAGCTTACTTTTATATGCGAGA -TAAAAAAAGCATCCCCTTCAAAAGGGCTTATTTCTGAAAATTTTCCTTATATTGATATAGCCAAAGATTA -TGAAGCTGCCGGAGCCGGAGCAATCTCTGTTTTGACAGAACCTGAATTTTTTCTTGGCAGTGACCAATAT -TTGAAAGACGTTAAAAAAACAGTTAGTATTCCTGTTCTTAGAAAAGATTTTACTATTGACCCGTATCAGA -TTTATGAAGCCGCCTTAATAGGTGCGGACTGTGTACTGCTTATATGTGCCTTGCTGGACACTGATACCTT -GAAAGAGTATATAAAGATTGCAGATGGCCTTGGACTGTCCTGTCTTGTAGAGGCCCATGATGAAAATGAA -GTAAAAAGTGCAATTGAAGCGGGCAGCAGGATTGTTGGCGTTAACAACAGGAATCTGAAAACCTTTGAGG -TTGATATAACCAACAGTATTCGACTTAGAGAACTTGTACCCTCTGATATAAGCTTTGTATCGGAAAGCGG -TATTCGTACTGCCCAAGATATTTCAGCACTTCGCAGAATTGGTGCAAGTGCCGTTCTCATTGGAGAAACC -CTTATGAGAAGTGGTGATACGGGTGCAGAACTGGCAAAGCTCCGGGGGTCTGCATAAAATTTAGGTTATT -TCTTTAGGAGGTTATTATGTCTGTAAAAATAAAAATCTGCGGTTTAACAAGGACCCAGGATATTGAATAT -GTAAACGAAGCATTGCCCGACTATGTAGGTTTTGTTTTTGCAAAAAGCAAAAGACAGGTAACTCCTGAAA -CTGCCGAACAACTTAGAAAGCTTCTGGATTCAAGGATTGCTGTTGTAGGCGTTTTCGTAAATGAGGATAT -AGATAGAATAACCTCACTATGCAAAAACGGAATCATTGATATTATTCAGCTCCACGGAGATGAAAGCGAT -GAGTATATTGAGTCACTGCGTCAGAATATTGATAACCTCATTATAAAGGCTATCAGAGTCAAAGACAGTG -AATCGGTAAAGGCTTCCTGTTCCCTACCCTGTGACTATTTGCTTTTTGATACCTTCTCAGGCAATGATTA -CGGAGGAACAGGCAAAGCATTTGACTGGAAGCTGATTTCTGATATAGATAAACCCTTCTTTCTGGCTGGG -GGAATATCTATTGACAATGCAGTGACTGCAATTAAAAACATGAGCCCCTACTGTCTCGATATCAGCAGTG -GCGTGGAAACAGATTCTGTAAAGGATAGAAATAAAATTTTAAATATTGTAAATTTGGCAAGGAGTGTGAA -GTAAATGATAAAAGGCAGATATGGAAAGCATGGGGGGCAATATATCCCTGAAATATTAATGAACACCATA -AATGAACTTGAAGAGAGTTATAACTATTATAGAAATGATTTTGACTTCAACAGGGAGCTTAATACCTTAT -TGAAGGAATACGCAGGAAGGCCCTCCCTGTTATATTTCGCAAAAAAAATGACAGAGGATTTGGGTGGTGC -AAAAATATATCTAAAGCGTGAAGACCTGAATCACACAGGTTCCCACAAGATAAACAATGTTCTGGGACAG -GTGCTTCTGGCAAAGAAAATGGGCAAAAAGCGTGTCATAGCCGAGACAGGTGCTGGACAGCACGGTGTGG -CTACTGCAACCGCTGCGGCACTTATGGGTCTTGATTGCGAAATTTTTATGGGTCTGGAGGATACTAAGCG -TCAGGCGTTAAATGTTTTCAGAATGGAGCTGCTGGGTGCAAAAGTCCACCCGGTTACAAGCGGAACACAA -ACCTTGAAGGACGCAGTTAATGAGACTTTCCGTGAGTGGGCTTCAAGAATGGATGACACCGCCTATGTAC -TGGGTTCTGTTATGGGGCCTCATCCATTTCCTACGATTGTAAGAGATTTCCAGAGTGTTATTGGTAAGGA -AGTCAGGGAACAGATGTTGGAGAAAGAAGGCAGGCTCCCGGATGTTGCCATGGCTTGCGTTGGCGGCGGC -AGTAATGCTATGGGACTTTTTTATGACTTTATAGGCGACAAATCCGTTGAGCTGATAGGATGTGAAGCCG -CCGGAAAAGGTGTAGATACTGAATTGCATGCAGCTACTATAGCAAAAGGACAGCTTGGAATATTCCACGG -TATGAAATCGTATTTTTGTCAGGACGAATACGGACAAATTGCTCCCGTTTACTCTATTTCGGCAGGCTTG -GATTACCCCGGAATAGGTCCCGAACATGCAAACCTCCATGACACGAGCCGTGCTAAATATGTCCCCATAA -CTGATGCAGAGGCGGTTACAGCCTTTGAATATCTTTCACGTACCGAAGGTATCATTCCGGCAATTGAAAG -CTCCCATGCAGTTGCACATGCCATGAAAATTGCACCTAAAATGGAAAATGACAAAATAATAGTTATTTGC -CTTTCAGGAAGAGGAGATAAGGATGTTGCTGCTATTGCAAAATATATGGGGGTGAATATTGATGAGTAAA -ATCAGTAATGCATTTAAAAACGGTAAGGCATTTATAGCCTTTCTTACAGCAGGTGACCCTTCCTTAGAAA -AGACCGAGGAATTTGTTCTGGAAATGGTTAAAGCAGGTGCTGACCTTATTGAAATAGGTATTCCATTTTC -AGACCCTATCGCAGAGGGCGAGGTCATTCAAAGGGCAAACCTACGAGCATTATCAACAGGAACAACTATG -GATAAAGTTTTTGATACAGTTAAAAGAATCAGACAAAAGACCCAAGTTCCACTTGTTTTCCTAACCTATC -TTAACCCTGTATTTACCTACGGTTATGACCACTTTTTCAGAGAATGCAGCGAACATGGTGTTGACGGCGT -TATAATTCCTGATATCCCATTTGAGGAAAAAGGTGAGCTGATGCCATTTAGTGATAAATATAATGTTGAT -ATTATTTCTTTAATTGCACCTACTTCTGAGGAACGTATCAGTAAAATAGCATCCGCCTCAAAAGGTTTTG -TCTACTGTGTATCCTCAAAGGGAGTCACAGGTGTACGCAATGAAATTAAAACAGACCTGCAGTCAATTGT -ATCCTCTGTCAGGTCTGCAACAAAAGTCCCTGTGGCTGTAGGCTTTGGTATATCCACCCCTCAGCAGGCA -TCAGAGATTGTTAAATATGCCGATGGTATTATTGTGGGAAGTGCTATTGTAAAAATTATCGAACAAAACG -GTAATAATGCCGCGGCACCTTTATACGATTATGTCTTGAATATGAAAAAGTATATAATATAAAGAATTTT -TCCTTATTATACAAATCAGGTGATAAAGAAAGTTTTATCACCTGATACTTTATTTTTTACAGATTTTATC -AAAAGTAGCTGTTGCCAGTAAAACAACAGCTACTTTTATACATTTTTATTATATTTTAAGGAAGCTTATT -CCCTGCTGCAAGATATATTTCATACCATTCCTGTCTCGTAAGCTCGATTGTGGATGCTTTACAAATATCC -TTCAGTCGTTTAGCATTTGTTGTACCCACAATTGGCTGCATTTTGGCAGGATGTCTTAAGAGCCACGCAA -TAGCTATAGCTGTATTTGCAACACCTTTTTCTTCGGCCAGCTCATCAATTTTTTTATTGAGTTCAGGGAA -TTTGTCATTATTGAGAAACACTCCCTCGAAAAAGCCGAATTGGAAAGGTGACCATGGCTGGATTGTAATA -TCATTTAGCCTGCAATAGTCCAATATGCTTCCGTCTCTGTCAACGGAACCTTCTACTTTCATATTTACAT -TAATTCCTGCATCAATCATTCCTGTGTTTGTAATGCTCAACTGTAATTGGTTAACAATTATTTTCTGATT -AAGATATTTTTTCAGCAGCTCAATCTGCATTGGGTTCTGATTGCTTACTCCAAAATTTCTTACCTTTCCG -TTACTTTGAAGAATTGAAAAGGCCTCAGCAACTTCTTCCGGTTCAACAAGTGCATCCGGACGGTGCAGTA -GCAGGACATCTATATAATCGGTCTGCAAACGTTTAAGGCTTCCATCAACAGCTTCTAAAATATGCTCTTT -GGAAAAATCAAAATACCCTTGCCTTATGCCGCATTTAGTCTGAATTACAAACTTTTCCCTTATGCTTGAT -CGCATATCAACTGCCTGTGCAAATACTTCTTCTGATTTTCCACCGCCGTAGATATCAGCATGGTCAAAAA -AATCTATTCCCTCTTCCAAAGCAGTATTAATAAGGTTGGCCGCATCATTTTTAGTCATTTCGCTTATCCT -CATACAGCCTAAAGAAATTTCAGAAGCAGTAAGTGCTCCGTTTCCAATGCTAATTCTTCTCATAAAATCA -TCCTCCTGATGTATTAAAACACTAACTGAATTCTACACCTTAAAGTAAACTTTAAGTCAATACTACTATT -TTGTTAAACTTAAAATATCCATATAAAAAAGAGTTGCTGCAAAACCTTTTTTCTTTTGGCTTTGAAGCAA -CTACTTTAAAATTTTCACATCTATATAAACTATTGTGTTACTGCAAACGCAGCAGCTATTGCAGCACCAA -GGCCTGAACCATCCTTTACAAGTCTTATTTCAATATTGGATGCGTCATCTCCAAGTGCCTCCCTGAATGC -CTCCTTCATAAGCTGGGGAGCATTGGGCATTTTTTCATATATTGTTCCGTCTATTGCAATTACATGCTCA -TTATTGACAGAAGTACCGCTGTTTTCCTGGTGAAAAAGTATTCCCATGTGTGATACCGCTACCAGTCTCA -CTGTTCTTTTCAATATGGCTTCGGATACCCTCTTTACTATCTCCGCATCTTCAATGGAACATTTATATTG -CTCTTTTGTATTGGAAGGATACAAAATGAAATTCTCTACCATCAATGCGTTGAAGTTCTGATTGAAAAAC -GCATCTATATCAACATCCTCATTTGTAAACAATGCATTATTTTTGTAGAGATCCTTACAAACCTCTTTCA -GAAGGCTCCCCATGTAGTAACCGGAAACCATTTTTTCAAGGAGCTGTGCTCCCGGTATTTGACTGTTTTT -ATCTATTATCTCATCGTACTTGGTTACGGGAAGTCCCACATTATAGTTGCCCGATTCTATGTTTACAATC -ATCTTTTGACCATTAAGAGGATGATTGTTCTCCAGATAACATGTGTTATGCCCTGTACCCATTATAGATC -CTATATCCGCCGTCTGATAACTGTACATTGCTACCAGTAAAGTACCTACGGTATCATTCAGTATGGCGAC -GGGCTTAACATTTATATTTTTCTCCTTTAATGACTGTTCAAGAAGCTTATTAATATTCTGGCCTACAACG -CCTGAAGTTGTTATTTCCTTGGTCCACTGAATAAGATAAGCATCATTGATTCCTTCCTGTCTGCATGGGA -ATGAAAACGTGTTTCCAAGATATAAAGATTCTTCCGGCTCTAGCAACTCTCCTATGCATTCAGCCATAAA -TCCAAACAGCTGCTTTTCATCTGAATCTGACTTTGTAAGGTCATAATTCTTTTCCTTATTAATTAGCTTC -TGTTTTATTTCACCAACTTTCTCAAAGTTGCCATTGTTAATTTTATACTTTGTGCATCTGAAATTAGTGC -CACCCATGTCGATGGTCATAAAAGTACCCTGTTCTTTTCCCGTAGGCTTTCCAATATATGATGGAAGCAT -TTTAAGGCAGGTTTTTTCGCCATTCAGACTTTTTTCCATAGTTTCCTTAAACAGCATTGCAGTACGCAGC -ATACTTTCTTTATTAACCTCAAAAGCATTAATAACATCCTGTACTATTTCTAATTTGGACCCCATTACAC -ACCTCTCCACAGTATAATTAAATAAATTTGGTGTTTTTATACAATAATCTTAAACTGATTGTATATTGTT -ATTTCAAAACAGGTCAAGCCTGAATTACACCGTTAATAAAAGACATCGCTTTGAGAAGCTCATCTGTTTT -CTCGCTTTGGTAAAACAGTTCAAAGGTTTTAGCATTGAAGAACATATATTTCAGAACCATTCCCTTTTCA -ATGGACTCAAGAGATACTCTTTTTATAGAATTTAAAGGTACAAATATCAAGTCTCCGCATATATCCTTAT -CATCCATTGGTTCATAATTTTCCTTAAACACTATTATCTCATTATTGCTTACAATTGAATAGTGTGTTTG -TGTAATAATTTTTCTGAATATTGACCAATACCTGTCATAAACTCTCTTCTGATAGAGCTCACAAACAGAC -GTCTGATTTTTAAATAACGCTTCGGCTGTCAGGACTTTCCCCATATACCATGATTCGTCGATATTTTGCT -CACACAAATCAAAAACTTCTTTAAAGCTGTTTTCCTGTATAATAAGCTTCCGCAGTTCTTTTACCAATCT -GTCCATAATTTCTTCTGCAAACGGATCAAAGAATACCTCTTCCCTATCTTCCTCGTTGTAGTGGATGTTA -AGGCCGACAGGTCTAGGAAGTCCTTCCAGAACTATATAATTAATATCGCTATATCTAATGGTATATTTTG -TTATGCTTTGGTTCACTTTTTTTAAAACAACGATCCTATCTTCATATATAAGCAAAATTTTTTCATAAGC -GTTATTCTTTTGGTGTGTTAAAGATGAGCATAATAAAATATGTACAGGACTGAGTTCAGTCTGCATAAGG -CTATTAAAATACTCCTCATATTCATTTTTAAGAAGTTCTATATCATTATTAATAAAGTCTTTTGCATTTG -ACCCATCGGTATAAAACATATTTCCACTCCTTTTACAGCCGGGGTTAAAGTTCCCCGTAAGTATAATTGT -ACAAAAATATATAATATTTGTAAAACAAAATATATGTCTGCTATTTCAATTTACGTATTTAATCAACCCT -TCTGTAATACCTGCTACCATTTTATTCTGGTATTCATCTGTATTAAGGAGCCTGTCCTCCTCCGGATTCG -TCATAAATCCCATTTCCAAAAGAATTACGGGAACCTTTGACCAATTAAATCCCGTCAATTCAGAGGTCTC -TTCAATCCCTCTTGACTTGGCTTTTGTGTGCTCAAGCACACCTTCAAGAACAAGTTCCCCTGCTTTCCTG -CTGTTTCTAAGAATTTCCGTATCGTTTATATACTTGTTTCCGGGTACCATCATAAGGACTCCCGATATAC -TGCTGTCATTTATGCCGTTTCCATGAATCCGTATGGTAAGGTCTACTTCAGATGAATTCCATAATTTTGC -CCGCTCCACATTTGTGAGCCCGCACTCCTCGGTTTCCCTTATCATAACTACTTTTGCACCTTTTTGTAAT -AAGGATTCCTTAAGCTTTTTAGCTACCGTAAGATTAAGACTTGCTTCCGATACCCCGGTAGCTACTCCCC -TTGTGCCACTTGCAGTTGCTGCTTTTCGAATTTTGGCACCGGGGGCTATTGGCTCTGTTTCCGTATTTAA -TCTTGAAGTTTTACCATGTCCCGCATCAATACAGACAGTAGTACCTTTGAGAAGAGTACTGCTTACTGAT -TGCGTAACTCTATCCTTTTGGTATGCATAACCTTGAAATCTGTTTACATGATTGGCAACCCCATATCCCA -AAATCAATGAAAAAGCTAAGGCAACAGCGTATATCTTCATATTTTTCATATTTTAAAACTCCTGTTTTAG -TTATTTTATTATGATAATAGAAGTAGTTTCCGTATTTTATATGATTTTATTATATTAAAAAAAATTAGGG -CCGTTTAGCCCTAATTTTCATTTTATCGTTGCTGCTCAATTAACATCTATTTATGCCGAATGTAGCATCG -GCAATAACTTTATTTCCCCGATTAAAATGTAAATACCACCTTGAAATCTCCATGTTTGCCTGTAGCATAT -TCGAAAGCTTTCTCCCACTCCTCTAGCTTGAAGGATCTTCCGATTATCCCATCAGTTTTTAGTGTTCCTT -TTGTAATATGCTCTATTACAAAAGGATAGCAATACGGTGAGAGGTGAGCTCCAAGTACATCAAGTTCCTT -TCCATCTCCGATTATGGACCAGTCCACTGTCGTTTCCGAACCAAAAACTGAGAACTCCACAAAACGTCCA -AGTTTCCGAATCATTTCCAAGCCTTGAATTACACTGGACGGATGTCCTGTGGCTTCAATATAAATGTCAC -AGCCGTAACCATCGGTTAGATCCATGATATTTTTTACAACGTCCTCTCTTCCGGGGTTAAATACAATATC -AGCACCAAACTCTTTAGCCTTTTCCAAGCGAGAGTCCATCATATCGAGAACAATCAGTTTTGCAGGGTTT -TTCATGCGTGCGTAGGTAATCATACCAAGTCCCAAAGTACCTGCACCTGATATTACTACTACATCCTCGT -TGGTTATTTGTGCCCGGTCTACACAATGCTTGGAACATGCGTATGGTTCTATCAGGAGAGCCTTCTCAAG -GGATAAGTCTTTTGGAACTTTATGTATTACCGCAGTTTTAGGGTAGCGAACATATTCAGCCATTCCCCCA -TTGTTATCTTTCTGAAAACCAAATGTAGCATGTGGCTGACACATCCAGTAGCGTCCGGTTTTACAGAACT -TACATTCGCCACAGGGAACAATCTGATCGGCTGTAACTCTGTCTCCAACTTCATAACCTTTTACATTTTT -ACCCATTTCTACTATAATCCCAAGAAATTCGTGACCGGGAATAAATGGAGGTTTTACCCAGGACTCTTGG -TTATTGTTACCCCAAAAACGACCGGCCCCGTCCATACACTTTAAATCACCTGCACAAATACCACAACCTT -CGGTTTTTATTACAATATCATCCGGCCCACACACAGGAGTAGGATATTCCTTTACAAAACGATAATCCCC -CTTTCCGTATGCAACTAATGCCTTCATTGTCTTTGGAATACTCATATAGACTCCACCTTTCAAATTATAT -TTTAATTTTGTAAAACTCTGTTTTAATGTTATTTTGCTGAACCCATCTCTGATATATATTTCTCAACCTC -TTCCATAGACGGCATTGATGACTGAGCTCCTTTTCTGGTTACGGAAATAGAAGCCACATTATTTGCAAAT -TCGACTGCTGATATGATATCTTTTCCTTTTGATAGGTACAGTGCCATAGAAGCAATAAAGCTGTCACCTG -CTGCGGTAGTATCTATTACCTTTACATCTTGAGTACTGATATACTTTATAACGTCATTTTGAGCCGAAAC -AAAAGAACCTTTACCTCCAAGAGTTACTATTACAGTTTTAACACCTTGCTTTTTTATTGAATCGACAGCT -TTACTTATACAGCTATCAACCTCTTCTATTCCTGTGAGTTTAACCAATTCTGTTTCATTGGGTTTGATGA -TATCAACGTTTGAAAGAAGTTCTGCCGGTAGATCATCCGGTGCCGGAGCAGGGTCAAGTATAACTGTTTT -CCCAAGCTCTTTCGCCTTCTTTGCTGCATATGTTACAGTTTCAATAGGTATTTCCAACTGAAAAATGACT -ATATCGCTTTCTTCAATTACTTTAAGATTTCTATCAATATATTCCTTACTTACATATTTGTTGGCACCTT -GTACAACTATTATACTGTTGTCTCCATGCTCATTGACATTTATTAGAGCTATGCCTGTATTAACGCCATT -AATTCGTGCAATGTGAGTTGTATCTACGCCCACAGCCTTTAAACCATCTATTTGAATATCACCATAGGAA -TCATTTCCTACAGCACCCAGCATTGTTACATCTGCCCCCAGCTTTCCTAAAGCATATGCCTGATTAGCAC -CTTTCCCTCCCGGTATAAATTCCAATCTATCTGCCAACAATGTTTCTCCAATTTGCGGCATATGTTTTAC -ATTAACAACTAAGTCCATATTAAGACTTCCTATAACTAATATTTTGCCCATCATACACCTACCTCTTTGC -AGAACTTTCAACTGTATCTATATTTATCTCTGTCAGCAATAAACAAAAGCTTCTCAATAAGAAAAATTTT -TCTTAAACCTGTTTTCTAGGTACATTATCTATATAATTCGACAAAAGTCAAGGCGTTTTAGTGCATTGTT -TTATGTTTTTATTGTTATTTTGCTCTTTCTCGCTAAAATAAGTAAAATAATGATTATTGCTGCCCGGGAA -AACTGTTTCCTAAAGATTTATTTGATAATATTTGCTTTTGTTTACCTGCTCTTTTTATTTGCCGAAAGTA -CCCGGAATCGCTAAGGAAACAGTTCAGCGGTACAACAAAATAAAGGGTCAATCGATTAAATCGATTGACC -CTTTTTATTGGGTATATAATTACTCTGTCTTAAACTTTGAAATCTCTCTTTTTAAATCAACTGACAGGTC -ATTAAGAGTCTTAGCATGGTTCGCCAGATCCTCCGCTGATGCCATCTGTTCTTGAGTGCTTGCCGAAATT -TCTTCTGTAGTAGCAGCTGATTCCTCCGCTACAGCTGAAATATTTTCCATAGACTCCATTACTTTTTCTT -TGGAAACCATTATGTTCTCAACTGACTTTCCGGTCCTTCCAATATTTTCAATAACCTCATCCATTGCACT -GAATACAGTTTTGAACAACTCCTGAGTATCTTTTACCGCACTTATCTGCTCACTTACCACCTCATTTGAA -TTATTCACTTCCTGTACCGTATCATTTGTTTTCCGTTCGATGTTAGCTATTATACTACTGATACTGCCAG -TAAACTCTTTTGACTGATCGGCAAGCTTTTTGACCTCATTTGCAACAACTGCAAACCCCTTACCCGCATC -ACCAGCACGAGCTGCTTCAATGGCGGCATTAAGTGACAGAAGATTTGTCTGCTCTGATATATTTACCATC -ATTTTTAGTATCTTTTGTATTTCCCTCATACTCAAACTTAAATCATTAATATTTTCAGATACTTTTGCAG -TAGTATTGCTTACTTGACCCGACTTAGTATTGAGTGCTTCAATAGTATCAGCTGCAGTCTTACTCAATCC -GTTAATTTCCTGTGCAATAGTCGTAACCTTGGCCACATCCTCTTCAACGTATACAATACCCTGTGAAAGT -TTGTCCATATGGCTTACGCTTTCGTTTATCTCTTCTGCCTGATCTGTAGAACCCTTTGCAATCTGCTCTA -TTGTCAGAGCTACCTGTTCTGAAGAACTATAGGCTGCTTCCGAAGCCGTTTCTATCTTTTGTGCGGAATT -AAACACACTTTGCGAAGAATCCCTTACACTTGAAACCAGCTTATTTATATTGGTTATCATTTCATTAAAG -TTAAAACTCACCTCTGAAATTTCGTCGTTTTCATTATCAATAATAGTACCTGTCAAATCGCCGTCTTTTG -CTCTTTTCATTGCAGCTGTCAGCTTATTCAGTGGTGTTGAAACACTCCTTGCTATTACAAGGCATAGAAG -TATAGCTATGAGTAAGCATATGATTCCCATTATTATTGTTCTAACTTTAAGGCTGTTTGCCTCTTCGTTC -AAATGTGAGTATGGTACAATCGATGCCAGATACCAATCATTATTGCCTATTTTCGTATATGTAACCAGAC -TGTTGCTTCCTCCAACCTTTAAATCGATATGTCCGGCCCCATTATCCTTTACTGACTTGGCTATGTTTTC -AGCCAGCTTTTTGGAGTCATCGTTTGATTTATTTACAGGATACTTATCTTCCAATCTGGAGGATATAATC -TTACCCTTTGAGTCTACAATTAAAATCGGAAAACCCTTACCGTTATCATCTTTACCAGTATTCATATCCT -TATAACTGTCTGCAAGAAAATTAATTTTGGGTATAATAACCATTTTTGCTAAATCTTTGCCTAAAGTTAA -TGATTTTATATTACTGATTATACCTGTATAGGTTTCGGCTTTTGTCCCGTCATTTACTTCGATATCTGTC -CATTTCAGCCTATTTTCTGCCTGTTTTGCTGCTTTTTCCGTGTTAACCAGCAAATTATTGCTTGTGTATA -CCTGTGTCCGTTGAAAATTTTCTCCGTACATCAGAGTACAGTTAATTACACCGCCCGAAACTGTAAACTT -ATTTGTGAGGATTGACTTAAGCTCCATTTCCCTGGTCATCTCTTCAAACTGATCCACTGTCGTCCCGTAT -CTATTCAGTGTGTTTTGTACCGATGCGTTCATACCAATATCGTTGATATAACTTTCTAAATTTTTTATTT -GGTTGTTAAGTACTACACCTGTCTGTTTAATTGTTTCCAACGAGTATGTTTTTACCGTATTATCAATTGT -ATTTGTAGAACTTGTGTAAGAAGATATACCTGTAATAAGAATCGTTACTACCAAAAGCAAATTGAAAGTA -ATTATCAATCTATTCTTTATTTTGATTTTCCTTAAAAGGAATGACTTCCCAGAAGGGGGTGAACCTACTG -AACCGCCGACTTTACCTGTTGGTTTCATTTTGGGCAATTTTTTTACAGTTGATATCACGGCTGATACAGC -CAAAGAAAGAAATCTTAAGATTTTCTTACCGATACCGTTCATTTTCATAAGCTTACCTCCACAATTTAAA -CTTGTATTTACAACGATTTTTAAGGTTTCTACAATTGTATTGCATCTGGTATCATAATTACATAATATTA -CCGTGGAACATTAGCAGAGTATTCAAAAAAGCCAATAATATCACAATTATTATTGGTTTTTACAATTCTA -TCATACTTCACTAAAAGTATTTTATCAAGTACTTTAGTCATTTTTTAGCAACGCAAATAACTTTTACCTT -ATGAATTTTCTTATAACTTATGGTAACATTAAAGGTTAACATAAAGAATTTCTTTGTTCCGGAATACCTA -ACATTAAAGATTAGGCTTTGTAAATAGAAAAAAGCACCCCTGTAGCGAGCTGCTTTCTCTTAGTCTAAAA -TACCTATAAATTACCTTTTTTTATTTCTTCTATTGATTTATAAATACTTTGCATTTTCCGATCAGTTTTT -GCTATTGTGTCTGCACATTCCTGAAGCTCTTTTGCAACAGAAAGCGGTACAGTGTCATTTGTTTTGTATC -TCAGCTGATGCTCAAGGCTAGCCCAGAAATCCATGGCCATTGTTCTTATCTGTATCTCTACAGGTACTAT -TTCCTTCCTGTCTGAGTAAAAAACCGGTACCGACACAACCAGGTGCAAGCTACGGTAGCCATTCTCTTTT -GGATTTTGTATATAATCTGTTACACGCAGCAGAACAATATCATCCTGCTGGGTAAGCATTTTTGCTATCA -TGTAAATATCATCAATATAATAACAAACTACCCTTATTCCCGCTATATCATTAAGGTTGGCTTTAGCCGA -TTCCAGACTTATCTCATAGTCTTTTCTGTTTAACTTCTCAATGATACTCTTTATAGATTTTATACGGCTT -TGCATATGATGTATTGGGTTTCTTTTATGTATTACCTGAAACTCATCATCCAGAATTTCTAATTTTGTGC -TTATCTCACGTATAGCTGACTGATACAAGTGCTGCATCTCAAAAAAGCTTCTTTTTAGGCTGTTGATATC -TTCTCCCGTGAATAATTGCTCCATGCCGTTAAAAGAGCTGATAGTTGCGGTTTTTTTCATTATCATACTA -GTTTGTACTCTCCTTTGCATTCGATAGGTAGTATACCTATATTATCCGAATAGAGTTAACAAAATTGTGT -CTACTTATATTATATCGGTACAAAGTTAAATAAGTATGAAAAAAATATGAATATTTATAAAATTATTAAC -TATTTTTGACCTTAATTCCTTTGAAAAAGAACCCTCAGGTGTGCAAATACACTGGAAAGGTATGTTTGTT -GCACTGTTCCGGCATTATCGGTATAATTATGTATACTACCATTTATATTTTCTTTAGTTTCAGAAGTATT -GACAAGTCATAATTTTGTTCACTTTATAATAAATTTATCTGATATTGGTTGGATTTAGTGGGAGATGTCT -ATGAAGAATTCTATAAAAGTATGCGTTGTACTTATATTGATAGCATTTATTGCAGTTATGGTTGCGGGTT -TTTATTTCTACGATATCTCCGTCGCCAGTTCAAAAAAAACACTTCTTGTTCAGGATATGTTACTTAAAAA -GTCCGTTATTGTAAATACGGAAGTCGAGCTGAATGAAGACTCATCCGATGATGCGGACTGGCTGAGCGGG -CAGCCTTATGAGACGGTTGATATTGTATCTCATGATGGATTGAAGCTAAAGGGTTATTACCTTGAAGCTC -AATCGCCTACTGCAAAAACTTCAATACTGGCTCACGGTTATTCGTCACAGGGGCTCTGGATGGGGTTATA -TGCCAAGCTGTATTATACGCTGGGTTATAACGTTCTTATGCCTGACAGCAGAGGTCATGGAAACAGCGAA -GGCAATTACGTCGGGTTTGGATGGGCGGATAGGAAGGATTATTTAAACTGGATTGATTACGTTATTAGGA -AAACAGGACCTGATTCTCAAATAGTTCTTCATGGTGTTTCCATGGGAGGAGCAACCGTCCTCATGACAGG -CGGTGAAAGTCTCCCCTCCAATGTAAAAGCTATTGTTTCAGACTGTGCTTATACGTCGGTTAAAGATGAA -CTCTCATACCAATTATCGAGAATGTATAATCTTCCATACTTTCCTCTTCTCAATGCCACAAGTCTCATTA -CCAAAATAAAGGCAGGGTATACCTTTGGGGAAGCATCAGCTCTTAAACAGGTTAAAAAGAGTAAAACACC -CACACTTTTCATTCATGGCGGTAATGATGAATTTGTTCCTACCGGTATGGTCAACAAGTTGTTTGAGGCA -AGTAACAGTGAAAAAGAGCTTTATATTGTTCCCGGCGCAGGCCATGGAGCTGCATTGACTGCAGACCCCG -AAGAGTATGCTTCTAAAGTAAAAGATTTTACCGAAAAATATATTAACAAATAAAGCTTTCAATTAGCATG -TTATTAAATAAAGAGTTATTTTGCTTTTTATTGAATTATATATGTCTATATGTTATATTGTTTACAAATA -AATGATTGGAGTTGAAAAGATGAAGTAATATTTCTTGCTGATTTTAACATAACTAAACAATAATTTTTGT -GGGAGTAATCCCTTGTTTTGTTGTGTTACGCAAGAAAGTTACTTATTCTTTTGGCTCATTCGGTATATCC -TTTGTTCACTGACTCCGGTAGACCGGGTCTTGCTGTATTTTTATGAGCTGCGGAAAATTAACTTTCTTGC -AGCTCATATCTTTTTATACAGGAGGATAAATTTTATGTCTTTAATTAATGTTACTAATCTGACTTTTTCC -TATGACGGCAGTTATGATAATATATTTGAAAATGTAAGCTTCCAGATAGATACTGATTGGAAGCTGGGCT -TCACAGGGAGAAACGGCCGAGGTAAAACCACGTTTCTCAATCTCCTGCTGGGTAAATATGAATACCGCGG -TAGTATCTCGTCAAAAGTTCCCTTTGAATACTTTCCTTATGAGGTTAAAAACAAGGAAGCGAATGTAATT -GATATAATTGAAGAAGCTTTCCCCAATTATGTACTGTGGGAGGTTATGCGTGAGTTGTCCCTATTGGAGG -TCGACGACGATGTTTTATACAGGCCTTTTGATACTCTGTCCAACGGAGAGCAGACAAAGGTTCTGCTTGC -TGCACTTTTTCTAAAGGAGAACAGTTTTCTGCTTATTGATGAACCTACAAACCATTTGGACATAAATGCC -AGAATGGTTGTCAGTGATTATCTCCGTCTAAAGAAAGGCTTTATCCTAGTTTCCCACGATAGGGCTTTCC -TTGATAATTGCATTGACCATATCCTTTCCATTAATAAAACCGGCATTGAAATTCAAAAAGGAAATTTTTC -TTCCTGGTTTGAGAATAAAGAGATGCAGGATAACTATGAACGTACGGAAAACGACAGGCTAAAAAAAGAT -ATAAGAAGATTGTCAGAGGCTGCAAAGCGAGCATCTGACTGGTCTAATAAGGCCGAAGCAAAAAAGATCG -GCTTTGACCCTACCCAAACTGAAAAAAGTATAGGACGCAGGCCTTACCAGGGTGCTAAAGCAAAAAAAAT -GATGAGCCGTTCAAAATCAATAAAAGAAAGACAGCAGTCGGCAATAGAAGATAAATCCAAGCTTCTTAAA -AATATTGAAAGCTCTGAAAAACTGAAAATTTCACAGTTGAATTTTCATACTAATAGGCTAGTTGAACTAG -AAAATGTATCAATTTTCTATTCTGATAAAAAAGCTTGTGATAATGTGACCCTCACTATTGAACAGGGGGA -CAGAATAGCTTTGATGGGCAGAAATGGTTCAGGCAAGTCAAGTATTATAAAACTTATTTGCGGTGAAGAT -ATTGATTACTCCGGCATTATCAGGAAGCCGAACCAGTTAAAGATTTCCTATGTATCCCAGAATACCGCCC -ATCTTTACGGAAATTTAAGCGACTATGCCAGAGCCAACGAAATTGACGAGAGTCTTTTCAAGGCTATTTT -AAGGAAACTTGATTTTTCCAGAATACAGTTTGAGAAGGATATATCTGCTTTCAGCGGAGGGCAAAAGAAA -AAGGTTCTGATTGCTAAAAGCCTTTGTGATAAGGCTCACCTGCACATTTGGGACGAACCGCTGAATTTTA -TTGACGTAATCTCCCGCATGCAGATAGAGGAACTGCTTTTGGAGCATCGGCCGACTATTCTATTTGTAGA -ACATGATATTGAGTTTTGCAATAATATTGCCACAAAGATTGTCCAGTTGTAAGTTATACTACAAGGGGTT -GTCGCAAAACAGAAGGTTTTCGGTAAAATATTCGTATCCTCCCATAAACAACTTCAAATATCTTTAACCA -AATTTCCATTGGCACAATTTATACTCTAAGTACAGGTTAAAAAAGATTTTGCGACAACCTCTTTTACGTT -TATATGAAAACTGTTCTGGCAATACTGAAACATAAGGAGAAAAGATATATGAAGCAAGATTTTTCACCTG -TAATATGGACGGAAGAAAAAGTACCTGAGAAAGCAGTTAACTGTCAAAAATGTGAATTACACTGTCAAAG -ATCCCGTATTATATGGGGTGAAGGTAATCCAAAAGCTCCAATAACAGTACTACTGGATAATCCCGGAGCA -CGTGAGGATAAATGCGGAGTTGAATTTATCTGCGGTACAAGGGAGACCCTTCAGCGTGCAGTTTTTGAAG -CAGGCCTCAAGATGGAAGATTTATATGTCACATATGTTTTGAAATGCCGTCCTGTACGTCGCTATGACAA -AGAAAAGGCAAGAGCCACGTGCATGGAATATCTTATTGAGCAAATTGACCGACAAAAGCCAATGCTCGTA -TTCTGCCTTGGCAATATAGCAGCACAATGGTTTTTTGGTGAAAAGGATACAGAAGTCAAAAACATAAGAG -GTTTTTGGCATTCTGTCAGAGGTTATACTACATCCGCTACCTACCATCCTCTTGCCGTTAGAAGACGCCC -CAACCTGTACCCTACCTTTGTTAAGGACTGGAAAATGCTTGCTGAGCGTTATTTTAATGAGAAAACTTTA -ATAAATTAGCTTTAATCAATCCCCTGCGAATCTGAGGCCCTACAAAAGCCGCCACCAGAATCTTTACCAT -ATCACCCGGAATAAAAGGAATAACACCTGCCGAAAATGCTGCCCCCAAAGATATATGTGCCTGATACGCC -AACCATACTGTACCAAATAAGTAACAAACTGCTGTACCCACTACCATTCCGATTAAAGACAGGTACCACT -TATCCCAAAATCTGTCTATAAAGTAACCTCCAATAACTGCCATAAAAATGAAGCCTATGATATATCCTCC -CGTTGGGCCAACGAGTTTCGACAGACCTCCTGAAAAGCCTGAAAATACAGGAATTCCTACTAATCCTATC -AACATATAAACTATGTAGCTGAGAGTTCCTTTTTTCATACCAAGAGTATAAAGTGCAAAGTAAATTGCAA -GGTTTGTAAAAGAGATAGGTACTACTCCTATTGGTATTGACAAAGGCCCAAGAATACAGATTACTGCTGT -TATAACTCCTATAACCGAGATTTGGCGTATATTTGTACTTTTTATCATAGCTCTCCCCCAAAACGATCTA -CTGTATGTGTTACTTAAATACGAGTATATATGTAAGAGAGGCTATTGTCAATCATAAAATTAAAACAGGT -TGACAATAGCCTCTCTTACATTAACAAAGAGCTATATTTACTTAAAACAAAACAGGTATTTCATCAAAAA -CAGGTACTTTGGGCAGAATTCCTGACTTAGGTCTGAAAAATACCTCATATCTGGATTTTGAAGGTTCAAA -CACAATTATTTGTTGGGTTCTGGTATTATATAAGTCCCCATCTTTATGAAGTCCCGGTTCCTCACCCTGA -TAATATGATGCTACAGCTTTCATGTTATCAAATGTAAATTTTTCACCTTGTTCCTTTAGTACTTTTTTCA -TACTGTAAAGCCTATTTGTATTAGACGGATTATTGGAATGGTTATCTAAATTTCCTTTTAGCATAAAAGA -ATTTACACAGCCTACTGAATTATCTATATCCCATATAATACCTTCATTTAGCTCTGATTTTTCAGTCCTG -ACCTCTCGTAGGCTGTTTTTCTTACTGCTTATATTGTTTTCCAATACTTTAGTTCCTTTTGCATCGCTTA -AAAATATTAAATGACCGTATGTATAATTTCTCACGGGAGACTTAAGATAAGCTGCAACTCCATTGAGTGT -TGTATAATTTTCCAGTGCATGTCTCAAGTCAAAGGGATAGGAACGTTTCCCCTCTGAACTGTAAGGTTCT -CCTGTGCCTGAATCCAAAATTGCACCAAATACCTTGTCATCGCTGAAAGCTGAGATGCACGCCATATATC -CCAGGTATCCTATTGAACATATTGATTTTTTTGAGTTTTTGAAAGTAACAACCGCTTGTATTCCTGCAAG -CTGATTTTCAGACCCTGCATACCAGTCCAATATCCTCATCCCCATATTATCATTGTTTTGCGATCTTTTT -CCATATACTCCCACCGCACAACACTGCGAAGGTCTGACTACATCCGGGCATAAATTCATTAAAAACATCT -CGCCTGCTGAAAGTTTACCATCACCTCTTATATCCTGATCCTGACCTGTAAAATTTGATGCAATTCCCTT -TATTTCATCTACATAGTTTTTATCTACTTGCGGGATAATTTCATTTACTCTTTGCATCATTAAGTCATAT -GCTTCATTGCTAGAGGTAATTTCAGCTAAATATGAGTCTACAATAGCTTCATATTGCGGAACTAATTTTA -GAATTGTGGAACCGTATTCCTGTCCGATTTTTCTGTGTGATTTTTCACCTTTAAAATTAAGTACTACTTC -ATAGTGTGATCCCTTGTCAGTAATAGTAACACATTGGATAGTTTCAGCTGCGTTTACGGTAATGGTACTT -ACATTCAAGCCCATTATCAAAACAATAACCGATAATAGATATGCCAGTTTTTTCATTGTGTTCCTCCTTA -TTTAACTAGTTTTGTAATATTATAACATATATTTAGTTTTATATTGATTTTTTACCATATTTATTATAAT -ATATTTGTATGAATACTTATTCATATGTTCAAATATAGGAGGAGTTAACTATGAATATTACTGATGCTAT -TTCTTTGTTTATGCTTATTATCTTTGGAGCAAGCTATATCCTAAAGCTTATACTATTAAAACAAAACAGC -AGAATTAAAGCCAATGTACTTGCTAAAGGGGATAAGGAATTTTCTATATTTTTTACTGAATTGTCAGTAA -GAGTCTCAAGTTCGTTATGGCTGCTAACCTGGGTTTCTGAGATTATTTTTCATAACAAGATTTCTTACTT -CTGCGGTTATATTTTTAAAAACATCTACATTACATATGCTGGTATTATAATAACAGCTTTAGGTGTAGTT -GTATTTATTCTGGCAACTGTTTTTATGAAAACTTCATGGAGAGTCGGAATTGATAAGAGTACTAAAACAG -CTCTTATAACTAATGGCATTTATAAGTTCAGCAGAAATCCTGCTTTTGTAGGCTTCAATTTAATGTTTAT -GGGTGTTTTCTTTACTTATTCCAACGTTATCACATTGATTATATTAATTCTAAATATGCTTGCTTTTCAT -TTACTGATCCTACAAGAGGAAAGGCATCTGTTATCTGTGTTTGGTAAGGAATATGAGAGATACAAAAGAA -ATGTCCCAAGGTACTTTATAGTTTAAATATTCAGGTTATCGAGGATTAAAATATTATTGTAAATTTTTGA -AGGATTTTAGGGAAAATTGTCGAATAGCCAATAATAGAATATTCAATATGAATAAAAGGTATTCCGTAAA -GCTCAGATAAATTTAAATAAATAGAGGTTAAATAAAAGATAACAACTTTGCTGAAATTATCGCTCCGATT -TATGTATTACCCAAGTTCTACTGGAATAAGTTGCTACTGATAATCAAATCAATACATGTTTATCAGGTGT -AAATTATATAATAATCTTTAATAAATAGGAGGTAACAAATGCGTAGCAAAGGAATAAGTAGATTCAAGGG -GTTGAGTTGGAGAATTTTCACAGTATCTATTCTGTGCACGTTAATACCTTTGCTGGTAAGTTTATTTATT -ACCAGTTATTTTTCTCAAAAATATTTGGAGGACTCGTCCAGTAATTCACTATTAAACATTGCTGTTGAAA -AGACGAACCAACTTGAATTGGCCTTTTCCGACCTGGAAAAACAGGCTCAATCAATTGCAATGCAACCCTG -TATAGTTGACCCGCTAAGCGAAGCAATTATCAATTCATCTAATCCAAGCGGGACAGATGTGCAGAAGATT -TCCGATAGTTTACAAAACAATTTCAATCTGTCAAACGGTCTTTTTGAGAACATATTCTTAATGTACAAGA -ACAAAGACATAGCTGATGGTATCGGTGGTAAATCTGTCGGTTGGGAAAATGAAACAATAGGGAGTACTGA -TAAGCTGCTGATACGCGAAGCTACGGCATCACCTACTACCGGACGTCCTGTTATTACAATAGTTACCCCT -GTAAAAAACAATGACAAACACCTCGGTACAATAGGAATGGCTATAGAATTGAACAATGTATCTAAAAATA -TTATTGATAGTAATTCTTCTAAGAATGATTTTAAAACACTTATTTTAAATTCGGAAGGACTTGTCATTTC -ATCCATAGATGAAAAACAAGTTTTATCTTTAAATTTTCAGGATAAAGCACTAGGATTACAGGATTTTTAT -AATACAATAAAATCAAATGAATCAGGTATTGGTTATTTTACCATGGACGGAAATAAATTTATTAGTGCTT -ACAGCAGCAGCAGTAAGTACGGCATGTATATATTAACTTATAAACCCGTTACAGCCTACATGGAAATGAT -AAATAATCTGAAATTAATATTATTTGGGGTTATTTTAATAAGTATTTTACTAGCATCAATTGTTATTTAT -TTCTCATCTAGAAAAATAACAAAACCTATACTTGTAGCAGCCACACAAGCAGAACTATTAGCAAATGGAG -ATTTTACGGTTAATATTCCAGAACATTCTCAGAAAAGAAAGGATGAACTTGGAAAACTGGCAATTTCTTT -TTCCACTATGATTCAGAATTTTAAAACAATCATAACTCAGATAACCGAAGCATCGGACAAGGTAGCTGCA -TCCAGTCAGGAGTTTTATGCATCCGGCGAGCAGGTTGGCAAGGCCGCTGAGGATGTGGGTAATACAATCC -TTGAAATTTCTGCGGGTGCGGAAGAACAGTCGTCTATGATTGATTCGGCACTGTCAAACCTGAGAAATTT -ACTCAACCAAATCAATGTAGTAAATACGAGTACGTACAACATGCAAGAAACTACTGTACATATGATAGGC -GATATAGCCATAGGAAGTAAGACAGCTGCTGAATCCATAGATAGTATTAATAATCTGAAAGCTGATACAG -AAGGAGTTTCGAAGGTAATTTTCAATCTGGGTAACACCTCTAATCAAATAGGACAGATTATTGAATTAAT -TAGTGGTATAGCTGAACAGACCAATTTGCTTGCTTTAAATGCTGCTATTGAGGCGGCAAGAGCGGGAGAA -GCAGGTAGAGGCTTCAGCGTGGTCGCCGATGAAATCCGGAAACTGGCTGAAGAATCTGCTGATGCCAGCG -GAAGGATAGCAAAGCTAATCGTAGAAGTAAGAAGTGGTGTTGATACAGCCGTCAACAAGATGGATAGCAG -TATAAAATCCGTAAACTCCAGTGTAAAAGCTATTCAAGAGAACGGAGATACTTTCACCTTGATTTCTAAA -CAGGCTGAACAGCTTAAGGATATCGTAGCTAATGTTACTCAAAGTGTAGAAATAATGACTGAAAGCAGCC -GTGAGTTTGAGCATACAATGCAGGAGATAAATCAAACAAGCCAAGAGTTTGCTGCTAATTCCGAAGGAGT -ATCGGCGGCTAGTGAAGAACAAATAGCTTTGACAGAAGAAATAGTTTCTTCTTCAAAAGCAATGGCAGAA -ATGTCTGAAGAGCTATCAAACCTTATCAAAAATTTTAAACTGTAAAGTATTATATAAAGGCTATGGACAG -TTTGTCCATAGCCTTTTACTTTTGACAACTCATAAGTAAGAAATTCATTTTCAAAGTATCACAAACCCGG -CTATCATTGATGCAGCGTTAGCAACAAAGGTGTAAGCTGCAATTTCTCTCTTATCAGCCTTCCCAAACAA -TTTTATATAGGCTAAGTACTCTGCTAAGAACACCAGTACCTCCCCAATAGCCAAGACCGTAAGGTAACCC -ATATTAAAAGGCATTTTATGCAGTATGGGATAGTCAAATATCATTCCAAAAGTAAGCAATGTTTGGGTTA -TGATATTAACTCCGACTATAATTAATAATCTCTTTGCTTTTAGATAAAAAAATGGAATGGCAAAAAATAC -TTCTAAAATCAGAGTAACAAGGAGCCTTATCATATAGTATTTGAAAAATTCATCGCCGAATTTAATACCG -CCTTGAAGAATGTTTCCTCTGACAGACAATACCTTGTTGGTTTTCATATCATATTTTACATAGGCATTGA -AGTATGTATTATGGATAATATCAGATACCTGTATTGTCCCATCAGACTTCTGAATAATTATTTTAAAAAC -CTCCGGCACACCGACATATCCAAAGGAATGTCTCATTGTAAGGACTTTCCCGTTTGTATCCTTTTCTACA -GGGTCTCCCGTAAGTTTTCCGTTCAGTAGCCAGGTTCTCATATGAATGGCTTTCCAACCATCTTTATTAT -ATTTATAAATCGGCTGGTCATGCATATTATCATATTCCTTATTACCGTCCGTTGCATTCAAGTATTCTCC -ATCCTTGCCAAGGAGGTCGAGATAGTAGCTGCTGTCTTGGGGATTTACAACGGTAATCTCAAGAGTCGGC -TTGGGCCCGGTATCTGCATTGACTGTATTATAATTTGAGATAAAAAAAACAATTATAAAAACAAATACAA -TGTGCTTTCTTAATTTCATAAATCTTTACTCCCCAAAAATATATTACTTTCTTTCTTCATCAACATAACA -ACCTCCATTGACAACTGCAAGGATACTTCTTTACTACTCAAATAGATATAATATTACCATTATACAACAT -ATGATCCATTTTATACTATGATAATGTGTTGAAAGCTTAAATCAAAAACTATATAAAAGGAGGCTATTTA -CTTGGAAAAAACTGTTTCATAAAACTGTATTTTATGGTATAGTTTGCTAAATAGAAAGATGCATCTCTAT -ACAAATAATAACATTAATAATTTTTCGAATAGGGGATAGTATGCTATGAAAACTCTTAGTGGGGCATTAC -TTATTTCAACGGGTTGTATTATGGTACTGGTTTTAAAGATTTTACAAATATTATTTATTAATTGTTTTTC -TTATCAAGATTTATCTCTAGTCTGGTTTGCGATTTTTATGAGTATGATTTTGGGGGCATTTCTGATTGTC -TTTGATAATATATCTACATTTCAATATATTAAAAAACTTTGTACATTAAAGTTTGGATTAGCATTATTAA -CGGGTTCGTTAATTTCCATATTATTTGGATTAAAAAGATTGCCTATTCCTTTTATGCAAGTTCTATCTTT -AGTATTGGTATTTTCAATTATTATCATAATTATAAATTTACTTAAAGCTCTAAAAACTAGAAAAAGGTAG -TTTCAACGGCTTTATGAACATTGGGATGCAGAAAAGCTGCCTCAAAATAAAGGCAGCTTTTTTTAAAGTA -GTGATATAATTATCACCCGTTATACCCGTTTGGATGTGTAGAATGCCACTTCCATGCCGTTTCAACGATT -TTATTTAAATCATTATATTTTGGTTTCCAACCTAAAATATTTATTGCTTTTTCCGCTGATGCAATCAATA -TGTCAGGGTCTCCGGGTCTTCTAGGTGCATCGGTAGCTTTTATAGTCTTTCCTGTTACTGCTCTGGCTAC -CTCTACCACCTCTTTGTTTGAAAATCCGGTTCCATTTCCCAGATTGAAGGTGTTACTTTCTGCACCTTTT -CTCAGATTTTTCAGTGCAAGCACGTGTGCTTGAGAAAGATCTGAAACATGAATATAGTCTCTTACACAAG -TTCCATCCTTTGTATTATAGTCGCTTCCGAATATCTTAATTTCATCTCTCTTGCCCTGTGCAACCTGCAA -TATTATTGGTATCAGGTGTGATTCCGGAGAATGAGCCTCTCCTATTTTACCGCTGATATGTGCACCGCAG -GCATTAAAATATCTGAGTACTGCATACTTTATTCCATAAGCATCATCTGCCCATTTTAACATCTTTTCAA -CAGTTAACTTCGTTTCTCCGTATGGATTGATTGGAGCTGTCCTGTCACTCTCTTTTATGGGAATTTGCTC -CGGTATACCATAAGTAGCTGCTGTTGAAGAAAATACTATCTTGTTTACTCCGGCTTCTTGCATTGCGGTT -AAAAGGTTCAATGAAGCTATAACATTGTTATTGTAGTACTTTAAAGGATTAATCACACTTTCTCCTACCT -CAATGTATGCCGCAAAATGTATTACAGCTTCAATATCATTTTCTTTTAATACTTTTCTTATCTCATCAAT -ATTTCTCAGGTCAGCCTGAATGAATTTACCGCCTAAAACAGCCTCCCTATGTCCTTTTTCTAAATTGTCA -AGAACAATGACCTCTTCTTTTGCATCAAGAAGTTCTGCAACTGTATGACTTCCTATATAACCTGCTCCAC -CTGTAACTAAAACTGCCATGCTTGTCCCTCCCAAGTTTCATTGAAAAATGATAAAAATATTATGTTAAAT -CTTGATTTCTCTTGCTCCGTCACTTATTTCACTGACATAAAACTCTGGAGTTATACCAGTTTGTTCTTTG -TAATTCTCGCCAACTTGCTGAATAAACAAATCAACCTTATCCTCCGGAACTATGTTTACTGTACATCCTC -CAAATCCGGCACCAGTCATTCTTGCACCTAAAACTCCCTCAACCTTCATAGCTTCGGCAGTCATTGTGTC -AAGTTCCTTTCCGGTAACTTCATATAAATCCCTGATTGAATCATTTGCCTCTACCAAAAGCCTTCCCAGC -TCTTCTAAGTCATTTCTCTTTAGTGCCTCTGCGGCTCTAAGTACTCTGTCGTTTTCGCTGATAACATGAG -TAACTCTTTTTTTGATTACTTCATCCTCAATCATTGACTTGTATTGCTCAAATTCGGAAACAGTTATATC -ACATAAATTCCTTTTGTTCGGCAAATATTTTTGCAGTATTTTTAAGCCTTCTGCACATTCTCTGACTCTC -TCATTATATTTTGATTCGCCAAGTGCACGTTTTTTCTTTGTATTTCCAAGTACTATTTTATAACCATCAA -GCTTTAATGGTAAATATTTATATTCCAAAGTTCCGCAATCTAACAAAATAGCATGGTCCTTTTTACCCAT -TGCAGATGCGAACTGATCCATTATTCCACAGCTTACTCCGCAGAATTCATTTTCGGTTCTTTGTCCCAGT -ACAGCCATTTCTACCATATCTATTGGTTTTGTTATTCCATATACCTCATTAGACAGAGTAACTAATGTAA -CTGCCGTTGCCAACTCTATTGCCGCAGAAGATGAAAGTCCTGATCCCAGTGGAACAGTGTCGTGAAAAAG -CATGTCTACCCCCACCAACCTATAGCCTGCATCTTGGAGCATAAATGCTACTCCTGCCTGATAGTTTCCC -CATTTCAGACTCTTTGCACTTTCCAGTTTGTCCAGTTCCACCTCTACCCTATCAGGCAGATCTGTTGCTG -CAACTCTTAGGGTATTATCATTATTTATTCTTGCAATCACAGTGGAATCAAGGCTTAAAGCAGCCGGAAA -AACAAACCCGCCGCAATAGTCAATGTGTTCTCCGATGAGATTTACTCTTCCGGGCCCTGAAAATATCCTT -AAATCCTCTTCACTACCACCGTATATACGGCAAAACTTTTTCTTTAGCTCATCATAATTTTTCTGCATTC -TAATCTCCCTCAACCTATTTTTTTACATCTATTTTTACATGTATTTTTTACATCTAATTGATTTCATAAA -TTATCAAATGTTTTCAGCCCTTTATCCGTTTGTTTTAGTACTCCTGCATGCTCCAGACAGTTTTCAAACT -TTCTACCAATTTTAAACCCGATATATTTATCGGCATTTTCATCGGTTAATTTATGGTCATATTTCGAGAG -GAGTTCTTCTATCCTTTCATTATATTCCGCCCTTCATAATTGTTAATTTATAAGAGAGTAATGAAAACTA -ATCCCCCGGTTGAATTTAAGCTCCAGTTGAAGGATTAGTTTTACTTTTGTTTGGTAGTCAATAGTTTAAT -TATAGCAAAATATTGTCACCAGAGGAAACTACTCCTCCAGTGACAATATTTTGTATTGCTTAGACCTCCT -AGAATCTGCGAGCAACACACATTCTAGCTAAAAATGTATTAATTTTTATATATCAGGTTATACAGTACTT -GTGCCATTTCTGATCTGGTTGTTGTGCTAGCGGGAGTAAGCTGTCCGGCATTTCCCCCAACTATTCCTGT -TTCAACCAACAATGTCATAGCATCCCTTGCCCATGAAGCTACCATTTCTTCGTCGTCAAAGCTTGACAAT -GATTTTCCTGTATCGCCTTGTGGCAGCTTGTCCATAGTTTTCAAGGCATTGTACAGCATAGTGAACATTT -CCTGACGCGTAATCTGTTTTTCAGGTGCAAACATATTCTTTCCTATACCTTCGGATATTCCCAGCCTTTT -TGCCGCAGCAAGATATCCTGTATAGTATTTATTGCCTGCATCTTCAAAGTTACTTGACTGCTTTCCGTCG -GGAGCAATTTCATATGCTTTCATCAGCATTACAATAAATTCACCTCTGGTGAGCTTTGCATTCGGACTGA -AATATCCATTGCCGGTACCTGCGGTAATATCTCTTGCAGCGATAAAGCTCACGGCCTTGTTATACCATGC -ATTTTCCGTCACATCATTAAAGCTGACATCACTATAACCTATAGCATAGGAGCTGAAATGAGTTGTATCA -AAGGCCACAGTGCCTGAAGCCGGGTCATAATGTCCGTTAGGAACTGCTACCGCCTTGCCGTTGTCATCGA -TATACCAGATTATAATTCTCTCTGGATTTGCCAGTTCTTCAGCCGACGGAGTATACGGGATAGTTACCAT -AACAGGTACATTAGGGTTATTCCATTCCATTTGCTTTCCATCTATGTACATAGTGAGCTGAATCAGCGGT -CTGTCACCTATGGCTGTTTTTGCAGCCTCGGTCAATGTGGCTTTGTCACCCTTTCCTATTGTGATTTCTG -CTTTTGTTCCAGCTGCCTCTGCAATACCTGTCAACATATTTGACGGTACTGTAATGCTTCCTCTGTTGGT -GCTAACTCTTAGAGAACCTTGCCAATCAGCCGTTGACAGATATGGAACCGGAATTCCCACAGAGTAAGTA -TCAACATCGGGGATTGATGGTACTGTAATGACGGATATTCCACCATTTGCTACAAGTTCGTTCCTTGAAG -CTGTATCCAGACGTGCAGTACCTGTTTTTGCATCAACAGTAATTGGGAGTGTACTGTTGCCTGACGCACC -CGACACCTTTATATCTGCTGTATAGTCTTTCGTAGCAGGTTGGGAAGGAATGGTTCCGTTATATGGGGAA -CTTCCGTTGTAAGTCCATGATGCGGTTACCGTCACATTCTTTGCAGGCATTGTAAATGTAGTGGTAGTAC -TGTTTGCGTTGGCAAAAGTTACACCATCCCCCGAGCTCCAGCCTCGGAAGGTATAATTGCTGCGGCTTCC -TGCATTAATTGTAACGGTGGAACCTTCCACGTAACTGCCTGCACCCGATTCGTTAGAATAGCTACCGTTT -ACAGACAGAGTATAATTTACCACCGGGTTCTGCTCAAATATTGCTTTTACAGACACAGCCCCGTTCGGCA -TTGTAAAGGTGTTACCGGTAATAGCCAATCCTGTTGGATAGATTACCTGCCATTCCTTGAAGCGGTAGCC -TTCGTTTGGAGTCGCGGTCAGTGTAACTTCCGTACCCTCTGTCGCAGAAGTAACATTTGCACTTGCAGTA -CCATTTCCATCATTTTGTACTGAGATGCTGCGATTTACCGGCGTTGGGTCAGAGCTGTCTATAATGCTAA -CAACAAACGTAACCGGGTTTCCTCTATCAAAGTTGATTATAAACTCCGAAGTATCACCGTTTACAAGTCC -AAGTGAAGCCAGATAGCTGCTTTTTAAAGTCAATGTATCTCCACTAACTTCATAGGAGTCCGATGTCACC -GGATTTCCGCCATAGACCACATCGGTTACAGAGCTTGCATCATTCCATGTGATTGTTGTGCTTACATCAG -CTGGAACATTTATATCAAAGCTTTCGCTTACAGGACTGATCTCAGCACTTGCAACTCCATTATTCACAAT -ATTTAAAGTTTTTGTATCTGCTGCATTATCCGAATTATCTATTGCATTAATTACTACATCATACTGGCCC -TCCGGCAGACTACTGATGGTAAAGCTGTATTCAAACGTAATATCTTTCTCTGCTGTAGGTGTCAGATTCA -CTGACTTAACTTCACCTGAACCAACCTGATAGGTTATTGTATCTATACCTGCACTTATATCAGAGACCGT -TACTGCTATAGATGCATTATCTTTATCATAAACTGCTCCAATCTCAGGCTTTGTCTTATCTACCACAAGA -GCTTTGATATATGTCTCTGTAACTGCTCCGTCTGTGAAAACAGCTCTGGCATAAACCCTGCCCATGAAAT -CCGGCTCAACACTGAAGGAATTTCCCGTTGTCCATGTGCCGTTAGAATCAAAGGGACTCTCAGCACCAAC -AATCTGATATTCAAAATGATCTATCTCAGTTTTTCCTGATGAAAGTGATACATCAATAGAATCATTAAAG -AACAATCCAAAGGTTAAGGCATTGAATATGGTCTTAACGGGACTTTGTGAGATATCGATTTTCACATCAG -GGGCAGCCGCTACCTCAATTGGAACATTGATTTCGACCGTCCCGCCTCTTCCGTCGCTTACAACTAATGT -GGCATCAGTGCTGCCCGGAGCCACTCCGCTGACAGTCACAGTACCGTTATCCAAAATTGCCGAAGCCATA -GCTGAATCGGGTGAGGTTTTAATCTCTGCAATGGTCAGAGTGTCACCGTCCTCGTCCTCTGCAATGTCTG -ATGCTATGAAGCTTACACTGTCATCCGCTGCTACAGCTGCTACAGGAATATTCGCTTTCGCTGTAGGAGC -ATGGTTTACAGCATTTATCTGAATAATATAGTCCTGTGTATATGCATTGTCGTCCGGCATCCCGTCAGTG -ATAACTGCGGTAACCAGAACCGTTCCTGCTCCCACTGTTGACAGAGTGTTACCGCTGATAGTTGCCCCGG -TTTCGCCAGCATCCTTTACTCTCCATTCGATACTTTTGTTTGTAGCATTATAAGGAAGAACATTTGCAAA -GAGCGTCAAATCTGTTCCTGCCGTCGCAGTAACCGGAACATCAGTTATGCCCGTTACAGGTATAAATAAC -TCATTTGCTGAAGCAACATCTATTTTCCAAAGCTGATTAGCCTTACCTACATATGAGTACAAATGCACTT -TTTTACCGTTATCGTAGGATTCTTCACTTACGTCCAGTACCATTCCATTACTTTTGTTAACAATTTTGTA -ATAACCGCCCACTTTTTCAAGGATCCATTGTTGGGTTTCTGCTGGACTGGAAGTTGTTTGACATAGATCC -ATATCGGGTGATCCCTCTACAATATCAAGTACAAGTCCGCTATGTGCAGATTTTATTTTGTAGTAACCTG -TTCCAAGGTCAATGATTTCCCATCTCTGGTTATTTCCACCTACATAAGTCCATTGGTCAACCAATGCTCC -CGGTTCTGATGAATAACCAGATACATCCAATGCTTTTCCGCTGTGCTTTGCCTTAATTGTATATACCGTT -CCAGAGACTATACCTCTGTTCTTTAAATCGGTGTCTCCGACGCTGTATTTGTCAATTGTCATACTATCAA -TGTTAAATCTTCCTGTATCACCATCATCACGTTTGTATTCAATCACATTTTTCCCGGCCTTCAGATTTAC -CGTCTCTGTAGCCTCACCCCAAGAATCCCAGTCCGCTGTTGGCGGTAATGAGACCTGTTTTATTTTCGTT -CCATTCACATACAGGCTCATGGTTATATCATTTTCCTGTGCTCCCGAATACCTTAAGGTTGTAGTATATG -TTGCAGTATTAGGCACATTTACATTAAACTGGATTGATTCATATAAGGTCTCAAAGCCGCCTGCAAAGCC -TGTCCCCTCATACCATAAATGATCATCGACAGGGTGTGCTCCTCCCAGCAGGGTAGCGTCTTCAGCTTGA -TACTTCCATGATATACGTCTGTCAAGATGAATACTGTCAATATTTATATCACCCGAATCATCAGAATCAC -GTTTAATTGAAATTGTATTATTTCCTTTATTTAAGCTTAACGTTTCCAGGTATTCACTCCAAGTATCCCA -CCCTCCGGTGCTTGGCAGTGTTACCTGTTTAACTTTAGAACCGTTTAAATATATACTCATAGTCCTGTCT -TCAGGAAATCCGAGTGCATATTTTAGTTTTACATCATATAAAGCTGCAGTCTCAACATTTACTGAAAATT -CCACTGAGCCTTCAGTCCAAAACCCGCCTACAAATCCTGTCCCGGTATAGCCGGTATGGTCAGTACTTTT -TTGTGCATTTCCCGTAAGAACTGCATTTTCTGCTTCATAATGTCTTGTAGTTGCTTCGGTTACAGTTATG -TAGTCAAGATTTACATTACCACCATCGCCGCTGTCATATTTATATGTAATAGTATTGCTTCCGGCTCTAA -GTTCAATATTGTCATAGCGCTCAGACCATTTGCTCCAGTCTCCGAAACTAAATAAATCTATTTGCTTAAC -TTTCACGCCATTTACATACATACTTAAGGTCTTATCTATATTAGAAAATCCATTGCAGTAACGCAGATTA -ACTGAATAGTTCCCGGCATAAGGAGCATCTACCGTAAACTCAGCCGAAGTTCCTTCAGTATACATTCCTC -CCACAAATCCAGTTCCGCTATAGCCGCTATGCTCGGTACTTACCAAGGCACCTCCAGATAATGCAGCATT -TTCTGCTTCATACAATACACTTTTTTTAATAATCATTGCATCCAATACCAATCCGTTTGCTTCACTTGAA -GACAGTCGGATTTTATTGTGTCCTGCATTAAGTTGAACATTATGAACTCTAAGGAGATCATAGTTTGTAC -TATTGCTTCCATTTGGCTCAAAGGAAAGCTCCCTGCTGCTATTCTGGTTTACTCCCAGACTCATTGTAAT -ATTACTGCCTGTACTGTTGTTATATCTGAAATTCAGGGAATAGCTACCTGGCATATTGGCATCTACTGTA -AATTCCACATATCCATTACTGCTGTTATCATATTTCATAACTCCGCTTCCCGAAGCCTTAGAACTGTCAC -TCAGAATTGTTCTTGTTACGCCTGCGAATGAAGCATCCTCTGCTTCGTAAGTCTCGCTTTTTTCCTCACC -TGACGGTCTGTCAAGAACAGTTCCGGGGTTGGACGGAATGCCGAGATTTATGGAGCCATCATCGTTCCAA -TTGATACGCTGAGCCCTTACCCATCTGTTTGAACCAGTTTGTCCGCCCACAGGACCGCCATGATATATAA -GCCAATCCTCTGTTCCATCTTCTGATTTTACAAATAAAGGTGAGCCAGGGCCAAAAGAACTGTTTTCAGG -TGATTTCGCCAGTGCAGGCTCAGGGTTTTTTGTCCAATTGCTTTCTTGTAACAAGTCACTTTGTGCATCT -GCTGTCGAGACTCCAACACAGTAGTTGTCATTCATAAAGCTGCTTGCAGAGTATGCAAAGTACACTTTCC -CGTTTCTTTCAACTACCGCTGCACCTTCATTTATGCTGTCGCCTTGCTTTTCCCAATCATATACCGGACG -AGCCAGGGTACCTTCTGTCCCTTTTAAAGTCCATGGATTCTCCATTTCTACAATTGTAGGGCACTCGTCA -AATTTTTCTTTTGTAGGATCATTAGGGTCAGGGTAATAGAAGTACTTTGTATAAGTGAAATATGTTTTCC -CTCCCATGGTTACAACGCCGCAGGCCAAACCATAGCCTTGAGTATTCAGGAGTCCAGGCTTATCCGTAAC -CTGACCATCTTCGTCTGCATTAGCTGAAACACCCTTGAGCTCCCAGGTTCCTTCAAAAGGATCAGGAGAT -GTGTTTTCCAGTACATAGGAACTTGGATGCCCATAACCAAAGCTATTCTCCGGGGCTGATGTAAAATAAA -TGTACCATTTACCATCCAGTCTATAGATGTATGGCCCCCACACGTACCCGAAATCAGCCGGTTTGTCCCA -AGCCAGCCTGCTTTTTGCAGTTCCCACCCCGAGGATCGTGTCTGCTTTCTTTAAATAGATATCATTGTCA -ACAGCGAAACAAGAATAATAAAATCCATCTGCAGCCCTTGCAATCGTAGGGTCAGCTCCGCGCATAAGCG -GATTTTGGTAACTAGATGTTACATCTGCATAAGAAATGCTTGTCAGCAATAACGATAGTACTATCGCCAA -TGATAACATAACTAAACTTTTCTTCCTCATAGCGTTCTCCTTTTAATTTATTATAGTTTTTAATTTATGA -AGGTATCTGATTAGCCAAATATTATATGTTAACATAATTATATATTTTATTATCATGTAATAAAATCAGA -ATGTTCTTACTTTTCTTGTGTTTTTTTTACTTCTTCCTTTAATTAATAGCTTTTTCAATCAAGTTTTCCA -ATAATTGGATTGTCAAATTGTTAAAGACTACACCTATAATAAACCATGAATCTGCTTGACTACGTGGCTC -AAGATATACCAGCTCTCCATCGATAGCCTTCTGGCATAAGGAATTTGGTCTTGTCTTGCATGGTTCTAAA -GCATACATAGGTTCGTCAATGGCTCTCTTGGCAATAAGGGACCTTGGGAAACTTTCAAGGGGCCTTATGA -TATAAACTGCTCCTGTTTTTTCAGAATTTACTATCATTTCTGCCGTTATTTTCCCATTTAACTGAACCAT -ATCTGAATAATCAGAAAGCTCAATAAGTTTTTCCAGACCGCTTACTGGTTCCGGTACATACTGATAGCAC -CTTATGGGGTCAAGGCTTGAACTGAATTCATATATCTCAAAAGGATTGTTTTCCGCAGGTGCCGAATCCC -TAAGCAGCATTTTATCCCGCGAAACAGGGAGTACATATCTTCCTCCCTTTGCAGCATATTCTCCGGCCAA -TTGAATATGATATCCGTCATCCAATGGCTGACGCTCTCCTGTAAGATTTATTGTGGAGTCCTTTCTTACT -ATCAGGGGTGAGTTGTATCTAGTAAAAATTTTGATATGCTTTTGATAAACAGGTTCGGCACTGTAGCCCT -TTATAGGAACCGTACCCTCTATACAAATCTGTTCTTTATCCCATAAAATACAAACGGATTGTAAATCTGT -TTGTGAATAGGAGCCTGTTCCATGCACCGTTCTTACTTCATCAGGAGTTCCGAAGATTTCAGGACCTATA -GCAGCAACGGCCGCATAAAATCCTTTTTCCCAACCACCGTTTTCATGTAGATTTACGCTATCAGGATGGA -GGAGATATTCATCCTTTCGTTCCCAAGTGATTTTGTCCTGACCCAAAAATATTTCACCTATATCCATTCC -TCTTTCTAGTATAACGGTGAAAATCAATAAACCATTGGATACGGTCAGGATATTGATACTGAATCCATAC -CTGTCAATAAATATCTTCTTTTCTGCATAACCTCCTGCTGGTAGTTCCAGCCGATCACCCATCTTCAATT -CTGCAAATTGCTTATGAGCTTTCCTATCCATAGTAATCCTTTACCCCCATTGCAAGACAAATATCCTTTA -TAATTATTTCTTAACTACAGATGCTATTTTCCTAATTAATATGACTTAACAGAATCACCGGTTCTATGTC -TGGAAAACCTCTCACTACTATTTCCGCCTGATTCAATACTGTCGGTTCACCTATACCTACAACTCTCATG -CCTGCCCTTTTTGCACCCTCTACTCCTGCCTGTGCATCTTCGAAAACAAAGCAATCGGACGGGGCAATTC -CTAGCTGTTCTGCAGCCTTTAGGAACACCTCCGGATTCGGCTTTGCTTTTGATACGCTATTGCCGTCCAC -AATGGCATCAAATAAATCTGTGATATTAAGCTTTTCAAGTATAATTGGTGCATTCTTGCTTGCAGAGGCC -AAAGCAATTCTTATTCCTCTAAGCCTCAGATATTTAAGGAAATCCTTTGCTCCCGGCAAAATCTCTGCCG -GGGTCATCTTGTAAAGATATTCCTTATACCATTCATTTTTTTTAGTAGCCAGCTCTTCTTTTTTTTCTGA -AGACAGGTCTAAAAGGCCGCCCACTTCAAGCAGTACTTCAAGGGATTCCATCCGGCTTACACCTTTTTGC -CGTTCATTATCTTTTTCAGTAAACTCAAAGCCCAATTCTGCGGCCAGCCTGTGCCAGGCCAGAAAGTGGA -ACTTAGCTGTATCAACAATTACTCCATCCAAATCAAAAATAGCCGCCTTAAATGGTTTCATATTATTGCC -TCCAGTCCTTTTGTATCACTCAATATAATTCAGTAATCTCATGCTTTTCTTTTGTAACAGTAATCCTATA -CCTTTTCCCATGCCATGCAAGTGTAAATTCCAGCTTGGTCCATTTGTCAGGAAGGTGCGGTGCTAATTGT -ATTTCATCACACCACATTGCACTTTTAAGGCCGGCAAAGCCATATACAATCATCTGCCACAAACCTCCGC -AGTTAGCTATGTGTATACCTTCCGCCGCCCCTTTCTTCTCCTCGGACATATCTATATCCATAACCTTTTT -AAGGAATTTTTCCGCTTCCGGCATCCTTCCCATCCATGCAGCCACAATTCCGTGAACTGATGCTGAAAGT -GATGAGTCATGGGTTGTTATTGGTTCGTAATAGTCATAGGCATTAGTTAACTGTTCCCGGGTGAAATCAT -CGGGGTAAAGCAGCATTAGTTCAAGAACATCAGCCTGTTTTAAAGCTTTGGAACGGTAGTTTTTCTCCTG -TGATATAAAGTTTCCAAAGGGCTTGGTCCTATCCTTCCAAATAGCATTAAAGTCAACATCTGCATAGCTT -TCAAAATCCTCCGACTGCGGAACGATATCTGTATTTTCGTCATATGGGAGAATTAGCTTTTCTGCGACTT -CCTTGATCTTTTCTATCTCCAATTCCTTTAAACCGAGTCGGTTTTCAATTTCCAGATATCCTTTTGCATC -TTCCTGCTTAATTTTTTGGAGTAAGTCTGCTGTTTTTTCCAAGCTGAATTTAACCATACGGTTAGTAAAT -GCATTGTTCCTTGTAATGGGGAGGTACTCGTCAGGACCCATGACACCTAACAGCTCGTAATATCCGTCTT -TGTTTCTGTCAACCCTTTGCACCCAATATCTTGCAGTTTCAACCATCATGTCGACACCGAAGTTTCTGAC -AAAAGCAATGTCTTCCGTAGAGTTTACATAATGGTACATGGCGTATATAATATCTGCTGTAATATGTATT -TCATGATCTGCATACTGCCAACAGGGACATTGCTCCTCTCCCGTAACCGATGCCTCCCAAGCATACTTTG -CTCCTTCGTAGCCATTCTCCAGAGCGTTCTTCCGTGCACCTTCCAAAGTATTGTATCTATACATTAATAA -GTTTCTTGCAGCTTGAGGGTTGGTATGAATAAAGAAGGGCAACATATTTATTTCCGTATCCCAGAAATAA -TGTCCGAAGTATGCCTCTCCGGCGTACCCCTTTGCACAAATGGCAACTCTTGAATCATTTTCAGAGTTTG -CCCTGATAAGATGATATATGTATGTACGAATGGCAAGCTGTGCTTCATCATCCCCGGTTATTTCAATATC -ACTGTAAAGCCATTTACTGTCCCAAGCCCTTGAATGTCTCTCATATATTTTCTCCCAGCCTTCTTTAAAG -AAATATTTGAGATATTTCTCTCCTCTTTCAATAAGAGTCCCTTCCTCAAGATCCCTGTCGGTGACAACCG -ACGTTACTTTCTGAATCTCTAGGCAATCTCCGGCCTTTAATAATCTTGATCCAGAAAAAAATATTCTTTG -GTTTTGGGTTAACCTGCTCCAGCATATATTCTCGGAAGCACTAATACCAGACAGCATTAAAACACTGTTT -CCTCCATCTGTAATAGTCTTTGTACAAATGTATTCAGAGTTATTATCCTCAGTCAGTACTTCTTTGAAAT -GATTAAAGCCGTTGGTTCTGACTTCCGGATTTATACCGCATCTGATGTCTAGAATCCCCTCGCCGGAGAG -CACCTCTATCTGAACCTGCTGCAAACAAAGATGTTTCTCTTCCATACTGACAAAACGTTTATAACAAAGT -TTAAGATCTATCCCTTGTTCCGTTTCCCATATGAGACTTCTATAAAGGCAGCCATCCCTCAAATCCAGCC -ATCTTTTGTATTCCCTGATGGTACTTGCCTCCATATTCAATTCTTCATCTGCTATGATTAAGTCTATACC -CAGAAAATATGGAAGATTTATTATTTCCTCTTTTAGAAGCGGGTGCTTTCCCACAATACCCGGTATAAAG -GTCCCCCATTTACTTTTTGTATGCCTTGGCTGTTCAAGGGTAACATTTGCAGGCATACGCATATACTCTT -CATCTTGTGCTGCCCCCCGTAGCCCTTCCTCAAAGCTTCCTCTTACGTGCATATAGCCATTGCCTTGAGT -AAATAGTCCTTCAAAATGCTTGTTTGTATCTTGGTTAAACCTGTTTTCTTCGATACACCATAAATTGTCT -ACTACATGTGTTTGATTTTTTTTACTCATCAAATCCATTCCTTTTTCTAATAATGAAGCTTATTTAACCT -TTGACTGCTCCTGCTGCCAATCCTGATACAACCTGCTTTTGCAGTAGTACATAAACAATAATACTTGGAA -TAATAACAATAACTGTAGCAGCAAACATTACTCCATAATCACTGGCAAACTGACTTTTAAAGTAGTAAAG -TGCCAGTGGAAGTGTACGGCTCTTATTACCTGTCGTAAGGGTGATTGCAAATTGAAATTCATTCCAGCAG -AGCAGGAACTGGAGCACGGCGGCTGTTCCAAAGCCAGGCTTGGAAATTGGTAAAATGATAGAGACAAAGG -TTCTGATAAAGCCTGCTCCATCTAAATAAGCGGACTCTTCCATTTCCTTTGGTATTGTATGAAAATAGCT -TGAAATTATATATAAAGATGCGGGAAGTCCAAATCCAGCATATACAATAATCAACCCGATAAGCTTGTCG -TACAGGCCCAATGTGTTCACTGTCAGATACAACGGCTGCAGCATTGCTGCACCAGGTATTAAAAGAGACA -ATGACAAAACACCTATTAAAAGCTTCTTTCCTTTGAAATCAAATCTTGCTGTAACATACGCTGACATTCC -AAGAATGAACAGATTCAATATGGTACCAAATACGGCTACCCAAACACTGTTCAAATAGAACTGTGCCAAC -GGAGCTATTTTAAATGCCATCATATAATTGGAAAATCCAAAATTTTTGGGCCAGCCTATAGAATAATTTA -GTATTTCCGCATTAGATTTGAATGATGACAGAAACACCCAGAAAAATGGTCCTATTGACAAAACAATAAT -TGTAAGAATGAATATGTATTTTAATAATGCTAAAACGAATTTTAAACCTTTCAATCCGGTCACCCCTTTC -ACACCTCAGAACTGCCTATTTTAAATATTCTTCTGTATAGAAGCACTAGCATAATCCCAAATACCACAAG -AAACGAACCAATTGCATTTGAATATCCAAAGTTATTATCCATTAAAGCCGTCTTGTAAATATACATTGGG -AGATTCATCGTAAGGTTGCCGGGACCACCGCCTGTGGTCATAACAATTATATCCAGCTTTTGAAGCATAC -TTGTACCTGATAAAATTACACAGGTTCCGATAATATTTCTAAGTAATGGAAGTACAATATAAATGTTTAT -TTTAACTTCATTTGCACCGTCAATCCTTGCCGCTTCGTAAATACCCTCGGGTATCGCCGCTATTTCGGCC -AATACAAGTATTGTCACTATAGCCGCATATGGTAGCCATGTCATCGTTACGGAAAAGAAAGATGTTTTAT -GATCCATAAACCAGTTCTGTGAAAAATCCTCAAAGCCAAGTAACCGAACAATACTGTTCACCGCACCAAA -CTCAGGATTTAATATGCAAAGAAACAGCATTCCAACCGCAGCCCCTGAAATGATATTGGGTATCATAAAT -ACGGTTCTTGCAAACTTCCAATAAAACTCTTTCATGTTGAGAATAATAGCAAAAAGAACTCCTATCACAA -CGTGAACAGTAGACTGCAAAAAAATCCAAATACATGTATTAAGCAAACTTCTCCTAAAGTCTGAATCATT -AGTAAACATATCAATATAATTTTTAAGACCGATAAAAACAGGCTTTGTTCCAGTGCTCCATTCAGTAAAG -GAAGTAGAGAAAAGAATTGCAATTGATACCGTATACACTATTAAAAACAAAACCAATGTCGGTAAAAGGA -ACAAAGCTATATAACCCTTATTTTTCGCCATTTTAACCTCCATGAGCTACAATCAGCCCAATAATTGATG -AAAATACTTTATGTCGACTTGAAAGACATTTGTCCATTTACCTTTCAAGCTAACATCTTCTAAAATACAA -TTCTCCTCGTATTCGAGGAGAATTGTATTACTGCCTTTATTTATGTTTATGGCTTAAGTAGTTTTATTTA -CTCTTTGCAGCTATCTCAGTAAGTTTCTTTGCCATTTCTTCAGCTGTCAACTTGTTAAATGCAAGTTCTG -GATATAAGTTCTTCCAGGCATCAGTAACACTAGGATAAACAAGAGTATCAAAATACTGATATTTAAGCTT -TGCATTATTTCCAACCTCTATTGTTTCCACGAATAACGGATATTTCTGCTTAAACTCTTCAGATGGTTGT -ACTTTTTCTGAAACAGGCAATACATTACCAAGTTCAAGACCTATAGACTGACCTTCAATACCGGTCTTGA -ATTTAATAAATTCAGCTGCAGCATCTTTTGCTTCCTGAGTTTGTGAACCAATCATATATCCAACTTCATA -TGAACAAAATGCTCCGCTTTCGGGATATGTCGCAACTCCAACCTTTTTATCAAAGCCTTCAGGTGATTTG -GACTTGTCGCTGAAATCACCAATCATCCAAGGGCCGTTTGCTATAATAGCAGCCTTACCCTGGCAGAAAT -TGTTTGCAGCATTTGCATATACAGCTCCTAAAGCATCCTTGGTAGTGTACTTCTGCAACATTATCTGCAT -TTTTTTAAGGGCATTAATAACTTCAGGAGTTTCAAAGTTTGTAGGATGTAAAGTATTCATATACTTATTT -CCGGCTTCTCCGTTTGTACCAACAAGAGATGAAAGCATAAGGTTTGTTGTCCATGCGTTTTCACCTGTCA -TCAATGCTAAAGGAGTGAATCCCGCTGCTTTTAACTTATCACAGTTTGCAAAGAAATCATCCCAGGTTTC -TGCCGGTTTTATGCCTGCTTTATCAAATATTTCCTTATTATAGAAATAGCCTATTACCTGCTTTTGATCA -CTAATGGACCATACTTTTCCGTCACGGGTATTTGCAGCTAATGCCTCATCTCCAATTTCACTCTTCCATT -GGGTATCCTTATCTAGGTAATCATTGAAAGGTGTTGCAAGATTTCCTTTTAATAATATTTCATTTATTCC -GTTTTTCCCCATAACTACATCTGGAAGATCTCCTGAAGCTGCCAATATTTTCATCTTGTCATTATATGCT -GTGTCACTTGGGATTTCTTCTACTTGTACCTTAATTCCGTTACCGAATTTATCATTAAACTTTTTGAGCT -GTTCTTTTTCCATAGCAGCTGATGAATGCGTACCAACCTTATATGTAGGGTATTTTATTGTCACGGGTGC -CTTTGCTTCAACACTTGTTTTCGAACTGGTTGATCCTGAGACCTCTGCCGTTTTGTCAGAAGTTCCGTTT -GAACCGCATGCAGCTAAAGATACTACCATTGCTGCAGTTAATAAAAATGCTGCCGACCTCTTCATTCTAT -TTCCTCCTTATTGGTTTTTTCATTGTATACTTAGTAGCGCTACACTAACATTATAGGTTGTTGAATCTTA -AAAGTTAATTTGTTATTTATACTTGTTTTTGTAATATTTCTAATTAAATATCCCCACTGACGGCAAATTT -TTTAACAATTTTAAATTGCTTGTAATATTTTTACCATTGTATGACTTTTTTTACCTCTGCTGTGCTGAAA -AAAAAAGCACCTTCAACTAATAAGTTGAGGTGCATTTTTTTCAGGATTAACCCCTTATTTTATTATATTC -CTTGTCCGGAAAGCAGGTTATACATTACTTGTACTGCCTCGGCTCTGGATGTATCTGATTTTGGGTTCAA -TTGTTTATCATTCCCTATTACAATACCTGCTTTTACAAAAAGCTTCATTGCGTTTTCCGCATAACCCGAT -ATATCCTTTGTGTCGATGAAGCTGTCAAAATTTCCGGTTTTTGCATCTGGTAATTCACCAAGTATATCCA -GTGCACGATAGAGTATAACAAGCATATCCTGTCTGCTTATCGCCGCCTCTGGCATGTATTTGTTATCTCC -AGTTCCTGAAACAAGGCCCAGTCTTTTTGCAGTACCCAGATAACCAGTATAGTATTTGCTTCCGGCATCA -GAAAAGTTTTCTGTCACTGCCTTATCGGCCCTAATACCATATGAATTCATCACCATTATGAGAAAATCTG -CTCTGGTAACTTTATTCTGTGGTGCAAACCTACCGTCCCCTGTGCCACTTACCATCTCTCTTGCCGCCAG -GAATCCTACAGCCTTTTCATACCAGGCATCCGCCTTGACATCAGTGAAATTGACTTCATTGTAACCGACG -ACATACTGTAATGGCTGAGTGGCTTTGAAATCAACAGTTCCTGTAGCTGGGTTGTAAATGCTTCTGACTG -TTCTCAGTTCTCCGGCATTGTCTATTCCGTAGATTATTATGGAACTATGCTTTTCATTTACTTTTGGAGC -ATAAGGTACACTAACCCTGACAGTTCCTCCTCCAAAATCTGATATCTCTTTATTATCAGCTTGAATTGAG -AAATCATAAACTGTCCGTTCACTCACTTTATCCCTTATTTCTTCTGATAATGAAGAAGCTTGTACATTAC -TTATAATAATGTTTACATTACCGGATGAAGCAGAAGCATTGATTGTGTCTATTGCTTTTGCATCAAAAAT -AACACTTCCAATTCTTGTATTAATCTTAATCTCGGCTCCAGCAGTTTCCGCAATTTCTTTTATCGACTCC -GCAGGAACTCCTATCTTGACTGACTTTGTGTCTTTGACAGAATCAAGTTTTATTTCAACTGTTGCTTTCT -GTCCGTTCTTTTCAGCTTCCTTAGCTTTTTGTACAAGCTCATTAACAATCGCTTTTCCAATATTAGCCGA -AGCTGTTCCTGATTCGTTGCTGGCTTTTAATGAAACTGATAGTATTGTACGATCACCGTTTCTGATGGAA -TCAACGGGAATTACACTCTCTCCAGTGCTTCCATTAGTGTCTCCCGTACTACCCCCGGGCTGATTAGCAG -GAGCTACAATAATACTTAATGTTTTACTAATACTCAATATCGGATTACTGCTGTCCTCTACTTTGATGTT -GACAGTAAAAGTACCGCTTGCAGTAGGAATACCTTTTATTTCTCCCTCATTTGTGATTGTCAGACCTGCC -GGAAGTCCTTCAGCACTCCATTTATACGGCACCGTTCCGCCTGTCGCGGTTAATACATTTGAATATGCTT -CCCCAACCTTGCCGTTTGGTAATGAAACAGTATCTATGGACATAGAACTTCCTAATAAATCTTTAAGCAC -AATTGTAACTTCCTTTGTATCTATTGGAACGTTAACAATACCATTGGCATTATCTACTGTTCCAACAGAA -GCGGAAGATATATTGTTTACCATCGCCGGGAGCTGAATACTCCATTGTTCCACCGTACCCGCATCAACTT -TGGAATTTGTCTTGTTGCAATCAAAAGTGATTTTCAGATTGCTGCCATTTCTTACAATTGTATATCCCGC -TCTTCCGCCTTGAAGAATCGGATAGTTTTCAACAGCTGCAACTACGTTATTTTCATTTGTGGCATTAGTT -ACCCATTCTTTAGGAATACCGCGTCCGATAATAATTTCCGCATTTTTATTATCATTGTAGATTCTTTCAG -CTATAAATGCATCATACAGAACTTTGGATGCGGTTGCCTGTCCCCACATATGTTGGCAAGAACCTCCGCC -ACCTGAAGCATTATCACGGTTCCAAAGTGGAGATGTAGGATCCTGCGATGGATAATCATTTCCTCCTGGT -CCAACACCTTCCCACCAGCCGAACGGTGAGCTCATGGCACTGTTTACAGCAAATTCATAAGCTTTTATTC -CTATATCTCTATAAGCTTCACCACGAAGTGCAGAAATACCGTATCCCGCATTGTATGCGCTTGAATACCA -GCCATGAGGATATCCTCCAAAATTATAAGGTGAAGCACCCGGCAAGTCTTTACGTCTTTCAATACCATAT -GCATAAGTTTGGTCTATCATATCTATATTAGCCCCGGCCTTGCTTTGATCCGCACCATACAGATATCCAT -CCCATGGGAATGATCCGAATAACAACATTGATGCCCAGTTTCCATCTCTGATATCATTACATCTGTTTGC -AGTATTTGGTTCAACTATTGAAGCCGGAATATAGTTCAGATTATTTCTGTTAATTGTATTTTCAAGTGTT -TCTGTTACCACCTTTAGTAAACTGTCGTATTCGGCATTTGCCCATTGAGCTTCTGCTAAGTAGTACTCTT -TCTTGCTCTGGTCATTTTCCTTTATAGCCAATTCGTTACAGATATATTTATAAGCTATAAGTCCCATAAG -TGCAGCCTGATCATCAACGGTCCATTGGCCGTAGGTATCGATGGCGAGAGTACTTTTCATAATTCCGTCA -TGGTTTGGACCTGTACGGTCGTCATGAATAGAATGTGCCATCTTTTTAAGTACACCTTCATATTTCTCTT -TTATAAAATCAATATCTCCGGTTTTACTTAAATATACCGAGTATGCCCATGGTAATTTCCAGTTTGCATC -CCAATATAAGTCTGGATCTACTTCACCATTCTCAATGTTTATTCCGCCGGTCATGGGAACACTTTCAAGA -TAATCTTTTGCTTCTACAAAATCTCCTGCTGTAATCAAGGACTGCAAAATCCCGATTGTGTCGTGTGAAA -ACAGTCTATCATATCCATTTTCACCTACATGTAAAAATGTCTGATCCTTGATTATAAGAGTATAGATATA -CCCTGCCTTATATGCATTTACCAAACTGTCTTTATTATTTGCATCTTTGCTGTTAGGCATCTTTATATCT -ATTATTCCTGCAAGTCTGTCATCCCAGTATGTCTTCATCGATGCATAATTATTTTCAAATATACTGTTTT -CACCAATGTCAGCAACTGCTTTTGCAGCTTCAAGAATTTTCTGATCCGCTGGGAACGGGGCTTTAGGTTC -TACCTCGTGCCTCTCCCCTGTGTGTCCTTCATTCTCAAACCTGTCTGCTTTTATTGCATACTCTCTTACA -ACTGTTTCTCCTGCATTTATAACGTAAGATGATTCAGCTGCGTTATTCAGCGGCACTAATTCCTTTGATA -CAACAGGAAGCAAACGTTTTTCACTTGAATTGTTTATTGCCGTCATTTTTACATATGCAACTTCCACAGG -GTTACCGTCTATTGTGTGCTTATTGGCAAACTCTTCAATTTTATATGTAACATCATCTACCGTGTATTCA -CTTACATAGCAAGGCAAATATCCGTCTCTATTATACCAATCAATTGAAACTCCTTTTGCTTTAAGGCCTG -TTACACCAAATCTGATCATCAGATTACCTCGGCTTGGCAACCTAAAGGAGCCGTCAATAAAGGCAATAGG -AGCATTCATATCACCTTCAAAACCAAATGACCCAGTCAATCCTCCATCTGTCTCAGATGAATATTTTCCT -GAAACCTGAAGTTTTGCAATTGCATTTAGGACAGATACGTAGGCCTGTAACTTTTCATCATCAGAAGCAC -TGATGTCCAATTGTTTCGCATTTGTAATTGCATCCGTTAATATAGCTACAGAAGCATCTGTATAACCTTT -AACTACCATATTATCAAAACTTGAAATAAAACTGCTGAAATCAGATATGTTTATATTGATAACTAAACTA -TCTTTTGCAGCCTGAAGCTTTCCGGTTTCAGCATCAATTTCCGCCTGCAATGCATCGAAGTTATTCAGGC -AATTTCTTGCTTCCTCTGCCGCGTTGGCTAAATGCAGCCAGGATTCTACTGTGTAAATCTTTTCATTAAG -ATTGCTTACTTCTGATACCAGAGCTTCTAGAGCACTTCTATCCACATTTATTTTTTTTACAACTCTTAAC -AAGCCTGTTCCAAGCCATGCCTCTGGTACAAACTTTCCTGATGTAATCTTACCGAAAAATTCATTCTTGC -TATAATGATTTTTTTGCATAACTATCCAATTATACATACCATTTTTCAAGGTAGTCTGAGTTACATCTAT -GGCATACCTTGTATTGGCTTTTACATCATATACAAGTTTTGCAGTAGTTAACCCGCCATTAATAACATCT -TTTTTATTGACAGTTGTCTGAGCCAGTGGCGATCCGGTAGGAAGCCCATTATTGTCTGTTGCATACAGCT -TTACAACCAAATCACTTCCGTCATCAGAATTTTTATATAATCCAACTTGAACATACTCCATTATAAAATC -TTCACTAGATGTAAAGGTCTGATATCTATCCTGCTCATCTACAAGATTACCCAGGCCATAACTAGAGCCC -CTTTTGCCACCTGTGTAGTCAATCATCACATTTGTATCTTTTTTTACAAGATTATTCTGAGCCAAGATAA -GGGCAGCTTTTGCATTATCAACCTCTGCCTGTGTCACAACGGCTTTTTCTAGGACTGCTTTTGCAGCTGT -TCTTGCATCAATAAAGTTTGTCCATGATGCATCTGTAAAAAAGCTTTGGGTTATTCCGCTAAATTCATCA -TAAAATGCTTGTAATGAGGACTTGTCAGCAATCTCTTGGCTGCTAACTGCTATGGTTGACAATGAAGAAT -TACCATCATAGGCATTTTTATATGTTTGAAGACCCACAACCTTTAACACTTTATTTGCCGGAACAACTAC -CTGATATTTGAATGCTTGGGCAGTGCCTCCAGCCTCCATACTTTTAGTTGAAACATATAAATCGTCCAGA -TAGAAGTTTACATTTACTTTTGCCTGCCAGAGACCAGTGCTGAATACAACGGTTGTCGAAGTAGGTTGTG -CTGCTATAGTAAAATTCCAGCCTACATTTGCCTTACAGGCACCGGCACCTCTATCATCTGACAAAGGTAG -GAAAACGCCGAATCCGGTATCATTGGCTAATGCTTCATAACCTGACATTCCGTCTGTCCAAGACGCAGCC -GTACGGTTAGTATCCCCATTAGTTTCTTTTCCCTCAGGAACAGTATTCTGGAGTGCACTGAATGTAATGG -CATTCTGAGTATTCTTCTTAATTTGAATAATATTGTTTGAGCCATCCCCTCTCAAATGCAGCCAGTCAAC -ATCTCCAACCGCAGTTAAATCAACGTTATACACCCCGTTTATTTGGCTTTGAGTAACGTTTAGTTCATTT -GCATTATTGGTCACAAGAGCAGCCTGTGCCTGTTCCAATGATGTTTTTGCGTTGTCAACCAGGGTCTGTG -TTGCACTCGGATCGTCAAGTACAGCTTGAGCAGTAGTTCTTGCACTTTCAAAAACCGTCCAAGTTTCTTC -CGTATAGGAACCTTGAACTATATCCTTGACATTATTGTATAAAGTTTGCAATGCCTCCTTATCAACAGGT -ACTACACTGCTTACGGCTATACTTGAGATTGAAGAATTACCGTCCTGCCATAAGATATCTGTTTGTATAC -CTTCAACCTTCAATACTTTATTTGCCGGTACCGTCACTTGGTATTTAAATGTCAGGGCACCACCGCCTGC -TGATATATTTTTCGTATCAACCTGCACGTCATCCATATAGAAATTTACACCTACATTTGCCTGCCAAAGT -CCCAAAGTAAATATAACCGTTGTTTGGACAGGCTGTGCTGATACCGTAAAGTTCCAGCCCACGTTTTCAG -TGCAGGTTCCAGCACCTCTATTATCGACAGGTGGTGATAAAACAGCAAATCCCGTATCGTCAGTACCTGA -TTCATATCCGGCCATACCGTCTGACCATGTTTTAGCTATGCGGTCAGGATCCCCATTACTAACCTTACCC -TCAGGAACGGAATTTGGCAGTATATTAAAGGATATTGCACTTGGATTTGTAGTATCCTTTTTGATCTGCA -CAATTCCGTTTGAGCCGTCACCCTTTAAATGCAGCCAGTCAATATCCCCAACCTGAGTCAGGTTAAATTT -ATACTCGCCGCTTACTTGACTTTGGGTAATTTTTAGTTCATTTGCATTATTGGTCACAAGAGCAGCCTGT -GCTTGTTCCAATGCAGTTTTTGCGTTGTCAACCATGTCCTGTGTTGCACTCGGATCGTCAAGCACAGCTT -GGGCAGTAGTTCTTGCACTTTCAAAAACTGTCCAGGTTTCTTCCGTATAGGAACCTTGTACTATATCCTT -GACATTATTGTATAAAGTTTGAATTGCCTCCTTATCAACAAGTACCGCACTGCTTACGGCTATACTTGAG -ATTGAAGAATTACCATCCTGCCATAAGATATCTGTTTGTATACCTTCAACCTTCAATACTTTATTTGCCG -GTACCGTTACTTGGTATTTAAAAGTCAGGGCACCACCGCCTGCTGATATATTTTTCGTATCAACCTGCAC -GTCATCCATATAGAAATTTACACCTACATTTGCCTGCCAAAGTCCCAAAGTAAATATAACCGTTGTTTGG -ACAGGCTGTGCTTGTACCGAAAAATTCCAGCCTACGTTTTCAGTGCAGGTTCCGGCACCTCTATTATCAG -CAGGTGGTAATAAAACAGCAAATCCCGTATCATCGGTACCTGATTCATACCCGGCCATGCCGTCTGACCA -TGTGTTAGCTATGCGGTCAGGATCCCCATTACTGACTTTACCCTCGGGAACGGAATTTGGCAGTATATTA -AAGGATATCGCACTTGGATTTGTAGTATCCTTTTTGATCTGCACAATTCCGTTTGAGCCGTCACCCTTTA -AATGCAACCAGTCAATATCCCCAACCTGAGTCAGGTTAAATTTATACTCACCGCTTACTTGACTTTCGCT -TATAACAAGGTTTGAAGCATCTTCGGCCGCATATGCTATTCCGCTTTGAAATACTGTTGAAAGTAACATA -CAAACGCTTACTACTACCGCAACCATCTTCATAATAACTTTTTTAGACATTTTATCCCTCCATTAAAACT -TTTTAAAAGATCTTATGTTTTTGTATTGCTGCTATCAATACTTCCTCACCTCTTGCTCAAGCTTACGCCT -GTTTTAGTAAAGCTTATCGGCGTGTGTTCTTAAAGTACTGTTTATACTCCGATACTCCTTGACACGCCCG -GATTCCATATACTCCTCTCATTTTAATGTATTATATTTTACTTCTCTGGTGACATAAAGTTAATTAGTTA -TTTATACTTGTTTTTGTAATATTTTTAATTTAAATGCCCTGATGAAGTAAATTTATTCAGCATTTCCAAA -TTGTTTGTAATATCTTTACTTATGTATAATTTTTTTTACTTTCTATTTTTTGTGGAAGGATTAAAACTTA -ATTTGTAGAATATTACAATAAGGTTACATAATATATAATTATATATGCCGCTTTTACATGATATAATTAG -GGAGTTGAAACATTGCTGGTGAATATTATCCAATACATACGAAAGACACCACTCAGGTATAAGATTACAT -TAGCTGTAGTTCTTTTGCTCCTGTTATCCATGTCTCTAATTGGCTTTTATTTCTATTGGAACATGGCTTC -AGTACTGACCAAAAACGCCAATGACAATTTGGTTAATCTCATTCAGCAAGCAAACGGAAATATTGAAAAT -TCCTTTAAAATAATTGATACTACATCGCTCCATTTTCTTTCCAATAAATCTATGAGATCCTGGACCTTGG -ACGATACATCTTTTGATGGAGATTTCTACAGTATTTTCATCAATAAAAGACATATTGAAGAAGACCTCAA -GTACAGCCTGATGTTTAATAACGCATGGGATATGAACCTTATTTCTACAGCTTATGTTTTTTTGAACGAA -GACACATATTGTTCCATTTTCAAATCAACACCAAATATACAGTTGATAAACGATAACCATATAAATATTT -TTAAAAGAATAAGCGGCAGCAAAATCAGAGGCAAGACAATGATACCACCTTCCTTGAATGACAAGACCAT -TTATTTTACCCGTATAGTTACAAACATTAGTAACCCTAAGCAAAGATTGGTAATGATTTTTGGAACCGAA -GAGGAAGAGTTCTATAAGAAATATTCTGAACTTCTTTCATTTGAAGGGTCAATGGTATATATTACGGATG -AAAAAGGTATTATCTACTCAAGTTCTCAGAGAGACAATCTTGGAAACAATGTACCTTCCTCTATCCTGAA -TTTAAGGAACGATACAGGTGTTTCAGAAGTTGACATAGGAAATGTCACCTATTTAATTGCCCATAGGAAA -ATAAGTGACACCGGACTAGACTTTATAGCTGGAATTCCTAAAGAACAGGTTTTGGCAAAGCTGTCCGACA -GTATGAAAAATTATATTGTCATTACAGCTATTATTGTATTTATATCCGTATTTTCCGGAATTATTATTTC -CCTAAGATTTACAAGGTTTGTAAGAGATATGCTCTCTGTTATCAACAGGGTAAAAGTAGGAGATTATGAT -GTAAAAATGCCTTATTACAAAGACAACGAACTCAAACTGGTGAGCAATACCTTCAACAATATGACATATG -AAATAAAGTATCTTATAAATCAGGTTTATGAAAAGCAATTACTAATAAAAGAGACAGAATTCAAATTTCT -TCAGTCTCAAATGAATCCGCATTTTCTTTTCAATACCCTAATCACCATTGGATATAAAGCCAAGTTGTCA -AAAGATGAAACAGTATATAAGATGGTCACATCCCTTACAGAGCTGTTACAGGCAGGTATTTATTCCAATA -GCCAGGCAAAGATTCCTATAAGGCAGGAATTGGAGTTTATAGACTTTTATCTCTACTTGCAGAAGATGAG -GTTCGGCGACAAGCTTGAGTATAAAATTTATGTTTCTGATGAAAGTATTTTAAATTTTGTACTTCCAAAA -CTGAGTATTGAACCTCTTATAGAGAATGCCGTAGTTCACGGACTTGAGGAAAAGGTTGGAAAAGGGACTA -TAGAATTGAATATCCGAAGGGAAAACGAATCCATATTTTTTGTAGTTACAGATGACGGTGCCGGTTTTAA -GACCGACAAAATAAATCTGGATGATAATGATACCATTAACATGCGCAAGAAGGGACATAACAGTATAGGC -CTTATGAATACCCACAAAAGAATCAAGCTGATGTATGGAGATCCCTATGGGGTTCAAATTGAAAGCCGGA -CCAACATAGGAGCAAAGGTAACAGTACATATTCCCGTTGATAGGAGCGAAACAGATAATGTATAACGTAA -TGATTGTTGATGATGAACCGGTAATAAAGCAAGGACTTTTATGCTTTGTCAATTGGGAGGCCCTTGATTG -CAAAGTGATTTGTGATGCAGAAAACGGGATAGATGCAATGGAAAAACTGGCTGTCCATCCCGTGAATATC -GTCCTTACAGATATTAAAATGCCTGGAATGGATGGCTTGGAATTGTCAAAACTCATTTACGAAAAGTATC -CTTCTATAAAAGTCATTATTCTTACGGCCTTTTCAGACTTTACCTATGCACAAGCTGCAATTAAATACAA -TGTATTGGATTTTGTCATCAAGACCAACCCAACTGAAAAAATTCCGGATGCCATTCGTAAAGCAAAGGAC -CTAATTGCACAGGAGAAAGAAAAAGAAGAAAAGCTGAAGCTTATGGAAGAAAAGGCAATTCTGAGGCTGT -CAGAGATCAAGGAAAATTTTTTCAAAGATGTGTTTAATGGAATCATAGTGAATGATACCCTTCTTCAAAG -CAAGCTAATTGAGCTTGAAATAAGTATCGAAAACTATTTTGTTGTTTTATTTGACATTCACAATGCTTCA -AACGGAGATTCATCAATCAGTCCTGAGGACTATAATAAATTCATACATTCAGTGAACAATCTTCTTAATA -TGGCATTTAAGAGCTATCCTCACTATACTGTGGCAATGGACAGAAATCTCCTTGTGGCCGTAATTTCCTT -CAAGAACTACAATGTCCCTGTATGTACTCAAACACTGCTGATGACCTGCAATGAAATTCTATCCATGGCA -GACAGCTTCATGCGGTTTACTATCAGTATAGGGTTGAGCCAAATGCACCAAAAGGTCCAGGCTCTATCTG -TTGCCTACCAGGAGGCCAGGGAAGCATTGAGAGGTGGATTTTATAATAACAACCACGTTTCTGTTTTCGT -GCCCCGTACTCCGCCCATACCATCCTTAATAAATCAACCCCACTATATTGCCGACAAAATTGTAGGCAGC -CTCAAATTGGAAAACCCCTCAGAGGCAATTATAAGCCTTGAAAACCTATTGGAGGAGTACAGGAGTAATA -AGGAACCTATTGAAAATATCAAGGTTTCGTGCATGCTCATCGCCTCTTATTGTTACAGGCTTGTTGCGAG -CTATAAGCTGTTTGCTCCGGAACTTGCCGATAGCGAGCCCGAGGTATACAAGCAGATACAGTCTAGCAGA -AATATCCAAAATCTATTAAATATTTTAAGGCAGTTAGTAGAGAATGTTTCACAGGTTGTGGAAAATAACG -GGAATAAATTCAGTTGCTTGGTAAAGGAAACCCAAAAGTATATTCGCGATAATTATAACAAGAATATCAG -CCTCCAGTCCATAGCTGACCACATCCATGTCAACAGCAGCTATCTTAGCCGGTTGTATAAAAAGGAAACA -GGGGAATCCATCGTGGATGCCATTAATAAGTATCGGATTGAAAACGCCAAAAAGCTTTTAAAAGACCCTG -TCTACAAAGTGTTTGAGGTAGCGTGTGCTGTAGGCATAGAAGACCCTGCCTACTTTACTCATGTTTTTAC -CAAATATACTGGAATGAGTCCTAAGGAATACAAGAGTAAATAATTCTTTATATTTACAAAGAAGCAATTT -CTTGTATTCTCTCTATTATTGGCAAGTGTTGTGTACACATTTTTTCACACTTGCCGCATTTTATACATCC -TACTGCTGCTTTGGCTGATAGATGCCAATGCCTTCGTAAACGTTTTACGATAGAACGACCAAGAAGTTTA -TCATTGTATGCATCCATAAATTTGGGAATCTCAATATTTTGTGGACAATGATTACAGTATCCGCATCCTG -TACAAAGATCGTTCAAGATTATACCCTTGTTTTCATATTCTTTACATATCTCTGCCATTGGTTTTATTTC -AAGATTTTCAATAGCTTTTACTGCATCATTAACATGCTTTTTTGTAGTAAATCCCGTCATTGTTACCGAT -ACTTCTTTCTGAGCAGCAACAAAACGCAGTCCTCCTTGTGCAACATTTAAGTTCGTACCTTCCGTCAGAA -ATTTAAAAACCCTCGGATTATCAACGATAACTCCGCCTCCCAACGGATTCATAACCGAAATGCCCATACC -GCTATTATAGGCTGCTTCAATGCCGCTTTTTCTGTAACGGTAGTTTAACGCATTGTAGCCGAGTGCTACT -CCTTCGAAGAGTTTAGTATCCAATGCTCGTACCAAGTCGTCACCCTGCATATGCGAAGACATAACTATTC -TCCTTATAAGTCCTTCTGACTTAGCTTGTTGGAAAAAACCAAACAGCTTCTCACAGTTTTCATAAAATGA -GTTTAAATCCAACATACACCAAAGATAGTAAAAATCTAAATAATCTACTTTCAAACGTTTTAACGATGTT -TCAAGACGTCTACGAAATCCGTCTACCGTACATTCGTTTTGCAATGTGGCTAAATTTGTTTTTGAAGCTA -CATAGTAGCTGCTACGAGGGAGTTGAGAAAGTGCCATGCCCGTTATAATTTCACTTTTGTCGTGACAGTA -GAATGGTGCCGTATCGAAATAGTTAATTCCGTTCTCATGAGCATATAAAATTAATTCCACGTATTTTTCA -AACTTGTTTTCTAAGATAACATGATCATCAAAACGCATACAGCCCATTCCAATAGCAGACAATTCTACAT -CGGAGTTTCCATAGCGCTTATAAAGCATTTACAATCCTCCAACATTTCAATAAACATATATTAATAACAT -TGTTCAATATACATTTAGTATTTTTAAATAACTTCCCTAGACATATCCTATTTATCCGTTTGATGTAGAT -TCAAATAGCACTTTACTGTTATCCATAGTTCTAATAAGCGGAGCATTCAAAACACGGAATTTTCTGTTAG -TTTCCCAAACGTTAACCAATTCTTTAAAGTTTTCATCCGGGTTAACCATCAATTCAGCCAATCCATCAAT -TTCTTTGGCTATACCTTCGTCTATTTCTAATCTATTATTATCAATAAAGTATGGTATGAAATGGTAATTT -ACTTCATCATTCATCAATGCATGGAAATCGTACATCATTATTTTTGCCAATGCCTTTAGCGATTTAGATC -CATCCAGAAGTATATAGTTATTACCGTCCAGTTTACCGCTTCTAACATCTAACCAAAGTTGTGCAATCCA -ATAAAACTGATCATCGGGAATATCATAAGTTGTAAACAACCCCTCGCACTCACGATACATTATTCCTTCC -CCATCAAAATTAACCCATCTGTTTTCTTTTTCACTCCAGTATTGGTTAATCCAATGATCTACAGGCTTAC -CATGATATGCCCTTATTCCTGCCCTGCTACGGCAAGGAATACCTTTTGCTTTTAAAATTGCCCCTAATAT -AACAGTTATGTGTCTACAGGATATTACAATCCTCTCCTCAACTTGTCTGCCCGGGAAAAAACCTTTTTCG -TTTAATCGAAATATTTCAGCTGTCATAGCAACAGCGGTTAACAATATATCGTCTTCACAACACATTCTGT -ACCAGGGAAACCTATCCATATCTCCGTATCGCAAATTTTCATTTTCCCCACTGTTTCCGCATTTCAGTAC -AAACCTTTGTATATACTGTTGACCAACCAGTTCACTCAACTCTTTCAAATCATCCGGCAAGCTTTTAAAG -TAGTCTTTGTAGACCCCTGCATATGTATATGTACTTGTTGACAGGTAATGATCCAAAACGGCTTTATCAA -TATTCATCAATTAACCCTCCATTTTAAATTAACTATCTTTTTAATTTTCCAGTGCTTGTATATTCAAGTT -TGTCTGTAAAGACAATATGTCTGGGAATTTTGTAATCGGATAAAAGTTCTTTGCAGCGGTTGAGCACCAA -CTGCTCGGATATATCAGCACCATTTTCTACAACGACCTTTGCTGTTATAGTTTCACCGCTTAACGAATTT -TTTTCTCCTTCTACCTTTACATCCAAAATTTTTTCAATCCCTTTTATTACTCTTTCTACTTCTTCCGGAG -ATACTTTCTTTCCGGCTATATTAATTACATTTTTCTTTCTGCCAGTTATAAAAAGAACACCTTTATCATT -GATATAGCCTAAATCTCCCGAGTAAAACCACCCGTCTTCAATATAAGCATCTGTTTTTGAAACCTCACTA -ACGCCGACATAACCAATAGTGCAATAAGGACTTCTTAAAACAATCTCTCCTATCTGATTATTTTCAAGTA -CTCTGTTTTCGCTATCAATTATTTTAATTTGGACCTCTGGCAAAGGCTTTCCAACTGCATCATATTCAAA -AGATTTGGATATATCAATATTTATAGCAGTTGCACCTAGCTCTGAAGAACCATAGATTTGCGTTACCGGA -ATACCAAAGAGACTATATATTGCAGCATTTACATCTTTTTTTAATGGTGCACCTGCGGAAAGGAAGTAGC -GTAGTTTATTTACCGGTACCTTTTTATTTACTTTGGTTAAAAGCTCATACTGAAATGGAACACCTACCAC -TACTGAACATTTTCCATTTTCAATAAAATTAATAACTTCCGTATGAGAAAAGTTTTTTTGTACTACCAGA -GTTGCACCACTATAAATTGCTCCCAAAACATTTTCTAGACCAAATGCGTGCTGTGGTTGGACTAAACACA -GAAAAGTATCATTACTACTTAAATTATATGTTCGTTGAAGCATTTTTGAATGCTCAAACAATATTCGGTT -ACTCCGTATAACCCCTTTGGGTTTGGATGTACTTCCTGAAGTATATATAATACACCCCTCGGAATTCATT -TCGCAGCTTATCCTACTATCCTTTTCTTCTGTCAAGTTCTTTAAACTAAATTCTGTAATTGTAACATCAT -AGCTGCTTAAATCACTGCCCATATACTGGTCTGTAAGAATAATTTTACTATCTATCTGCTCTAATATTTC -AATGATTTCCTTTGGCTTTTTACTGGTTTCAATTAACACTGCACATGCACCCAATGATATTATTGATAGC -AAGCCAACAATAAAGTGAAGAGGGTCATTACATAAAATTGGTACTCTTTGATTTATCTTAATCCCTTTCT -CTTTAAAATCAACTCGAGCTCTGGATATTAAATTCCATAGCTGGGCATATGAGTATTTATTTTCTCCGTC -AATATAAAAAACCTGGGTACTTTGGCTATCCAATACTGAATAGAAACAGTCGCTCATATTAAATATGTTC -TCCTTTCTAAATGTATGGTTATACTTCCAGCTCATTATATTGATTTGAAGTTCTTAATAAGTCCATATAT -GCAATCATGGACCGTACCGTTTTAAACTCGTCAGCATCAATATTGACTTTACTGAATGTAAAATTGAAGG -CCTGTTCCAAACTTACAATTAAGGTATAGAAGGAGATTGAATCTAAAAATAAATCCTCTTTTAAATCGCT -ATCCAGTGTAATCTCCATATCCTTCAGATTTTCGTAAAGCATTTCTCTTAATATGTTAAGAAATTTATCA -TAGTCAGAATAATTCAATTTATAACCTCCTCTTGCACTTTGATAAAACCTGTCCAGTATTAGGCATAACG -ACACTTATTTGACTATATGTTATTCTTATAATACCTTCAAAACCTCTTGTGCAAACTGCTCCTCAGAAGA -AGCTACTTTACATATTAAATTCGATATTTCTTCGGTATTGTAACTACCTCTGCTATAATACTCAAATAGC -TTTTTACGTATAAGTGCCCAATTATCCAGTAATTCTTGCAGATTCGGCGGCATCTCTAAACTGAACTTTT -TTTGCAGGTTTATTAAATTTTGGTGTTGATAAACTACAGAATTCAAACAATTGTACCCTGTGAATGCCCA -TTTACGATCTTTGTTATCCAATTGTTTTTTCACAACCTGACCGAATTGTGTAATCTTACCGAACATTTTT -TCTTGTAAATACCTATTAAAACGATAGTATAACAATTCTTTAATATTACTTTTTTTTGTACCGTTACTGA -ATATCTCGTACGAATTAAAGCTAATCTTACCTTGTTTCGTCATAGAGTTTCTTGATTTAATAAAATCCTC -CATTGACATATTTTCTTCATGATGATAGTACGGATCAATTATATGAACGCTGTTTTCGTTTATTTGTGTA -AGAACAGCAAAATGCGGATCGTGTTCTCTGGTTACATTAAACCGACTTAATGATTTCCAATTAAACGAAT -TCATATAGTAAAAATCCATTAAAACAATCTGAAGGCCATGCTTCTCTAAAACTTTCCTGCCTTCATCAAT -AGCCTGACTCTCTGAGGATATATGTTCTAATACCTCAATGTTGGCAAAATTTCTTAAATCCTCATTTAAA -ACCACATCAACCGGGCCATCAGCGGCACCTGTATACCATTGATTTTTGTAAAATTGCTCTTCATCGAAAA -AAAATGACCATTGAGACAAAATTATATTTTCGACTTGGTCAATATTTTTTTGCTTTGCATACTCTCCCAA -TGCTGACGAATAACAATTATATCCTTGAAATGTATCCAGTAACATTCTTATCACCTGACCTCAGACTTTT -ATCACAATTGTAATCTGCTTTCTTTATAATTCAATTATCTCTTGACCATTTAGAATATTTTTAAATACGC -CATGCTTTTTTAAATAATACTCATTGTTTTTGTAAATAAGTACTTCACAGGGTGCAGGATGCCCCAAAAA -GCCTAACGGACTAAATGAGCTTCCATATGCCCCTGTGTTTTTAATACAGAGAATATCCCCTCTATCCGCC -TTATTTAAGGTTACATTTCTACCTAGTATGTCTTCAGGGGTACAAAGTGGGCCAGCCACAGTTACCGTCT -CTTCTTCATTTCTGTTATCCAATATTTTCATTAAGAAATTGCCTCGAATTTTCTTTTCTCGGAAGGTTGA -AAGTGAATTATGGTTCATACCGCCGTCAGTTATCAAGAATACCTTGTCATGAAGTACTTTTCTGTATTGT -ACCTCGGTTAAAAATACCCCGCTTTCGGCAAGTAATAACCTTCCTGACTCGAAAACAAGTTTCTTGCCCT -GAAAAAAGTCTTCATATTTGTGATACAATTTATTTATTTCTGCTCCAAAATACTCAAAATCGTAAGGTTT -ATTCTTCCCATCGTAAGAAACCCCAAATCCACCTCCGAAATCCAGTACTTTGATATGTAAATCATTTTTT -TCAATTAATTCTTTAAATATGTTTATTGTCTGTTCAAAATAGGCAAGTGTCGTATCCGGCTGAAATATCT -GGGACCCTGCATATACATGAAAGCATACAAGATTGAGATTTTTTGAGGACTTAATATATTTGAGTATTTC -GGGAATCTCATCAATATCTACACCAAATTGAGTTCCTGTACCCATCATGGAGATTGCAGGGTTTTTAGAT -TCAATTTTAAAGTTTGGATGTATCCGTAAACCTACATCAACAATCTTGTTTTTCGCTTTAGCAATATCAT -CAATTAACATAATCTCCTTGTAGGATTCTGCATTGATGGCCAGTATTTTACTATCTACTGCAAATTCTAG -TTCACTGTACGTTTTACCTGGCCCGGTAAAAAGAATTTTTTTGTTATCGAATCCGGCCTCCAGAGCCAAA -TGAAGTTCACCCGCTGAAGCTACTTCTATCCCACTAGAACACTTCTGTAAGATTCTACATATGCCATACG -AAGGATTAGCTTTTACCGAATAGAAAAATTCAAAGGCATCCGGCAACACTTTTTTCATGTTGAAATAAGT -CTCTTCCAGCCTATCTCCATCAAAAAGGTACAGTGGAGTTTTATATTTATGTGCAATATTAATTATTTGC -CTATCATCCACATTTATCAACCCTTCCTGTAAAATTCTCTAAACAGATTTTACCGATACATATTTCCCAA -CTGTTTTTAGTATTTTGTCTATTGTTTCAAAATTAACTAATAACATATCCTCGTCATAAAACGAGAAATT -AAATTCTTCTTCAATCTCTCCAATAATATAAACTACATTTATGGAATCTAATCCCAATTCTGTAAGTTTG -TCATTGTCTCCTATTGAATCCAGATCTTCCCTTTTAATGTAAGTATGAGAACATATAATCTCCTTGATTT -TTTCTTTCATAGTAAATACCTCCTATAAAATATTTGTATTTAATTGATTACTTTAATCAAATTATCCATT -TCTTCATAACGACTATCATCTTTGTCGTTTTTATCATAAACATTTGCCAGATATATTCTATTATCATATT -GTCCGTCTGAATCTTTATCTATGGACAGACAACTAGAATTTAAAATTATAATTCCTTTTTTACTTTCATT -GCAATAAAGCAATTTGTTCTCACGTAAAATCTCTTTTAACCTAACATAATTCAGACTGTTATTGGTTTTA -ACATCATAGCTTCTGATAAGAATTCTCTTACTATGATTTCTAAAATAGTTAAGAAAAGGAATATAGAATG -TTGATTGGTTGAACCGTGCATTGAACTCTATAGCGGGAAATATTGTCCCATCCTTATCAATAATTGAGTC -TATGCCAATAATTCCACTAAACCCCATCTGGTATAATTTAGTTCCTAATTTTTGGGCACAGTCATTGTAG -TAATCCTCTTGCTGCTTTGTTAATTTCGGTGGGTATAAAGAACCCTTGTATGCTGTTACCGAAATGATTT -GCTCTGTAATTGCAATTAACTTGACCTCTCCCTCTTTTGATATTTCGATTTGATAATTGATATCCCGTTT -ATCATCAATCCAGCCTTCGATTATTACTTCGAAATTCTTATTCTCATTATTAAATCTCATCATTTTGAGG -AAACTATAGAATTGTTTTTCATCCTTTATAAAGAAAACACCTTTTCCGGCAGAATTATAGGGTTCCTTTA -GTACAAATCTCATGTACCCTTTGCCCTTTAGTTTATTATACTGCTCCTCCAATTCCTCTTTGGAAGAACA -TATTCCACCCTCAATACAGGATAAACCTATTTCTTCTACTATTCTTCGAGCATTGGCTTTATTATTCAAT -TTTGTAATCAGGTCTGACGAAGACCCATAAATAGCAAAGTTACAATACTCGCTTATTTTTTCATCATGGC -TACTCAATATATATGGAACATATAATACCTTTTGTCCTGCAAATCTCGTTTTGAGATCTTGCAAGATATC -TTCGTTCTCAACAATAATTTTAGAAATTGGTAAATCCAAATCAGGAATCACGACGGTTTTGGGCTTACTT -ATACCAAAAACTTCCATATCTTTTAAAAACTCAGGATCTGATTCTTTCACAACGTAAACGGTATCTTCGG -CATTAGAGATAAAAAAAAGTAATTCTGCCTGCCTATTCAGGATTTTTTGTTCTTTAAGATTATTAACTTT -TCTTACGCCAGTCTTCTTGTCTTCCCATTCATGCTCGATTCCTGAATTATAAATTAATATTTTTTGGTTA -CCTGAATCTTTAATTATACTCATTTTTCACCTACCCAAAATAGCTTCTCTTTGGATGTAGATAGTAAATC -GATTATTTCCTGTATCTCTCCTTCATCGTCTACTCTACTTTCAATAATTTTTATAACATCCTCTTTTGAT -AATGAGCCGCGTCGGATTTGATCACTGAATTCTCTTTCTACATATGTAGTTGAACCGTTTTTAGTGGCGA -TATATTCCATAAGTTTGCCGAGTTTACATCCTGACGAGATATATTTCTTGGTAAAATGGGTATCCGCTAC -CCATCCTAATTCCTTACTAAGTAACTCGACAATTTCGATAGGCTTGTACTCAAAGTATTGCAAGGGATAA -ATGAACCTGTCAAAATTTAAAGTCTCAAGATTATCATCAAATAGATAAGAGATAGACTCCTTGCTCTTTT -CCTTTAAAAGATCTAATGCCTTTTTATAATTTTGAACTGAATAATTCTGTATGTAACGCCTACGAATATC -GAAACTTTTATCTTTACCTTCTTCATCTCCCAAAGCCCTTATCTGTTCCAGTGTATGGCCGGAAAATACA -GCCGTAACATTCAGCATCTTTGCTACTTTTATAGAAATTGTTTTCAGGAGTCTCCCGCAGAAGAAACATA -ATTGGCTGCAATCCTGCAACTTTAAAGTATCTTCAGTCAGTAAGAAATTATAGTACTCCCTCATATCTTC -AAAAGGCAGGCGATAAATGAAATGTGATATTCCCAGTTTCTTAGCTATATCGTATGAATTGTCAAATGTA -CTTTGATATTCGAATCCATTATCGATTGTTAATCCGACAATATTTAGCTTGTAGACTTTTGATAGTATGT -AAGCAACATATATACTGTCTTTTCCCCCGCTTAACATTACCAATCCGTCAAAAGTTCCTTTTGCTCTTCG -GACCTCTTCGATTTTTTCTTGGAGTTCCTGCTCCTTTTCCATCCAGTCAATGGATTGAGCTTTTAATTCA -TCATTGTAACATTCCAAGCACAGACCATTCTTAGCCATTGATTTTCCTTCTGAATCAACCGGAATCTGTT -TAAGACACTTTTTACACTTTACCTCACATTCAATCATAATTATAAAACTCCTTCCTTCATATGATTTATT -ATAGGGTTTTTGTCTGATATGAAAAAACTTTTAGATACCACTACTATTGCTTATAGCTGTTTTAACTATT -TTGACTATGTTGTCCAAGTCGCTTTCCGTTGCTATGTATTGTGGAAAAATCAGAATTGATGATGTAATGT -CTTTTGTATAGGAGATTCCTGCAAAACAGCCTAAAGAATAAATGGTTGATATAACTTTAATAAGCTGCTC -ATGACTTATAGGATTGTTTGTTTCTCTATCCGCTAAATCAATGGCTGCCATTAACCCGTGTATGCGTATT -TCAAAAACCATACTCAGATTAGAAAGGTCATCATTCAATATTTTTTTGAAATAAGTACTTTTTGCGTTTA -CAACTTCTAAAATATTATCTCTTTCCATTTTGTCTATTGTCGCCAATGCAGCAGCCAAACAAATAGGATT -AGCATTTTGTGTAGATAAATGGAATAATATCTGATTTTCCTTTAAAAAAGCACTTTCTATTTTTTCAGAA -ATACATACTGCACCCAGCGGCAGATAGCCATTATTTATACCTTTTGACATAGTAATAATGTCCGGTTTTA -AATCAAATTTTTGAAATCTGAACATTGTGCCTGTTCTTCCGAAACCCGTAGCAACTTCATCACAAACAAA -GAGAACATTATTTTCTCTGCAAAAACTGTTTATCCTGGACAGATACTCTTCAAATAATGGAATGACTCCA -CCAGAAGCTAATATCGGTTCTACAATAATAGCACATAGTTTATCTTTGTTATTTTGTAAAGTTTCCTCTA -GTTTTTGCATAACCTTATTTTTTTCGTCTATTGTCATTTCTTCTGTTTTACATCTTCTTGAAAATGGTAG -AACCAATTTAATAAAGCCATCAACCATTGGTCCATAACCCTGTTTTTCATTTTCATCATAGAAAGACGCT -GACATTGATCCATAATAACTTCCATGATAGGATTCTGAAATTACTGCTATATGATATTGCTTTTTGCCTA -TCAGGTTGTTATATTTACGCGAAATCTTGATGGCAGCTTCTATGGCTTCTGAACCGGAACAAGTAAAAAG -TACTTTTGTTATTTCATCGTGTGTTATACTACATAGTTTATCTGCAAGTTCAGATGCTTTTGGGTTCCCC -AGAGTGATAGGATTAATATACGGTAGTTCCTCAATCTGTGTCTTAATAGCTTTCTTAATATCGTTATCAC -TATAACCATAATTCATATTCCACAGACCGCTATACGCATCTTGAAACCTTCTACCGGAGTCATCGTATAG -AAATATCCCCTCGCCTTTTACTATATTAATTACGTTCTCACCATCAGCCCTGTTGAATGGTCTCCAGTAT -GTGCTCCCCATTATTTTTCCGTCCCCTTTCTTAAAACCCAGAATCTTGCAATTGATACTAGTTCCAAAAA -AACTTTGCTATTTCCTTAATATTAAAGACCTCCAGCAAACAAAAGCAACAATTATCGTTAACATAAATCA -AATACTTTTTAAACGGATATTCCAATAATGAAAATCTCTGTTCACCAAAAATGGCATTAAGTTCATTTTT -GTTTAAATAACCACTCCAGAGTATTTCTCTTTTTGTTTCGTTATCTTTTATTATTTTGCCTAAAGGAGTT -TTACTACGGAGTAGAGCGTTTTTAATCTCATCAGAAATGTTGTCGAATGAAGCTATTACAATATTGTCAG -AGAAGATATTGCCATGACTATGAAGTGATACTGTACGTTTTAGATATTTTTCAGACTTTTTAAGAGGTGA -AATGTAATCATAATAATTTTCTGAAAGATCCTTTTCCTCAGTTACCTTCTGACTTGTGACATTAATCTCT -ACTTCTCTCCCTGTCATTATCTCCAGCAACCTAGTGGTAGAACTCTTGGACACTAGTAGGATATCCGCCA -ACTTTCTTTCAGTCTGAGTTATTTCAGTCAGCAGCATCCGGTTTGTGGAATTATTCATCTGCATCATATT -ACCCCTCTGTTTTGCCTGTATTTTTTATAAAATAATCAAAACTAATATAAAAAACTTAGTGTATATTTAA -TTTTTGTAATTAATTTACATCTAATGCAAATTATAAAATAATTGGATTATCCTGTCAACAGGTTTGTGTT -AAATAAAGTTGGTTTTTTGATTAATACAGTAAATATGGACATTTGTAGTAGAATCCGTTTTAAAACAGTA -ATAATATGTCATGTTTTGGAAATATTATATTTTATAAAAAAAGTGCCTCTAAAGTTAACCTTTGGAGACA -CCCTTTGAAATATCATAAACTATTGGAGAGTTTCTTTTTTCAGTTTCCACATTGCAAGCATAAAACTCCC -AAGGCACATTACGGTAAAGAGTATAATTACGGGGAGTATGTCTGCTATTAATAGCTCCCCTCCCAATATT -ATTCTTCTGAGAGAATTGATTATATGAGTAAATGGATTTAGATTTACAGCAATGGCGAGTCCGCCGGATA -AACTTTCAGGTGGAAAAAGGGCAGTACTTAAGAAGAAAATAGGAAGTACAATTGCATTCATTATTGTTTC -ATAGATGACTTCGTTGGGAAGTAAAAGGCTTATAAAATATGCGAGGCCCGACATGAAAAAAGCTGTTAAA -AAGATAAGCAATATTATTAGTAAAACTCCTAAAAACCCTGAGCCTACTCTTACAGAAAACAACAAACTTA -TAACAAATAGAATAGTTACCTCTATAAAAGATACCAGTATTGCCTCCAGCATCTGTCCCAGTACTACATC -TTTTCTTTTAACAGGTGCAATCAGAATCCTGTAAAAGCTTCCATTAGATTTCATAATAAAATTAATTATT -CCTCCGCTGCTACAGGCAGAAAAGGTGACCAAAACCACGATACCGGGTAATATGAAAGCAGTATAATTGC -CGATGCCCGTTTTTTTCATCGCCTGTCCTGCAACAGCACTATACATTACAAGCCAAATCAGCGGCTGCAA -TATAGTAACTATAATGGAAAGAGGATTTTGAAAGCGCCACTTTATATTTCTCCACAGAATGTTTAGCACA -CCCGTTCCTCCTCCCTTTGCTCTCTTGAACTTATTAACGACAAAAATACGTCTTCCAAACTAGGCTCTAC -TATCTCGATAGCATTTAACTCAGCATCTTTATCCAACAACCATTTATTGACTGTTTTAAAATCTTTTCTG -CTGTCATCAACCCCTGCTAAAATGAATCTATCTTCTATTTTAGTAAACCTGGTAAGTCCAGAATCATCAA -GAGCTTTTTTATATTTTTTTGTCTCTTCAACACTGCTAAATCCTATTCGGAGCATATTTTGCCTGGTATG -ATTTCGCAAATCCGCTGGTGTCCCCTGAGCTATTTCCTTCCCATCTTTCATAATACAAATCGTATCGCTC -AGCTGATCAGCTTCTTCGAGATAGTGTGTTGTAAGAAAAATAGTTGTTCCGTAGTCTTCTCGAATTTTCA -GCAACATTTTCCACATTGCTTTTCTGGATTCAACATCCATAGCAACTGTCGGCTCATCTAAAAAAAGAAT -TTTAGGAGCCGAAATCATATTCATCGCAATATCCAATCTCCGCTTTACACCTCCAGAGTATGAAGATGTG -GGGTATTTAAGATATCCGGATAGTTCAAAATTGTCAATCAGAGATGCGATTCTTTCTTTAGCAAGGTGCT -TATCTACTTTGTATAGCTTACTTTGAAACATCATATTTTCCATAAGAGACAAATGAGCATCAATTGAAAC -ATGCTGTGCAACACATGCAATCTGCGTACGAACCCAGCCCGGTTCCTTGCATAAATCTTTCCCTAGCACA -GTTATCTTTCCTGATGTTGGTTCGTAATAAGTGGTTAGAATATTAATTAATGAGGATTTCCCCGCACCAT -TTGGTCCTAATAAGGAAAAAATTTCCCCCTGATTTACTTTGAGACTCAAGTTATCAAGTGCTTTGACACC -ATTTTTGTACTGCTTATTTAAGTTTACAACCTCTATTGCAAGCATTCGAACTACTCCTCCTTAATGGGAA -ACAGAACTTCAGTTATATACTTATTAGGATTACCTTTTAGTATCATTCCCGGTCCTTTTATAAAAACTTC -CCGGAAAGGAGGCTGTAAAATTAGATTTTTTTCACGTGCATAACTTTCAATTGCCTCGTATACAGGCTGC -ATTGTTTCATACGGTCCAATATGCGTAGCACTTATTGCTTTTATTCTTGGCATATCTTTTACTGCGATAC -CATTTCCAACGGGGTTCTCCGCTGTAGGAACACATAGATCCATCTCGCCTGTCATTGTTTGCTGATCCAT -TACATAATAGCATATAAAAGGTGCTCCATTTGCTTTTCCCTGTATTGACTTGAAAACATTAGGCATGACT -TTCGATGCTCCTGCCGCAGGCCCCTTATAGTGCATAAATGCTACTCTAATCGGCTCAACGTCCTTAACTT -CAATTTCATAATTCATAGATTCTTCCTCCTAAATAAATTATTTTTTTGCTGTTTTAACTGCAATCCAGAC -CTCAGAATGCCCCCCTATCATCTTTTTCTCGCTGATAGGATAGACCTCTATATCTGGTAATTCAGCATAA -TCATACCCGGAAAACGGAAGCCATTCCGTAAGAAATCTTCTAAATATTGTTTGGACAGACTCCGGGAAAT -GCCCATCACATTCAAAAATGACCCAGGTAGCTGCCGGAATTTCATATTCTACTAAATCTTCCGGGACAGG -TTTATCTGTAGAAGTAGCTATATAATAATAAATTTCCTTTGGATTTTCATATGCGGTAATACCCAATATG -CCATGAGGATCTTTATTTGTTAATTCAATAATTTTAGAAAAAACACTGCTTTTTAATGTGTTATCCCAAA -ATGCAGGAACAATCTCAAAATTCTGTTCAGGCTCCTCTTCTAGCGGAACCCTTACACCAACAATTCTAAT -GCGGTCTCTCGTTTCAATGCGATACCTCATTCTTTCACCCCCAGTTATATTAATTGTAAAGCTGATGGGA -GTATAAGCATTTAGTTTAGTTCCTTTCACACGTGCAACAGTCGGAGCAACTCCATGAACACTATGAAAAG -CACGATTAAATGCCGCTGCTGTAGAATATCCATACTTTACAGCGATTTCCATAACTCTCGCACCACTTAA -CTGAAGTTCAAAAGCAGCTTTTGTCATTCTCCTGCGACGGATATATTCAGATAGCGGAATACCGGCTATA -TAAGAAAATATCCGCTGAAAATAGTATGTTGAACAGCAGGCAATACCTGCGACCTCATCATAAGATATAT -CATTAGTCAAGTTGTTTTCTATATAATCAACAGCCCGACTCATTTGATTTAACCATTCCATATTTTCCAA -TCCTCTTAAGGCGTATTCTAACATAATCTGTAAATTATATCTTTTCTTTTGATGTCCTGTTTTGTAAACA -AATAATTTAGTATTTAGGCTCTAGCATACCGATAAAAAATTATTCCGCTCATAAACATATCTTATCACCA -GTAAAATACCCCTCCTGAGGATTGATTGACGATTTTAATGCCTGCCCGGTATAACTGTTTGGATTGTTTA -AAATATCCTCTACAGTTCCTTGTGCAATAATTTCTCCGCCATCTGCACCTCCCTCGGGTCCCAGATCTAT -AACCCAATCTGCCATTTTGATAATATTCAGATCGTGTTCAATAACCACCAGTGTATGCCCGATATCTACT -AGCCTTTGAAATACTTTCAGCAGGTGTTGTATATCATTAAAATGCAGCCCTGTCGTAGGCTCATCCAAAA -TGTAAATCATACTTCCCTTCACCTTTGTGCTTAGTTCTTTTGCGAGTTTAACACGTTGTGCTTCTCCTCC -GCTCAAAGTAGTAGCACTTTGTCCAAGTTTGATATAGTCAAGTCCTACATCCTTAAGCGTCTGCAATATA -CCAACAATGTCCTTATAACCGATAAAAAATGATAAAGCTTTTTCAACATCCATCTCGAGTACTTCCGATA -TGTCCTTATCTTTGAATTTTGCCTTTAATATATCAGCTTTAAACCTTTTACCACCACATTCCGTACATGG -AATCCATACATCCGGCAAAAAGTGCATCTCAATTTTTATTTGTCCTTGACCTTCACAGATTTCACATCTT -CCTTTATTGGAGTTAAAGCTGAAATACTCGGAATTAAAACCTTTTTCCTTGGCATATTCCGTATTAGCAA -AGACTTTTCTTATTTTATCGAACAATCCTGTATAAGTGGCCGGATTAGAAGTTGGTCTTCTTCCAATAGG -TGATTGCGAAACATTTACAAGCTTATCCAAGTATTCATCCCCGGTAAGCGACTCGTACTTTCCTACAGGA -TCTAATCCACCGTTTATACGTCTATTCAGAAGTGGTTCAAGAACGCCGCCGATAAGACTACTCTTCCCAC -TGCCACTAACACCGGTAATACAAGTCAAGCTGCCAATCGGTATGCGTGCAGTAACATTCTTGAGGTTATT -GTACTTAACACCTTTTAGTATCAGCCACTTGCCCTGGTTTCTCACATCTTTTGGAACTCTCTTAAGCCCC -ACCTTTAGCTTCCCACACAAATATTGAGCTGTTAATGAGTTATTGTCTGCCAGTACTACATCCGGAGTTC -CTTCAGCCATTACATATCCGCCTCCGTTACCAGCTTTTGGCCCGATATCAACTAACCAATCAGCATTTTT -CATAATATCCTGTTCATGTTCTACAACAAGAACTGTATTTCCCAAATCTCTGAGTCTTTGCATTGTTTGG -ATTAATTTTTTCGTATCTTTAGGGTGTAAGCCTGTAGAAGGCTCATCTAATACATAGAGTACATCTACAA -TTCCACTGTTGAGCTGACACGCAAGCCTAACTCTCTGCCCCTCTCCACCGGATAAAGTAGGTGCCGTTCT -GTTAAGTGACAAGTAATTTAGTCCCACATCAACTAACAATGACAATCTGTTATATATTTCCATAAGTAAT -TCCTTGCTAAGTTCCCATGTCTTGTTATCCAGTGAATTATATATTTCCAGAATCCATTTCATTGCATCAT -CTATTGATAGTGCATTTACTTCTGAAATAGTAAGGTTCCCCACTTTTATCGATCTAGCTTCTGGGCATAA -CCTTGTACCTTTACAAGCTTTACATGGCTTGGAAACCATATAATCGCCATATTTCTTTCTTGTATGTTCT -GAGTCAGTATCATAATAGAGTCGGGTTAATTCCGGCACTAAACCTTTAACTGCTTTATAGTTATCCTTCA -TCCCCTGAGCTGACCTGTATTTTAGTTTTTCTTCACCTGATCCATACAGAATTATATTTCTGAACCACTC -AGGTAATTTACTCCACGGAGTTTCTATATCTAAATTGTAATGTTCAAATAGTATGTCAAGAGGACCTGTA -GGCCATGTTGATTTCTTACCATCCCTTAAATTTCCAAACCATTTTAAAGCACCATCCAAAATAGATACAT -TTTCATCATCTATAAGAAGTAATGGCGAAATTTCCTGCTCCACACCCAACCCTCGACAGTCAGGACACAT -ACCGATAGGCGTATTATAACTAAAGTGTTGTATTGTAATCTCCGGGAAAACCGTATGACATCTGGCACAG -ATTTGCTCTGCAGAATAATATAAAATCTTGCCGCTATTGCTTACTATTTCGAGAGTACCTTTTGTATATA -ATAATAAATTTCTTATTTCTGCGGTTACTCTGTCAATAAATTCTGTGTTGTTTTCCTTACCAAGTACATT -CGGTAAAAAAAACTCTTTAGAAATTACGTCGATTGAAAGGTTTCCAGTCTGGGATATCCGTGTTTCCTCA -GTTATATCAATAATGTTGGAATCCAGTCTCAATTTACGAAATCCGCCCTGAAATAACTCGCGAATTGAAG -AGTTAATATCATTTGTTTTTTGAGTTAGAAGAGGTGCATATATAATAAAGGACTCTCCAGCAGAGAACTT -TTTGCATATACTTTCTGCAATTTCTCTTGGTGTTTGCTTATAAATCGGTGTTCCACAATTCAGGCAATAG -GGTATTCCTATTTTCTCATAAAGAATCCTTAAATAATCCGATATTTCTGTAAGTGTTCCCACCGTTGAAC -GTGGATTATTTCCTAAACTTTTCTGTTGTATAGCAATAGCGGGACTTAGCCCATATATCTTATCGACACT -GGGTTTACCAACCTTCTCAAAATGTCTCTTTGATGTAGATGACAGTCCGTCAACAAATCTTCTTTGTGCT -TCAGCATAAATTGTATCAAACACAAGTGTAGATTTCCCGCTTCCGCTTACGCCGGTAAAAACAATTAGCT -TATTTTTGGGCAACGTAATATTAATATTCTTAAGATTATGGTGACAAGCTCCTTCAACAACTATCTCTTT -AGAGCTACACCTTTCATCAGATATTATTTTCCTTGGAAAACTTCTTCGGCTTGTAAATTCTCTTTTTACT -ATCTCAATATCTTCATTCATTTTTTTAACTCACTCTCCTGTATAACTTATTGTGTAAATTAATAATTTCT -ATGTTATTACTTTTATGTATAATATTATCAAATAAATAAATTTACTTCTATACATTTCGTACTTTTAATG -AATTCGATTAAACTATTTCCATAAGTCTGAAAAACGGTGAATTTGTTAGATACTATAAAAAAAGCTCACT -GAGTTGAGCACCTGTAGCATGCATAGTCTTTAAACAATTTTCAAAGCCAAATTTATTTCACTGTGTTCAG -CGACTTCTACTGCCTTTGATACTGCTCATGATATATTGTTGTTGTAAACCTCTCTATTTTCTCTTCTTAA -TTATTTGATATGATAAAAACCTTTGCAGGCTCTGCCCGGCAGAGTGCCGTATATTATGAATTGAGGTCAG -TACTTGAATCCGAGTTAGAGCGCACCCATGGTAAGGGACATATTCACAAGTTTAATTCTATTAAAAGTCA -AAACCACCCGTAAAACGGGTGGCTTGTGTTAGCCCTATAAGGGCTTGTTACCGGCCAGCGCCTCAAGACG -CTGGCTTTCACTTTGTTCAAGCTACTATTGCCTTTGCCACCTTTGCCGCCCCTGAAGGGACAACTTACTA -CTTGCTACCCCTTGAAGGGGTCTTCATACTCTTTCACGCTTAGTTTATCTACCATAATATCGTGCTTTTC -CTGCTCTTGGATATACTTTCTAATAGTTGCTTCATTAAGCCCTACAGTACTCACATAGAAGCCCTCTGCC -CAAAAATGTCTATTTCCGAACTTATACTTTAGGTTTGCATGCTTATCGAATATCATCAATGCACTTTTTC -CCTTAAGATAACCCATAAATGTTGAAACTGATATCTTTGGTGGTATACTTACTAACATGTGTATATGATC -TGGCATTAGATGCCCTTCAAGTATTTCTACTCCCTTATACTTGCATAATCGTATCAATATTTCTCGTATG -CTTTGTTTGTATTGATTGTATATTACTTTTCGTCTATACTTTGGAGTGAATACTATGTGATACTTACACA -TCCATTTGGTATGTGCTAAACTATTTTCTTTATTTGCCATTAAAATCACCTTTTCCCTCGTTAATCTAGC -AGCTTGAACAACTCTATTTTAACGAAAAGGTGATTTTTTTGTATAACTACTGTCGCGCACCCGCATAGCG -GGTGGTTTATTATTTCGTATGTCTCCGTTTCTCTGTTGAGAAACTCCAACATACTCAACAGGCTAAAGCC -CATAATTTAAAAAAAGAAATACCTCCGAAACTTCGTCGGAGGTATTTCTTTTTGGAGCTCCCAATCAGAG -TCGAACCTGACCCCATCCTTACCATCGGATGTTCTGAGGCCCGCTAACCTTCGTGCTGCGTCGTCATTTG -TCGCCCCTTCGGTGCTCACATATTTCATATGCTCCGCTCCTCGCGGCTCAAATTCCTTGCAGCACTCGCT -TATCGAACCTCGGCCAACTTTAAGAGCGCACCCATGGTAAGGGACACATTCATAAGTTTAATCCTATTAA -AAATTCAAAAAAAGAAATACCTCCGATACTTCGTCGGAGGTATTTCTTTTTGGAGCTCCCAATCAGAGTC -GAACTGATGACCTCATCCTTACCATGGAGGTAACATAAAAACCCCGTATACATTTGATTTACTGGTATAC -GGGGTGTAATATTTTTAACGGTAGCCATTAAGTAGCCATTAAATATAACTATGTATTTCTATCTTTTTTT -CACTCTGTAGAATTTTCAGAGCATCCTGAAATCCCGCTTGATAAATTCCTTTAAAATCATTTAATTGTTC -TTCAGTAATATTTTCGGTGTTCTTAATATATTGTTCACAACGTTTCATTATAAAGCTATCAAACTGTTTA -TCCACTTATTTTTATCCTCCTAAGATTTAAATAATAAATTTCATCCAAAAGAGGGTATCACTTTTGTGTA -TATAATTTAGTTTATCGTATTAAACTAATTTGGTTGAATATTGACAACCAAATTAAAATGCTATAGTATT -ATCAATATAGACATACAAAGTCAACACTATATGTATAGTGATACCCTCTTTAGGGGTACTGCGGTTATAA -AAGAGAACCTGATCTAATCTTGCCGGAATAGGAAGGCTCTCTTTTATTTTGTTCATTTTTAATTACATTC -AATTGACAACACCTCCATTCATATTTAATATTACCAGATGCTTTAGCAATGTCTAAACAAATCACATTAC -AAAATAGATATTAAGCATCCTTTGATACTATTTAAAAAAACATTTGCATTGAACAAACTATTCTTCAGCG -GAATGTTTTGTTCTAAACCTATTATATACCACTTATTGGCTTCTGCCAATATAATACCATATATTTTTTA -AAAAGCGTATGGTACCAAGTGGTTGATTTTCATATTTATACTTGATGTACCTATTTCATATAACTAGCTT -ATAGTATTGTGCCTTGTTGCTTCTGATTTCATCAGCATTATTAACTAATAGTCAACAATACTCATAGTAA -CCATGCAATATATGAATATCGAACATATGTTCTATTATGAGTATAATACTGTTTCCTATGTTTTTCAATA -CCTATTATCAACATAATACATCTGTTCAATGGTTAAATCAAAGGCAACCTATCGACATTATTCTACATAA -TTTTATAGGCGAACACTAGAATACTTTATTTCGATTACAGTATTGTATTATTTTGTAATTTAATGTATAA -TTTTTGTAACACATCTTATTTCACATCTTAAAAAATATTTAAAATTTATAAGACTAGGACAAAAGGCGAG -CTTCGGCTCGTTTTTTGTTTGTATTCCATTTCAGGCTTATACGAAGTAGATAAGTTTGATATATTATAAA -GAAATTATATCCATCACTTACATTTATTGATATAATCTAATTGAATGTGGCACATCCTGAATAAATGAGG -AGTGCATAACATGACTATTTTAACTTTAATTCTGGCAGTGGTTGTAGGTTTTAATGAGATTGGCATATAC -ATATGCCAAAAAAGAAATATAGATGATGATTTATTCAGAATAATAAAACTTTGTGTTATTTTTATGACAT -TAGGTTGTAATTTTGCAGCATTTATTCTTAGTTAAAAATTTTTAAGAGGCTGTACGATTGCTTCTGTTTT -GTCCCAAGCAGAAGTGGTCTTTACACAAATATCAGGTAATGTGCTACTGTACAGACTCTTTTTACAAGAA -AAGAAGCACCATTTAAGGTGCCTCTTTTTCTTTGCTTTTATACCAGTTGTCCCTACTGATATCCTTTAGC -CATAATGACTATTACCCTAGATGATCACAATATCCTTTTTAATACTGCGACATTAGCGAAACCAGACTTA -ATCCGGTAAGCTGATTTCATTTTTGATCACTCCCTTTCGTATTTACGCTTTTTGTTCGATATCCGAAAGA -GGGCAATAACACTTTGACTAATAACTTTATCCTAGCAATATAATTATACACCAATAATTGGTAATAATAT -AGTTCTATATAATTTCTTCCAACATTTATTTAAAACTTTTGTTGTCATGATTAATATTACTTTATATTCT -TAAGAAGCTTTGGCTAATATTTAGCATGATTATTTATTCCGTCTTATTAAAAATATAAGCAGATTGCGTT -ATTTATGGTATATGATATGATTATCTCATACAGATTTTTCTAATATATGTTAAAATCAGGGTAAGGAGTT -GATATTTTGAGCAAGAATGCTATGAATTATATTTATATTTGCCCATTTTGCGGCAATGTAAATAAGTATC -CTGAAAATTGCAAACATCAAATTTGTTTATGCGGTAATTTGATGCAGATAGAACATTCATATCCGAATTT -ACAAGCAGTTGACTCAATTCGTACAGTACAATATATGTTCGATGCGTGTAAAAATATAGATAAAAATAAT -AGGTTAGCAATACAAAATTTTTTGAAACAACCTAAAGTTGGCGTTAATATTTTAGATGAAGATTTAATTA -AATACATCTCGCTCTATGAGGCAGTTAGATCAAAATATCGTGATAATTTTGTTGATGATTTTATTAATAT -AGATGATGAATTTGAAAAAAAGATGTTGGATAAATATAATGTTGATTTCAGTGTGATTGATTCATTTATA -GCCTCTTCAAGGTTATTTCTAAGAAACTATTTTAGAAAATCTTTCATTATAATGTTAGCAACAAGTATTG -AATTGCTTTTTAATGATTATTTCGGTTCATTGGTTTTATCTAAATTAGGTAACAATGGGGGAGAAGTATT -TTTATCTAGCTATGAATATGCTAGCATTAAAGATTGTATTGAGGTATGTAGTGCCTTTACAGATAAGCCT -ATTGATTACATAATGAATAGCTTAAGTCTAGGTTTTTTTGACAGGTGGAGTACCTTAAGAAATGAGAGAA -ATTCTATCATTCATAGTAATAATAGATATATATCAAGCAAAAGAATAAACGATGCATATAAACTAATTGA -AGAAAGTATTCTAGTTTTTTCAAATTTGAAGAGTTTAATATATAAGCAAAATAAAACCAACAAAACAATA -CTATGAGAATTTTGGGTAATTTATGTAGTAGCCCCCAGAGAACGTTTCATTTTCTGTGTTTGATTAACCA -TAACCACTTTTGGGGATAGTATCAAAAAACACAAATCCATCAAGGCTATATATAACGGAAATAATCCGGC -CTTGACAAATTTGTGTTTTTTAATTCATAGGTTATCAAGTGGTTTATGTCAAATTATTGGTAACCATATT -TACACAAAATCTTAAACGCACCCAGCCCCAGGATTCCCCCCTGAGGGCTATAGTCTACTTCATACCTGGA -GGCTTTATTGAATTATTTACAATGCCATCGTCCAGACTGTCCTTTATCTTATCAAACCATTCCTGAAGCT -TTTTTTCAAGCAAGCTTTGTGTAATAAAAAGCCTTAGCCATGGGGGTATTATCATGTACAGCTGTGTCAT -AACCTGTTCAAATCTCTCCCGTCCTTTTTTTGTGCCTGTGATGGTTGTTTCTGCTTGCCTTATCAGTTTA -TAAGCAATTTCCCTAAGTTTTCTCCAGCGTTGTTTTACGATTAAATAGGCTATATATATTATACATGCAA -TCAAAATGATAATAGTAACCAAGTTATTTAATAAAAACTCTCTCATAATAAATTCTCCTTTATTTTTTAA -GTTTCTTTGCTATCTTTATAAATAGTGCGGGTAGGCTTGATGCGGACTTTTTTGCTTTATCTTCTGGCAG -TTTTGGCAGCCAATACTCATATGGTGATCCAACCTCTTCACATATGATTTTCAATGCTTCATTGTAAGTC -ATTTCAGGTTCAATGTACTGTATGTACGGGCATTTTAGCCAATGTGTCCATGGCGTAGAACCTTTGAGCG -GTGTTTTTATTACGCCTGCTTTTGTCCCATGAGCTTCAATAACCTGTCCCCCGCCGATATAGACTCCAAT -GTGTCCCTTGTGCCAGACACATATACCCGGTATATCAGGAATAGTGTTTAATAACCCTTTTTCTTTTGCA -GCCGTGTACATACCGTCAGCGTTTACATCATACTTACTTGTGTAAACTGGATTGCTTTTTCCTGAATCCC -ACCACAGATATGATTTAATGAGGTTAACGCAGTCCGCTGTACGCCGCCCAATGTAATGCCCTTTAATAAA -ATCCAGATACCTCCCTACATCATCCCCGCATTGTTTCAGTTTTGCTTGTAAAATTGATTCTGTTAGTACT -TGCCCGTAAGTTCCTCGGACATACCCCCATTTCTCATTTAATGCCTTTTTGACATGTTCGACCAATCCTA -TGTTTGTTAACATGTGTTATCCCTCCTATTTTCCCGTAAATTTTAAAACCCCTACTATAGCACCGATAAC -GGTTATTGCTGTAGTAAGGGTTTTTATAAGCTCCAATACGATCGGCGACCAAGCTTTATTGTCGCTCTCG -TTTCTTTTTTTAATATCTGCCTTTATCTCTGTCAAATCCTCCTTAATAGCTTTAACGTATACTTTTGTTT -CAGAATGATTTTGCTCCAGCGTTCTGATCCGTTCCTCGTTGAGGCAGCGGTACCCGCATTCTCCTGTCAT -AAGTAGTCCTCCCTTGATGTATTCGGTAAATTATGTTGTACCTTGCATATTTAATAAGCAGTCAACCGCA -TTTGACACCTGTTCAATCTTAGCTCTTAATTCTGCGTTCTCGGCCTGCAGTTGTTCAATCGCTGTTTGTT -CGGCCTCGAGTTTAACTCCGTTTCTATAAAAAAAACCATCCCTATAGATATCTCCTATACCAACAGGCAC -AGTACCACAAACGATAAGACCATTAGCATAAGCAAAACTCTGGTCTGCTATTACAATGTTTTCGACTGTA -GTTCCATCTTGTGCTAGCACTGCACATCTTAAAGCTTCCATGATAAAACCTCCTTAATTATGTTGGATAT -CCCCATCTAACAATTACTATACCGGATCCACCTGTTCCTCCAGTTCCTCTATTACTACTTCCATAACCAC -CTCCACCACCTCCTCCACCATATCCACCACCACCGTTACCTCCGGCACATCCCATGACTCCTACACTACC -CATTTGTCCAGCACTTCCAGACCCAGCTGTAAAAGATGATATCCCGGGGTCTCCAGACGCTCCTACACCA -GTTGAAGTATTACCTCCTGCACCTCCAGCACCACCCCCTGCATGTATCCTACCCCAAAAATCTGTAGTAG -GTGTACCTTGTCCTGTACCATTGGATCCGGCTCCGGAAGAACCAGTATTATAATAAGGAGGAGTACCGTT -GCCGCCATTAGAACCAGCCACACCACCACTAGACCAAGCACTAGTAGATAATATCATACCTCCCCCACCA -GCACTTCCCCCATTTGCTCCATTACTGCTTGTTGCTCCGTTTCCACCAGCAGCGGGGGTTAATCCTGTAT -AGGTGCTAGAACCTCCAGAAGACCCCGCTGTTCCTCCTGAACCCACATAAATAGTTACGGGAGTAGTAGG -AGACACTCCATAATAAATTTTGGTATACCCACTTGCTCCCCCACCGCCCCCTACATATGAACTTCCAGAA -CTACTACCGCCACCACCAGCACCAACCAGAAACACATCTAATTTTGCAGGTAACCGCCCTTCAAAAGAAA -GCGTACCCGAGGAAGTGCATTCTATATAGCCTCTTGAAGCACTTTCTGTTACAATTTTGCAAGAGCCTGT -ATAGTTAACTTTGATAGGTGTACCTTGTACTTTTTCGCCCTTTGGTCTGATAAAACTTTCACCAAAGCTT -CTACTCATTTAGTAATCCCCTCCCATAAAGGTTACAGAATAACCTGATGCCACAGTAGTGCCTAAGGATA -CATATATTTTTTCTCCACTTTTTAATGCAGGAGGCAATACTCCATTACCATCGTTGGCATAGTTGATTGG -TAATAGTACAGTGTCCACTCCTGTGATAGCAGCTGTCTGAGCCGTTGAAGCTGCTAATGCCACCTCATGG -ATTAGTTTAAAATTAACCTCTGCTGTGCCTTGTCCATCATTCCAATAAATTCTTAATACTGAAGCAACAT -TAGTTCCAAGGGCTCTTATCTTAATGGCATCCACTCTTGTACCATTAGTACCTCCAGTAGCTAAAACCAT -CCCATTTGTTACAGGAGCTTTTATATTTGTATCAGCAGTTTGTATATATACACCTGATATATTAGGACTT -GCAGGATAAATTGGTATCGTATTTGCTGGCATTATAAAGCACCTCCTATGTTTTTATATGCATATAATAT -AGAAGATACATGAGACGTACCTCCAATATAGTTATTAAACTCTGACTTATCCAACTTATTATTTAAACCG -TGAGCATCAGTGCTATTATTAATGTGTTGTTCTAGGCTAGTTTCTTTTGCATAGTAACCAGGTAACTGTC -CCCCGAGTTTATCTGCATTACCCGAATTAAGGGCGTTATTGGCGGTATTTGCAGTATCTATTATGCCGTC -GTCATCCTGATCTATATCAGCCCACAACACATCACCAGCACCCGTACCATCTTGTCCCTTAGGTATTGCA -AAGTCAAATACAGGTGACTCATTAGGGCTTCCGGCTTGTCTTGTCACAGTAACCAGTTTACCCGGTTGTA -AGGTTGTAACTGTACCTACTGTTATGTTTGGTACCGTCCCGGCATCTCCTTTGTCACCTTTCTTTCCAAC -TAGTTTCCAATGCTCGTTTTCTTCTACGGGATATGTAGGTGGAGTAAAACCCTGCGATTCCAATATAGTA -CCGTCAGGGTTTTCTTTAAGCATATATGAGCAACCATCTATAGATACTATGTTGTTTGTGTGATACACAA -AATCAGGGTCGTATTGTCCGTAGTGTTTAGTGTTGGAGTACCTTAGTTGTCGGTCTACTTCGTTTACTTC -TCTATCTGTCTCGGCTGTTTCACGGTCAGATTCGGAGTTAAGCACTCCTGTTATGTCAGTTTCTACTTCT -GAGAATCCTATATTTATCTTGTCGTAATCATCCTTTATTTTGTTTTCCCCGTAGAGATTACAGTACTTGT -TTATCGCCATTCTGTCCCCCACCCCTGCCACCAAGAAGGTTAAGTCTTGCAACCATATCGTCAATTTCTT -TTATTGATTCATCTATAGCCTTAGACTGTTTTTGCAGCTCTGTAACTTGATTTGACAACTGTGTCTGCCT -GTTAAGCAACTGTATCTTTTGTGCTTGTAATTCCGCTTTATTAAGCTGTTTTTGCGTTGTCTCGACTATT -GTCACGACACCTCCCTCTTCTATCTTGTAGTTTCTGTCTAAAATTCTTTGTGTAGCCATGGTTTCTTCAT -CCTTTCTGTTTAATGTTTACAAATAACTCGGTAATGGAATATAATGCAATTAATAAGTAAATAATTTCCC -ATGAGTAATAATTTCTCAAAGGAGGTCATATAATGAAAAAATTTTTTGCCGGATTGATCACCGGAATAAT -TGTTGCAATATCTTTTACAGCTTTTGCAGCAGTTCAATTAAAAGTAGTCCCAAATCCATACCCGGTGTAT -ATAAATAATGTAAAATCAGATGTTAGTGGATATAATATCAATGGTTCGACTTATCTTAAGACCACCGATT -TTAAGTCGGCTGGACTTGACGTAAAGTATAATAAGAACAAAAAGCAAATCGAAGTAAAATCTACTACTAC -AGGATTAACAAATAACAATTCAGGCACAACTGGAAACAATCAAAACCCTGTATTCCTTTATGAGGGTGAC -GCAAAAGATACAACGTATAGAGGATATAAAGCAATATTGTATAATGGAGATACATTTATTAATGCAGTTG -AATTCTTAAAAAAATTAAAAATGACTATTAAATATAATACTAAGCAAGATTCCTATCAATTTTATAAAAA -TGAAGTTAAAATATTAGAAACACTAAATTCAACCTCGGAATATTATATCGTTTATGAAAATCGCCCTTAT -TTTAATGTGAAGTTTTTAGGGGAATACCTAGAGGGATAGTCCTCTAGGTATTAATACATATCATGCCAAT -GCGAGAATCCACCACTTTCAACGAATGTCACATACCCAGTTATATTGTTGCTTGTATCTACAACGGCAAG -CCTTGTGCCAGAAGGAATACCATGATTATGATTCTGTTGCACAAATGGTTCTGTACTTAATCCCCACACG -CTTGCACTACTAAAATCCACCGAATAGAATTTACAGTCATGGTTGAATTTTACCTCTCCATTTACTTCTA -TGAAATCATTTCCGTTCATGCCAATGTCAACCCAATTTGAGCCACCAGTTATATTTACTCCGTTATAAGA -ATCTAAAAGCAAAGCCCCGTTTATGTCTAATGACAACCCGCTCCAGGAAGAACTTGAAGCATCATTGTAA -AAATTGAGTGATTTAGGCATAAGTGAGTTGGGGTTACCAATATTAACTTCATCATTTAAGTTTGCCACTC -CTCCATTGATTTGATGAGCATAAATACTTCCTGTGTACATTCCGAATGCATCAATGTGCGTTGCATATCC -GCTATCTTCCCACGCAGACACTGCTCCGGCATTAGAGCCTATGACTTTGCTCCACGATATTGTTGCATTT -GGCCCCATAGTTACGTTGTTTCCTACTATTAAATCTTCTATCTGTGCGACCGATATTTTCGCATTTGTTG -TGTCAATGTTCTCTGCCAATACTGTTCCGTCGAAGCGTCCGTCTACCGCTTCAAGAGTGCCGTTTATACG -ATACTTGCCAGTGAGGTAATCAAAGTATATACCGCTGTCACTTGATGCCCCTAGCTCGATTTTGTCGCCG -TTAAAAATTGCGGAACTCCCAGAGGTACTGTCTACCTTTATTCCAACGTCCTGGTTGATTGTTACGCCAT -AGTAGTTCTTAGTTTCTTTTACAGCCTCTTTGTCTAACTGGTCAACCTTGCGAGTTAGTGGTCCTTTAAA -CTTTGTCTCACTCTGCTGTGCGGATGCTGCCGAAGCTGAGGACGAAGCTTTTAGGCCACCTTTATATGAT -ATAGTGTTTTTCATTAACACTGTGTTAAAAGTCGGCAAATCCCTCCAAGGGAAATCTGCATCCTGCCATG -GCATTGTTGCCTCAAGCCAACTTAATGTCTGGAACTGCTCTATGTCTATTGTGTCTCCTACTTCTAACCA -AGGATAACAAAACCACTCCATACTGTAAGGAACATACCTGAACCCGTTCAGAGTGGCATACATATCATTA -AGTATGTTCTGGTTTATGTATGGGTTATTAATGGTTAATGTCTTGCTTTCGTCACCTTCACCAGCTTCTA -ATTGCGATGTATCCCCATTGTCATTTTGATGTACAACGATTCTGGTTATCGTTTTAGCCGGGTTTGTTAC -CGGGGCTTTAATGTAGTTAGATGCCGTTACTTTCTCGACCGTTTGGCTGCTTTTATTAAACTTGATTAAA -CCCATTGTTCCATCTTTCATGATTTTTGCACTAGCGACATGTGCTGAAGCTATAAGCCCCGTAACCTCCC -TTATTTTATATCCAGAGGGGGCTACCCGGAACATATATTCCGGGTTTAAATTTGCTGACGATTCAACACC -AAGTATTCCGCAGCACTCGTCCCAAACGGCCTGATAACTTGCAGGATAAGTAAGGCTTGATGTAAAATTT -TGCTCGCCGTATATCATCCTGTCAAAGCAGGTAAGTTTCCAGACCTTCTGCTCGATAATTCGTGAGTCAA -TGAAGTATTCCCCCAACTTAAACCACTCGGATTCACCTTCATTGCCTAAAAACCTTATATATGGGATGAT -TTTTGCATTTACAGGTATAGTCTCCACCGTTCGTAAGTATAGATTAAGCTTCGACGCTGTGGCAGTGCCA -ATAGAAAAATCACCAGATGGAGCAATGTCATCCTCAATAGTAAATTCAACAACGGCACTTGAAGTAAGCG -TCAAGTCGTCTATTAGAACCTTTGCATCTAAGGTCCTATCATAATTTCTTGCATATTTTTTAAATAAATC -TGATACCTGATACATATTACTACCTCTCAGTTAGAGTAAATTTTAGGCCTTTCCAGTATAATTTCCCTTT -CTGTTCTACCGCAGCTTGGCATGGCCTATTGTTTACGTAGAACGTTTTTGTCACATATTTACCCTCCATC -GGATCTGGATAGTAGACCTCAAAGTATGGATTGCTCATAGATTGTAATAGAGTAGCCATTACCGGCCACT -CTATTAATCCAAAGCTCATATCAATTTGTCGTTTTACCGCTATTCTATCCCTATGCAGAGTAGCATCCGC -TGCTCTATTAGTTGTTTCAGCATTATCAACATCAAGAGGAGTGACAGTAAACTCCGTAGGATATGCAGCA -ATCTCAATACCATTAATTTTTAATTGCATTTACTATCACTCCTTATACCTCGAATAGGGTATAGCCTGAT -TGCCTATTGGCTACATTTGCAGTTCTTATCACGGCCTTGCCGAATTCAGTTTCCCCTACTTTCATAATTA -CAGGTGTTTGCAAGTTTCGGATAAGTTCCATTAGCTCATTTATAGCAGCAACAACTTCCTGATTACCTCC -GTTTAACATACCCTGCAGCTTTGACAAAGGACTAACTACCTCTGGGTCTGCTTGAGCGTTACGGTTATCT -CCGACCATGGCCAGTGTTGGAGCTGATACCAACCCCCCGTTTGCAAGCTTAGGGATTTTGGGTATATTTA -TGCCAAAGGATTTGCCCCCACCTATAGGTGACCAATCAGGAATTTTTATCTGAATATTATTTAAGGCTCC -AATCATGAAGTTAAATGCATCAACAATTAGGTTTATAGCTCCCTTAAAAATACCAACAATACTGTCGAAT -ATTCCTTTAAAGAAATCTTTTATACCTGTCCAGGCTCTCTTCCAGTCACCAGTGAATACTCCTGCAATAA -AGTCTACCAATCCACCAAGAGATTTTATCAACCCCTTAATGACATCAACAATAGTTCCGACCACCGTACC -GATTACATTAACAATACCGTTGAAAATATTAGACCAAGTAGGGCCGAGAACTTTTATCAGCATATTTACC -AGTGGGGTAATAAACTTGTTGGTGATATCAAGTACGGCGGTAACCAATTTTCCAACGAAGTCTGTAATCT -CTTTTATCAGTCCCTTTAAATGCTTGCTCCATAGCCAGCTGATAGTTTCGCAAATGTTTTGCCAAATTGG -TTGTAAAAAGTTCTGCCACAGATTTGTCATAACACTTTTTATAGAACCAACCAGTCCGTTAAGCCCTTCA -AATATTTTGCCTCCCCAGTCATCCCAGAAGCCTTTTATAATGTTCAACGTATCGAGTATCATCCCTGATA -CAACTCTCAGGCCCGGAGCGACTCCCTGATCCCATAACATATCGAAGATCTGTTTTGTACTGTCGAACAT -ATTCTGAAACAGATTACCCCACTGTGTTGTAAACTGAGATATCATTGGTAATCCGTCGGTTACAAACCAT -GATACAATCGGAAAAGCTACTTCTTTTATAGTGTTGAACACTTTTAGCCCAGTATCAAGCAACCCCGCTA -AGACATTGCCTGTTACTCTAATACCCGTCTGTATCTGTGTTGTAAAATCTCCTACAAACCATTGTTTCAG -AGGCTCTCCAAGTGTTTGAAATTGGGAAAAAGCATCAGCAATAGCAGTTTTCCAGCCTTGTAACGGTACC -GATATAGCAGAAATAGCTTGAGCTATTGGAGGGCCAAAGTTCGCAACAAAATATCCAGCCACCTGACTTG -CAATTGACTTAATATTATTAAGTATGTCTTGTAGGGGTTTGAGCTTACTAGGGTCAATCCCAATGTCTAT -ATTGCCCCCACCAAGATTCATATCCCCCATGCCGCCCATATCTGCAAGACCTCCGGCGGCAGAGCCAGCA -TCGTCCATTGAATCAGCCGCAGACATGGCTAATGTGTTTAACTGGTCAAAGCCACCCAATGCTCCTTTAA -CATCTTTCCCAGCTTTTTTGACCTCTTTCCCTGCTCCTCCGGCGGCTGTTCCCATATCAGATGTAGCTGA -TGCCGCATTGTTTGCCGCACCGCTTACTGAACCTCCTGAAGCATCCCCAAATAATAGAGCGGTAAAAGCT -TTAAAGTACTGAGCTGCAATCTGCAATTTTGAAATAAGGAAGTTAAGTCCCCGGACTATAGGTGCAAGGA -TATTAATAAAACCTGCACCCATGCTGCCTTTAAATATATTCCACTGCTCTCCAAGCAGTTTTATCTGATT -TGCCCATGAACCAGATGTCCTTGCAAAATCTCCTTGGGAATCCTTTGTAACCGAAAGCAGGTAGTTATAC -CGTAATAAGGTTTGTTGAGCTTGATTCATTTCTGAATACTGTTTTTTGATACCTTGAGTTAATGCATAAG -CCTCCATGTTTGCAACCGACATATTAACGCCTAATTGCTTCAAGGGTTCTGTTTCTCCTGAAATACCCGA -GCGGATTTTCTCGAACGCCTCATCGTTTGACAAATTATAAAAGGATGCCATATCAGCTGATAGTTCCGTC -AGCTTCTTTGACATCCCCTCCATTTGCACCCCTGCAAGACCTGAGCTTTTCATCATGGCACCAAGAGTGG -AAGAGTATTTCTTTGCAGACAATTCCGATAGGCCAAATCCAGACAACATATTTTTAGACCAGGCATTTAT -ATCTGCCGCCATGGATCCGAACGTAACATCTACAACGTTTTGCACCTCTGTGAGGTTCGATGCAAGCTCC -ATGGACTTTTTACTAAAATCGATAAGTTTGTCTACAGCAAAGGCTGCAGCGACTATTCCACCAAGCTTTT -TGAATGTACCCCCCACCATATTTGTGGCGTTACCGGCAATGCCGCTTAATTGCTTGTTAAAGCCGTCATA -GTTTACTCCAAGGTCTAAAGCTATTTGGCCTACACTTCCATTAGACATTGCCGCCACCCCCAAACATCCG -GGCAAATTCCATTTCTAAGTCCTTCATCTTTTGATCGAGAACATTAGGATTATCAAGCTGTTTGTTTGCC -CTTTTTAACCGCCAATCGTTATATATTTTTCGCTGTGAAGGTGTAAAGTTTTTTATAACCTTCCTGTCTT -TTTCTGACCTGATAGTTACGATGTTTCCAAGTGGAGTATCTGGCATCAATCCGGCTACAAGTGTACAAAA -TTCATCCCAAGGCATATCTGTATGTTGTCGTATACGTATTCCGTATTGAGTCGCAAGGCTGGCTTCTATC -AGTGCCCAATCTTCTCTTATATCATAAAAAGATTCTTCGTTATTACTTCTTTTGAAATCGGGCAGCCGCT -TCCTCATATTCCATATCCTGCATAGCAGCAATTACGGCAGTAGCCAACACTTTAAAACTTTGAATAGTCA -TTTTTTCTACACTAAGTTCCTTTGCAGCTTTAGAGCCTAAAGCTAGGGATATGGCCTCTACCATTGCGGA -AGAGGTTCCTATATTGGCAAGCTCCTCAAATTTCAATACGTTTGTGATAGTATCATCAACCGAATATGTT -TTGTCCCCAATTTGTATTGAAGGCTTTTCCTTACTCAATTTATCTGTAATATTAATAACTTTTGACATTT -TCTAAATCTCCTCTCAAAAAATAACACCGACTACAATCAAGTAGCCGGTGCTGGTGTGAATGTTGGAAGT -CCGTCACTCAAGACTTCAAACTCCAGTGTATCAATATTGGTGCTGTCCCCGCCCGCAGGTGTTGTAAGGT -TAATAACACAATCCATTGTTAACTTTGCACCTGACGGCATCTCCCATTCAAACTTGCTTTCGACATCCTG -TCCAGTACCTAAAAGCAGACCACCGATGTAATCGTTCCCCGGGTCCCCATATCTACGTTTACCAGAAAAA -CTAAATGTAAGGCCCTTACCGGTAACCGCCCTACGTGTCCACCCGCTCTGATCCATTGGCGTCCACTCTT -CCGTGTTTGCATCAATAGATGGACTAAACGTCTCCAGATCTTTGACTATAGCCATATCCTCGGGTAACTC -GGTACGCCCTTTTATGTTGATTTTGAACTTATTATTATGAACCGGAAACACACCCGTTCCAGCGGCAAAA -AGCTGAATGTTAATATTTTTAAGCACTTGTCACTACCTCCTTTTCATAAAAGATCACTGTTTCAATTACA -TACTCAAATATGTTGTTATCATCTGTACCCACACTTACGGGCTCAGATGTACGCATATTAAACTGTATAA -CTCTTTTACCGCCTATTTCGGCTGATTGACCAAACATACAGTTGTATACCTCTTGTGCCTTTTGCTCGGC -TATATCGGCATTCTTGCCCCAGTGTATCAGGATAGAAATAGCTTTAGTCGCATAGCTTGTATTTTCAATT -CCTCCAAGGGCAATCATCGGGGGAGGGCCTGCAACATTATAAATCCCTATGCACTGTTCCTTACTACCGT -CTATTTTGCCGATGTACCAATTAGGGCAGCTTATTATTTGGGTTTTTAGCCAGTCTTTTACCTCTGCCAG -TGTCATCATTTAACCACACCCCCGGTCAGTTTTCTGTAAAGCTTCCTGAATGCATTTTTGGCAAAATTCT -TTTTAGGCCCATCAACATAGGTTTGCATCCATTTGCCTTGAGCGTTTGGGTTTTTATCAGTCCTAAAGTC -ATATTCAGGATGCCAATATAACTTCCGGGCATAAGGTGTATCAAAGCCAATACTTGTTTTTCCCTTCGAT -ATCTGGGAGATATCAACATAAGCACTACGTTCCAGTTCCCCAGTTTCTTTAGGTATTGTTCCAGACAAAG -TAACATCAGACTTGACAGCTTCTGTTGTCATTTCTAGGGCTTGTTTCTGTGCATTACTCAACCTGCCTAG -TGCTGCATGATTCATTTTTACATTTACCCTTATAGCCATTAAATCAGCTCCAATTCAGTACTAAATACAG -ACCCATCAGGATTCCTAGGCCGTGTTGTACGGTAAATAGTTTTTTTTGACTCTCCAAGCATTACATACCC -AGATATCAAATCATCCGGGTAGATATCACCTTTAAGAATTATTTTTCCAGCCAAAGTAACAAGCCTTCTC -TCAGCATCAAGGGCCTGTTTTGTTTTATCATCATAGCAGCATTTTCCGTCAAATATTAATTCCTCTGATA -TTCCGTTTTCTCCTTGGGTTTCCTGATAGACTTTAACTGGGGTAACCAGTACCCAGTCTGGAAAAGGTAA -CTTCATACTCACAACCTCCTATCCGTCAAACCGGTAGGTTTAAGTAAGTTCGTTACATCCTCGGAGGTCT -TTATTCCTCCGGCCTCTACAGATTTAAAGGACAAGCTTATGCTACCTGCAGAGTAACCTGACACCGGCAT -ATCAAGATAAGGACCGTACTGGTAAACAAAGTCTGCATGTACGCAAACGGCCTTTTTTACCCGTTCTTGC -TGGAAGGATGTAAGATTGTCCAAACCCTTACCTACAATCCGATTAAAAGTCATGCTATCTATTTGGTCAG -AAGCTTTGTCAAGTTGCCTTGGGAGTTCTGCATCAGGAATAACAGTGCTACCATATGTATTTTTGTAGTA -CTCTACATCAACATAAGACATAAAATCACGTCCTTACTGTGCATCTTTCTTAGCCTTTTTCAATTCATCT -TTCAAGTCTTTGTTTTCCTTAACCAGTTTTGTTAGTTTTTCTTTCAGATCATTGTACTTTTTTAGGTCAA -CCTTCTTTCCGACCCCTTGTTCAATCACATTTCCATCATCATCTACAATGTCATACCCTTGCCCTACGTA -AAAGGCCTTGTTGGTCTCATCTACACTGTAGACCTTATTTCCCTTTGTCGCTTTCATACTAGCCCCTCCT -ATAATTCCGCCTCAGCATTAATAGCAACGCCACAAGCTTTGTTTTGAATCAAGAATGTATCTGTGTAATA -TCTGTTCTGATAAACATACTTATCTGCGGTCCTTGAATCAGTTCCAGGAGTGAACACCTTCATGTAAGCA -TATTTATCCCTTGAAACAACACAGGATGGATGGATAAGTATCATATTGATTTGTTTTGCATCGGCAGCAG -GTACACACCCATTAGTAAAATCATACTTAGTTTTTAGTCTGGCACTAGGTACTTTAACAATCGTAACGTC -ATCTAAGGAATAGACCCTTCTGTCGATATTGCCGTTGTTGGAATTTACATCTATGTTCCTTGTCAGCCCA -CTGGCATTTTTAAGTAGTTTATTTATTGCCGGAGTGACATATAGGATCCTGCCCTCTGACGGAACTCCTT -CGTCATCCATCTTTTCCATTTGTGTATCAAACCAATCCAACACATTTGAAACAGTTAAAGCAGTGTTATC -TATCACCGCACCATCTGCTGCATAAGTTTTAGCTTCTGCATAAAGCTTAGAATATCTGTAGGAATCCTTT -TCTGGGATGGCCTGTTCTGTTTCGAAAACATTCTGAATATTCGCCATCTCTATAACTAATTTGGTTTCGT -CTATATCCATCGGGTCTATGGCGAATTCTACGTCCCTGTCATGTTCAAGCTTTTTGGGTTCCCAGTCGTT -GCTTATAGATCCTGTGTTAAAACCCATACCTCCTCTGTTGTGGTCCTTATACCCACTTAGAGTTAACCTT -GGCAACTTAATTGTTTGTGCATTAATAAACTTAATGCCTTGATTAGATTGCGTTAATGCATACGACGTTA -ATTCCCTTGCATACTTTTGTTGTAATTGTCCATCAAATTGTTCAGCATAGCTGTATACTGGCATTCTTCA -TCTCTCCTTTATTTTGTTGTTGTGTTTCCGAAAATTGAAGCGAGTTGAGTATCTACATCTGCACCCGCCC -CTTTACTACCATCAGTACCTACCTTAAATCCAGGTTTTTGGCTACCAGATGGATCTTCCTCTTTAAACAA -AAAAGCTTTTGACTCTTTCAAACCTTTAATCTGATCGTCAAGCCCAACAACCTTATCTCCGTCAACAACC -AATTTTGATTTATCAAACAAACCGGACACTATACCTTCATCGTGCACCTTTCCATTTATCGCCATCTTTA -TTGCATTCGTAAGGGTAATGTCCTTCATATCAGCGGCATATTTGTCTGCGGCTTCCTTATTTTCCTGCTG -AAGCTTCTCAATTTCTGCTTGTAAGCCAGCTGCATCAACCTTTTTTAAATCCTCAATTTGCTTGTCTCTG -GTCGAAACGTCTTTTTCAAGCTGCTTTTTTGTTTCCGCCAAGGCGTTGTATGTGTCCTTGGGTACTGCGT -TCTTAGGAAACTCTGTATTTATTTGAGCCATAAGAGCCCCAACATCCAGTTTCCCGTCTTTAATCTGTGC -TGCTTCAATCAATTTCTTTAACCATTCCATTTTCATTACCTCCATAGATTTTTTATAGTCGCTCTCCGAC -TTAGGAGTTGCTTTGTTCTTTATGCTCTACAAACCTGTAAAAAGAGCAAAATAAAAAAGCACCCTCTTTC -TTGAAAGTACTTTCGGCAACTTAAGTACTGATATAAGTTTTATCTGCTTACGGAATATACCTTAAACCCA -GCCTTGCGATATTCAGCCGCCTTTTCTTGCATCAGCTTCGATGATAAAAAGGTTTCTCTTTTCATTTCGA -GCATATCGTTCTTTTCAACTCCATATATCGCGTTGCTGCGTTCTTTCTTATACTTTTCTTTAGCAACCTT -TAAAATAGCATCTGCATACTGTCTATCACCTTCATAAATATTCCCATTTATATGGATTAACATATAGCCA -ACTCCTTATACAACAAAAGCACCTACTGATTTATTCAGCAAATGCTTTCCTTAGTTCCAGGTTTTAATTA -TTTCTTTTGCTTGTTCTTCTGTAATCTCATCATAAAATGTGTCTTCACCAATGTAAATACAGCATTGCTC -TGGGGCCGACTCCCATAATCTTTTCTGTGGTATAAACCGCTGAAATTGATCGTCTATTCTTCGATACAGA -CGTGAAGCAGTTCCCTTTGTCCCATCATAATCATATGCAAAATAAAAATCTTCTCCCATAGCTTTACCTC -CTTGGTTTGATTGTCTCAATGCCTTGTGGTCGTGTAAGTTTAGCTGACAGCTTGAACATCTCGGTGATGA -TCTCTGCTTTTCTCTGAGGCAGAATACTATCGTCACGGGCTTCTTCGTATAACTTGTGGAGTTCGCCGTC -TTTCAAAGCAAAACTCTCAGGTGTATGAAATTGAACTTCAAATTTCTGTCCTTGTGGACTCATATAGCAA -CAATTAACACCGTTATAGGGATTCCGCTTATCCATCCAAAAATTTTTAACCTTTACTTCAGAATATCCTT -TCCCTAACAGATTACCCTTTACCTGCCTATAAGATTCCACCAGTCTTTCTGGGTTGTCTTGATAAGTATA -TCTGATAACGTCGTTAGTGGAAGCGATGGTATCAGTAATTACCTTTGTATCCAAGCTATGTAGACTATCC -GTATTGACCTTACGCAAAAAGGACTCTTTAGTCTTCACCCTATATTCCAACCCTACCATATTTACGCCAG -TTATTTCTGATACCTCTTTCAAATCATTTGTTATGGCAGGTTCGTTCTCAATAATTTTATTATAGGCATT -AAGCTTCCGGTAATCAGCCTTAATAACGGCCCATTTATCACTTTCATTATACTTGAGATACTGAAAATCT -TCCAGTGAATTTGGTACTCTATTTCCAAGAATTTGTTTGTATCTTGAAAACTGCTTCTTGTCCCTGGCAC -CATTTATCTGGTTAACACTCCGAATATCCGTTTGCACTTTACTCGGATCTCTTCTAAGATATGTATTATC -CTTTAAGTGCTGCCTTAAAGCTCCTTGCCATTCCTGAACCTTAGCTCCGTACTTCGCTTGATTCTGAGGG -TCAACACTTCCTTCTTCCAACCTTTTATACTTTCTTATTTTTCGTTCAATACCTCTCTGTTTCTGTTCGG -CTTGATACCTCTCGACTGCCTTTTCATCATTAACAGGAGGTTTTGGTAATTCTGTTATACCCTCGAAGTA -AATAGCCCTGCTGTGCCGACAATTCGGATGAAACAACCCCTCATCTATGGCAGTTGATAGGAGAGTATGT -ACCCCATCAGGCTTACCGGATGAATAAACGTCATCAATCAGGATCTTACCCTGCCAAGGCAGACATAGTT -CGCAGGTATTCCCATGGGCTGTTATGACTACAAGGTGCATATCCCACTCATCCATTTTTGAACCCTCGCC -GAGCATGGTAGCTCTATGGCTTGCAGTCCTTAACGCCATTTCTGCCCAAGAGGCTACATTGACCATTTTA -CCGTCTTTGTACTGGATACAATTAATACCTTGTTCAAGGAAGTCCTTAGTAGCCATGTCTATTGCTTGGT -CAAGAGTAGTAGCACCACTACCCATATATACCTGAGCTTTATATATTGTTTGTCGATAAACATCGTCCAT -TTTTCTAAGTACTGCATTTTGAGCTTTTCCCATGTCTTTTTTGACTGCTTTTTGTAGGGCTTTAAGCTTC -TTCCTATTTACCGAAAAAAATGTGTCTGTTCCGGTTGCTTTGGGTAGCTTTGCAGCTTCTTCGATTATCG -TCTCTGCTTCTCTTAACGCTGCTATTTCATCAGGTGTATATTTTTTTAAGTTGTCAGTATCTATGCCACT -ATCTGGGGTATCAATAACAAAGTTTTTTATTTCACTTATAGTTTTCTCAACATTGTTTTCACCCTTTCTG -AAACTTGATTTCAGTGTTTCGTCTATCAATGACATTATTTCATCACTATAGCCCCCTATAATTTTCTTAT -TTGTCTGCCGGTATTTGTTAAGTTCACGAAGCTTTCCGAGCTGCCACTGTTCCCATTGAAATCCTTCTTT -TAACTGTTCACCTTGGTGCCGAAGAAATGTTCTTTTTTGTGATCTGATAAGGTCCAGAGCCATATCATCA -AATATTTTTCGGATATCATACTTCTCCGTCGCCATCTATCTCACCATCCTGCCCTGCTACACTTGGTTCA -TCAAATGCCGGTGCCTGTTCAGACTTTAATCTGGCTACTTCCTTAGCCTTATCTTCATCAGTCCAGGTAT -CTCCATACAATTCTTCCACACATCTCTCGAGAGACATTATTCCGTATGACTTTGCCTTACCCACAGTCTC -AACCACAGTGTCAAACGACGGACTTGCATATTCTCCGAAAGCCACGCTTGCTTCGTATTCACCAGCGGTA -TGCTCTTGCATTAAGTCGTACACTTTCAGTACTATAGCAACCAACTGAGGTATAACTTCGTTCAAGGCAT -CAATTATTTTGCCCCTAGTGTACAGTGTGGCTTTTTCCTTTTCTCGTTGTGCCTCCGCATTGTCCGTTTT -TTTAAGGTCTATCCCTAGTGTGCTGGGACTTATAATGCCCTGTAAACACACATCAAGGATAGATGCATAA -CTGGCAACAAATGCTTCGAACATGATCTGAGGTTGTACTGTAGATATTTGAGTTTTCGCATCCTCCGCCA -AGCTACTACCAATTTTAATAAACTGATTATCAAACGCATTTGGCTTTAGTAGTTCTCCTGTGTTCGGGTT -CTTTGGTATTAAGTCTTCCGGAATGTATTTCTGAACCCTGCCTGATCTGATGGCATCAATCCACTGTGAT -ATAACCTCATCCAAAGCGTCAAAGTCGTCTGACTTACCACCATCAAATAAACTCTTACCTCTACCCTGCC -ATTTAGGCGATTTAAAGAACATCAGCGGCACAGCCATTATAAAGTCACCTGTGTATGTAATATCTTTTAA -AGCAGCTGTTTCAGGCACCATAGTCAGTGCAACTTCTTTTCCGTAAGAATCAAAAAGCTTATACCGGATA -TACCCTTTACCATATGTCTCTGCAAGCCTATATTCCTTTGCCTTGACTGCATAATCAGTGTAAAATATTA -CTTCCTGCAGACGACCTCGCATGTATGTGTAGTCAACACGCTCACCGCTGTAAAACTCAATTAGCGGGTA -CTGTGAAACGTCTGTATCAATTGTTATCTTAAAAGCTCCGTCACCCTCGACAAGCGTTTCAGTTATTGCC -TCGCCCAGAAGCTTGTTTGCCTTATTGTCCTTACTTATCTCATCCCACAGGTCTGTTTCAGCCTGGTTCT -TAAGCTCTATCCCGTCCAAGTCCGCAATGACTATATCAGATAGGCGGTCAGCAATCATAGAAGGTAATCC -GGAATGTATCTTCCTTATGCCCAACCCTACACTCGGTACTGCAGCCCAGAAACGACCTTTGCTTACTGAA -TCGAAAGCTGTCTGTTTAAAGAACTGCTCCAGTTCCGAGGGTTCACCTCGGTACCACAGCCTATTACGCA -GGGCATTTGTCTCGAATGAAAAAGGCTCTCTAACGGTTATATTCCTGTTTTCCAGTGCCGGTTGAATCTT -TAGTATTTTTATAGCTGCCTTTGTCACCATATCTCTTATCCACCCCATCCTTTATGCCTCCTTGTAATCA -CCTATCTTTGTTTTAAACGGTATCCATGCATATTGACTTGCATTAATCGTGTGATCGTTTGCATCCTCAG -GCTCATACTTATCTTCCTTCCAGCTATAACTCTCTAACTCTCCGATATGATTTTTACAGGTCTCGACAAC -TTCGTAAAACACGCTACCGTTACAGTTAATCCATCCAAGCTGTAAATGTATACGGTCGATAATGGTTATC -TTTTTGTATGCGTTCAGGAAGTTGTACAAACAAGCATGTTCACGCTTATATTTATTAAGCTCTGTAATAG -TTGCTTGGTCAGCACTATCAACAAAAGTGTCTCTTGCGAATCCCCAGACCTTTCTATTTTTCTCCAGAAA -CTTAAAAAACCTCGGAGCAATGTCCGAAGGTGCCAGAGGTATATCAAGGTTAGCATTGTTGTAAACTTCT -TCATCAAGCACTACAACTTTTCGCTTGTCTGTTATCCCTATGTAAATAAAGGCAAAGGTATCCGGGCTTT -CTTGAGAGTATGATGTATCAAGACCTGCTGAAAAGTAGATGAATTTATATTTCTTAGCCTGTTCCCTTGT -GATAACATTTTTTCCCCGTGTAAAGTTGCCAAATATAAGCCCTGTTGCCCTGCCGCGTAATCCCTGTATT -TTGTTCTTATATAGCTTTGTACCTTTCGGTACATTCATGATAATCTGGTCAATCTTTTCTTTACTCAATC -CAAGGTTATGTATAAAAGAAAAGAACCAATGTACCCAACCGGGTTTTGGTTCTTCCTTAAGCATACTATT -TATTTCAGGCGGTGCGTCATTTTTATATTCTGGCAACGGTCGGCTGCAGTTTATGTATTCTTTATACACT -GGCAGGTTCGGATCGTCGGGATTAAGTGTCGCCATTACATAATCAGCACGCATAAATGATTCCCTTACGA -AATCTATATCAGCTGTGTTAATTTCGTCTATATAAAGGCATCCATACTGACCCCCAAGAGCCTTTTGCCA -TTTCTTTTTATCACCATATCCCATTACATAAATAATTTTATCACCTTTGCTAGTATGGTAGAGGATATGG -GGTATCTTTTCGTCTTTAGTTCCGTTCCCGTTGTACTCTGTAAGTACTCCAAAGTCGTCTATAATACCAA -GGTCCTTGTTTATTATATTCTTTTCAGCAGTACCGGTATCTTTTGCGGCTATGATGTGATATTTCTTTTT -GCTCTCAGCTACCAGCAGCATGAATTTAAATATGCCTACAGTGGTTTTACCTGCTGCTGTTGTACCCTCC -AAGAATTCAACCGGTGCAGAATGCCTTATAAATGCTTTGTACTTATCGGATAGTATTAAATTCTCTTGAC -TCAATGCTACCCACCCCGCATTTGCTCTATTACACTGTCAAGCTTACTCTTTTCTTTGTCAAGTACTGAT -ATCTCCACCTTGTCCTTAAACATTCCTAAATGCTTACCTAGAAGCTCTAAAGACTTAACCTTGTCATTCA -TTCTAACTTCTCGCTCTGTTGTCTCTCCGGTATCACTGAACGATTTCTTTACCTTCACAGAGAGTATCGC -TGCTGTATCATCCTTTTTAGCTGTACTGCTTACGGTCGCATTATCAAAATCCATGACATCAGCTGGGTTT -ACAAATGCTATTTTTGCTAATTCATTTACCACCCTATCCTGACTAATACCCAAACGTCGTGACCGTTCAG -CAAGGGCCTCGTCTATACGCGTGCGAATACTAGGTTTCGTTAAGTTCTCGGCTCCAATTTCATTTGCTGT -CTTTGTACTATATCCTGCTCTAATTGCAGCCTGAGTAGCATTTAGGTCTATCAGGTATTCCTGTATAAAC -ATTTCTTGTTTTGCAGTTAATTTAGCCATTCAGGCTCACATCCTTTCTTAACGCATTAAAAAAAGAGCCC -GAAGGCTCAAGTTTAAAATAGTATTCTTTCCAATTTCTGTCTTTTAACATTTAAAAGTCTCAACTTCTTT -TCAAGGGCATCCAACTGTGAATAAAATTCACTGTTTAAATTAGTGTATTCATCGCCACTTGCATTTTCAA -TATCAAGCATTAATTGCTTTTTAGCATTATTAAATTTTAAATCATGAATTTCTGTTTCTACCTCACTAAT -TTCTGCGTCAAACTCACTAAATAAACTAGTCCTCGCTTCTTCAAATATTACTTTTTCTTCTTGTTTCATG -CCTTCTCTTACCCCCCTTTCTATTTCCATAATTCTCCATTAAAAGGGGATATTCCTGCAAAACAGCAGCA -AAAAGGAGAGTATATTTCACCCCTCCCTGCTTTTGTCTTTTGTCTTTTGTATAAGTCCCTTGAATATATA -ATTTTTGATAATACGATAATACATGATTTGTTAGCGACAATCACCGACAACTTTTATACCACTTCTCTAA -CCTTCTTTCAATGGTTCTGCTTGTCCACCCCAAATATTCTCCTATCTCCTCAGAGCTTAGCCCGTCTATG -TATTTGTACTGTAGAATCTGCCGTATTTCGCTATCATCTATACCAAGTATATAATCATATGCCTTATTAA -TTCTGCAGTTAAGCTCATAGTACTTATCACTTATCTTTTTGCCTATTTCATTTCGTTTTTGTATGCACTT -ATCTGACATTTGCTCCAAGCCAACCAGATTGAAAGACCTCGCTGAATATGGATACTCCGACATACTACCC -CGAACCTTGTCCGATACAACGGTTTCATCATCACCATAATTGAGTTCCTGAAGCTTTTGGCTAAGCTGCT -TTACTTCTTTTTTTAACTTTAATATTTCGTTTAGTTCTGCTTTTTTCATAGGCACCTCCAGTGCAATGTG -AGTATTATTTGAGTTTTGCATTATCCTCTCTTCTCAAATACTCTCCCGCATCTGTTACACTTCCACATTG -TCCGATAAACATTCTCTGTATCATGAGTTTCACAGTCTGGACATTCTTTATTCATCTGACTCACTCCTTT -GCCATTCTTCAACAACATGTTCACTGATATCATCTATGTAAAAGAATCCTGGATGGTTTTTAGTTTCATC -TAACCATTTCGTTAAGGCTTCATTGAGCAATTCCTCAAGGCGGTCTGTCTCTTCTTTAGGCACACAATCC -AAATAATCGTTCGCTACTTCCCCGCAGTTATCCATTGCATTCTCGGCTATTTGTTCTATCGCCCAATCAG -CATCTAAACTTGGAGTAAAAGTAATAATCTGCCCTACCTGATAACTGTCTTCACCACGTTTAATAGCTTC -AATCCTTCCCATGCCTATTGCTTCCTCTTTGGTATCAAAGTATTCTTCCTCGTTCCAGATTTCTTTTCCC -CCGAAATTATACATCCATAGTCCATTATTCCAATTATCATGTTTCATAAAATCCTCGCTTTCCGGCCTCT -GGCCTATTATGATAAGATCAACTCAACTCTTCAATTGCAATGAATATCCCAGGTACTTCCGCCCAAAACT -TTTCAACTATCTCTGAGGCAACCAGTGCATCGTCTTTCCAGAATCTTAAGTCAGTCATTACATCCTTTAG -AAGTTTCTGCAGGTTATCTGTATCAGGCTTACTTGTCTTGTATTCACCGTTTTTATGTTTGCCTGTAACA -GGGAAGCACCACTTTACCATTAACCTTACAGGTCCTGTGTATGGCTTATCAGGTACATATTTTGCTAGGT -GTGCCTGTAATTTTGCTCTTGCAGCTTTAAGTTTGTCTGGTTCGTAAAATACCGGCTTGCCATTAACAAC -CTTCACTTGCTTTTCCTGATGAGTCACAGTAGGAACTTTTTTCATCGGCAAGAAGAATTCTGTTTTTACA -GGGAACATTTCTCTGCACTCTTTTAATCCATCACACTGGGAGCATTCTTCCTCCCAGTAATCAAGCTGAT -GTTTACAATTCGGAATACCATTTTTGCTCATATGTACACCTCAACTATAACCGGATCATCTTTTTCAGAG -GGAGGAATACAGGTCATGTTCTTAGGTACCAATCTTCTTATATTCTCGAGTGTGTCAGCCACAACAACAA -ATCTTGTAGGTTTGTTATTTATATCCCATAGCCTCGCTATATATTTGTCGGGGTAATCCTTCGGCTTTTT -ATATACTGTGATAATTGGCACGGTTGACATAGTATTTAATTTAATTCCAACAAACGTGTCCAAAATCATG -TCTGCTTTGTTTTGCATTTTATCACCTTCCATTTATTTACATTTAACTTTCTGAGATAAAATTCTTTTGT -CAAAGGATAGGGGAAGAAGTACGTCGTGCGAAAGCTAACGCACGACTTCTTTCCCCTTTTGACCGTGAGG -GAAAAACGGAATATATATATACGTAGTATATATAGTTTTTTCTTCCCTAGGGAAAATCTCGATTTTTACC -GACTTTTTCCCTGCTGAATTTTTGAGGGAAATTCTCGAGGTTTTTTATTTTCCTAAATGAGGGAAATTTA -CGATAAAATCGACTTTTTCTCTTTTAGGGAAATTCTCGAAGTTTACCGACTTTTTCCCTGCTTAAGAAAA -TCACTTTTTACCGACTTTTTCCCTGCATTATTTACTCTTTTTACCAATTTCACTACCATCAATCCAATAG -CCACCATGCTCTTTTATCCTGTTTCTTATCGACTTGTCAGTAATACCCATGTATTCAGCCATTGCTTGAA -CTGTCACTGCACCATTCATACTACAAGCCTCAAAAGCTGTTTCCAGAGACATATTCCTTTCTTTTTTCCG -GGCTTCGGGTGACTTTTTCTTTGCAAAGTTCTTTTTCCATGGAGGGGCTTCACCCTCTGTCTCAACATCC -TTGAGACTTCCAACAGAATCAACTATATGCACCGGATAATTAAACCACAAATTAACTGGAGGAAACTTAG -GGAACTCTCTTAACGTGCCTTCTATTCTCCAGGCTGTACGCTGCTGAACGGCTTTTCTAGCTGCTTCAAC -AGCAATCTGCATGGCTTGATATGTCTCTGCCTTAAGAAGCCGTTTTGAAGCTTCCATCATAGCCTTTTCG -CTGCATAAATCATCTTGAGATAGCTCTGCAAGTATGTCTACATTACACATTTTTAGCCAGTCATCACAAA -CTTTACAAACCGCTTTGTTTTCTTCCTGTTTCAAGAGACTATCTGTCAGATCTAGTTCGATGAGGTCCAG -AAGAGCATCAGGGTCACGGGAGAATACTCCTGATCCAGATGCACGATCCATACTTCGCTTACCTCCTTGG -CTACCTTTACTGTGATGGTGACAATAGATTACTGCACACCCCAGCTCCGTACATACAAGGTCAAACTGGT -TACAGAAATGGGCCATCTGGTCAGCACTGTTTTCATCACCGGTAATAACTTTGTAAATAGGGTCAATGAT -AATCGCAATATAGTTCTTTTTGGCAGCCCTACGGATGAGCTTAGGAGCCAACTTGTCCATTGGTACTGAC -TTACCTCTTAAATTCCATATATCAATATTGTCAAGGTTGTTGGCCTGCCATCCCAGTGCTTGGTATACGT -CTTTAAATCGGTGCAAACAACTTGCTCTATCAAGTTCAAGATTTACATACATTACTTTGCCCTGGGTACA -TGACCAATCAAACCATTTTCGCCCCTCTGCAATGGCACAGGTTAACTCTATCAGTGCATATGACTTACCG -GCCTTAGAAGGACCTGCAATAAGCATTTTGTGGCCTTGTCTTAGTACTCCGTTTATAAGCGGAGGTGAGA -GTTCAGGAAGATTGTCCCATATACCAGTAAGACTTTCTGGATCCGGGAGATCATCGTTAATACTTTCAAT -CCATTCCTGCCATTCCTTCCAGCTTTCTTTACCTATGTTGGTATCTACAAGAAATTGCTTCTGGCCGTTT -CTCTCAATGCCTGGCATTCTGGAAAGTCTGGAGGGGTTTTTATTCTGAGTGTCAATCTTTAGCCCATTTT -TACGGCAGACGTTGTATAAGTAATCTACACGTTTTCTATATTCTTCATAGCTCCCTGCCTCTATTTTTAC -AATCGCATGAAGGCTTTTACCTCCGCTATGGACCAAACAAGCAACAGGAAGTTCCAACTCCCGGATGATT -GCGTTCTGCTTCTCTATTTCGGTGTCATCGGATTCAACAAGGGCATACCGGTAATCTGTAACATTTTCAT -TCTTAATTCCTTTTCCATCAAGGGGATTGAAACGGATCCATGCACCAGCCTCATTCTTATAGTCTCCTAT -AACACTTCCAATATCACCATTACACTTGTTTAGTTGCTGTATAAGTTCCCCTGCGGTACGATCCCAGGCT -CCTTTTGTGGGAAGGTACTTCTGTTTTTCTTCGTTGAACCAACTTTCAGTAACATAACCGACGTTCTCTG -ATGCCTCAAAGAGTATTTCAAGATAACTAACCAGTTGGCCTACTGGGTCCCATGCTTCAGGCTCGATTAC -TTCTTTTCCTTCAAGCCAGCCCTTGTTTATAACTACTAGATCATCCTTGCTCCCTATAGAATCTTCCCAG -TTAAGTTCATGCCCGGATTCATTCCTTTTAGGAAGCCATCCGTTATCTTTAGCCATCTGTACAATAGTGC -CTGCAGTAACGGGGCTTGAGGTACCTCGGAATGTATCCCACTTTTTGAAACATTCTCCTGAATGATATCG -TTTAGTATCCTGCCTACTCCATGTATCCCAGTCAGCTGCTGTGTATCCATCTTCTTTTAGTGCCATCCCT -ACGCTGAGCCATTCCTGGTAGTCGAGTGAAGCAGGGTGTATGTATTGTAATAATTCACGCAAATCATGCT -TGTTATTGTCCATAGCTAAAGTTCCTCCCTTAAGCCCTGTATAAATTTCTTAAAACAGCCCATTTTCTTT -GGTGTTGCTTCTTTCTGGCTTTCTTACATGAATCACAAATATCTGAAATTTGGCGGCTAAAGAAAGTAGC -TCCGCATCGTTTACAGTATTGAGGCCTAATTCTTAGAAACTCAGTACACTCGTCACAGTTTCCCTGGCCA -GCTGTGCATCCTCTTATGTCATGCCAATTCATACACATATCTTTTTGCCAGTAACCGTCAAAATTAAGCT -GATTTCTACGAATAAGTAGTAGTTCTAACAGTCTGGTTAAATCATTCTTTACCGGAGATTTACGTTTGCT -ATCAAAAACAGTCAATTCAGGTCTGCCAGTTCCCCAAGGACCATCACCAAGCATGACTCGTACCTTGTCT -GCATTTTCGGTGCGATAGAAGTCGTAAACTCTTCCACGAACCGCCTTTTCCGATTTTCCAAGAGTTTCTC -CTATAGCTCCATAGCTATATCCGGCACGTATCATATCAGCAAGAGTCTGAAAATGCCATTCTTCCCATGA -TTTATGATTGTCTGCTTTTACAGGGCGCTCTTTTAAGCCGAGGTCACATATTCGTCGCTGGATTGCACCA -GCAGAACGTCCTAACATCTTTGAGAGTTCAGCATATCCATACTTAAATTGCTTGAGGTAGTCTTTCAGTA -GGCCGTCCTCATGAGGTGTCCACGGACTTTTTCGGTAGTTGGCATTTGATATAAAGTCCCGTCGCCGCTG -TTCGGCCAACCAATGAGGCTCCTTGCCTAGTATCATAGGCTCCATTTTTGAGAAGTCTATAAAACTCCGA -TTTTTCTCTGCCCATTTCCAAAACTCGTCTATGTAGACAACCCGCCAGGTACTTTGGCTATTCCGCTTGT -TGTGGACCGGAAGGCCTCTGTTTTCTACCCAGCTTTTCATCTTGTATGAATAACTGGTATCGGAGCCTGT -TACCGCTTGGATGAGCTGATTTAGGGTGATGTACTCTCCACTATCAAGGAAGGGCGGGAGTCCCAGGCGC -TGCACTCGTATTAGTATCGCACTTTTTGTACGATTAAGCTGCTTGCACAGGCCTGGTACCGGTATATGCC -CCCAATTATCAGAGAGGTAAGTTTCATCTTCCTTTGTCCACTTACGCCCCATACCCATTTACTTCTCAGC -CTCGCTGTTCTCAAATAGTTCATGAGTGCCGTCCCGCATGGACTTTTCTTCGTCTGACATTTCATATCCG -AGTTTTTCAAGGAGATTATACACAGTGTTTAAAGTGCCATTATCCATATACTGGTTATTCCAACCATAAT -AAGTCTCACGCTCTTTATCAAGTGCTAAATAGGTTGCAATAAGCAGGTTACGTTCTGGCTGAGTGGAGAC -ATGTTCGGATATAGTTGCAAAGTATAAGTCTTTTTCATCATTTTCATCATCATTTTCCATACCGATGATT -TCTGAAAACTCTTCATAATCAAGATAGTTGTAATCATCCAGCATAGCCCATAGTGAATATTGAATTATTG -TACCTATATTCTTTTTTGCTTTGGCATTAGAAATGTCCAATACAAAAGCACGTCTTAGCTGATATGCACG -TTTTGATATTTCATCCAGAGCAGCCCGTTGCTCGCTGATCCTTTTTTGTTTTTCTTCATAAGCTGAATTG -TCAGAAGTCGATCTGCTATTGTTCTCTGACTTTTTATATAAGGTGATACTGCCATACTCCGATACAAAGA -AGAAATATTCCACAGTATCAGCATCTGTAGGTTTAGTAATCTCAGGCTTTTGTGATAAATTATAGTAGGC -ATTGACTTGCTGTAAGCCGTTACTGTTTTTTACCTGCGTTGCAAATTTATTCAGTTCCGCAACCCACAAA -GCCTTATTCTTTTCTCTCTTCTCTTTGTCAATGGCAGCCTGAAGCTCATATTTAAAATTAGAGGTACCTA -TTTTATCAAGTACGTTATTTCTAAGTTTTATGTCCTGAATCTTATCTAGTTCCATGTAGTCCATCAATGT -TCCGCCACGTTCTACTGACTTCTTAAATTTGTCACTGTCAAATTCCAGAAGCTTTACTCTGCGTCGTACT -GTCGTTTCTGATAATCCTGTCTTTTCAGAGATATCATTAAGAGACTCGCCCAGGTCAAGCATCATTTGAA -AGCCCTGTGCCTGTTCATATATTGTAAGATCATTACGCTGCATATTTTCAAGAAGCATTGTTGCAAGCTG -AGTTTTATAGTCCATATCAGAAATTACACAAGGTAATTCTTCAAGTCCTGCAAGCTTAGCAGCTGCTAAA -CGACGATTTCCTATAACAACGAAATATCCCATTTCTTCCTGCTGTTTTGGGTCATCTGCTCCAACTCCTG -TTTCAAAACAGAACCATGGAACAACCGTTAAATTTTGAAAAACTCCGTAAGTCTTAATGCTCTCTGCAAG -CTCAGTCAAATCTCCAAGCTCTTTTCGTGGGTTTTTGGGATGATTTTTTAACTTATTTATATTAATGTTT -TGTATCATACCTTTTACTCCTTTCAACGATTAAATCTCCCAACCAAGTGGTTGTTCTATCTGTGTCGGTT -TGTACTCCGATGGATTTATTTCGTTAGGTACTCTCCAGCCATTAGCAGCTATTCGGTCAATAAGACTCTT -TGCTCCTTCAAATTGCCAGGTACCAACATGCTGAAATCCTCGTCCCTCCAAAAACCTTATCTGTTTTGGA -GTTGTTAATCCCTCATTTCTACGTTTATCAAGTCTTTCAAGTAGCTTTGTTGCTTTACCAGCACTTTCAA -TTTCATCCGGGAATATACCGAGTTTCTCAAGAGTCTTTATTTGTTTGTCAGAAGGTGGTCCCATTTCCCA -ACCAAATGCCGGTACATAGCTAGCAAGGTCTTCAGCCTGAATACTCATTTCAAACTGTAGCGGATCCACA -AGTTTACGTTTACGGTTTTTCATCTCGGCCAGTTTCTTTGCAAGAGCTTCCTCTCTTTGAGCAACTACAT -CGTCTGCTGCCTGCTTTTCAGCTGCTTCTATATCAACCGGGCATCCAGCAGCCTCAATATTTTCTGTCAT -CTTCTTTGCTACTTCTTCTGATTCACATATTAATGCAGCTGGATGACATAGTTCATGACGCTCAGTGTGC -CATAAAAAATCTAGCAATAGTAAGTGGTCTTTTCCAGAATGTAGTCGGGTACCGCGCCCCACCATCTGAA -CATAAAGGCTTCTGATTTTCGTAGGTCGGAGGACCACAATACAGTCAACGCTGGGACAGTCCCAACCTTC -AGTAAGCAACATAGAGTTACAAATGACATTGTATTTTCCAGAATCGAAATCAGCTAAAACCTGTTCTCTA -TCTTGACTATTTCCATTAACCTCAGCAGCCCTGAAGCCTTTTTTATTGAGTATGTCTTTAAACTTTTGAC -TGGTTTTGATAAGAGGTAGGAATACAACAGTTTTATGGTCCGTACAGCATTTTAGCATTTCATCTGCTAT -ACTTTCGAGATATGGTTCCAGTGCGTTGCCCAGGTCACCGTTTTTAAAATCTCCAGCCTGAACACTGACC -CCTGATAAATCTAATTTTAACGGAATAGTTTGAGCTTTTATCGGGCAGAGAAAGCCCTCCTTTATAGCTC -TTGGAAGTGTATATTCATAAGCCAGTGATTCAAAAAACTGTCCTAAATTACGCATATCTCCCCGGTCAGG -TGTTGCTGTTACTCCTAAAACTTTTGCTTCGTTAAAATGGCTTAAAACTCTTTGATAACCGTCAGACAGA -CAATGATGTGCTTCGTCAATTATGATAGTGTTAAAATAATCTTTTGGAAACTGATTGAGTCGCTTCTCTC -TCATAAGAGATTGAACAGAACCTACTACTACTCTAAACCAACTACCGATACAGGATTCTTCAGCTTTCTC -AGTGGCACAACCTAGATTTGTAGCTTTTTTTAATTTATCTGCTGCCTGGTCAAGGAGTTCTCCACGGTGA -GCAAGTATTAACACCCGCTCACCATTTCTAACACATTCTTCAGTAATTTTGGAGAATACTATGGTTTTAC -CTCCACCAGTAACAAGAACCAAAAGAGTTTTTAGAATGCCTTTGCCCCATTCATTAAGTACCGCTTGTTT -CGCTTCTTGCTGATATGGTCTCAGTTCCATAAACTAAAACCTCCCTGCCTCAAATGTCTTTTGAGCCGCA -GGTTGAGAAATGCTACCTGGAACCTTATCGGTTTCAGGATCATAAAACCTTTTTATATCATTTGAGGTCA -TCTCACGTCCATCATCAGTTTTCCATGTTCTAATGCCCACCTTACACCGGCCTTTTGAGCCAACTACTGC -ATTCCAATTCATTGTGGCACGTTCACCTTTTTTTCTCTGACCAATTGCTGTAAAGAATGCACATAGCATA -CCTTCAGTTTTTGTATGAAGAAATAGATTATGTTTGATTGTAGTAACACCTTCTGGTGCTTCAATTCTAA -TATGTATTACTGCTTTGTTGCAGGCTGGTAACTTCTCACTTCCGTTATGCCTTGCTCTCTCAAATTCTGT -TACAACAAAGTCGTAATCTCCTTCCGGAAGTGTAATAAAATCCGGACTATCATTTTCGATTACTTCATTC -CATCCAAGTTCACGTTCATTATTCATATTCTTCATATCTCCTTTTTATATTTTAGAATGGTGCTTCTTCG -CCACTCCTTAGTAGTTCAATTACATTAAAAACTTGTGGCCATGCTGCGATAAGTACACCTGACACAAATT -CATCCGGGTATGCTTGAAATGGTGTATCTGCAGGAAAATATCCTTTATAAGACACTGCCCCCTGAATTTC -CTTAAGTGTTACTTGTTTTTCTTTCATCAGTGATGCCAGTGCTTTTGGAATACCTGAGAGATCTTCATCT -GTTTTTATTTCAGTTGCTTGTTTAACTGGCGGCGTTTGCTGGGCTAAGTCGGTTTGTAACTGCTGCTGAG -TTGGTTCGTTTACCGGCTTATTCTGTGAAACTGCAGGTGAAGGAACACTCTGTTGCTGTACTGGTTGAGT -TGTGGCAGTGGAAGGGTAAGGTGACTCTACAGGCTGAACTTTTGTTTTGTATTCTACAGGGGCTGCTGAA -CCCTTTACAGGTATAAATTGAGCTATAACTGAATAGTCGAAATCAACATCAGGAGGCAGGTTGTATCTGT -TCTTTGCATCCCAGCAAGGATGATGACTGGTATACATTACCCTTCTACCACCTTGTGGTTTGTTCTTACC -TTTTGCTGTTCCCTGTCCGTCGACATTTACAACGTAGGTCTGGTAGTTAACGAATAGCACTGCATCTGCC -CATTCTTTCAATAGTGGGGCAGTTTTCTTCTGCAACTTCATTTCCCAACGGTCATAAGCTCCCATTTCAT -CTGGTTGCTCAAACTTTCTCATTTGTGCATGTGCCGTAAATACTACATTCACTCCCATATTCACAATTTC -TTCTAGGGTATTCAGTAGTTTGCCAAAATCTTCAGCTAGGTAGACATATCCCTTGCCATAACCAAAATCT -TCAATTCCTGCTTTCTGTGACTTTGCACATAAATCTTCGGAGCATAATTTCTCAGCCCAATCAGCTGTAT -CAATTACTAAAGTGTTGCATACTTCCGGATGAACGTATACATAATTAACATCATCTAATAGCATTTGCCA -ACTGTACGGTTTTGGCAGTCTTGCAACATCCATGTGCTTTGTACTACCTTCTGTATCTATAAAAAGGGCT -CCTGGAAACATAGCAGCAAAGGTAGATTTCCCTATCCCCTCGGGTCCGTAAACAACTATCTTTTGAGCAC -TTTTAATCACGCCTCTGGCTATTTCCATTAAAATTCACCTGCTTTCCATTTCTGACTGTTATCAATAATA -GACTCTCTTGGTTTTTCACTTTCAGAATATCCGTCTTCTATAATAATGCTGCATTCTTCCCCGGTACTTA -CACGTGTTGCTATTACTTGTAATCCTTCTTGTTCAAGCCACTGGCCAAACTCCTTGAGCGTGTCGAGGTC -CATTTGCTCAAGCTTGTCCATAAGAACGAATCCGCATTTCGGATTGAGTTTGCGGACAATGGCCGTTGAA -ACCTTAAGTTGTTCGGATCCTGACATACAATCCCACTTTTTGTCGTTGTATGTAAGTTCCCCATCCACAA -CGGACAGCCCGGGAAGCGGTAAGTTAGCATTTTTAAGTAGGTCAATCTTAGATCGCCTTATATTCTCGAT -CTGAGTTGACAGAGCGTTATATTGGTTTTTGTACTGCAGAGCATCTTCCTCAGCTTTGTCCTTGTCAAGA -TTTGCACGGACTTTTCTGTTAATCTGTTCAATGTTGGCTATATTCTGCTCAAGTTCAGCAGTGGATTCAT -CGTACAGGTCTAAAGCTGATTTTTCAGCAATTTCTAAGTCTTTACTATTAAGTTCAAGTTTCTGCCGTAC -TTCCGCCAGTCTTGCAATAAGTTCGTTTTCCTGTTCAATTAATCGTTGCCTCTGATCCTGTATAAATTTA -AGATTCTGACGCTTTTTGTTGTTCTCACCGTTCCTGGTCAAAATCTCCTGTTGCTGACGAATCAGTTCTG -AAGCTGAAACCAGTTCCTTCGGAGCATCCTTGTAATATGGCTGCTCCTTTGCAAACTTTGCCTTTTGGTC -TGCGATTTGCCCTATTGTTAATCTGCGGTTATAAAGCTCTTTTTCCTGCTTGTCCAATTCAGTAAGCTTG -TCACCTACTCCGATTATCTTAAGAAGTATTTCAGCCTTTTCCCTGCTACCGGCTTGCACAAACCGGGGAA -GGTCCAGGGCCAGTTGCTCAACAAATTCATTTAAGAGTTGCTGACCAGCCTTCTGCCCAGTAGGATCAGT -AACCTTCAAGTCGCTGTTTTTACCTTTTCGCTCAACTACCAAACCATTACTGAGAACAATATGTAGAGTG -GGAGGTATAACAGATCCTTCTCTTGTAGCACTGGATGGGCGGAATTTTTCCCCGCCAAGTGCCCATGCTA -TACTGTCAATAACTGATGTTTTACCCTGGCCGTTTTTACCCCCTACTATAGTAAGACCGTTTGAATTAGG -CTCAATCTTAACAGCCTTTACACGCTTGACATTTTCAATTTCAAGTTTATTTATTTTGATAGTATCCATT -TACAACTTACTCCTTTCGGTATATAATTTTTTTAGGAAATTTATAATAGCGCCTCATTGATGGGCGTTTT -CTTTTTTATAATCTAAAACTGTTTTTATAAAACCTACCACGACCAAATAAAGTAATGGTATTAATACCTC -GCCTCCACCAGCCGAATATCCTCGTTGGACATTTACAATTCTATTGAGTTTTGGAACTGCAACACAGCAA -ATAATAAATCCTACTGCCGTTAACACCATTTTTTTAACTTTTGAACACCTTGGGCAAACGTACGGCTTAT -TAAGTTTTTTATGTACACTTACATTCCAAGGTTGTCCACATTTTGAGCAAGCTGCTTTCATCACTTAGCC -CCCTTAAGTTCCTTCATACAATCAGGGCAAATATTCTTACCCTTGTATACGATTACATCTTTGGCATTTC -CACAGAATACACACGCTGGCTCATACTTTTTAAGTACAATCGTTTCTTCATCAACAAGGATTTCCAGTGA -GTCCTTTTCTTCGATATCCAATGTTCTGCGGAGCTCGATCGGAAGAACCACTCTCCCGAGTTCATCAACT -TTTCTTACAATTCCCGTTGCTTTCATACCAATTACCATCCTCTCTTTTAATAAAAATTCTTATCCTACCG -GATATTTTATGTACAAAGTGAAGTTCATTAGGCATATTCTTCACTTGTAAATACTGATTTGCCTTGATAT -CTCGGTCTTGAAGAAACTCTTTCAATCTTACTGTCAGCTTTCGTCCGTGTTTCATAATCTCACCCCACCT -TATGTAAGTTTTTGGCCAAACTATAAAAGTAATCAGGATCTCCCTCATAAGCTGTGGGAACAGGTAAATC -ATATACGCCTTGTGAGCATTCATAATTACCTTCTTCGGAGAACTCATATTTATTTTTAAATGGAGAGTGC -ATCTTTTCACAGCGTTCACAATACCACCAACCGCACCAAAGCTTTTCTCGATACCACCATCTGCTTATTT -TCCATTGAAACCTTTTGAACCACTTTTTTAACATAAATCAATCACCTCCATTTCAGATAAAGTCTAATAA -ATGCTTCCACCCTTTGAATGATATGTATTCAAGTTATTAGGCTCCTTTTTGACTCTCTAAAGGAATCTGC -TTACCCATCCAAGCCCAGAACCTATCTTTGGGAATAAAATATTTATTTCCTACTTTTTCCGACGGAAAGT -TCTTGCTTCTAAATAAGTTATAGACCTGATCCTTTCTCCAATTTAATATTTCTTGAACATGCTTTGGATA -AAGTATTTCGGGAAAATTAAAATAATTCGACATAATTAACCTCTTTTCATAGGATCTATGATAGTAATTG -ATCGACAGATGTATCTAAGGCCTTTGCCAATTCTCTGAGTGTTTCTACAGAACCTATCCTTTCACCGTTC -TCGATCATAGAAATATGTTGCTGAGAAATACCTGTTCTTGATGCCAGTTCAGATTGTGTCAAGTTTTTGC -TCTCTCTTGCTTGCTTCAACTTTTTCATACAGTATCACCTCCCGCGATAATAATATCGCATTACGCGATA -TTGAACAAGCACAGTATTTCACGATATGTGGTGATTTAACGAAAATAGCTTTAGTAATCTCAATGTATCA -CGTTTTGCGATGAATAATTATCACATTTCGTGATGGACAATACCACGTATTGTGATATAATACTTAAGAA -AGGCGGTGCTAGTATTGACATTAGGAGAGAATATAAGAGAATTAAGAAAGAAAAAAGGCCTAACGATAGA -GGCCTTGGCAGATGAATTAAATTCGAGTTATTCTACTATTGGGATGTATGAGTTAGATAAACGCAAACCG -GATTATGATATGTTATGTAAGTTCGCAGAATATTTTAATGTTACCGTTGACTATTTACTTGGAGTTAAGA -AAAAAAGTATTCTAAGTGCATCTGACTTGTATAAAGAATTTATTGAGCAAAAAGTGCCTATAGAAAAATT -AGCAGATAACATAGGCATATCTGCTGATACTCTTTTTAAAATATTAAAATCCGAAGAAGGAGCCACAGAA -GCTGATTATTATAGACTCTGTAAATGGTTAGGATATTCTGAAGAAAAAGCTGAAGAGTTTTATTTAAGAA -ACTCTCCTTTAACAAATAAATCATTTAGATTTACACAAAACCTTGACTTTATTCCTGTTCCTGTTTTAGG -TTTAATCCGAGCTGGACAACCAGCTTTTGCTGAAGAGAATAACGAAGGTTATTACCCAACTGATAGACAA -TTTATTTCGGATGACCATGAATATTTTTACCTTAGAATCAAAGGAGATAGCATGGATAAAGAGTTTAAAG -AAGGAAGTCTGGTATTAGTTCAGATACAAAGTACCCTTGAGTCTGGAGAAATTGGAGTTGTTCTCATAAA -TGGATTTGACGCTACTGTAAAGAAAGTTTTTATTAGAGATAATTTAATTACCCTTATGCCTCAATCAAAC -AATGAAGATCATCAGCCCCAAACATATGATACTGTAAAGGAGGAAATTAAAATTCTTGGAAAGGTAGTAC -TTGCTGTAAAGAAATATTAATAAAAGGGAGGGTTTTTATATGCAAAAAAGTAATGATGATACTTCTCAGA -AGAAAAAAACTCGTCGTGCCAGAAACGAAGGTTCTGTTCGCTGGATAGAAGAAAAGCAATTATGGCAAGC -CCGTTATCCTATTGGTTTAAAAGAAACAATAGATAAAAATGGTAAACCCTGTTGTAAGACTGTTTACAAA -AGTATCTACGGAAAAAAGAAAACTGGTCCAGGTGGAGTAATGGCTGAGATGAGAAACGCACTAGCTGCAC -TCGGAAAAGGAACTTATATTGATCCGTCAGATAAAACACTTATCGTCTGGTGCCAAGAATGGTATGAGAC -TTACAAAGAGCCCAAGTTAAAAACAAATACGCGTCTTAAATACGAAACCTCAATTACTAGATTAAAACGA -TATAGTATTGCCGATATGCAGTTAAAGAACCTAAGCCTTGAACTAATTCAAAAAGATTACAACAGAATGG -CCAAAGATGGATTAAGCGAAGAAACTATTAAAGCCACCCACAGTCTAGTAAATGGGGCACTAGAAAAAGC -CGAAGCTTTAAATAAAATTAATAAGAATCCTGCTCGCCATGTTACTATACCAAGGACTGATGAAGATGAC -GCTGAAGAAAGTAATACTAAGGCTTTAAACGACACCCAATTAGACGCCTTTCTTTATCAGATCGGTCGAC -GTAGTAAATATTTTATGTATGCTTTTTTTATGCTTAATACTGGTTTGAGACCCGGTGAAGCTTTGGCTTT -AACTCGTTCTGATATTGACTTTACTACTAATAAGATTAAAGTTACAAAAACATATATCGAAAAATTAAAG -AAGGTCCAAAACAGTACAAAAACAGCTTCCAGTAGACGCAAGGTACCCATACCAAGCGAAATGATAAGTT -TGCTTAAAGAGTATATGTTGCAGCAACCGAAAAAGGAGCCTACCGACCCTTTATTTCAGACAGCCACCGG -GAAAAGGCCGTCTCAGGGATATTTGCGTAAACGATTTAAATATGCTGGTGCCTCTGCTGGATGTGAATGG -GTAAATCTACACACTATGCGTCACACATTTGCATCCAGATTATTTAAAAAGAAAGTCGATATTAAGGTTA -TCAGTGAATTATTAGGCCATAAAGATGTTTCAACAACTTATGACATATATGTACATTTCATTGATAATAT -AGTGGAGGAGTCTGTCCAGGTATTAAATTCGGATATCCCTGAAAATCTTCCAACTAAGAGCAGAAAAGGT -GAAAAGAAAGCCAAAAAGGTGATAGATATCAAAAAAGTTAGTAGCCATTAAGTAGCCATTACTATGCAAG -AAATTTTCAGAAAACATCAGAAAATACACGAATTGTTCTTTAATCGGTACAAAGCAAAAATCCTTCAATC -ACCTGTACTATCAAGCAATTAAAGGATTTCTTTTTGGAGCTCCCAATCAGAGTCGAACTGATGACCTCAT -CCTTACCATGGATGCGCTCTGCCTACTGAGCTATGGGAGCAATAATGGAGCGGGTGATGGGAATCGAACC -CACGCTGTCAGCTTGGGAAGCTGATGTTCTACCATTGAACTACACCCGCATAACGCCGCGGGAAACTAGA -ACGAACGTATTATAGCATGTTGCGGGTCAAATAGTCCAGTGCGGAATACGGCAATCTAAGCGATTTAGGC -TTTTTGTTCTTCTAGATATTTCTCTAACTTACGTTTTACACGCTGTAACGCGTTGTCGATAGATTTTACA -TGTCTATCCAAATCCTCGGCAATCTCTTGGTAGGACTTGCCATCCAAATATGAAGTCAGTACTTCCCATT -CAAGAGAACTCAAAATTTCACCCATCTTACTTTCTATACCTTTGAACTCTTCCCTGTTTATAATCAGTTC -TTCCGGATCACTTATACTCTCCTCACTGATTATATCCATCAAGGTACGGTCAGATTCTTCGTCAAAAATG -GGCTTATTTAAAGAAACGTATGAATTTAGCGGAATATGTTTCTGTCTGGTAGCGGTTTTAATAGCAGTAA -TTATTTGTCTGGTAATGCAGAGTTCCGCAAACGCTCTGAAGGATGAAAGCTTGTCCCCCTTATAATCTCG -GATCGCCTTAAACAATCCAATCATACCTTCTTGAATGATATCTTCTCTGTCAGCACCTATAAGAAAGTAT -GTTCTGGCTTTTGCCCGGACAAAGCTTTTGTACTTGTTTATGAGATATTCAAGAGCCATTGTATTACCAG -CTTTAGCTTCTAATATTACATCTTCGTCAACCATACCAGAATATGTTTGATAGACCTCAGCCTTTAAGTT -TGTTTTCAATACATTTGCCCCCATTTTGGCTTACATAAGTATGGTAAGAATTATTTCCAATAACAGATAC -AGACACTTATCTCAAATTATAAGTGTCTGGGTCTGATATGTCAAGTTACTTTCCCTTTTCGGATTATCCC -CTTTATTTACCCCTTTGCTTTAGTATCTCATACATAACTATCGCCGCTGCAACTGATGCATTTAATGAGC -TAATTTCTCCCTGCATTGGGATATTAACTACAAAATCACATTTTTCCCTTACAAGTTTCCCCATTCCTTC -GCCTTCACTTCCTACAACAAGAGCAATCGGGCCTTTTAAATCGCTTTCATAAAAAGCTTTTTCTCCTGTA -GAATCCGTACCTACCACCCAAACGTTATTTTTCTTGAGATACTCTATGGTCTGGGAGATATTTGTCACCC -TTGATACAGGTACATACTCTACCGCTCCGGCAGATGCCTTTGCCACTGTAGAAGTTAATCCTATGGCACG -TCTCTTTGGAATAATTACACCATGGGCTCCAACCGCATTGGCTGTTCTCAGGATTGCACCAAAATTATGC -GGATCGGAAATCTCATCAAGTATAATGATAAACGGGGGTTCCCCGTTCTCCTGAGCAACTGCAAGAATAT -CGTCTACCTCCACATAATCCTTGACTGCAACATAGGCTATAACCCCTTGGTGAGATCTTGTAGTGGACAT -TCCATCTAGTATAATTTTGTCAACCTCGGTTGTAATAATCCCTTTTTGTCTTGCCAGAGCTATAATCTGA -CGAATGGAACCTTCTTTTTCACCCTTGGCTATAAATAACTTGTTAATTGTCCTGTTTGCTTTCAAAGCTT -CCATTACAGAGTTTCTTCCTTCAAGCTTGTCACTTTCCTCAGGGACAGCACTGTCCTTTTCAATATTTTC -AAACCCAAGGTCTTTTGCAGGAGCCATATACGGTCCTCTGCCTGCTGTTTCCCCCTTGCGATCTCCAAAT -TTACTACGTTTTTTGTCGTCTCCCGTAAAACTTTTTCTTCCAAAGCCGGAACTGGGGCCCTTCTTGTCAT -AACGGGCACTACCAGGTCTCTTATTTCTTGATTGAGCCATATTATTAAATCCACACTTTCATCGTAATTT -GTTATTCCTCAACAGCCAGTCTCAAAATTTCCATAAGCCGTTCATAACTGTTTGTAAGGTACAAATACCC -TATCAAAGCTTCAAACCCGGTAGAATACCTGTAATCTGTAACGTCTGCATGTTTCGGAACTGTCGCTGAC -TTGGCATTGCGGCCTCTTCTGACTATATCGTGTTCATCCTCAGTTAGCCTGTCGTTTACACGATGAAGTA -TATCAGCTTGAGACTTTGCTTTAACATACTTGACAGACATTTTATGAAGCATATTTACGTTTGACTTGTT -TTTTACTACAAGCATGGTACGTATATACATCTCATAAACCGCATCACCTATATAAGCTAAAACCAATGGC -TGAAGGTTCATCACTTCCATCGGTTTAATATCAAAATCCTTACGCATGTTTTGTATAATTTCTTCGTACA -TTTATTATCTCCAACTCTAATTATGCCTTTCTACGCTTATTTATTATACACGAAAGTAGCATATGTTAAA -ACAATTTTTGTCATGTTTCCGTTTTGTCAACTTATCCACAGGAAAAGTAAAAAATACATGTTATTCAATA -CATTATCCACAGTGTGTTTATGTTGTGGACATGTTTTTCTGTGGATAATGTGAATAAATCTGTGTATATG -TTTAAAATAGGCTTATCCACCATGTGAATAATTCTGGGATAAGTCACTAAATAATTCACAGTATAAAATA -AAAATATTAACATAAATATTTTTCTATTTAATTGTAAGTCCAACCGGACAGTGGTCAGAGCCCATTATTT -CAGAGTATATATCAGCTTCTTCAATTATGTTCTTTAATACTTCTGAAACGCAGAAATAATCTATTCTCCA -GCCTACATTCCTTTCTCTGGCTTTGAACATATATGACCACCATGTATAGGCCCCTGTCTTGTCAGGGTAT -AGAGTTCTGTAGCTATCAACAAACCCTTGTTCAAGCAGCTCGGAGAACTTCTCCCTTTCCTCCATGGTAA -ATCCGGCACTTCTCTTGTTTGAACGTGGATTCTTAATATCTATTTCCTTGTGGGCCACATTCATGTCCCC -ACAAATTATAACCGGTTTTGTTTCCTCCAGCTGCTTCAGATATATCCTGAAATCATCTTCCCACTTCATG -CGGTATTCCAGCCTTTCAAGTTCTCTCTTTGAGTTTGGCGTATAAACATTAACAAGAAAGTATTGGTCAA -ACTCAAGAGTTATAACCCTTCCCTCATTGTCATGTTCTTCTATACCGATTCCGCAGGAAGATGAAACGGG -CTTTATTTTTGTGAATATAGCCGTACCTGAATATCCCTTTTTTACAGCATAATTCCAATATTGTTCATAA -CCTTCAAGCTCTTGTTCCAGTTCAACCTGTCCTTCTTGAAGTTTAGTTTCTTGGATACAGAATATATCCG -AATCAACCTCTTTGAAAAAATCCCAAAAACCTTTGCCAATGCACGCCCTAAGTCCGTTAACATTCCATGA -AACAAGCTTTGTCATAAGTATTTTCTCCTGTTGTAAAATCAAATTAAATCCAGTATATCATAAACGTTAA -AAAAATACTTCTAATTGAGATTTGCCCCAAATGCCTTTGCAATTTTAATAAAGCAGACATCCAGCCATTT -AATATCCGCAGCATGATTGTACCAGTAAACATTGTCAATGCCCGCAGATTGGCTCAAAAAAGCAATAGCA -TTCGCCAGTTCAGAATAGTCCTCCAGTGTCAGAGCCTGTATAAAACCTGTTTTTCCGTTTAGATTTATCT -GATACCATCCGTTATCAGTTTTCCCCGTCACATTTACTAAACTTCCTGCATTTATACTTCCTATTCCTGC -AGTATTATCAAATGGCTGTTCGTTTACCATTGTTTGAATTTTTGCCTTTTTAATGGATTTTTCAGGTTTA -ATTACCGCTTCCGGTTTTTCGTTGGCAAAGAATTTCAGCCTCCCAAAAGTGTTGAATGAAGAGAAAACCT -GTGTTTCAACCACCCCATAAAAAGTACCTCTTGCATGAACAACCCTGCTGTTCCCCATGTACACACCCAC -ATGGACTATACCTGAACCCGTTTTATTAAAGCACAAATCTCCTGCCTGCAAATCTTGTAACACTACATGC -TCGCATAGTTGTGAGAAAATACCCTGTGCCGTATAATCCTCATTATTTTCTATAAGTCCCATTTTCCTCA -GCGTATACACGACTAGTCCCGAACAATCGTAATACTCTTTTCCCAGCCATCTTTCAGCGGAGTAGCTGTT -AAAATAGTAATGAGATTTTCCGAACCTTTTTACCAGTTCTATTAATGCCTCCTTTGTCAGCGGATTATCA -CTCTGTCCTCCGTAAACGTAACCGCTGCCAAGCTTTGATCTGATGACTCCCATAAACTCCTGCAAACTGT -TCATTAAAACACTCCTTCATATTCTAAATAAAAAATATCTATTAACATAATATGAATGTGGAGCAAAAAA -ACACACCTTGGTTTGCCCAAGGTGTGAAAGGATTTGAGAAATATATAAATTTTACTTGTTATCAAATTAC -AAAAGCTTTAATTTAGGCCCATTTGCAGTATCTTCCACCGCATACCCCATAGTCTTTAATTCATCTCTTA -TCTCGTCCGAACGCTTCCAATTCTTCCCAGCTCTGGCCTCTTGTCTTTCTTCTAGGAGTCTATGAATCTC -AGGACTTATTTCAGGTTCGCTTGTGCTTTCTTTCTTTTTATCCAGAATAAACCCGAATATACTGTTCATT -TTGGTAAGAAGTTCATATATCGCCTGTGACTTTTTACCGTATCTGATTGCGTTCCAAGCCACTCCCAGAG -CCTTTGGAATATTCAGGTCATCGTTAATAGAATCTTCAAAATCACTTAGGAATTCTTTTACAACAGCACT -ATCAACCTGTTCCTTTCCATCCTTGTGAGAAAGTACACCTTCCACAAACCTATCATAGGAAACCTGTGCC -GACTGCATAACATCCCATGTAAAGTTGAGCTTATTTCTGTAGTGTGCGTTCAAACACATATATCTGAAAG -CCATAGGGTCATAACCCTTTTCCTTTAAATTGTCTATAGTATAAGTATTACCAAGGCTCTTCGACATTTT -ACCGTTGTTAACCATCATAAATTCACCGTGCATCCAGTAATTTACTGCCGATTTTTTAAGAAGTGCCTCT -GACTGGGCAATTTCATTTTCATGATGAACGGGTATATGGTCAACTCCGCCTGTGTGAATATCAAAGGTAT -CTCCAAGATATTTTCTCCCCATTGCAGAACACTCAATATGCCATCCGGGATATCCCATTCCCCATTCGCT -TGGCCACTGCATTATGTGTTCCTTTGGAGCCTTCTTCCAAAGAGCAAAGTCGGCAGGATGACGCTTTTCC -TCGTTTACCTCAACTCTTGCCCCTGCAATCTGGTCTTCAAGGTTGGCCCTTGAAAGTTTTCCATATCCTT -CAAACTTCTGTATGTCAAAATATATGCCGTCGCTGGTTTCGTAGCCATAGCCGCTGTCAACAAGGCCATG -TACAAATTCCAGCATTTCCGGAATATGCTCAGTTGCTTTTGGTACTATTTCAGGAACTTGTATATTAAGT -GCCCTTATATCTTTCATAAAAACGCTTGTATAATATTCAGCGATTTCCCAAGGCGTCTTTTTCTGCTCGC -GGGCACCCTTTACCATTTTATCCTCACCTTCATCTTCATCAGATACCAGATGTCCTACATCAGTTATGTT -CATAACATGTTTCAAACTGTAGCCGTTATATTGCAGAACTCTCCTAAGTATATCCATAAATACATATGTG -CGGAGGTTTCCAATGTGAGCATAATTGTAAACTGTCGGGCCGCAGGAATATATACGTACCTCTTTATCAT -TAATAGGCTTAAACTCTTCCTTTTGCCTTGAAAGTGTATTAAAGACCTTCATTTTTTTCTCCTCTCATGT -ACATCTATTTATTAATTGTATTATTATCATCCTTGTTATTCAAGGGTCGAGCATAATCCCCTTTCTCGGA -ATTAATCCCCCCACCTGCTACCTTGCCGCTACCGCATAACAAGTTTTCACAATGCTGTAAACGACTTGCA -AGTTTACATATTTCTTGCGATAATGGGTCAGGCATGTGTATCTGATCCAGAGACTCTGACGGACAATCAA -TTCTCTTACCCGCTTTTTTAACGGTTCTCCCTTTTACACCTACAACTGTGGAATAAGGCTCAACCTCAAA -GGAAACAAATGTGTTTGCACCTATGGTTGAATTATCTCCTATATTAAAAGGTCCTAAAACCTTAGCTCCT -GCCCCTATAAGCACATTATTTCCAACCGTAGGATGACGTTTTCTTCCCTTGTCCTTACCTGTCCCCCCAA -GAGTAACGCCATGATATATTGTACAATTATCCCCTATTTCGGCTGACTCTCCTATAACAACACCCATCCC -GTGATCAATAAACAACCCACTGCCTATTTTTGCTCCGGGGTGTATCTCTATACCCGTAAAATGCCTGCCG -AACTGCGATATAAATCTGGCGATAAAGAACCTTTTTCTTTTATAAAACCAATGTGCTATCCTGTGAAATA -CTAGAGCGTGAAAACCCGGATACAGCAATATAACCTCCAGAGTGCTTTTTGCAGCAGGATCACGACCAGC -TATTGATTTGGCATCATACATCAGACCTTTTTTCATACTTTATCCTTTAAATATAAAATAAATTCTAAAT -AATTATATTCCTATTTTTAAAAAACAATCCTGTACATCTATAGTAATTTTAACAGTTTTAATTTTCTATG -TAAATAAGTATACGTTGACAGGATAAGGCCAAATAAAAAAGGAAGGAGCAAATCCTTCCTTTGTCTCGCA -GTTGCCTATGCTATTCCTTGCACTCATTCGTATCTTCAAGCAAGAGCCTTTCTTGTTCTGTCGCACCAGG -GAAATCAAATTTTTGAGGCGGATAGAACTCATCGTATGGAAAATCGAAGGTATCAAACAATTCACATGGA -TTGTCATCTGTTCCCGCAGGGCAGTGCTTATGTGGATATGAAAAATTAAAAGCAGGTATCAAGAGTGGTA -CAACCCTTGCAAGACTTACTATTGAGAATAGTCCTACTGTCACATATACTCTTTTTGTAAGTACAGGTCC -AGGCTGAGGACCAGACCCTCTTTCCATTTCTCTGTCGTCATCAAGTTTGTCTAAAAGACTTCTTATTTTT -GCAGATAATGGAATAGGCTCAGCAACTTCTATCTTGCAGAAAGGCAGGTTACTTTGCTGTAGCTCGGAAT -TGGATTGTATGTCCAGTGCCTTTGGCTGGTAAAGCGATTTAAAGATTTTAACTCCGCCCTCTGAACCGAA -TAATATGATTTTTTTGTCATAGGATATGTTGCCTTCTACTGTAGTAATCTGAATTCTTTCACTTCCTCCC -ATAGTTATTCTGATAAAGAAGTCAAGTGTTACAGCTATGATGAGTTTAACATCCACAGCATAAAAGCCCC -TCTTAAATGGAACTGCTTCTATATCCGTTATAACATCTGTTACCTCTGCCGCTCTGATTTTAACGTTAAA -GGAATCATTTATAGCACGAATTTCAGCATCTGTAAGACGATCAAAATATACTCTTGCATTTTCTATACAA -TCCCTGTCTTTACATGAATCGTATATTTTTTCAGCATGTACACCGACGGCTTCTCTTATTCTGCTGAGAT -CTCTCTCACAAATAAGCCCCGAGACCACTCTGTCATTATCTTGACCCATAAAAATCCCCCTTAATTGCAG -TTGTTTGATGATTTCCCTTAATTACATAATATGTCACTTAAGGAAATGTGTGATTATTTTGTTTTGTTAC -TAAACAGCTAATTCTGAGCATATATATTAATGATTGGAGGCCGATAAATATGTACAATCCCAGTAGCAAA -CAATTTGTCTTTAAAGATTCCGAGGGGAAGCTGTGGAATTTTTACTATGATACCAGTCAGGGAATATGTT -ATAGTGTATTTTCCAAAAGGATGGCATGGTCGGAGCCACGGGTAGTCCAACCAGAGGCCTACGAGCAATT -CTATGCTGAAATAGATGAAAAGGATTGCTTCCATATTATATATCAGGATAAGAAAGGTAATATTATTTAT -TGTCTAATGCAGCAAAATGAGACAGTTAAGGCATTGCCTGTACTGACCAGTAAATCACACTCTGTGTTTA -ATAAACATTTGTCGTTGATCGTCGCTAACAGCTGTGTACATATTTTCTTTATAATCGAGCATAACGGAAT -ATACATGCTTTCATATCAGACGATAACAGATGGTGTTCCTGTTGCACCAAAAAAAGTGGATAATATAACC -GTACTTCCAAATCCTTACATGGTAGTTTATGACTTACATGATGACATTTACGTTTTTTATCATATTTCTG -ACGGTAAAAATAATCAAATCGGTTATAAAAAGTACTCAACCGTAAATAAAACCTGGAGTGAGTATTCACA -AATTACCATGTTCTCATCTAATAGCCAGAACCCTAGGTTAGTCGTTGACAGAAACGGTATCTTTCATATT -TGTTATGTAAGAAAACAGGATAAACAGTTTCAGCTAGTATATCAGCAAAAGATACCGGACAGGAATATGT -GGACATCGGAAAGCATACTGGCCGCTTCCAGTACCCCTATTACCAATTTTTGCATACTGTCCGTCAAGAG -CAGTCTGGTGGTTTATTACATAAAAGATGAGGCTCTGCACTCATTTATTTCAAATGACTCCGGAGCTAGC -TTCACAAAGTCCTCGAAAGGTGTGTCTCTTTCAAGGCAACATATTTGCGTCAGATATAAATCCAACAGTC -CTTATGAGCATATTCAGGCTGATGAAATACCTGCATCCTTTGTTAATGGCTTTAAGCTTATGTTTATTCA -TGATTCTGTAGACTTGGAAAGTGGTCTGAATACTGATGAAATGAGAGCTATTATAACTACGGAACTTAAA -TTTCTAAAAAGACAGGTAGCGGATTTAAAAGATGCCCAGAAAATTATCTTTAACAATATAAAATCACTTG -AGACTAATCAACAAAATATGGAACGTTCCCTTTTGAAAGAAATATCCAAAATAGTGATAGGCCTGAAGCC -GGGAAAACCTAGTCCTGAACTGGTACAGGCAAATAAAAGCACTTACATATCAGAACCGTCGAATAATGTA -AAGCATAATAACAATCTTTATACTCATTCCTTTACCAATTTCCCAAAATCCAGAGAGGAAATGAAACGTT -TATTTGCAGACAGGGTTAAGAAAAAGGCACGTTTACTAAAAGATTTTAAGGGTGTATGGAAAATAAAAAG -AAAGAAAAATAAGTAAAAGGGGCATTATAAATGCCCCTCATCACTTTTAAGTTACTCCCAAAATGGCGTC -CCCAGTATTTTGACACCTAGCCCAACGCTAGGTGGGTGTCCCGGTGGTATCTTCAGCCTTCCTTCGCCGT -TGCACAACGTTCACGCCGTATGTCGGAATTACCTAAGGCCTGGCATCGTATACCAGACAGCAGACTCCCT -TATGAAAGATGTAGGTTCAAAATAAAAGGGTTCATTCGCTCATTTCAGGATAACTGTTATTCATTTTTGA -AAGTTCACCAGCCCTAATACCTGACTGCTTTCGATGGATTTATTATACCATCGGTTTTTATCCATGTAAA -ATAGAGTTTAAATAATATATCCTTTAATAGCGACTGTTTTCTCCCGTATAATTTGTCTAGTATAATCTTT -CATACTTATTCTTTGAAAATCCAGAAATAACTCTGTATATTTCCTTTACGGGAGTGTTGATACGAGCGGC -TTCAGCTTTTATTACATCCAGAAACTCTTCTGGGAATTTCAGGCAAAGCCCACATCCTCCTTTAGCAATA -CTGCAAGGAGTAGAAATAACTTCAAAGTCATATCCTTTTTTTATAAGCTCAGAGTTCAGCTTGTAAACAT -AATTCCCAGATTCTAATATTGCGATGCATTTCATAAAACCCACTCCAATTCCATAATATCCCTGCACCCA -TACTAAGTTACTTTACATTACATAATATTGAAATGGCTTATAAAAAGTTCCGCAAATGTTTTATCTCGAC -ATACCTATTTTATTTAACCTTGCATGGTAAAATAAATATTGCTGTGCGTACCCTGTCAGGCCCCCAAACT -GTTTTGTAGCGAACTCCTGTATTTCCTTGTGACTGGATTCCTTTTTGAGATACAGTTCCTCCATCACACG -TTTTACCCAAACATCAATCGGAAAAACATCATATTTCAATCCACTGAAAAGCAGTATACAGTCGGCAACC -TTGGGTCCTACGCCGGGAAGAATCATAAGCTCCTTACGTGCCATGGCTGTGTCCATGCTTCGAAGAATTT -CTTCGGTTACAATACCCTGTGCCATTAAAGCAGATGTTTTGTGAATATATTTGCATCTGAATCCGGCCTT -GCACTGCTTTATATCCTCCAAAGATGTCTCTGCAAGGGCCTTAATTTCAGGAAAACTATATGCATTACGC -CCGGAATCTATACATTTACCTCTTAAAACAGATAGAGCGTCTACAGTTTTCATTATTCTCGGTATCATGT -TGTTAGCAGATATTATAAATGAAATGAGCATTTCCCAGAAATCCTGTTTAAGAAGCCGTATTCCCCAGCC -TGTTTTTATTGCCTCTCTCATTATTTCGTCCTGCTCCAGAACAGACTTGATTTTTGAATAATCAGTACCA -AGATCAAAATATTCGTACCATATATCTATAAAATCCTGCTCGCTTGAATTTGTTATACAAAAAACCTCAT -TGTCATAACTTACATTTACCATCCGGCCTCTCGCTATCCCTCTATAGCTTCCGTCCTCCTGCCTGATCCA -ACGGAAACACTGTCCGCAATCGAATATGTGCGTTAAATTAAAGTCCTTTATATTTTCTACGTAAAGATTT -CCATCCTCATTTTTCAGGGTATAGCCTTTATATTCCATGTTTAATACCTCCCCTTACAATAGTACCCGCC -AAATTACTCGCAAAAACAAATATGTTATTTCAAAAAACATAATATATTAAGGATATTAATTAAAACCGGG -AATATCAATGGTTATCTGTGGGAGAAATATATCCTTTTAAGCATACTGTTTCAATGGTATAATTTGAAAA -TATGGTGTTAATGTAGTTTTGATATTTTAAATGGAGGTTGTATATGAAGGAAAAAATATATACCATACCT -GTGTCGGATGCTTTTGCAGAGGATTGTGAGTGTCCCCTTTGTGTTCTGGAAAAGAAGCTGGAGGATGAAT -GTATAGAGTATGCATTGGGGCCGTCCCTGATGGAACCTGATATGAGACAGGAGACTAATGAAAAAGGATT -TTGCAAAGATCATTTCGAGGCTATGTTCAATAGTCAGGCAAATCGACTAGGGCTTGCTTTGATGATTGAC -ACCTTTATGCAGGAAAAAAACAAGAAGCTTCAAAAAATATTTGAAACACGTGCCGGCTCATTGGAAAAAG -ATGCTAAGGCTGGCCTTATGAAGAATATTTCAAATAAAATTTCATCCAAACAGACTGAAACGGACAAGCT -GTTACAGGAGCTTGTGGGCGAACTTGACAAAATAGAGCATAGCTGCACAATATGTAGCAAGCTTGAACAT -ACCATGGGCAGATATATAGACGTCATTTTTTATTTGTATTTCAGGGAACCTGATTTCAGGGAGATTTTTG -ATTCTAAAAAAGGATTTTGCCTGAAACACCTTAAACAGCTGCTTGTTTCAACAAAAAAATATCTGAATAC -AAGCGAGACAGCTATATTTACAAAAAAACTTATGGATATGCAGATTACTAATCTTGAAAGAGTAGAGAAG -GAAGTTGATTGGTTCACAAAGAAATTTGATTACAGATATAACGATGCACCTTGGGGAAACTCAAAGGATG -CTGTTTCAAGAAGTATTCAAAAAATAAGAGGAAATTGCAACTTAAAATAGTAACATTTTATAAAAAACTC -AATATTATGTAAAGTAGATAGACTTATGTCTATTTAGCCTTGAGCACCATGTGACTACCACCAGTCCTGT -ACCAGCACTCCCCCTGGCACAGTTATCGAGTCATAACATGTTACGCCCGTCAAAAAGGTTATGATTATAT -CACCCTTTCAGGTGCTCAAGGCATTTAATTCATTACTTTCCTATGTTAGTTAAATCGTAAGGTGTTTCCT -GGTATACATAATAGTTAAGCCAATTTAAAAATAAAAGGTTTCCATGGCCTCGCCATCTGACAATAGGCTC -CTTTGCAGGATCATCCCCGGGGAAGTAGTTTTTGGGAACCTCTATATCCAACCCCTTTTCCAAATCTCTC -TCGTACTCAAATTTAAGGGTATACGGGTCATATTCGGAATGTCCAGTAGCAAATATATGACGTCCGTCTT -TTGATGCTACCAGATATACCCCAGCCTCCTTTGATTCGGCAAGTATTTCCAAATCATCTATTTTTGCCAC -ATCTTCATGAGTAACCTCAGTATGTCTGGAGTGTGGTACAAAAAAGATATCGTCAAATCCTCTGAGAAGT -TTTACATGCTCCTTTATTTTATTATGTTCAAATACACCAAACACCTTCTTAGGTAAATCACGTTTTGGTA -CACCGTAGTGATAATACAGACCCGCCTGTGCTCCCCAGCATATATGCAGTGTAGAGTAGACGTTTTTCTT -ACTCCAGTCCATTATCTGTTTTAGCTCTTCCCAATAATTTACATCTTCAAAGGGCATTTGTTCAACAGGT -GCTCCCGTAATAATCAGTCCGTCGAAATGCTCTCTTTGTACCTCGTCAAAGGTTTTATAAAATGTTTCAA -GGTGTTCCTCGGGAGTATTTTTCGACAAATGCGATGCCGGACGCAGCAGTATGATTTCGACCTGTATTGG -AGTGTTCCCAAGAAGTCTGAGCAGCTGCGTCTCGGTAGTTATTTTAGTCGGCATTATATTTAGTATAGCA -ATTTTAAGCGGTCTTATGTCCTGATGGTATGCCCTGTCCTCAGACATGACAAATATGTTCTCACTATTCA -GGATTTCCACCGCAGGCAGATTGTCAGGTATTCTGATCGGCATATTGACCTCCATCAATTAAATAAATAA -AATGTAAAAAAAGTGCATAATATAAATTATATTATGCACTGACGAAAAGTCAACTATATGCCACTAGATG -ATTTTACCTGCTCTTTTCAAGAGCCTGATCTATGTCGTATATAAGATCGTCAGGATCTTCAATGCCTATG -GAAAGTCTTACTGTTCCGGGTGTTATTCCTGATTTCAAAAGCTCATCTTCTGAAAGCTGGGAATGAGTAG -TGCTTGCAGGATGTATTACCAGAGATTTTGCATCTGCGACATTTGCTAATAATGAGAATATTTCCAGACT -ATTTATAAATTTCTTCGCAGATTCGTGACCTCCTTTTATTTCAAAGGTAAATATTGACCCTGAACCCTTT -GGAAAGTATTTCTGAGCGAGATCAAAGTATTTATTTCCTTTCAGGCTTGGATAATTTACTTTCTCCACCA -ATGAGTGTTTTTCCAGGTATTCTGCAATCTTTTTAGAATTGCTTACATGTCTTTCGACTCTCAAAGATAG -TGTCTCAAGTCCTTGTATAAAAAGGAAGGAATTAAACGGACTGATAGCCGCACCTGTATCTCTAAGCAGT -TGAACTCTGGCTTTTGTTATAAAGGCAACACCTTCTAACTGACTGTATACAACTCCATGATAGCTTTCAT -CAGGTGTTGTAAATCCGGGGAATTTGTCCCCCGCTGAATAGTCAAATTTACCTCCATCAATGATTACACC -ACCGATAGAACTTCCATGTCCGCCTATAAATTTGGTTGCTGAATGTACAACTACGTCCGCACCGAAGTCG -ATAGGCCTTACCAGATATGGTGAGCCAAAAGTATTATCAACTATAAGGGGGATACCATGCTTATGTGCAA -TGTCTGCAACAGCTTGAATATCAATTAGATTTGCATTTGGGTTACCTATTGATTCAATGTACAGAGCTTT -TGTTTTTTCTGTAATGGCATCTTCAAAGTTTTGGATGTTATCGGGATCGACAAATATTGTATTTACTCCG -TATCTTGGCAAGGTTACCGCAAAAAGGTTATAAGTTCCTCCGTATAAGGTGTTGGCAGCTACTATTTCGT -CTCCTGCTCCAGCAATGTTAAGTACTGAATAAGTTATTGCTGATGATCCTGATGCAACTGCAAGTGCTGC -TGTACCTCCCTCAAGTGCCGCGATTCTTTTTTCAAATACATCTGTTGTAGGGTTCATTATTCTTGTGTAA -ATATTACCAGAATCCTTTAATCCAAATAAATCTGCTGCATTGTCGCAATCCTTAAAAACATAGGATGATG -TCTGGTATATTGGCACTGCCCTTGACCTTGTGGTCGGATCTACTTCCTGTCCTGCATGAACCTGTAATGT -ATCAAAGCTAAGTTTTCTGTTCATATATGATATCCCCCTTATATGCTAGTAAGTTGATAGGTTTTGTTGT -GTTTATATAATATAATAAAATTAAATTTTAGTCAACTACTTTTTTAAAAAATTTAATTATTTTTTTATTT -TAATATTTGAAATTAAGTGCGTTAAAATTAGCTAAAATTCACTTTATATTTTTTGACTGTTTGATATTAA -AAAAAGCCGTTGCAATCGTATTTGATTGCAACGGCTTTTTTCTCATGCTAAATCATTTTTTAATTAATCC -TTTTTCAATCAGAAATTCTCTTGCTACTACTGAAGGGTCCATTTGAAGTTCATCAACTTTATAATTCAAC -TCTATCATAACTTCATTTGAAAGGATTCCCCCCAGTTGTTCAATCAGCGGTTCTATCTCAGGATATTTTT -TGAGTATATCCTCCCTTACCAGAGGAATAGCATAATAAGGAGGAAAGAAATTCTTATCGTCTTCCAGTGG -TACAAGATCGAATTTCTTGAGCAAGCCATCTGTGGAAAATGCATCCACTACACTGGTCTCCTTATTTATT -AAAGCCGTATATCTTGGAGAACCGTCTAACCCTTTGGTATCCTTGAACTTGAAGTTATACTTTTTAGTTA -TTCCTAAAAGACCATCCTCACGATTAACAAATTCCAATGTAGCTCCTGCGGTTAAATTTGATGCAACCTT -AGCCATATCGCTGATTGTTTTTAAATTGTACTTTTGTGCAGTTTCTTTCGTAACGGCAAGAACATAGGTA -TTATTAAAGCCCATCTGCTTTAACACCTCGATATTAAACTTTTCTTTAAAGTCCTTTTTAACAGTATTGT -ACACTTTATCCATATCTGAAATAGGAGGATATTTTAATGTATCTCCATATGCCGTTCCACTATAATCAAA -ATACAAATCAATATCTCCTGATTTAAGAGCTGAGAAGCACACCTGCGTACCACCCAGGTTCACTTTCCTT -TCCACATTCAAATCGGTATTTTCTTCAATAAGATCGGAAAACATATATACAAGTATGTGCTGCTCTGTAA -AATCTTTTCCTGCAATACGTATTACGTTTGTACTGCTTCCAAAACCGGGAATTATTGTAGGAATTATAAG -TGCCGCTGTCAGAAGTCCGGAGACTGCCAGTACTATTTTATTATATCTTTTTTCCTTCTTGAGCGTTTCC -TTTGACTTTTTTGTTTTTTGCAGACTGATTGGCGTAACCATCTTTTCAATCAGTCCCACCAGATAATCTA -CCGTCAGTGCCAGCAAACATGCCGGAATTGCACCTGCAAGAATCTGGTTGTTATTCACTGTCCTTATACC -TGAGAAAACCAGAAATCCTAGTCCGCCTGCACCAATAAATGCGGCTATAGTCATAAGCCCTACTGCTGTT -ACAGCTGAAATTCGGACCCCTGCCATGATTACCGGCAATGCCAGTGGAATTTGTACCTTCGTTAATATCT -GGAATTTGGTCAGACCTATTCCACGGGCTGCTTCCAGTGTCAACGGATTGATATTCTGTATACCTGTAAA -TGTATTTTTTATAATAGGTAAAAGTGAATATAATATTACCATGACTACAGCAGGAAGTGTTCCTATACCT -AAAAAGGGAATAGAAAAGCCAAGTAAAGCCATACTCGGAATGGCTTGGACTACATTTGCAAAGCCTAATA -CCGGTTTATTCAGTTTTTTTACATAACTGATTAATATTCCCAAAGGCACGCCTAAAATTATTGCAAAGCC -AACAGCAATAACTGTAAGCTTAATATGATCCACGAAAAGATTCAGTATTTGAGTTTTGTTTTGTACCAAA -TATTCTATAAAATTCATATAAACCCTCCTTTTCTATTTACTCCAGATTTTCCAAATCAAGATATTGCTGG -CTTAGAGTAGTAACAAGACTGCTCTTTGTTATCAAGCCTAAAAGTCTGTCACTTTCGTTCAAAACAGGAA -TTGCTGATACATGCTTTTCGTCTACAATTTTTAAAATATCTATAATTGAGTCGTCCTCAAGTACACTCAG -GAAGTTAGTGGTCATAATATCGCCAACTTTTATTGTACGGTCTCTCTGGTTTTGTATTTGCTTTGCATTC -ACTATACCTAACAGTCTTTTTGTTTTTTCTTCAACTACCATAAGGCTATCTACCTTTTCCACACGCATTC -TTTCAATACACCCAAGAAGCGTCGTACTGCTCTGACAGGTTACCGGGGTATCAATCATAATATCCTTTGC -CTTTATAAATTCGGGGGAAGTCCAGATTCTATTTCTACCTACAAACTCTGATACAAATTCATTCTGAGGA -TTTTTCAATATATTTTCAGGTGTATCATACTGAAGAATTTCTCCATCTTTCATTATACATATCTTATCCG -ATATCTTTATTGCCTCATCCATGTCATGTGTAACAAAGACTATTGTCTTTTTATAAATTGCCTGTATATT -TATAAGCTCATCCTGCAGGCTTATCCTGGTAATTGGATCAAGTGCTGAAAACGGCTCATCCATCAGGATA -ATCTCCGGGTCAGTTGCAAATGCTCTTGCTACCCCAACTCTCTGCTGTTGCCCACCACTTATCTCAGAAG -GGTACCTATCAAGAAACTCGTCAGCTTCCAGCCCAACCATTTCCAATAATTCATAAGTTTTTTTTCTTAT -TTCTTCAGAATCCTTTTTCTGGACCTTTGGGATTAGCTCAATATTTTCCTTTATTGTCATATGTGGAAAT -AACCCTGTCTGCTGAATTACATACCCCATATTTCTTCTAAGCTTTATAATATCTCTTTTTTCTATGTCCT -TACCATTAATAAATATTTTGCCGGACGAAGGCTTTATCAGGCGATTAATCATTTTTAATGTAGTTGTCTT -ACCGCAGCCACTTTCTCCGATAAGTGAAACCAATTGCCCTTTTTCAACTTCCAGCGAAATGTTTTTCAAC -ACAGTTGTATCTTTGTATTTTTTGAATATATTTTCAAATTTAATCAATTTATTACCTTCCTTTTCCAATC -TTTTTTAAGTAACAACTTCTATTATATGTCCAAGTTGTTACTTTTGTCAAACTGACAAAAAAATCCTCCT -ATCGTATTATCAACTACGGTAGGAGGATTTTATACAGTACTGTTATTAATTTTCAACATTTTCTGGATAT -AAAAAATTTCTAACTCGTTCAAAACAATTTTCATCACCTATAAAATATACAATATCGCCCGGTAAAAATA -TTGAGTATGGACCCGGTGATAGAAATAGTTTATTTTCCCTTTTTATGGCAACTATTGTTGCCGTTGTATT -GTGCCAGAAATTTGTTTCAGATACGGTTTGATGCAAGCACGACGTTTCTTGTGTAATCTCTATTTCAAAT -GGTGTAAAAGGATTTATAGAACGAAAACGGTCTGTTTTCTCAATGAGCTTAGTCAGACAATCATTAAAAA -ATTCAAATTCCTTGGTTTGTCGTTCCATACTGCCCTGAATATCTTTTTTCAAACTATTTACAGTTTGTAT -ATCATGATAACGATTAACAAAATTTACAGCCTTTTCGTAGGATTTTATTTTTACACCATTTCCTATTTCC -GTTTCCACTATCCCTAAATCAGCTAAAACAGATATTGCTCGCCTTGCTGTTTCGGGTGATACCCCGTATT -GGCTTGCTATGGATGACCTTGCATATATTTTATCTCCCACGGAATAATATTTGCTTGCAATTTTAGAAGC -TATATCCGTAGCAATTTGTTGGTATCTTGGATTTATAATTCGAACACCCTTATCCATTCCGTCTCTCCTT -TACAAATGTTGTTTATATAAATGAATATTATCTTCTATTATAGCCTCTATTTAACAAGTTGTGTAACTTG -TTAAATAGACGGAATTAAAATTCAATCTTAATTTGTATTCTCATGTCTATTTAACTCAAGATAACGTAAA -AAAACATCCGGCGTATTGCCGAATGTTTTTTAAGCTTCACTCTTTTATATCGCGCTTACTTTAGTTTGAA -ATAAATAAAGCTCCCATCATAATCTACATTCCTAATCTGTTCATTCTGCATAACAAGAAAGTTTGTTTTA -TTCTTATACAGGTCAAGAATAACTTTGCCTTCTGCCTTAAATGACTCTGTCATGCCGGGAGTTATTTTTC -TCAAATCTGTGGCTTCATCTATAGCATCGTCCAGACTTCCGTCAAAGCCATAATTCATAGTCCCGATTAT -TGATGCCTTGTCGGAGGTTTTTATTCCCCATATATAAGGATCCCAGCCGACACTAAGGAAAGCCGACCCT -TGACCTTTTACCTTTGTAATCTTGGCGTTTTGGACTTCCCACAAAATATCTACTATGGCATACTCGTGAT -CCTCTCTGTCTTTAGCAGTGATTCCCATTTCTTTAAGCTCATCCAGAGTTACCTTTTTGAAACTTTTTAC -AGTCATTGAGAAAGTACCTGTTATTTGGTCATCAAGGAATGACTTTGTTTCACTCCATGTATATTTTTGG -TTTAAAGGTACGGGATTATTAATAGATCCGATAGCTGTTGACGGATTCATAAGACTGTTTGCGGTCTTGT -CTCCGTACTTGGAACTTAGATATTTTTTAACTTCATTTTTCTGACTACTGGTAAGATTTTTTACCTCAAT -TGCCTTTGTAGTTGTCGCAACTGCATTATAGGCGTATGTCTTTTTGTTTTTTGTTTTAAGGTAAACTCCG -CAGCTTATACTAGAAACACTTAGTTTAGTCTTGCTGCTTATTACCAGCAAGCCCTTAAGATTAGCCGTAT -ACAGCTTCTGTTTTGAATCGTAGCTCTTTGAATACTGCGGAGTTAGTATCTTTGCAGTTGACCCGTTCGG -TATACTCAGCATTTTGTAGCTAACACCGCTGTACTTGTACTTGTTAACGTACTGTAAGTTTTTTGTTTCA -AGGGTTTGTTGATATGCCTTTATGATGTTCATCTCAGAAGATGTCAATTTTGCTGAAGAAGCTGCCGTTA -CCGGAACCGCAAATACAGATAGTACAAGACATAAGCTTAATACTATTGACAATATTTTTTTCATATCCGA -CCTCCTAGGTTTTATATCCAAATAATAGCATTATGCCAAAATTTAGTCAATATAAACTAAGATTTATTGT -AAACTTATACCACTTATTTCTTCGATGTTTTTATTTCCGCAACAATCCAAGTTATAACAAAAAATAAAAC -CTCAAAAAGCTAAATTGATAGCTAATTGAGGTTTCTTTAGTTACTGTTTATTCGATTTCATTATTAGTTT -TACTTCGCAAGCTTGTATATTTCAAGGACATCTTGCCAGTATAGTTTTTTGAGTCCTCCAATTGAATGTT -CTTTTCCATATGCCTCACCGGTTGCTTTTCTGGCCATAAGCTCAAACTTACTCTCTTCTATGCCAACTTC -TGTGAGAGTGGACGGAAGTCCCATCTTTTTATAAAATTCACGGAGTCTTGCTATTCCCTCCATCACAATG -GCATCAAGGTCACGATAACTGCTCTCTACTCCCATTACGTTAACTGCAAACTGCACAAACATATTAATGT -TGGTCTTATATACATACTGCATCCATGCAGGAGTTAATATCGCAAGGCCCGCCCCATGTGCAATATCATA -AATGGCACTGAGCTCATGCTCCATATCGTGGCAAGCCCAATCCTGTTCTCTTCCGAGCCCCAGTATGTCG -TTATGTGCCATAGTGCCACCAAATCCAACCTGACACCAAGCATCGTAATTTTGAGGATTCTTTGAAACGA -TAAGTGCATTTTTCATAATGGTTTTAAGTGTCGTCTCGCACAAGCCGTCTGTAAGGTCTGTATTCTTGGT -ATTTGTAAAGTATCTCTCAAAAATATGGCTCATCATATCTGCTACACCATTAGAGATTTGGTTCTTGGGA -AGTGTAAAAAACAATTCCGGGTTTACTATGCTCAGAATAGGTTTAAGTAGATTGCTACCATAACCCTTTT -TAATCTGTTTTTCTTCGTTGGTAATTACGCTATGAGGGCTGGATTCACTTCCTGCCGCAGGTATAGTTAG -GATAGTTGCAACAGGCAGTGCAGATTTAATCTCACCGCCTTCTTCGTAAAACTTCCAGATTTCATCATTA -CATGCACCTAATGCTATTGCCTTTGCTGAATCTATTACACTTCCGCCGCCTACTGCAAGTATAAGGTCGA -CTCCTTCTTTTTTGCAGAGTGCAGCCCCTTCTTCGGCTAAGGCCAGACGGGGATTGGGAACTACGCCCCC -AAGTTCAACAAATTCTATGTTATTTTCCTTTAGAGAAGCGACCACCTGGTCATATAATCCGCTATTCTTA -ATACTGTTTCCGCCGTAATGCAAAAGTGCCTTTTTTGTATACGGCTTTATCAAACTGCCTATTTCTTTTT -GGGCATCCCTGCCAAAAATTATACGAGTCGGTATGTGCATATCAAAGTTTAGCATAGTCATTTCCCTTTC -TTATTAAATATATTTTCATTAAGTATTATTATATCAGTTTTTATACTTAATTATTTTGAACACATCTTCC -TTTAAAACATTTTCGTTTAAAACGTTGATAGCTATAAATAATTTATGTATAATCAAATTGTAAACCTTAA -CGTAAACTTTAAGTCAAGGGTAAATTAAAAAACAGGAGAAACTTTTATGGACTATTCAATAAAGCAAGTA -TCAGAAAAGACAAATTTAAAGGCACATGTTTTACGCTATTATGAAAGAGAAGGACTTCTTCCTGATATAT -CCCGAAGCGAAAGCGGAATACGTCGTTATTCTGAAGAGGATCTCGAATGGCTTGGCCTGGTATGCTGCCT -AAAGAATACCGGAATGTCCATAAAGCAGATCAGGGATTTCGTTGCATTGAGTGCTCAGGGAAAGGAAACC -TTGAGGCAGCGTTGTGATATGCTCATAGAGCATAGAAAGAATGTTGAAAGTCAAATTGAGGAAATGCATA -ACCACCTTAAAAAAGTTACTCATAAAATAGAATATTTTACTTCCCAGTATGAGGAGTATCTACATAGCTG -ACAGACATCAATTGTTCAGACAAATAAGTGATAAAAAACGGACGCATACCCTTAAAGTAACGCGTCCGCT -CCATGCACCTGCAACTGCCAGACCTTCTGAATACTTGCCGATGTAATCATACAGTTGTATCCCTTTTGCA -CTGGCGACTGTTAAAAACAGTGAAAGTGAAATACAAGAAAACATAAATAATCTTAATCTTTACATTGATA -CTCCCCTTACTAAAAAAATAGACAAAACTATTAATCTTTTTTGTCTATTTTAGCATATTTTGGATATTTT -TGTCAATTTTTGAAAGTATCAATCATGAAGCATTCACTTTTTCTATATAGGACAATAAACAAGATGTACA -ATCAGAATACTCCCTTTCCCACAATTACATATTCTTTTATTTCTTATTCTCAACTACAAGGCTTTTAGCC -ACTACATTCATTCTCTGGATATTAAGCGCAGTCAGATGTTTTATCTGCTCACTCACTTTTTCCTGGATTT -CCCTTAAAAGAGGCTTAATCGTATAACCATAAATCAGAATAAGATCCATCTCGATATATATTCCGTCCGG -CCTGTTCTCTGCCCTAAATCTGGATATCTTTGATACCCCAGGAATATTTGAAGTTACATACTCAACTATC -TGATAAATTGTATAGTCCGAAATGGTATAATTTCCCATATAACTGAACGTAGGGCGGACAACAGATTTTT -CTCCTACCAGCTGGTAGCTGCCCTTCCCTTTTCGTCTGAATATTTGGAGCGGATCTAGAAAATAACCCGA -GAAATCCTTCTTGATTTCAAATGTCGGTACAGGTATGACATGTTTTCCCTGTTCTCGTCTGGTAGCCAGA -GCCTGTTTTATTTCGTATTCGCTGGCAACATCAGTAATATATACTTTCTCATCTAGAGGGCCTATCCCAA -TCCTTTCAGCTATGGTCTCCACCATCCCGTCGGAGGTTCCCAGAATGAGAAGTGATTGTGCATTGTATCG -GACAAGTGCTTTTGCAACATCTTCCGTATGCTTTTTGTCTATAAATAAAGCCCTTTTAATAGAGGCAATC -TTAGTACTTTCCTTTTTTGCTGAAACCCCTGCAATAATCTGGTTTCCCTTTATAAGCAGCCCATCATCTA -TAATAAAATCAGTCCCACGTTCTCTGGCAACCCAGGAAGCTCTGTGACTCTTGCCTGTCCCACTCGGGCC -TATAAATCCTATTACTTTCAAAAAGTACTCCTCCTAAAGATTTCCTGTTTATTTTTAATATTTTGAACTT -GCTTAGTGTAACCTTGTTATATTAATATATCACAGAATACACAAAAAGGGAAAAGAGAGTCACAAGACTC -TCTTTTCTTTTCCTCGGACATTCTTCTTTTGTAATTTCTTATTTTGTCTTTAGTAAGTAAGTTATATTTT -GTCATTTGTACATTTAAAAATAAGCTATATCAGCAGTACTGCCAATACATTTTATTTATTATCAAAATAT -TGTAATTACACAATATATTGTATTTATATACCGACTTTTTGTCAATATATAATGACCTTAAAAGATCTAG -TACTATATTACTATTTTTCCCGGTGTTTGTAAATATTATTCTTTAATGTCTGTTTTTACCATAGCAATTG -AGCATATGTCGCACCCGCTGCATAAAACGACTTTTCCTGAAAAAACGTTTTTTATAGTATCAAGAAGCTT -CTTATTTTTAAATCTCTCCCAGTTATGAACTATTATATTTCTAGGAGCCAGTGTTATCAAAGAACTGACC -AAAAGATCGTCATGGCTTATATCCGCCTCAGACAGCTCAGTTACAAATTCCTGAATACATTCATTGGTTA -TTTCATGCTTCTTGTCATCCAGAAGCATGTAATTATCGTCATACTCCATAACAACATGAACAACATTGAA -TTTGGAATCCTGTATTTCAACAAAATATTTCAAAAGCCTTATAAACTCCTTGTATTCACGTTCAATTAAA -AAATCATCAACGCCATTATCAATAATTTCTTCCAGCTCTTTGTTGTAATCCTTTAATCTGAAATTAACAA -ATCCATCCAGTATAATACTATTAGAGCTTTCGAAGTATTCTAATAACTTCTTTACAATAAGATTTCTTCT -TCGTATTTGAAAAAGTGTATTAAAAAAAACCTTGTCATCATTTCTTATTATCTTTTTACATATTTCCAAT -ATTTCCCGTTTATCTGTGGAATTAAAGTATCCATAATTGCTGTTTATTATCCGGGTCAGAAGCCGTTCCT -CGTACTGTTGTATTATATAATCTGCAAGTGCATTGGATATATGGTATTTTAACAACTCATACTGACTGGC -TTTTTTTGAAAAGCGTCCCTCCTCCTCCAAATTACATAGGACGGAAGTTGCACCTTCAATATCAACCACT -TTAATTGAGTAATTAATCCTTTTTTCCTTTAACTGCTGAAGTTCATTGTCTATATGCTGTATAACGTTTT -CTGCGCTATCATTAACTCCTATTGAGAGGTATTGATACTGCATCAACTTCACTTCCCTTCGTGTGTAGTA -TATGTTTTCGTATAATGTTGTATACAATGGGCGTTTAACAGTTTATTCTAAGTTATGTTACATTATATGC -ATTGCGTATTTTATAGGTACTACACACATAAAGATTATTTGCGGCAACTATTCCTGAAAAATGGGGATGA -TTGTCCCTAAATCAATCAAATGTCCATCATTAATAATAACCATGTCTACAGCTTTTAAACTTAAAAAATC -ATTTATTTCTTTATAATTTTTATGAAGGGTAATATCTCCCGTAAAAAGCAGTTTATTTTTTGCTATTAGT -CCGGTGGCTCCACCGATAAATCCCATATCAAAGGGTTCAAGCTTTATAGATTTATCCGGCTCAATTAAAA -GTACATCCATTCCCACCGATTCCGCCTTCCTGCAAATCTCTCGGTCAGAGGTTATCATACTACTGCTGTC -GACAACGCATGTAAGGCACTTGGAATATCCTTGATTTACGTGAATCAGCCGGATTTGTTGTTCCTCTAAA -AGCTTCTTAACTACAGGATCAGTATATTTGGTATTATGAAATGCAAAATCCCCCACTCTTGCAACATTGT -ATGCAATAGTACCAGGATATTTATTTTTGAGGAAAGTTTCCCCTTCAATCATTTTAAATCCCATTTTGCA -AATATATTCTATTAAATATGGAGGCGTGTTGGGTGCATAAACAATAATATTTCCCATTATATGATGGAAC -ATTATATCAGGATGACACGATACAGCCGGGTAAACATCCGGATGTGCAGGGATCGGGATGATTTCTATAC -CTCTGTTTTTTAATCCATCAATAATTTTTCTTGGAGCCCTCGAATCCAGCAAAACGCAGGAAACATTCCC -CTCCGGCAGATTCGGCATCCTGAGTACATTCATAATATTTCCTCCAGTGGTGATTTTAAACAAATTTTAG -TATCACACATATTTTTAACATTTCATATTATACTAAAGGAAGAAATGTTTTTGCCAGTACTAACTGTTCT -GCAAAAGCAGACAGTTATTTAAATACACCGCATTTCCAAAAACAAAGGAAATGCGGTTATTTTATTATGG -TGTCTTTTTTACTGAATAAAATCCGTTTATTTAATAATAATATAAAACTGTAACATAATCTAATTCAATT -TAAAAAAGAAGGGAGTTGGTAATATGAGAACACCATTGGATAGAGTTGCATTAGTACTCATTATAATCGG -AGCTCTTAACTGGCTTTCTGTAGGGTTATTCCGCTATGATCTTGTAGGTGCAATTTTCGGACCCGCTTCG -CTAATTACACGAGCAATTTTCGTCATTGTCGGTATCGCAGGGCTGTACAGTATCAGTCTTCTTTTCAGAG -AAAATGATGAGGCCGTAAGGCAGCAATAGACAATCAAAGTGGCGTACTTTACGCCACTTGATTATACGGG -AAATAAGAACCAAGTAGACATAAATTTCCGTTATATTTTAATTAATACTGCAAATTATATTAGTACACCA -GTAAAATTCACAGGTGAAAATCACAAAGGAGGAATTCAATTATGTCTAATAACAGAAGTAATAACAGACC -GTCAGGATTTGAAAACTTAAAATACGAAATAGCTTCTCAGGTCGGCGTAGACCTAAAAGAAGGCTATAAT -GGTGATTTACCTTCAAGAGAAGCTGGTAAAGTCGGTGGAAATATAACTAAAAGAGTATTCCAGGTATACA -GGGATCAACACCAGAATCAGTAAAAATGATTCTCCTCTGAGGAAAAAATAATAAAAGGATGCCCGTCTTT -TCCGACGTGCATCCTTTTATTTTAAAATTTAACACTATAATGCTTTATTAGTTTCTAATATTTTTATATA -ATCTAATTTAGGTAGATTATCCGCTTTTATATGTATTCCAAATATTAATGATAAGGAACAATACTATGAC -AGACTTGAAATCAATATTTTCTAAAAAAATAACAAGGAGAATACTAATCCTTGCTGCATTCGCACTACTG -ATATATCTCTTGCGGGGTATGGCAAACATGTTTCTGCTGACCTTTATATTTGCTTATCTAGGCTATACCG -CACAGAGCTACGTTTTCAGACGAACAAAAATCATAAATTCAAGAGTTCTCAAGGCAATAATAATAACTTT -TTACCTTGTGGCTGTAACACTGGCAGTTCTACTACTCTACAGGTATATTCCCGTAATAATATCTGAGTTT -AAAACCCTTATAAACCAGGCAACAACCTTTTATAACATGACTTACGAAAACGAAACGCTGAACTACTTTA -TTTCCTTATCTAAAGAAATTAAGATTTCCTCCTATATACAGGATAATTTTGAGGTTCTTTACAAATCAAT -ATCAAATATAGGCAAGCTAGGTTTTGATTTTGTTATGGCGATTGTGTTAAGCCTTTTCTTCATACTCGAA -AAAAACAGAATTGTAAGATTTACATCCGGTTTTAAAAACAGTAAGCGGTCTATAGTTTATGATGAACTTT -CATTCTTTGGACGGAAATTTGTTCAGTCCTTCGGAAAAGTTATCCAGACCCAAATAACTATTTCATTTAT -AAATGCGATTTTGTCAATGATTATGCTTTATATACTCAAGTTTCCGCAAATTTTCGGACTTGGATTTATG -ATTTTCATACTTGGCCTCGTACCTGTGGCAGGTGTTGTAATCTCCCTAGTTCCTCTAGCAATGATAGCCT -TTAGAATTGGCGGTCCAACAATGATAGTTTATGTTCTGGTTCTGGTTACAATTCTTCACGCTCTTGAAAG -CTATATACTTAACCCAAAGCTAATGTCACATAAAACTAAACTTCCTGTTTTCTACACATTTGTGGTATTA -ATTGTTTCAGAGCATATACTTGGAATCTGGGGGCTTATTATAGGTATACCCATTTTCATATTTATCCTTG -ATGTTCTTGAAGTTAAAAATCCTGATGTACCTGTATCATCCGATTAAAATAATAGTTAGTATGGTATACT -GTACTTATATAAAAATTACCAAGAGGAGGCAATATAAATGGCAAAATATAATGTTATGTCGGTTCTTACT -AATAAAAGAGTTGAAAATGTCAATCAGATGCAAAATGTCCTTACCGAATCCGGTTGTATAATTAAAACCC -GTCTTGGAATTCATGACGCAAGCGAGGACAGCTGCTCAAACGAAGGTCTTATCATACTTCATCTTACAGG -TTCTGATGATGAAATTGAGAGACTGGAAAGTAAATTAAATGAAATTCCGGGAATAAAAGCCAAAAATATT -CGCCTAAGCTCAGAAGAGGTATAGTTTAATATATTTATAATCAGGGGGAAATTTCGGTGGCTGAACCTAA -ACGCTGTAAAGAGTGTAACGGCATCTTCCAGTATGTAACCAGTAAGCAACTATGTTTAAGTTGCAGTCAG -AAAGACGAATTCGAATTCCGGCGTATTAAAGAATTTTTGAAGGACAATCCAAAATCTTCTGTAAGTATGG -TAGCCTCTTCTCTTGATATAAGCGTGTCACATATACAGAAGTTTATCGATGAGGGAAGGCTGGAAATAGT -CGTTAAGTAAAGAAGAATTAAACTGTTAAAATACTAAATTATAAGGAGGAGCAGATATGGATATTTTTGA -ACTTATTACATATCTCAAGGAAACAGAGGATTACATAGAATATTCATTTTATAAACATTCATCGGAAATC -ATGAATGCTATTTCCAACAAAGGTATAGATGAAATTTTAGGCATCATTTCCATGAGAGAAATTAAAAAAG -GTGCATATGAATGTGTAACTACTTGGGAAGTAGATAACAATACCTGCTTTAGTAAAACAGTATTAATTGA -CATTTCTAACGAAATGATTTATATTACTGAAACTCTGGATGGAACCGACAGCCAGTCAGCTAAAGCAGAT -TTAATTTCGGATTTTGATGTACAGAAAGAATACTCTGAAATTATTGATTTAATGAAAACTAAACAATTAA -ACAGTATTGAAAAGGAATTACTCACAAAAGTTGTTGCTACTTTTTTTAAATAATACATAAAACGGCAAAT -GTTAAAAAATTTCTTACAAGGTGATAAAATGCTTTCAGCTATTCAACATATAGACATTTTTATATTAAAC -TTAATTCAAAACAATCTTCACTCACCTTTTATGGATAAACTTATGCCGGCAATTACCTTTCTGGGAAACG -GCGGTGCGATCTGGGTTATTATTGCTCTTTTACTGGTTGTATCAAAGAAGCACAGGGTTACAGGCATTAT -GGTAATAGGTGCGTTGATAATCTGTCTCATTATAGGTAATTTTACTTTAAAACCTATTATTGCAAGGGCA -CGCCCCTGTTGGGTAAATACAAACATTCAATTACTTGTGTCCTCCCCACGGGATTATTCTTTCCCGTCCG -GGCATACCATGTCCTCCTTTGCAGTCGCTACAGTTCTTTTTTTAAGAAACAGACGTTATGGTCTATGGGC -CTTACTCTTGGCAGCTTTGATATCATTTTCAAGGCTATATCTCTATGTCCATTATCCTTCAGATGTGGCA -GCTGGGTTGGTTCTTGGAGTAGCGGCTTCATGTTTGTCGTTAAAGGCCATACCTGCTATTATAAATAGTT -CCGTCAAAATACAAAAAACCCGGCGATAAGGCCGGGGTTTTTAATTTATTTTGGTTTTACTTGCTGTGCA -GAGGTTTCTACAATAATAGATACCTGACTTTTATCGCTGTTCACCTTGGCTAAGGACGGGCTAGTTGAAG -GAATTAAAGCAGTTATAGGCAGAACAGGGATAAATACAGGTGTATTTCCGCTACCATCCGATAATACTAT -GATTCCACATTCATTCTTATATATTGTCCCTGTAGCATGTATGTTTGAGCCCGTATATATGTCAATATCA -GTCTTATCGTTTAAGTATTCGTAGTATGCCGTTACGAGATCAGTATCACAGCCCACAGGGAAAGTCGGCG -CCGGCAGATAATCGAAAGAGGGATTGTATACCGTACCATCGCCTGTATATATTGCTGTTATTGAGTTAAC -CGGGATTACCTGCTGCTGCCCGCTGTCCATGACAATAAATAAAGCTCCATTTGAACTAACCGAAGAAGAA -AACAGCTGGTGTGGCGTACCGGTTATAGATGAAGCAGTTAAGCCTTTTGTAAAAACAGTTATGGTGCTTG -CCGGATAAAACATTATAATCTGCTGAATAACGTGTGCCAACTGGGAATAGCAGAAGCAGGTTGCTGAATT -TCCTCCGTGTGTTCCTGAGTATGTAAGAAGTAGCTTCGGAAAATACGGCTCCCATGAGATATTATCTGTA -CCAAATTGTACAACTGTATTTCCATCAGAATTGGTTAAGGCTAAGCCGTTGTTTGCAACGGTTCCGTTAA -GCCAGCTGTTCACCAGAGATGTTATGTCAATTTCAACTGTTTTGTAAAGATCTGCTGTAGTTACATTAAT -CTGTGAAGAAGTTGGCGTATAAGCCGGCCGTGTATCATAGGTCACACTAGTTCTGTTATATGGTTCCATT -ACTGTATTTACTAAAACAGGGCTGGGATTAGTTCCGCTTTTTGCTATAACAGCCAGCTGAAGAACAGCAC -TGTCAACAAAATTAACGGGTAATGATGGTAATACTATTTGCATTAAACTTATACAATTTTGATACTGTCC -ATCGGTACCTGCATAGATGGTTGGATACACAGAAAAATTCATACCCGGCTGTGCAGAAGATACAAATGTC -GTGCTCGGGATATCCACTACAACGGTTGACATAATATGATTCCTTCTTTCATATTTGTTATTTTACTTAT -ATAATATGACATTAGGAACACTATGTTGAATACTATTTTTCTTTATTTGTTTTCTTAAACGAATTTTCAA -TTTCCTTAACCGCCTGCTCCTTTGTAAAAGTTTTTGCAATATATCCCTGCATTATTTCTCCGAACTTCTG -ATGAAAATCATCAGTCACATAGTTTACATACATATCTCCAACCCTATTTTCCTTTTTAGATGTCTCAAAT -TCTTTTGCAATCTGCATTTTTGACATATCCCCACCGTTTATGGGCGGCATCACCTTGGCAACCTTTGAAA -ACCACTTTTTACCGTAGTCGGAAGTAAAAAGCCAGTTGTATAGGTCCAGAACTTCAGCCAATGCAGGTGA -ATCCTTGTATATCCTCGTAGCCTGCTCAGTTCCCGCCACAATAAATGCATTTGAGGTTTTATCGTCTACC -GGGTACCCTGTAACTCCAAGCTTTATTTTGGGATTAATTTTTAGAATATCAGCCTCAGCCCATGAGCCCT -GTCCTATAATCATAGCCGCCTTTCCCATTGCAAAGTCGGCAAGTTCTGCAGAGAGATCCGTTTCAAGTGG -TTTTATATCACCGTACTTTACTGTCAGATCAATAAATTTAAAGAAATTATCGTTAATAAGGGGGTATGTT -TCAAATTTTGCTTTTCCTGACGAAAGACTCTTGACAAGCCCTTCAACATCGTCCGGCTGGGATGCATCTA -AAAAATGAATAAAAACATCCCTGAATACCCAAAATTCGTTATAACCTGTTGAAAAGGGCTGTATACCCTT -AGATTTTAGTTTCTGAGCCGCAGCTTCAAGCTCAACCAATGTTTTTGGTACAGGTATCTTGTTCTTATCA -AACAAATCCTTGTTGTATACCAAGCCATATACATTTTCCTTGATAGGGAATCCATAAACCTTACCTTTAT -ATGACATATTCATTCTGACTTCGTCAGTCATAGCTTTTACAAGAGGTTGCCCTGTAAGGTCATAGGAGTA -TTTAGCATACTCCTTGATTTCACTGCCTGCAGAAGTTGTAAAGACATCAGGCATATCTCCTGACTTAATT -TTCATTTTAAGCAATTGAGAATAATCCGATTGAACTGTTTTCAGATTAACAGTTATGTTTGGTTTGTTCT -TTTTATATTCCTTAATATATTCATTTATTGCGTCAACATACTCCGGGTTGTTAACAAAAATGTTGATATT -TGCAGAGGTTACCTTTGAGGTCTTTGAAGTTTTAGAAGCAGTGCTTTTTGCGGAAGACTTCGGTGAAGCT -TCTTCCCTTTTACATCCTGTAAGCATACATACAGACAAAATAACAGCTATTATTAAAGATAACAGTCTTC -TTTTCATCGGTATTCTCCTTTTTATTCCTTTATCAAGTTTAATATAATCAATATTATGGTTTTTTATACA -GTAAAAGGGTCTTATCATATATACTTTCCGCCCATATAAACCTACTAATGTGGTAAAATACATCATATAT -ATTAATTTACAAAAAATAAGCGGATCCATTAAAAAGAAAATATCCGCTACTTAACGGGAGGTCATATGCA -AACTTTAAAAAAATTTATCAGATTTTATAAACCCTATAAAAAACTTTTCTTTGTAGATATGCTTTGTGCA -CTTATTGCCTCTGCTATAGACCTTGCTTTTCCACAGATATTGAATCTATTGACAAAGGATGTATTCACAG -GCAGTTCTTCTCAAATAATACGGTCACTATGGATAATAGGCATAGGTTTAATCTTAATGTATATAGTGAG -GTATTTCTGCCAGTATTTTATAACCTCATGGGGACACATAATGGGGGCCCGTATGGAAAGTGACATGCGT -CAGGAATTATTCGATCACTATCAGAAGCTGTCTTTTTCATACTACGACAAAAACAACACGGGAGAGATGA -TGTCAAAGCTCATTTCCGATTTGTTCGATATAACCGAGCTGGCCCATCATGGCCCTGAAAACTTTTTCAT -TTCCGCTATAAAGATAATAGGTTCTTTTATACTGCTGGCAATGATTAATGTGCCAATGACACTGATTCTT -CTTGCAGTTACTTTAATTATGGGTGTTTTCAGCCTTTTTAAGAACAGAAAAATGCGATCAGTATTTTTCG -ATAACAGAAAAAAGATAGCCAATGTTAATTCACGTTTGCAGGACAGCCTGTCAGGAATCAGGGTGGTCCA -ATCCTTTGCAAATGAAGAAATTGAAAAGGACAAATTCTGCGAAAGTAATTTGAAATTTCTGGACTCAAAA -AAGGACAGTTATTTTATAATGGGAAGCTTTCACGCAGGAAATTCTTTCTTTCAGGGGCTGCTCTACACTG -TAGTACTGGTCAGTGGGGGCTTCTTTATAGCCAAAGGTACTCTAAGAGCGGCAGATCTTGCCATTTATGC -ACTGTATATAGGCATTTTCCTTAATCCCCTTGATGTTCTCATAAACTTTACCGAGGCGTTTCAGAAGGGA -CTTTCGGGCTTCAGGCGTTTTCTTGATGTAGTGGAGACAAAGCCTGAAATATTGGACAGAAAGGGTGCAA -AACCACTGGTGAACCCACGTGGGGATATCAGCTATAATAATGTCTCATTCAGATATGAGAATGACTCTGA -AGTACTGGATAACGTGAATATTTCCATAAAAGCAGGAAAAACAATTGCATTTGTAGGACCCTCCGGGGGA -GGCAAAACTACCTTATGCTCTCTTCTTCCTCGATTTTATGATGTAACAGAAGGACAAATAACAATCGACG -GAAAAGATATCAGAGATATAACTCTCAAGTCCCTTCGAAACTGTATCGGAATTGTCCAGCAAGATGTTTA -CTTATTTGCTGGAAGCATCGGCGAAAACATCGCATACGGAAAACCCGATGCATCAGAACAAGAAATAATC -CAAGCCGCTAAAAATGCAAACATACATGACTTTGTTATGAGCCTTGAAGACGGTTATGACACATATGTAG -GCGAACGAGGGACACGCCTTTCAGGGGGACAGAAGCAGAGAATTGCCATTGCCCGTGTATTTTTAAAGAA -TCCGCCTATTCTTATTTTGGACGAAGCCACCTCTGCGTTGGATAATGAAAGTGAACGCCATATACAGGCT -TCTTTGGAACATCTTGCAAAAAACCGTACTACAATAGTAATAGCTCACAGACTTAGTACAATCCGTAACG -CAGATGAAATAATCGTTATCAACCAAAGCGGAATTCAAGAAAGAGGTACTCATGATGAACTGCTAAACCT -CAACGGCTTGTATTCAAAGTATTACAACATGCAATTCGAAGGATTAGGTGACTAAGTTACTCAAAAAGGC -TGTAGAACCCACCAAAGTGGATTTTACAGCCTTTTATTATGTGAATGATGCAAGCCTCTTCTTACCGGTA -ATATCCTGTATTGGCTTGATATCCTGGGTAACCTCAATAGTTCCAAGGTATTCACTCTTTGCATTCCTAA -CTGCAAAATACCGGATGTACGCAAATCTGTCCCCCATCCTGATCCAGAAGTCCTCGTGATCCTTTTTGCC -GGAGCTGAGCTCCTCTACAATTTTTTCAACAATATGAACACTGGCTGGAGGATGGCAGTTCTGGACTTCC -CTGCCTATAATTGCCTTTGTTCTTGCGAATATCCTTTCCTTTCCCTGTGTAAAGTATTTCACGATTCCAT -CCTTGTCTACGAAAGTCATATCAAAAGGAAGTGTATTCAAAACTGCATTAATTTCATCGGGAGACATAAT -TCCTGCATCAAACTTGATATACCCGTTATTAGACGGCTGTTCACCTTCTTTTTCAACCTTTTTTTCCACG -TTGACCTTAACGGGCTCCCATTTAGCAACGTTATCTAAAAAACAGTATCCTATCTCACTGCTACCCTCTT -CGATAATGAACCATTCATCCTCCGCCAATGTTTCCATAACCATTGGAAAAAGGATATTTTCTTCTTTAAA -AATCATCTCTTTTACTCTTACAGTCGTTTCTTCCGCCTTGCCTGTCAAGTGCTCCCTGTTAACACTGCTG -TAGTCTGATAATAATGCCCTCACTTCCTTAATGGCATCTCTTATCTCATCATCAACTCCCCACATTACCT -TAGGAGGTGCCGTAATTTGATACTTTTCCATAAAAGGAAACAAAAGATTTTCCTTTCTTGAGTAGTGCTT -GTCAATTTCCCAAAGCTTTTCAAAGCCATTTCTGAGATTTTGTATATTTTCATGTGAATCCTTGCTTCGG -AATTTATCAATATCTGTCTTGATTTTGTCGATCAGACTTTCTATTTTTTTATTTTCAAGCTTAAAAGTGT -GGACAGGGTGTCCCGGAACATCCTCCGGCTTTTGTGGCCTGTGAATTTCTTCAATCGAACCCTTAAAAAC -AGCCGTTAAAAGCAAATCTCAGATTGCTTTTAGCGGCCTCTATCCCTTGTGAATTAAAGACAAACCTTTT -GTTTTGTTTCGCCCTCTATTTTTCCAATACCATAACCGTAGCAAAAAGATTGGTACATACTTGTTACTAT -CAGTGAATGTAAACAATCCCTTTCTTCCTCGTTAAGCCCCATATCCATAGTTCGCATAAAATTTCTTGTT -TTATCACGTGCTATAAGCTTTATAGCCTCTCTTGTGCCTGCCAGATCCTTTTCCAGTTTTTCTTTTCCCT -GATGCAGGTATTCTTTTATGATGGTTTCAAATGTTTGTGACGGTTGTACATTGTGAGTATCTGCCATTTT -AGCCTCCATAACCCAATATCCTAAGATAAAGGCTCTTTTGTAATATTTAATAATATTACTAAGTGTTTCC -ATGACATGGATTTCCTATACATCCGCCTTGTCAGATACCATAAATTTTATAATCTTTTTTACGCTCTTTT -CAAATTTAGTTCTAGCCAGCATTACCTGGTGGGCACAGCCAACACATTTTATCCTGAAATCAGCCCCGGT -ACGAATAATCTCCCATTGCTTGCTGCCGCAGGGATGCTGTTTTTTCATTTCAACTATATCACCAACTGAA -AATTTATCAGACATGTTTTGTTATTCCTTTCATTCAGGCCTTATAAGTCTGGTTCTGTCAAAGAACTCAA -GCCCGTTTTTCTCAAACTCTTCCTTTATTTTAAGACGTATATGCCGTTCAATCTCCCACTGTCCATTTGG -GAGCGTCCGTGCAGTAATCCTAAGATTCATATTATGTTCACCAAGACTGGTTATTCCGAGTATGGACGGT -TCTTCAGTAAATGTGTCAAATTCATCTTTCACCTCACTGCAAACCTTTTTTGCAATTTCAGTAACCTTAC -CCATATTGCTTGAATAAGCTATCGGAATATCCACAATAACCAGTTTGTTATCTCTGGTATGGTTAATAAC -CTTTCTTATCTCTCCATTAGGGATAATATACAAATCTCCTGTATAATTTTTCAGTCTTGTAACTCTCAGC -TCCATATGCTCAACAGTACCTGTCAGGCCTTCAATAGTTACCATATCCCCAACTGCATACTGATCCTCAA -GGAGTATAAAAAAACCTGAAATTGTATCCTTCACAAGACTCTGTGCACCAAACCCCAAAGCAACACCTCC -TACGCCTGCCGCGGCAAGTATTGCCTTTAAGTCAAGAATCCCTGATAATATTATGAGCAAAGCACTTATA -TAAACAGTGTATTTAAATACGCTTATTGTCAGTGTTGAAATGGTGTCAATCCTTTTATCATCAATCTTAA -ATTTTAATTTCTTTTGTTTATCAAAAAGCTTTTTTATTACTATTCTTCCGATTTTTACTAACACAAATGA -AACTATCAGGACTACCACTGTTTTAAGTACAATCATGGCAGGGTCGTAAAAATCCCCAAGCAGATTTTCA -AGCCTTTCTTTTAAAGTACCCAGCAATTCTTTTTCCTCCGCTTCTGTGTCATAGCCTAAAAAATTTATAG -TGTACTCTTCGGACTATTTTAACATACTGAAACAAGCCTTTCAAATAGCTTTAAATGCGTACGGTTCTTT -CTCCACAAATTCTCAGGATGCCACTGTACACTTAGAACGAACTTCTTATTCTCATTACTTATTGCTTCAA -TAATACCATCCTTAGAACACGCATTTACAGTAAATCCTGGAGCAACCTCGTTGACGGCCTGATGATGAAA -AGAATTAACCTTCAAATTATCCATTCCAAAAACACTATAAAGGCAGGAAGATTTCATTATATTAACATCG -TGTATCTGAAACCACCTTGGAGCCTGCTGACTGTGCTTTAACAACGTGTTTCCGGTACTACATTCGGCAT -ATATGTCTTGATATATACTTCCTCCCGCAGCAATATTCATAATCTGACAGCCCCTACAAATACCAAGAAT -AGGTTTATCCATGACTATTGCCTGTTGCGTAAGAAAAATCTCCATACTGTCCCGGATTGGTGAAATTTCA -TTTGTATATGGCATATTCCCTTTGCCGAAATATGCTGCATCGATATCCGGGCCTCCTGAAAGTATAAACC -CGTTACATATGTCCAGATACTCAACCCACGCACTTTTTTCTTCAGTTACAGGGATTATAACAGGTAATCC -TCCACATTGAATAATTGCCTCATAATAATCGTCCTTTAAAGTGCTGATACTTTTCTCATAATCAAATGCA -GCAGTAATTCCAATTATCGGCTTGCCCTTATACATTTTTCTGCCTCCCATCTTGATATTTTAGTCTTTAT -TCAGCGAATAAAAACGGCCTTCCTCTGACTATAGGGAAAACCGTTTTCTCTCCAGCTTACGTTTTTTATT -GTGCATATGCTTTTATTGTTTTTCAAACATGTCCTTGCCTACTCCGCAAAGTGGACAAACCCAATCCTCG -GGTATATCTTCAAAAGCTGTTCCCGGTGCAATTCCACCATCGGGGTCCCCTTCTTCTGGGTCATAAACAT -AACTGCATACTGTACAAACGTATTTATCCATAGTTACCCTCCTAATTTAATCCGAGCCGAAAAAGAGATT -CTGACTCATTGTATTGTAATTACTACAATATATATTCCCAAATTTTATCTTGCATAACACCTTTTTTTAA -AATTTCTTTCAATTTTAAGAGCCTTTTGGTGTTTAGTCGGTTTATACTTCCGGGTATTCGCAGAAGCACT -GACTTCTACAGTCTCTGTACTCTGGGAAATCAAACGTTGTATTTCATTATACATATAGCATTTAAGATCT -TCCAGTCTAGCTCTGATATCATCCCCGCTACTCATAAAAGCACACCTCTGTCCCCTGCCCTTGATATTCG -CCAAGCAGTATTTATGTATTATAATTTTTTAAAAAGATTCTAAGGGCAACTCCTAAGAATCTTCTTAATA -ACTAATACATTATATGCAATTAATGAGCAAACAGGCACTAAATTCTTCTATTTCTTGATACTATCAATAT -TCCTCCCAGAATAAGTATAAGCGGTACAAGGTAGGTTCTTAGTACCCAAGAATTTCCAAGAGAGAAAGTA -AAGAAAATAAGTGATAACCCTCCCAGAATAAATACGGGAATCAAAAGCCCCTTTTCTCTCGTACCAAAAA -TGTAAAGTTCAAAGAGTCCTACTGCTACCGCAAGTATAAAGCCCGGCCACATATAGGCCCATAAATTGAA -CAGCATTGAAATCTGACAAGTGAGACCAGTTACCAGTAAAATGCCTCCCGGCACCAACAGTCCGGCATCC -GGGGTTTTTGCAGTAAAATATGAGTAATGAAAAATAATTCCAGGAATTATGAGAAACATAGGCCATAAAT -TTGAAAAAAGAAAACCTATATCAAAGATATCAAAATAAATCTGAAATATACCGAAATTGCTGAGTAGAAA -AAGTACTCCTAATAATATCAGCACCACTCCTACAACCATTGTGCCTCTGTGCCTATTATTCATATAAATC -CTCCTTAAAAGTCCTTTAACATATATAAGAATATTAGTCCAGCTCTATTGCTTCTTATATACTATTATAA -GTATAAACTTTTAAAAAGTCTGAAAATGAATTAAATAAAATACTTTATGACTATTCTGCTCTTATAATCT -CATTCTCTGACAACATATCTTCCCTTGACACCTTCCACATAACATATTTAATCCCGGCTGCCACAATATC -AGCTATCTTCATTACTGTGCCAAGTCTGGTATTCTGAAGAATCATAAATTCCATAAAACCACCGGCATTT -ACAATCCCAGTAACGTGCATATGCCCTATAGGTTCAAGTTCCTTGTTCAATGCAGAACCCGGTCTTATAG -AGCCCTTTCCGACAGAAATGAAACCTACATGCTCAGTCCTTCCTAAGGATGCATCAACGGCAATCAGAAA -AGGTTTTTCATACCTTTTATATATAGTTCCGATTGTATCCTCGAGGTTCTTTGCATGTACTGGACTTTCC -AAGTCGCCGTATACATGTACATTACTGTAATTCATTCCTCTGAGTTTGTAGCCGATAATCGGCCCCAGGC -TGTCCCCAGTTGATCTGTCTGTTCCGATACATACAATTACGATGTCCCGGTACCCTTCTGTTTTACAATA -TGTGAATGTCTGGTACAGAGCATCGGAGAAAGTCAACATTGCAGTTACATTATTAGAGTCAATGTATTTT -AAATTTTTAACGTTGCTGCCTGAATTCATACAGCTATCACCATCTAATCCCTTCTATATGATTATTTGTA -GTATTGACAAGAATAAGATTAAATAGTACGTTCTAAATAAACTATGTTAAAATATATGTAAATCTAAAAA -AAGTATGTTTTAGCCATATACGAAAGGTTGGTAATTATTGTCAAATAAAATTGTTAAAGAATTTGCATCA -ACGGAATCAAATTTCATAGAAGATATAATAGATGGAATGCAGGATTGGGTCAGAGTCATAGACAGAGACG -GCAATATTTTATTTGTCAATAAACCAATGTGCGAGGGTCTTGGCTATAACGCTGTTGGTCGAAAATGCTA -CGAGGTACTTGGCCGTTCCTCACCTTGTGCTAATTGTATATCCAGCCTGAAAGGTGAAAATATTCCTAAT -TGCAAGGAAGAAACAATAAACGGCCGCGTTTTTTCAGTAACAAGTTCGCCATTAAAAAGTTTCCAATCAA -ACAATGTAGAAGCTGTTATTGAAGTACTCCATGATATAACAGAACTAAAGATGTTAAGTCAGGAACTTGA -AAAACAGAACGAACAACTTAGAGAAGACCTCTCCATAGCCAGAAAACTGCAATGTAGTCTTCTGCCAAAG -CAGCAGTTTATAGGAGATAAAATCAGCTTCAGCTATATTTATAAGCCCTGCGAAATGATTGGCGGTGATT -TCCTTGATATATTTGAAATTGACGAAGACCATATAGGTATTTATATTGCTGATGTATCAGGTCATGGTAT -TGCGGCATCTATGCTTACAATGTTTTTGCGTGCAGCTATAGACAAGTCCTCCCTTTCACCGTCAAAGGTG -CTGACTCAACTCTACCATGAGTTTAATAAGAACGGATTTGAGAACGAGCTTTATATTTCCGTATTTTTTG -GAATAATAAATACATCTGACTATAGTTTTGCATACTCAAATGCCGGGTTAAATGTATCACCGGTTTTATT -TTCTGGCAATGAATTTAAGCTGCTGAGAGCCACAGGAATACCTATAAGCAACTGGGTGGATAAGCCTGAA -TATACGGAGGTAACACAAAAGCTTTCATCAAAGGACAGATTGCTATTCTTAACAGATGGAATCATTGAGA -TTAAAAACAAGTCCAGTGAGCAGTTTGGAGAAGACAGAATCATAGAGCACTTATTAAAAAATGATTTAAA -GCCTTCGAGTTCGATAACGAAGCTGGTAGATAAAGCATTGGCCTTCTCCGGCAGCAGTATCCACGACATA -ATGGACGATATTACTGTAGCTTTACTGGAAATGAAATAAATATAGTTTATATTTGTTATAATTATATAAA -GATTAAAAAACATTATTAAGGAAGTGTATTCAGTGAGCATTAATGACATTGCAGATAAATTGGAATCATT -CAGAAATATGGGATACATAATACCCCATAAATCTTTATTAAAGAATCCCCAGCAAATTGAAGGTATTCGC -AAGAGCGGTGAGATAACAACTCAGATACTCGACTTATTGGAGAAGGAAGTAAAGCCAGGCATAACAACTG -CTGAAATAGACAAAATAGTGTACGAACATACAGTTTCGAACAATGCAATTCCAGCACCGCTTAATTATGA -CGGCTTTCCCAAAAGCGTTTGTACTTCTATAAATAACGTTGTCTGCCATGGAATACCAAATGAGAAAACC -GTACTCAAATCCGGCGATATAGTAAACATAGATGTATCTACAATTTTAGACGGATATTATTCAGATGCGA -GCAGAATGTATATGATAGGCGATGTTTCACCTAATGCAAGAAAACTTGTAGAGGTAACAAAAGAGTGTCT -CGATATCGGAACAAAACAGGTGAAACCTTTCGGTTCAATTAATGATATAGGAAGAGCTATTGAGCCATTT -GCAAATAAGAACGGATATACAGTTGTCCGTGACCTTGGTGGCCATGGTGTGGGAATTCAATTTCATGAGG -AACCCCATGTCAATCATTTCCATTTGAAAGACATGGGATTTCTGATACTTCCTGGAATGGTATTTACTAT -AGAACCTATGATAAACGAAGGCGATTACAGAGTTCAGATCGGATATGATAATTGGACCGTGACCACAGAA -GACGGTTCCTTATCAGCTCAATGGGAATATACTATTGCCGTTACACAGACTGGTTATGAGATACTTGCAC -ATTAAGCATCCAATCTGCAAGTTTACTGATACCTTCACCTGTTTTACATGATACCTCAATAATTTCTGCT -TTTTCATTTAATGCCTTAACGCCTTTGTAGAAGCTATCCTTATCAAAGTCGATATAAGGCATTAAATCTG -TCTTGTTAAGCACTACAACATCAGCAAGTTCAAACATGGAGGTATATTTGTACGGCTTGTCATGTCCCTC -CGGAACACTGGCAATGACCATTTTTATACCTTCTCCAAGGTCAAAGGAAGAAGGGCATACAAGATTTCCT -ACATTTTCAATAAAAAGGATGGCTCCATCCTTGAGCCGCAGACTCACAGCAGCACTTTTTATCATATTTG -CATCAAGATGGCAGCCGCCTCCTGTATTTATCTGGATAACCGGATTGCCAAGCTTGTCTATCTTTTCAGC -ATCAATTGAGGAAGCAATATCTCCTTCAACTACAGCTACATTTGCTCTATCTCCAAAAGCCTGTATAAGT -TTAATAATAACACTAGTCTTTCCTGAACCGGGTGATGCCATTATATTAACAGCCTTTATTCCCTTGCTTT -TAAAATAATTTCTATTTTCCTCAGCAAGCCTGTCATTGGCATGCATTATGTTTTTCATAACCTTTATTTC -CATAAGTACCTCCAAATATTAATATAACTTATTCTTACATCCTAAAGTTCTTACGACTTCTGTCTATGGT -TGGTTCAGTGCCTCCCTTGCTGATAACAGGCAGATGCAGCCTTAGCTTTACTGATATCATTCTAATGGCA -AATATTATACCTACACATAGATATATGTTAATGCAAAGTCCAATGCAATCATACAAAAAATAAAACATCA -GTGAGCCTACAATCGAAGGTACGGCATATACTTCACTTCTGAATATAAGGGGTATTTCATTAACCATTAT -GTCTCTTAGTATACCTCCGCCAACACCGGTTATAACACCTGCAAAAACAATACCAAGAACAGGCAAGCCA -TACTCCATAGCCTTATATGTAGCAATTACGGTAAAAACTCCAAGCCCCACTGCATCAGCGAGTACTATAA -AAGACATAACCCTATTAACCATACTGTACAACAGGCAAGTAGTCACCATCGTTACTGATATTGCTGCAAA -GTACTTCCATTGAATAAAAAAAACAGGGACTTCTCTACCGATAACAATATCCCTAATAATCCCGCCACCT -GAGGCTGTCGCCAAAGCCAGCACATATATACCGAATAAATCAAGCTTGCTCCTGATTCCTACAAGAACGC -CGGAAACAGCAAAAGCTACTGTCCCTATTATATCAACTATGCTCAAAACCAACATAAAGTTTTCATTTAG -CATAAATTAAGGCCACTCCGGCAGCATATTATACTTTTATAATATGAAAATGCTGAAAGAATGTGTTTTT -GTTATTCAATTTCAAGACTTTCTATATAAAACTCCTTACCAACACCTGTTGGCATACCAAGTCCGCCGCA -CTTTGGGCAGTCAAAACCTGTAGTTGGCTTTATAAACACCTCGCCGCACTCCCTACATTTGAACTCAGCT -TTTACACGTCTAAAAACAAGCTTTGCACCTTGGGCTATGGTTCCTTCGCTCATAATATCAAAATACATTT -GAACCGAATCATCAACTATAGTTGACAAATCGCCTATTACAAGGCGTATTTCCAGTACTTTAGAAGCCTC -AACCCGCTTGGCCTCATCTACAACCAGCTTTAACAATGACTGGGTTACCGCATATTCATGCACATCCACA -ACCTCCGTGTCTCAAATATATATGTTTCGTCACATTATATATTCTATCCCCAAACACTAAAATTCAGAGA -AAGACTTATCTTCCCCTGAATTTTGAGTTGTATATAAAAATTCACTTATTTACTGCTATACTAAGCTGTT -ACCTTGCTGTTATCACCTTCAACTTCCTTTGGAGGCTGAACAGCTTTGTAGTTTTCCTTTTTGGCTTGTG -CAGTTTTATGTTCGGAACTTGCTACAATACACTTCTTTGGACAAACCTCAACACATACATTGCATATTAC -ACACTTAAACTGGTTTATTTCCCAGGATTTTTCGGCCTTGTTTACCACTATGGCATTAGCCGGACATTTT -CTCTGACAAATACTGCAAAAAATACATTTCTCTATTTCAATACCTTCAATTTGACCTCTCGAATCCTTGA -ATGGCTCTCTTTTTTCAAAGGGATACATTCTTGTTGCAGGCTTTGAAGTAAGATTCTTAAATATATTTTC -CATCATCTTAAACATCTCTTATGACCTCCTATCTACCAAATATATTCCTATTATCTCTCGGTACAGGATA -TACATGGGTCAATGGTTAGAATAAGCATAGGTACATCTGCAAGCTGACTTCCCGGCAACATCTTCAAAAG -TGACGGGATATTTGCAAATGTTGGAGTTCTAAGTCTCAATCTATCCAGATTCTTAGTACCATTCCCTCTT -AAATAATAAAGAACTTCACCTCTTGGCTGCTCAACTCTGGAAATTACATCACCCTTTGGCGGGAATCCCT -TAAAAGGAACAACGTGTTCACCCTCAGGTATCTTTGCTATGGCCTGTTTTATAAGGTCAATAGACTGGTA -AACCTCTTTGAGTCTTACATAAGTTCTTGCATAGCAGTCACCATCATTATGGGTAATAGGCTCAAAGTCC -AATTGTCCGTATGCAGAATACCCGGTAGTTCTCAAATCGGTAGCAATACCGCTCGCTCTTGCCATCGGTC -CTACTGTAGAATATTCGATTGCATCAGCTTTTGTGAGAACACCAACACCAACCAACCTGTGCTTAACTGT -ATAGTTGTTGAGGAATACAGCTTCAAGCTGTTCCAAGTCATGCTTTATTTCATCAACAGTTGAAACAATC -TTCGCCATTTGTTCTTTAGTCAGGTCTCGTCTTGTTCCCCCAATTGTATTACATGAAATCACAACCCTGC -TTCCGGCTGTTTCTTCCATTATATCCATTACCTTTTCCCTGTCTCTCCATGTCTGCATGAAAAGGCTCTC -AAAACCAAATGCATCGGCCACCAATCCCAGCCAAAGGAAGTGGCTGTGCATTCTGTGCAACTCAGCCCAG -ATAACTCTCAAAAACTTTGCCCTGTCAGAAATCTCGATATTCATCAATTCTTCGATACCCTGACAATATG -CCATTGCATGCATTACACTGCATATACCACAAACTCTTTCAACAACATATGTGTTTTGAGTAAACTCTTT -TGTTTCGGTGAGCTTTTCAAGCCCCCTGTGAACATATCCAATTGCAGGTATTGCCTCTACAATGTTTTCG -TCTTCCATAACTAGCTTAATATGAAGGGGTTCCGGAAGCACAGGATGCTGCGGCCCAAAAGGAATTACAG -TTGAACTCATTATGAATTACCCCCTCTTTTTTCAATAGTAATTTGCTGCCTTAACATTGGTGAACCAAGT -TCTTCCTCTGAGAGAAGCATGTGTCCGCCGTAGTCTATTATAATTCCGGTGATATTTACTCCAAACAGTT -CCTTTATTTCGTTTTCAACAAGTAAAGCACTAAAATAAACTTTGGAAATACTCGGAACTTCTTCATCCTT -TTTAACAGTGATCTTCAAGTTCTTCATTTTATAGTCGATATCAAAATGATATACAATATCTATAGTGTCA -TCACCATTATCTATACTTGTCATAGTAATGAATCTGTATCCATCATACTTGCATTTCTGTACTTCTGCAA -GCAGCTGATCCCTTGTAATTTCCACTAAATTTTCAACCATTCAATCTTACCTCCATGAGCCTTGCAGCCC -CTTATTTAGCTACCTTCTTCATTGCATCAGCCTTATCGTCAAGTTTACCTATAGCCTGAACTATACCGTC -TATTATGGCTTCAGGTCTTGCACAACAGCCCGGAACAAATACATCAACAGGGATTACGTTTTCAACTCCG -CCCAGTACATTGTAACATTCCTTAAAAATACCACCTGTACATGCACATGCTCCAATAGCAACAACACACT -TAGGGTCAGGCATTTGATTGTATATATTTTTTAACACAAGTTCGTTTCTTTTGTTTACAGAACCGGTTAC -AAGCAATATGTCAGCATGTTTTGGGTTACCTACGTTAATTATACCCAAACGCTCTGCATCATACATTGGA -GTGAGACAGGCAAGTGTTTCAATATCACATCCGTTACAGCTTGTACAGTCGTAATGTATTATCCAGGGTG -ATTTCTTTCTTGATTTGCTTATTATACCCATACAATTCACCTTTCTTACAGGATAGGCTGCTTGTTAACA -ACTCATACAAGCAACCTCCAATATATTTAGTCTTTCCAATTATGGAATGAGATACATCCAAACTATATTT -ACCAGAGCTGCCCCGATACCTACAACCCATGTAATTTTAACCATCCACTGCCAGGTTACTCTGGCACTGA -TGTTATCAATAACTATTTCAATGAAATAACATGCTAATGCTATTAATATACCTACCCATAAAGGCTTTGC -AAAAAACATTGAAATTAAACCCATAAACAATACCAGATCAATCCAGTCTGTTAATTCAAGCAATGCCAAC -TGAGTACCTGAGAATTCCGTTGTTATACCCTTTATCAATTCCTGGTGACCATGGTGTGAAGTTGAGAAAT -CAAAAGGAGACTTTCTCAGCTTTATCGTCAAAACATAAATAAATGCCAGGAATACCAAAGGCAAGCTGTA -TAACAGCGGTTGGCTGTGGTTAAATATATCGGAGATCATAAAGCTTCCTGTCACCTTGTATACTCCCACA -ACCATTAAAAGCAGTACAGGCTCATACGCCATCATCTGCATAATCTCTCTTTGAGCACCAATCTTGCTGT -ACGGAGAACGGACACTCATTGCACCTACTATCAATGATACGCCGGAGAATGTCAGAATAAACATAAGCAT -AAGTAAATCCTGTTTTAAAACCAGCATAACCAAAGCACCTATTGCAAAGACCAAATGTCCGAGGACATAA -ACCATCTGAGTTTGGTTTACAGCAACTCCCTGCTTGCCTATCAATTTAAAGAAATCATAGAAGGGCTGAA -GCACTGGAGGTCCGAATCTATTCTGCATTCTTGCAGTTATTTTTCTGTCAATACCAAAAAGTAATCCACC -CAATATCGGAGCAGCTATTATGGCAATAACAGCTATTAAAATATTGCTCATAATCCGATCACCACCCCTA -ACATAATTATAATAATTGCACCCGCCGAAAGATTAGACCAGAAAGTCAGCTTGTTTTCACCGAAAACAGA -TGCCATGTAGTAGTTTCTAACAACTACCTTTTCAACCTTGTCAGCTGGACTTACAAACTCCAACCCTCTC -AAATCATCATCTACGTTACTGCCGCAAAGATACGGCGGCTTTAATCTTGCTGGTTTGATTCTGTTTATAA -TGATAGGTATTGCAACTATCAATAATAAAATCACCCCGAAGAATATAATGGAAGAGAAACCTCCATATAC -AACTTGATTAACCTTTTCCAACCACAAACCCATACCGGTTCCTGAAAGCATCTCTTTGTCGGCAATATTA -AATGCTGTTATCTGAGGCTTTACAAACTGATTGTATAAAGGTACTATTCCTATACTTGCGGCCATAACCA -AGGCAATTAACACAGATAAAGCAGCTTTAATTGAAAAAGATAGCTTTTCCATATAATACTTAGGTTTGTA -CGACATTGTAAGGATTATTCCTATCCACTTTGACCAGAATACAATTGTAAATGCACTTCCAAGTATTATA -AACACAAGCACCAGCGGAAGATGTATAGCTGTCTCTATTGCCATCCACTTTGTTATCAAAACACCAAAAG -GCGGCAGGAGCATCGAAACCTGACCGATTACTGTAATAACGGTAGTAAACGGCATCTTCTTGAATAAGCC -CTGCATATCTTCGATATCACGGCTTCCAATACCCATCTCAATAGTACCCACGCACAGGAAGAGCAATCCC -TTTGATACAGCATGGAAAATCATGAGCAGAACAGCAGCCGCAAGTGATATCCTAGTACCGATACCTGCAC -AGCATATTATCAAGCCAAGGTTTGCTATTGTTGAATAAGCAAGAACCTTCTTTGCATTACTCTGACTTAT -TGCTATGGCTGAGGCGGCTACAAAAGTAAAGCCTCCGGCAACAGCTACCAGTTGTCCAAGTCTGGTTCCT -GCAAAAGCAGGAGCAATTCTGATAATCAAATACACGCCCGCTTTAACCATTGTACTTGAGTGAAGCAATG -CAGATACAGGTGTAGGTGCAACCATGGCTCCCAACAACCAACTCTGGAACGGGAACTGTGCCGACTTTGT -AAAACCTGCTATACACAGGAGTCCAAGTGCTACTGGCATCATCCCTGCGAAAGCACCCTGCATACCTGAA -TTTGAAATAGCCTGTATAGAAAGTGTGCCCAGACTGGTGTTAACCATTAATATAGCGATAATAAAAGCTA -CACCGCCCACTGAGTTTAACCATAAAGCTCTTAAACCGTTTTTCACTGCAATTTCAGTCCCGTCATGTGA -TATAAGCAGGAATGAGCAAAGTGTTGTTACTTCCCAGAAAAAATACATCCAGGAAAGGTTGTCGGTCATA -ACCAATGCATTCATTGCACCAAGGAATATGAAAAGTATCATAAAGAATCTTGGTTGTCTTGATACTTTTA -GATGCAAGTGATGTTCATGCTCCTTCATATAACCGAGTCCGAAAAATGTAACAATCGGTCCGATAATTGA -AATAAGCATTATCATGATTAATGACAGATGGTCAATTACAAATGCCTGTGCAGGCTCGTGAACCTTGCCA -AACACTCCGAATATCTCAAATAAAACCCAAGGAATAAATTGTAATACTGTTAATGCTAGTACTATTGCTT -TTTTATGCTTTATACCGAAATACCCGATGTAGCATAAGAGCAGGAAGTCAAATCCTTTAATCAACCAGCC -CACAATCTCGAGTACATGCTCATCCATCTGGAAAACAAGTTTCCCTTCAGGAGAGTTCATTATAAGTGCT -ATGAAGCCGCCTGCAACTGCAAAAAGCAGTAGAGTAGAAATGCTTACTACAGCAATACGCACCTTCTGAT -TCTTTAGAATGAAGCATAATGCCGCACTTAGTGCAGGCAGCAGAATAGCTGCCAGTAATAAATACCAATC -CACAGCTTATTCTCCTTTCAAAATGTAATTTTAACCCTCATATTTTTAAGAATCTCATTAATTTAAAATC -ATAACAAAATTCTAAAAAAGACATAAAAATAAAAAAACTGATTAAATCCCTTATCCATGATAATTTATAA -ACAGTGTATAAGTCAATCTCGCTATTTGTTAAAAAAAATATTCAATTATGACTTTTGTCACTTATTCTCC -TGCAATGTCTTCCGTTTATCAATTTACATATATTTTTTTAATGAATTGAATTAAAAGCCTATGTTTTAAG -GCATTTGGATATGCTATAACTGTGTATTGTATACAAAATTTCTAGAAACCTACTAATAGTGTTCCAAATT -ACCTTTTCAGGTTCTATTTCTGAACTTTAAGTTTGTCATATAGTATTTCCAGTAATTTTTTTGAATATGT -ACTTTTGTACAATTATATTGTATAAATTAAATATAAGGATTTACAAACAGCATAAAGGAGTAATAGCACA -TGGAGTTATGGAACAAATATCAACATATAATAAAAAAAATATTACTGATTTTGTTTATTTTCGCATTGAT -TTATCTATCTATTACATATTTGCTGCCATTTTTCGCTCCATTTATTATAGCTTTAATAGTCTCCTATATA -AATGAGCCGGTTATAAAGCTTCTTCTAAAATTTAAAATATCAAGAAAGTCCGCTGCTGCGATTTCTCTAT -TATTTACCATGTCAGTACTTGGATTTGGAATAACTGTAGGAATCATAAAAATATATAATGAATTGACAAT -ATTACAGGACAACCTCACAGCATATTCAAGTGATATATCCGGAAAAATAAACGGCTTGATTGATAAGGCA -ACCCTCTTTTATAACGGGCTTCCGGATCAGGTGACAAACACTATAACCAAAAACCTGGAATCCTTTTCGG -AACAGCTTGGAACAATGATAGCTTCAATTATACAGTATGTAATAAATACCGTATCATCAATTCCAAGGCT -TACGGTTTTTGTGATTGTAACCATTCTGGGTACATATTTCATAAGCAGCGACAGAAAAAGTATTTCATCC -TTTTTTTACAGGCAGTTACCCTTTTCATGGCGAAAAAATATAGTCAGCCTGAAAAAAGATACCTTTAAGG -CACTTATAGGTTATTTTAAGGCTATTCTTATTCTTATGGGCTTTACTTTTCTGGAAGTAAGTGCTGGCTT -GTTCATTTTAAATGTAAAGTATGCATTTCTTATAGCGTTGATAGTGGGATTATCAGATGCAATTCCCATC -GTTGGTACAGGCGTTGTAATGGTCCCGTGGATTTTGTGGACTATAATTACTGGAGATATGCCTCTTGCTT -TCGGCCTTGGCATAATATACGTCCTTGGAATACTCATAAGACAGATAATGGAGCCTAAGATAGTTGGCAG -TCAGATAGGCTTGCATCCACTTGTAACCCTTCTTGCAATGTATATAGGATTAAAGTTTTTCGGTATAATT -GGAATGTTTGTAGGCCCCATAAGCATTATAGTGGTAAAAAATTTTCAGGATTCCGGTGCAATGCGGTTAT -GGAATGACTAGCCTCAAGGTATCAGCTGCCCTATTACGACCCTGTCATTACCTCCGTAGTCCTTGAATAT -CTGTATGTCGACAAAGGATTCCTTCATTAGTGCAGAAACCTTTTCTCCTTGGTTATATCCTATTTCAAAG -GCCAGCCACCCATTCCGGTTCAGACGTTCAGGGGCACTTGAAATGATTCTTCTGTAAAAAACAAGCCCAT -CTGCACCGCCGTCAAGTGCTAAGCCCGGTTCATAACTTCGTACTTCCTTCTGGAGTCCCGCTATTATATC -TGTTTCTATATACGGCGGATTACTGACTATAATATCAAATTTCTGCCCGCCTTTTATTGCATCGAATAAA -TCCCCGCAGCAAAGCTCAACTCTGTTTTGGACTCCGTTCAGCTCACTGTTTGCTTTTGCCACATCAAGTG -CTTTCTGTGATACATCACAAGCCACAATACTGCATTCAGGGCAGAAATACGCTATGCTTACAGCTATACA -ACCGGAACCTGTACACATATCCAGGACTTTCTTGTTTGTACCAGTTTTCCCTTGATTTAACAGGTCAATA -GTCTTTTCGACCAAAAGCTCTGTATCCTGTCTGGGTATAAGTACTGCCGGGGTTACCAGAAACCTTAAAG -ACATAAATTCTGTATCACCTACAATGTACTGCAACGGAATATTGCCAGTCCGCTGAACCAGCATATGGTC -AAGTACGGCCTTTTCATCAATGCTCAATTCTCTGTCACCGTGTGAATAGAGATATGTTCTGCCGCATTTA -AGCACTTTACAAAGCATAACCCCGGCTTCATGTACCGGGGCCTCAATATTTGCATTTTTTAAGATATCTT -TCGCGTAATGCATACACTCATTAATATTCATATTTCACCGCTATATTTGTTAGCCTTTTCCCCAGTCATC -AATAACGCTGCTGCTCGGTATAACCTCATTGAATGCCGCTATTGCAACTTCTATCTGACTATCATCCGGC -TCTCTCGTAGTAAATTTCTGAAACATAAGGCCAGGTGCACTCAAAACCTTAAACAGCCAGTTTTCGTGTC -TTACCGCAAATTTTATAAGTTCCAGAGAGACTCCCGCTACAAGAGGAACAAGAAGAATTCTTATTGTAGC -ATTCAAGAATATATTGTGCCAACCTGTAAATGAAAAGATTAAAATACTGATTATCATTATGGTAAAAAAT -AACGAAGTACCGCACCTGGGATGCTTTGTAGTATATTTCCTTACATTCTCCACAGTAAGCTCGTCACCAT -GCTCATAGCAATGTATAGTCTTATGCTCTGCACCGTGGTATTCCCACACCCTTTTCATCTCTTTAAGCAG -CGATACAAGTGCCAGGTAACCTATAAATAAACCAACTCTAAAGGCTCCTTCGATAAGATTCTTAAATATA -ACCCCCTTTACGGGTATAAAACCTGCTATCAGGTTTGGCAGAAGTATAAATAAACCAACACTGAAAAGAA -TAGATATCACTACTGAAAAATATATGGCGATATCTGTTATTTTGTCTCCGAATTTCCGTTCTAGGAATTG -CTCGAATTTTGAAGGCTCATAGCTTTTGTCCTCATCCTCAATATCTATAAACTCCGCCGAGTACATCAGA -GCCTTAACCCCTATAACCATCTGGGAAAATAAATTTACGGCACCTCGTATTATTGGAATCTTTGATAGCT -TTCCTTTAGGCTTTTGCGGATGTTTTTCAACAATTATCTCCCCATCCGGCTTCCTAATTGCTGTAGCCCT -GTACTGTGGTCCTATCATAAGAAGACCTTCTAGCAAAGCTTGACCACCAATCGTCGTCTTTTTCATTTTT -CCTCCTATTATAAGCAGAGATAAACTGCAGACTAACTCTAATAAGACTTAACCCTTACAAAAGATTATAA -CTCGAATATTATTAAATGGAAAGCGGAATAACAATTAATTTACAGATAAGAAACAAAAGACCAGGAAAAG -TTTTCCCAGTCTTTATAATACCTTCATTATTCGTTATCAACAATACCGTATTTCTTTTTAAACTTATCAA -CACGTCCACCAGTATCAACGAGCTTCTGTCTACCTGTGTAGAACGGATGACACTTTGAACAAATTTCAAC -GTGAAGGGATTTCTTTGTAGAACCAGTTGTAAAAGTCTCGCCACATGCACACTTTACTACTGCTTCAGAA -TAATCTGGATGAATTCCTTCCTTCATTGCTTTTCACCTTCTTTCAAAACATAATTGCAATGTCCTCAATG -AACAGCATTATTATCATATATTCAACGTACAAAAAAATGTACTTAGTTGCTTATTAAAGAGGCAAGTGAT -ATTTTAACACAAAATCTATAATACCGCAATACCTTTTTTAGCACTAAAATTAAGCAGTAATGGTACAGTT -TGATTATCTATCCTGAGAATTTTTATCTAAAAACGATATTTTTATACTATTTACAAAGTCTTCGTTTGTT -CTAGTTTGCATTAGCTTGTTAATTAAAATCTCTGTAACCTCTGCTGTTCCCATATTACTCATTGCTTTTC -TTATAGCCCATACGCTCTCAAGCTCTTTTTGGCTAAGAAGAAGCTCCTCACGTCTGGTTCCCGACTTATT -AATATCGATTGCAGGGAATATTCTCTTTTCAGAAAGCTTTCTATCCAGATGAAGTTCCATGTTACCGGTT -CCCTTGAATTCCTCAAAGATTACATCATCCATTCTGCTTCCTGTTTCTATGAGAGCGGTGGCCATAATTG -TCAAACTGCCTCCGTATTCAATATTCCTTGCTGCTCCAAAAAATCTTTTCGGTTTATGAAGCGCACCCGG -ATCCAAACCGCCGGATAAAGTTCTTCCTGTCGGAGGAATAGTAAGGTTATAAGCCCTTGCCAGCCTTGTT -ATACTATCCAGAAGAATAACAACATCCTTCTTTTGCTCAACAAGACGCTGTGCTCTCTCCAGAACCATCT -CGGCAACCTTTATATGGTGTTCGGGAACCTCGTCAAATGTAGAATATATAACCTCTCCCTTTATAGAACG -CTGCATATCGGTTACTTCTTCAGGTCTTTCATCGATAAGAAGTACTATTAACTCTGCTTCGGGGTAATTG -ATTGTAATTGCGTTTGCAATTTTCTTTAAAAGTATTGTTTTACCGGCTTTAGGGGGAGATACTATCATTC -CTCTCTGGCCTTTTCCGATTGGAGCTATGAGATCTATAAGTCTGGTTGAAAATTCCCTTGGTGAAGTTTC -GAGCGTAATTCTGTTATCAGGATATATAGGCGTTAAGTACTCAAACGCTACTCTCTTTGATGCAACATCA -GGAGTGTCCCCGTTTATGGACTGTACATATAATAATGCCTGAAATTTTTCGCCTTCTTTCGGAATTCTGC -CTTTACCTCTGAGCTTATCCCCTGTTTTAAGTCCAAAACGTCTTATTTGTGAAGGTGAAACATAAACATC -TTTGGGGCCGGACAGATAATTCTCACTTCTTAAAAAACCATATCCGTCTGGTAACACTTCAAGAACTCCT -TCTACAGGGTCATCACTTTCAATTTTTTCACTACCTTGCGGCTGCTGAATTTGAGGTGAAATAACCTGAG -ACTGGGGCGGCACCACTTGTTGAGGCTGAACCTGCTGTGGCTGCTGATTTAGCGGTATACGCTGAGGTTC -GGGTGCATTGTCAGACTTGTTGTTTGTATTTGTATGCTGTTTAACTTGCCTATGCAATTGCCTAGTATCT -TGCCTTGCTGTTGGTTGTTCTTCCTTCTTGTATATTTTAGGTTTAGAATCCTTTTCAACTTTAACGGGTA -TCTTCTCATCAGGAACGTTTTTTGGCTGTTCTACCGTTTGCTCCGGCTTTGCCCTGCCATTTTTCCTTTG -AGGCAGGTTAACGATAGAATCATTCACTGTAGCCCCTGCTGAAACTGCTGATGTATTGGTTTCTGCCTTA -TTTTCAGTATTTGGGGATTCAATAGAAGGTTGAACATCCTTTTTGCGACCTCTGCCATGGGCCTTCTTCT -CAATATTCTTTGTTTCCAGATGCCTTAATGTGTCAGACAATCTATCGGGTTTGCCATTTTGCTCAGGTAC -GATATTTAGATTATTTCCTGGAATGACTGTTTCCTGAACTGGAACACTAGTGATTGGATCTGCTACACCA -TTATTTTCCGGCTTGTCCATTAATTTGGATGCCTTGCTCGGCCTTCCTCTTCGGGATTTTCTTAAAACAG -GAATCTCCTCCGATGCTTCTTTGGACCTTTCTTCGCTTACGTGAGTATCTATTGTATTAGCAGCTGGTTC -AGCCTTTTTAGGTTCTTCAGAAACAACCGTTTCCACAATATTGTCGGCTTTAATTTTTTCAGCGTTTTCG -CTAAGCAATTTTACCAACTCACTCTTCTTATATTTGGATATACTTTTAATCCCAAGCATCTTTGCAATAT -ATCTCAAATCTTCTAACGTTTTTGATTGTAAATTAATTTGGTCCATAATTCACCACCTTATAAAATCTTT -TACTATTTAGACCATAAAAAAGTAAGGAAAATATTTTCACGAAAATCTTTATAGAAAATCAAACTACTTG -TTCCGTTTTCTAGAGGAGAATTTTTGAATATCCCACAAAACTCATTATATCAAAAGTGTAAATACATGTC -AATGTTATTAAAATCTACTAACATGGAAAATAGTCTCAATACGGCTATGTAAACATAGTAAATTAATAGC -TTTCCACTTTTGCAGCTTAGGAAATAGTTTTTCTCCCTTTAATTATTATTGCCACTATATAAACTTTAAT -TCAAATAGCTTTCTATTATATACCAATATAATACGTTATAATGCCATTTTTCAGCTGTATCTGTGGATAT -TTGACCAAGAATAGTTTACGTAATGTCAATTTTTGAGAATAAAAAACTTTAATTGCCTTTTACACTTTTA -GATTATGTATACCGATCTAATGACATATTCTATAATAAATGGTATAGTTGTAAAGAATAAACGCATTTTT -ACTAAGAGTTATTAATGTTGGTTGTCATATTTAATTTGAAAGGAGGATAAAAATGAAATTAGGAGAAGTT -TGCATTGAAACAAATAATGTAGTTAAAATTTCAGATTTTTATAGAAACATCTTAGGCATTTCTTCAGACT -GCAAGGATGAAATACACCAATTCATCATTACAGAAGGTACTACCTTAACTGTATACAATAATGGTAGAGC -AAAGAATAACCAAAATCAAAATATCAGTTTAGCTTTTACCGTCGATGATGTAGATAAAGAATATAAAAGA -TTATTGAATTTAGGAATAGATATTATTGATGCTCCAAAATTACAGCCATGGGGAGCAAAAAATATGCATT -TTTGTGATCCAGACGGCAATCATATATATTTTAGGAGTTTGCCATAAATTGCCATATATAGTGTGAACAA -TTATATCCATGTCGCTTGTCTCTATATTCACACCAAGCAAAGCCTCGCTGGTACTACCAATTATACACTA -TTCGATTCCGTTCTTCGAGAATTTTTGAGTGAGCAATAACAAGACGTTTTTTCCAATCGAATACCCCATA -AAACATAGATTGCCCTAACCGTGCAAAATTTCTTTTAATTAGCTCTTTGATAAACTCCTCCATCCTCCAT -ATTTTTAGGATAGATTTTCAAGAATCTATTATCGGTTTTCTTATACCACGCATATAGAAAATTTTCCTCG -TTTTCATTTTCCGAATCCTCAACGGAAAATACAAAACAAGTTTCATAGCAGTAACACTTCATGGAATATT -ATCCCCCCTCAATTAAAAATTCGTACTATATTTTATTTACATTAACATAACTAAGGAAATTTTTCTTGGC -TTGAATTGCGAACATTATATAAATTATTATCATTGAACAATATAATACTATTGTGCAGTAGACAACTGCC -TACCTATTCCATTATATCTCCACCATCAAGTAAATACTGTCCTTCTGTTCCTGAGTAATACCAATGTATC -TCAACGTAATGAACGGGCTTGAGTGGTTCAACATATCCATGACAAGGCCGAGGTTGTTCCAGTGCTCATG -TATGTCCAGTAGCCCCATGTCTTCCTCAGGGTATGAGTTCCGAAGTTAATGTCAATCCTGCAGTCTACGT -TATAATTACATTACCCTTTACAGCATTTCAGCAAGCTTCTTGATTAACATCATCCAGAAAGTTGACTCAA -GTTCATTTGCTATCTTAGCTCTACGGTTCTCCCCAAGTCCCATATGCATACCGTATACCCAGTACCCTTC -CTTTTCTCCGAGGTAGTGCTTGGGAAAGTTATATGTGCCCTTACCCGTTCTGAAAGTCTCAAGGTGGTCA -AGGGCACTTGCAAACCATGTCGTTCTTACAACAAAAGGGAAATGTGCCATTAGCTCCATCCGCTGAATTA -ACAAATTACCTTTCCTTGTAACTTCCTCCCCTATTCCAAAGAAACCCGGTACTTTAGCATCCCACCCCAT -ACCATGATATTTGCCGTTTGGAGATGCAAGAATGCCATAGCCGTCAACAATCTTTCCATGATACTCAGGT -GCCATGATGTATTTAATAACAGTATCAATCTTATCATCTGCCGCCATGTCACCCTTGTTTATCATCGTGG -ATAAACCATACACATCATATATTAATGGATATCTATAGTTTCCCTTTACATAAAGGTGTGGATTAATGAT -AGGCCTTCCCTGGAATGCCTTGGGAACACCTTTATATTTACCTGTATCGTCATATATATCATAATTACCC -ATGCTTGTAAACGCATACAGTGTTTCAAGACGACTGTTGAGAAACTCATTGATTGCAGTATCAGTATATC -CGGCAACTGCAAAAAATGAGGCAAATATTGTCATTGCAAATACATCCCATTGTTCGATTGGGGTATTTAC -CATGTTTACCAACCAATTTCGAAGAGGCTGCGTCCTTTCATCCAATGCTGACATCCCCGCCCTCATGCCT -AACTGAGCTAACTTACTCATTGAATTCTCAAAGCATATGTTGGCACATCCGTGATATGTACGTTGATTTA -CATTCTTTGGGTCAAGGTTATCAAGCCAAACCTTAACCTCCCGACTCTCAACCAAATTTTCCACCATTCG -GTTAATATCAAGACCACTATTAGGTTCCATTAGTTCTGTAACAGTACGAAGCCGGATTGTAGGACCCCCA -TTTTCAAGTAACCACAATAATATCTCTTGCGTATTCAATAGATTCACCCCCTTTTATCATATCCATATTA -CACCATGCCATCGACTGTATACAATACTTATGTCTTCACATCATCCAACCTATTGGTGCCTAAGCCCAAA -GTATACCTTCGTGGTCAGAGTAATATCCCCGATAAAATCTTACATTCGTATGTAGTTGTGTAGGGCATCT -GATTCGGTTAAAAACATGAGAAAATTAGGTGGACTGGTGAGTCGGTGTAGCTCAGTTGGTTGAGCACTTG -ACAAACCTCCAAAGAATTGCAAAAAGGGCATTGAGTGGTTTTCTCAATGCCCTTTCGGTACTTACTGGAG -CTGGCGGACGGAATTGAACCCCCGACCTGCTGATTACAAGTCAGCTGCTCTACCTGCTGAGCTACACCAG -CATACTATTTTGCACTGAACAAAACGAATTTGTCCAACTGCTTGTATATAATAACATGAGATTAATAAAA -ATGTCAACACTTAAAGATTGATTAAAATTAATTTTACTTTTGCTGCTCGGTATTAGTATTAAAAAACAGT -TACCATTGAAATGATAACTGTTTCTGGTGGGAACTATAGGGCTCGAACCTATGACCCTCTGCTTGTAAGG -CAGATGCTCTCCCAGCTGAGCTAAGCTCCCTTATGCATCAATTATTATAAAGATATTAGCTTAAAATGTC -AATATTTTTAAGGTGAAATCATTATGTAAAATTTTTACTGTTTTTTTGCCTGGAAAATTGTATAATTTAT -ATATATTAGTTTTGTTAGAATAAGATACTAAATTTTAGGGAGAGTGAATTATGATTCCTACACCACATAT -CAATGTAAGCAAGCAGGGTATTATCGCTGAAACAGTATTAATGCCGGGAGACCCTCTTCGTGCAAAGTTT -ATCGCTGAGACTTACCTGGAAAACCCGGTTCAGTTTAACTCGGTAAGAAATATGTTTGGATATACCGGTA -CTTACAAGGGCAAAAAAATCTCAGTTATGGGTTCTGGAATGGGTATGCCCTCTATGGGGATATATTCATA -TGAGCTGTTAAACTTCTATGGAGTTAAGAACATTATCAGAATAGGTTCCTGTGGAGCTATTCAAGAAGAC -GTAAAAATCAGGGATATAATTATCGGGATGTCAGCCTCTACCACATCCAACTATGCCTCACAGTTTAATT -TGCCTGGAACCTACGCACCAACTGCATCCTGGCCATTAATGAAAAAGGCTTTGGATGTTGCTGAAAACAA -GGGAATATCTGTAAGAGCAGGAAATATACTATCAGCAGACATATTTTATGACGACGAACCAGAGGTTTGG -AAAAGGTGGGCCAGAATGGGTGTTCTAGCAATTGAAATGGAAGCTGCGGCATTATACATGAATGCGGCTC -GTGCCGGAGCCAATGCCGTATGCATACTGACTGTATCTGACTCTCTTGTGTCACGTGAAGCTACCACTGC -GGAAGAGCGTCAGACTTCATTTACAAACATGATGGAAATCGCACTTGAGCTGGCATAGAATATTAATATA -GTATAAAATTAAGAGCCTTTCCCATAATATTTTGGGTAGGCTCTAAATTTATAAATTTTTTGTTACATTT -GAATTTTTGTACTTTTAGCCACTTTAATATTTATCATTACTTTGATATAATCGTTTTCGTGTTAAAAAGT -CAGCAAGTCCATACAATAATACTTTGCAGGCAAATAGTATTTATATTTTACTAGTTTCTTTTCAAAGACG -ATAAACATGAACATACAGCTTGCAGGTATTATGTGTTTCTGACTTAAATAATAACAGGAAGCTGGGTAAA -TATGAAAAATATAAGAAATAATTTAATTATCTTTTTTTTAGTTGCATTAATAAGTACAGTGGATATATTT -AATACCGGAAACGGCTTTGTTCAATTGGCTTTAGTTCTTTTGGCTTCAATTGTAATATTCAATATGTCTG -CGGTTAAATTTAAACATAAGAGGCTGATATTTACTATTCTCTTTATTGCCAATGTCGCTGTTTTGGCGTT -GACTTTCACTCAAAGAATATACCTGTTAAATATGCTTTGTCTCTCTTATGTGGTATGGAGTATTATTACT -CCTAAATTGCACCGGTTCAAATTATTGTTCCCTATAACCTTTTTACTTTCGTTTATTTCCGTGTATGCCG -CAGCCTTGCTGGATTTTAGTTTACCGATTTTTATTATATCGTTTTATCCTGTATATGTATTCGGCTCCAT -GTTAGATGGAAAAAATATAATCAAATCTAAAAAGATATGGAGTTTTGCATTTTTAAATCTAGCAATTTCT -GCCTTAGGCTTGGCGATCTTTTTGTTTAAATCTCTTGGCCGTTCAATTATTGACAGTGCACTTTTACTTA -ATTTTGTAAAACTTGGTTCGGTAACAGCTGTTTATTTACCGTTTATTACTCTTTTTATTATTTGGTTTGT -AATATCCGCAAATACGATTTTCCGTATGCTTATTTCGCGATTTATAAACGGTAGTTCAGCTTTTGATCTT -ACTGATTATATTAAACCCGTTATAGATCTTATATCTTTCTTTGCAGTTACAGGTATTACAACCTTTATTT -GTGAATTTTCAATAAGGCGGGATTTTAAGGAAACAGTTAAGGACGTTCTTGACCCTAATCTTCTGTTTAA -TATGCTGGTTCTATGCGGTATCTATTTGTGCCTGATGGCATTGATCGGAAAGGGTATTCCTAAAATTATT -ATTGGTATATTAACAATTTTCCTTACAGTTGCCAACTATATTAAGTTCACCTATTTTGATGAACCTTTTT -ACCCATGGGACTTATATCTGGTACGGAATTTAATCGGAATTTCCAGAGAGTATCTGAATATACCTATTAT -AATTGGTGTCGTTGCAGCTATTGCATTTCTGGTTTTTCTTGTAATACGTTTCAGAAAGGCTATAGGAAAA -TATCTTAAACCTAGGTTTACTTTATTCCTGCTTCCTTTTGCAGCTGCACTGTTTCTATTGAATTCAGTAA -TTCTGACAAATACTCCTCTGTCAGTACAGTTGGGAATACAGAAGTCATGGTATATCGGCAAGGATGAAAT -AATGGCTAACGGTATGTTTGCCCAGAACTATTTTTATCTTACAGAGCTTGATAAGTATCTTAATCCTAAG -CCTCAAGGATACAATGAAAATAAAATGGCTGAAATTAATTCAAAGTACGGTAAAACAGGCGAAAGTGTGG -CCGCCTCTGCTGTTGTTTCAAAAGAAAAGCCTAACGTTATTGTGATTATGAGTGAGAGCTTTTGGGATAT -TACCAAGCTGAACGATGTAAAATTCAGCAAAGATATAACAGAGTATACCCGTAAATATCATAAAGGTCAG -ATTGCCGCACCTATTATCGGTGGAGGAACAGCCAACACTGAATTCGAAGCACTTACAGGTATGTCGATTT -CTTCTTTAAGTCCGGGTATTATCGTTTACAATGCATACCTTAGGACAGAAACATCCAGCATTGCATCTGT -TTTCAAGGACAACGGCTACAGCACCACTGCTATCCACCCTAATTACGGATGGTTTTACAATAGGGACAAG -GTATACAATTACTTCGGATTCGATAATTTCTACGATGTTGATAGCTTTAGTCTTAGCACCCAGTGTAAAG -GTCCGTATATATCCGACTATGCATTAGTTGATAAAATTGTAGATACTCTGAATAACTCTAATAAGCCGGC -ATTTGTCTTCGGAGTTTCAATGCAGAACCATGATCCGTACATTGATAAATACAGTTCTCATGATGTAACT -GTGGAATCAACCAAATTGGATAGTGAGCAGAAAAATATTGTAGGTAACTTTGCTCAAGGTATTTACGATG -CTGATCAGTCTTTTGGAAAGCTTATACAGGAATTAGGCAAGATTAATAAGCCTACGTTGGTATATTTCTT -TGGGGACCATGCACCTAGACTTGGAAGTCTTAACGATTATTACAAGGTGTACGATCTGCTGGGTACTGAC -GACAGGTCTGCCCAGAACCAAGGCCTGGAAAAACTTAAATATTACACGACTCCGTTTGCTGCATGGTCAA -ACTATAAAGATATTGATTCCTTCTCCGAAATTGTTTCTCCATCGCATTTAGCATATAAGATACTTAAGGA -CACAGGTATTAAATATCCAAACTATTTTAATATACTTTCTGAGCTGGAGAAAAGCTTCCCTGTTCTCCAT -CAGCAGACCATAAATACAGTTGACAATAACAATGATCTTATAAAGGATTACCGTTTAATCCAATATGATC -TCTTATTTGGAAAAAAATATTTGTATTAGACAATAAATAGACCGTAATAAAGGCTTAAAAGCTCGAATTT -TGGCGTATAATAGTATTTGACTTATTTTTACATAACAGTATAATATTATGGTGTAGAGAGAGGTCATATA -TATGTGTTATTTGTCCTATTCGGTTTTATTGCCGGTAATATCACTTATAATTTTGTTAACTTACGCGGTT -ACTACCTCCTGTGTCTTTATCATAAAGCGTAATATTAGTAAGCTAAAGTTATATATGCTTTTAAATATAG -TACTTACACTTTGGTCTTTGTCGTTTATATTCTTTTTCAGTTCTCCCGACGAAGATGCTGCTCGTATGTG -GTATAAGGTAAGTACTATAGGTTTTAGCACATATTATATTTTGTCAATTAACATTGCATCAATACTTAAT -GACGGGCATCAGAAGACAAAATTGACTGTACCCGTCATATTTTCATTATGCGTTCCTATAGTCATACTCT -TTCTCTTTGATGACCTGAGGTTTATATCCTTTTATAAAAGTAACGGTGTTTGGCTTTATATCTTTAAATC -ACCTGACCCATGGTTTATACCCTGTTTTCTGTTTATTGCTGTGCTTTTATATTTTAATTTGAAAACAACT -GAATTGAAATCGGTTATTACATATGTTATTTTCCAGACTATTCCTTTAAGCATAGGAATTGCAACAAATG -TTATTCTTCCTGTTTTTAACAGTAATATGTCTCCGACTATTGTACATACTGCTGTGCTTATATACTCTAT -AGCTCTGAATTTGATATATGGAAAACAAAGCCTTAGTACTACATCGTCCTCAATTTCAGCTAAACATATT -ATTTCAAAAGTAACGGATATGGTTATAATCACTGATGCAACCGGTAAAATCCTGGAAGCCAATAATAGTC -TTAAGGAGCTTTCCGGATATTCTGATACTGATTTATCCGAAAAAGATATCCACACTCTTTTTTCACCGAA -AATATGCTCGGATAAATCAAGTGTTAAGTTATCTGGCTATAAATTTTTAACTAAAGAGAACCGCACTATA -CCTGTCAATATCTCTATATCCCAGATTTACTCCGAAGATAAGATAATTCTTGGAACTGCTTATGTTTTAC -AAAAAAATTTACTCAACCTTACCGATAAAGCAGCAGAAGAAGCCGCTGTTACCAGATATTCTAGTCAAAC -AAGCGAAAAACTTAAAGAATGGGACAAGTTAAAAACAGATTTTCTGTGTAATGTTTCTCATGAGCTTAGA -ACTCCTTTAAACCTTATGATTAGCAGCCTAAAACTTTCATCACTAAAAATCAGTCAAAACCATGGCGTGT -TGGATACCGCACTGATGCATAAGCATTTTCACATTATGAACCAAAATTGTTTCAGGCTAACGAGAATTAT -AAACAATATTATAGATATTACCAAAATTGATGCAGGGTCATTGGAACTCAATCTATCCAACAACAATATA -GTTGATATCGTCGAGGAAACAGTTCTGTCTGTTGCATCTCATATTAAAGATAAGGAGATTACTCTGATTT -TTGATACTGATGTGGAGGAAAAGTTTTTAGCCTGTGATCCTGACCAAATTCAGAGAATTCTTCTTAATCT -GATTTCCAACGCCGTAAAGTTCAATAATGACGGCAGAGAAATTTACGTAAGTATTGCAGACTCTATTGAT -AGTGTCAAGATATCGGTTAAGGATAACGGAATAGGTATTTCTTTAGAAAATCAGCCTTTGATATTTGAAC -GGTTTATACAGGTCGATAAATCTCTTACACGCCAACATGAAGGAAGCGGTATGGGGCTGACTATTACAAG -GTATCTGGTAGAACTTCATAAGGGTACTATAGCTCTTGAAAGCGAGCCAAACATAGGCAGTACCTTTACT -ATCACACTGCCTGTTTACCTGGTTCCAAAAGGTGTAGGTAAAAAGGTGTCTACAGTTGTTACTTTAAACG -AAAAAGTAAATATCGAGTTTTCAGACGTTTACTAAACAGACAAATATTTGTTATTTGCTCACAAAACCTG -CCTACTTATATGGATTTTCCCTGTACAAAGGCATACTCATACACCTTGGTCCTCCCCGGCCTCTGGACAA -TTCATATGACTCAAATTCCAGTACCTCTATGTGATTTCTCCTTAAAGCGTTGTTAGTTACAATGTTACGA -TTGTAGCATACAACTTTGCCCGGAGAAACCGCCAAAGTGTTGCTTCCGTCACTCCACTGCTCACGGCTGG -CAGCAATAGGATCCCCGTCCCCGCATCTTATAAGGTTTACAGCCGGCAGCTTTAAGTATTCCTTTAGAGT -ATTGGATAAATCCTTGTATTCATATCTAATTTTCAACTGATTGTTTTCCCCCTTTGTAATACTGTATACA -TCGAGAGGGTCCTCAATTCCCGGAAATATGGTGAATTGGTCGTAATCAACCATGGTAAATACCGTATCCA -AATGCATATACGCCCTTGTTTTCGGAATATCAAATGCCAGCACAGTTTCTATGGGTTCGCTTGAATTAAG -AAGATTATGTGCTAGCCTCTCAACTGCTACAGGGCTTGTTCTATCACTTATTCCTATAGCCAGTACCTTT -TCAGACAGAACAAGTATGTCTCCCCCCTCTATAGGGTGGGTTTTATCCCGATTATACCACCTTGGAACAT -TTTTGAATCCGGGATGGTAATTTAAAATATATTTTGCAAACAGTGTTTCCCTGTTACGGGTCTCATTTGC -CATGACATTGAGGGAAACACCTCTTCCTATGGATGCAAAGGGATCTCGTTGAAAATATAGATTTGGTATA -GGGTCAAGATAAAACGGATATGCATTCTTGACCATATCACCCAATTCTTTAGGTTTAATATTTTTCAGAT -CCTCCTGTCTAATGCCAGCTACACACTTATTTATGAGTTCCTTTGGAGACAAATCATCCAGATATTCGAA -AATTGCCTCCTGAAGGCCTTCAGTCACAGCCTTTCCCTCTATCATAAACTCTTTTAGGAAGTTCTTCCTG -ATGTCCTGATTTTCCAGTATATCTGCCATTAAGTCAGTAAGATATAAAACCTCCACACCTTCTTTTCTGA -GTATGCTTGCAAACTGATCATGCTCTCTACGTGCTTGCTCCAGAAATATTATCTCATCAAAAAGCAGCCT -TCTCAGATAATCGGGTACAATATTTTCTACTTCTTCACCAGGACAGTGAAGAAGTACAGATTTCAGTTTT -CCTATTTCGCTATAAATATTAATAGTATGGTTTTGTGAAGACATGGAATCCTCCGTCAATTGCTAACTGC -GGATGCAATTATAAAGTGTATTTCTTGTTTATGGTTTCCTTATTTCATAACCATTATTCTTTTATCTATA -TTTAAATTGACGGATTTTCACTGTAAATCGGTGTCATGCTATAAGTGTTCTTTTTTCCGCTCTGCATTAA -GTTATGACCGATTCTCGGTAACTACCGATTTATGTTTCCATTTACCCTGCCTGTATCTTATTATACTTGC -AATTGCAGTAATAGCCCATGTTAATCCTGTAGTACTCCAAATACTCCAAACTCCAATAGTAGGAATCATT -GCTAAGACAGTTGAAAACCCAACCCTACCTATAACTTCTACAAAACCGTTTATCATAGAATAGAACGCAT -CTCCGGTACCGTTTAACACTCCTCTTGTTACATATATCATACCTAAAGCAAAATACATACAACTTGTAAT -TTTTATTGCTTTAGCTCCAAGGCCTATTACATCCGAATCTTTAACAAACATACTCATAATGGCATAGCCC -CCAAACTGGGCCGCCAACAGTGCTAAAAGGCTGAAAACCCCAACTATCATAATACTCTTACGATATCCCT -TTCTAACGCGTTCAAGCTTACCTGCACCCATATTCTGCCCTGCGAATGTGGACATGGCCGCTCCTAAAGA -GTTAAAAGGCTGTATTATAAGTTGTTCTACTCTGCTGGTTGCTGTATATGCAGCGACAGCCACCTTTCCA -AAACCATTTACGACGCTCTGTAAAGCTACCAGTGAAATAGCAATCATTGAGTTTTGCAATGCAACCGGTA -CCCCGATTTTTATACATTTTTGAATTATGGGCCAGTTTATTTTCATATTCTCTTTTTTTAATTTAAAATA -CGGATTGGTCATTATAGCGAAAATAATACAGCCCAAAGCCGCCAGTGCCTGAGATATAACCGTAGCACAT -GCTGCTCCTGCAACACCAAACCCAAACTTCAGCACAAACAACAAATCCAGCCCGACATTAACCCCGCAAG -ATAGTATTAGAAATATCAATGGTGTCCGCGAATCTCCCAATGCTCTTAGTATTCCGGCTATGGCGTTATA -CGCTGCCACTGCAATCATACCGCCCGCTGTTATTCTCAGAAACTTAACCGAATCATCAATAATTTCATGA -GGCGTCCTCATCACTTGTAATATAGGACGGGCTAGCAAACAGGTTATTATACTCATAATTATACCTGATA -CGGCTATTACATAAACTGCATTTGCTATAGCACTCTTTACATCTTCTTCTTTTTTTGCACCAAAATACTG -TGAAATTATTATACCAATTCCTATGGACAGCCCTAAACAAATTGAAAATGTCAGAAAGTTTAGAGAAGCC -GTAGCTCCTACTGCTGCAAGAGCATTAGCACCTATATACTTTCCTACAATAACTGAATTAATTAAATTAT -AAAACTGTTGAAATATGTTACCAATAAGCATTGGTATTGAAAACTTTATCAGAAGTTTGGCTTCATTTCC -TTCTGTCATATCTTGTACGTACTTAATTGACATTTTAATCCCCTTAATTCAAACAATTAATGAAAACACT -GTTATGCTGCGTATGTATTAGTTCTACTGTGGCTTATGTATACATATTATATCAGATATATTTATATTTG -CTATTAGGTAATATCATAAAATAAGGGATTTTTTGTATCCGATGCTGATTATTATAAAATCAAAAAGCAA -TCATTAAAAAATGCCCAAGAAGACTATTTGCATTCTGGTCATTTTGGGAATAATATTTTACTAGAGGCTA -ATTTAGTTTAAACTTGTGTAATTCTTCATTTAGATAAATTTTTAAGACCCATTACATACTTGTTAAATTG -ATCCATTAAAACATAAGGCAATTAATAATCACCTTAGGCTATAATTCATTATTTCTGGTCTTTATTAACA -TCTTACATTTTTTCGTTTAAAGCCAAGTTTTCCTTTATCGATTGCTTTTTGAATGTAATCTGCTGCAAGA -TTAGCTTGGCAGAGGGTTTTTCCCACATAAACATCAACTTTTCCTACTTCTTGAGCAATTTCCTTTGCTT -CTTCATGAAGCGGTAAATAAGAAATACCCACAGACATAATAAAATTGTTCATAGCATATTTAGTACGGTT -TGGCTGTTTGTGTATCGTATCACGTACCATTTTAAGCATTGACAAAAGCTTGTCTCTATTAAATTCACTG -TCTTTTCGAGTACCCAATAACCACTCATAACAACTCCACCCGGCAGACATTGTTAATTCTTTTCCGCTAT -CAATCCAATGATCTGCTACGGTAAAAGCAATATCTGTTTCAGCTAGAGTAACTGCCACAATATAGTCCGA -AATCATATAAAAGTAAGCCCCTTCTATCCACCGATTAAAATCATCTTCTTTCATTTTGTTTGGCTCTGCT -ATCATACCGGCTAAATACATTGCGTCGTAATTCCCTGTAGCAAAAAGTTGTTCAGCAAGGGTCTGGTTGT -ATTTGACTTTCTTAAAAATCGGTTTCATAGCACTTATTGTTACGCCGAAAACCGGCTCTTTTGCACCACT -ACTCATATATTTTTTTTTCGTCCTCTCATTACCAAGGGACTTAAGTGCTTCCATAATTTCGTTAAGTTCC -ATATATAAATTCTCCTAAAAATCTATTTATGATAGGTTTCATTCTTGATAATCTTAAATGCCCTGTATAT -CTGCTCCATAAGTATAACTCTCGCCAACTGGTGCGGATAGGTCATTTTTGAAAGACAGAGCCTGTAATCA -GCAACCTTTATAAGACTCTGATCCAAGCCTAGAGAGCCTCCTATAATGAATGTAATATGCGAATTACCCG -AGAGCATTACATTTTCAAGCTTAGCGGAAAATCCTGAAGAAGTTGTCTGCTCTCCCGCCAAATCCAGTAA -TACAACATAGCTTCCCTGTTTGACTCTCTTTAGTAGCCTCTCTGCTTCCTTCTTCTTTACTTGGCTTTCC -TGTGCTACGCTGAGTGAATCAGGTGCGTATTCATCATCTACTTCGATAATTTCAATCTCCGTAAAACGTG -ATAATCTTTTAGAATACTCAGATACTGCTTCTTTCAGATACTTTTCTTTTAGCTTTCCTACAGCTGCTAT -TGTAATTTTCATCCTACTGTCTCCTTGGCAAACTCTACATAATCTTGTCTAAAGCATCCTCTCAGGGATT -ATTTTACCCAACAAAAATAAAGGGAAACCAGAACGTACTGTTTCCCCTTTTCATACTTTATTTATTATAT -TTTATTTATATGTCCTACCCTGTCTCTTAGGGCAACCTCAAGCTCAACGTCACTGCCTACCGCTATTTTC -TTTTCATTCAATGCATTATATGTTGTCTGATAAGCAAGCTCCGGGAAGTTGTTTTCACTGCTCAAATGAC -CTAAAATAAAACGACTGCAACCTTTTTCAGCAAGATATGTAATTACCTTCGCCGCATTCTCATTTGACAA -GTGTCCATGGTCTCCCAGAATCCTTTTTTTCAAAGGCCATGGGTAAGGGCCTACCTTTAGCATTTCTATA -TCATGATTGGACTCCAGTAAAACCAAATCATTTCCGACGATAGAGTCAAGAAGTTCATCACTCATATGGC -CAATATCAGTAGCTGTTGTAATCCTTTTACCGTCTGCGAAGAAGTTAAAACCCACGGGTTCTGCTGCATC -ATGAGGAATCGCAAATGGCCTTATACATATATCCCCGATTTCAAACTCTTCACCTGTACTGAATGCTACT -TTGTTTTCAAGTTTTACAGGCCCGATACCATTTTCCATCGCACACCAGGTAGACTCATTCGCATATATGG -GAATGTCCACTTTTCTTGAAAGAATTCCGGCACCCCTTACATGGTCAACATGTTCGTGGGAAATTAATAT -AGCACTTAATTCCTCCGGTTTTTCACCAATGGAACACAGTGCCTCAAGTATTTTTTTACCGCTTAAGCCG -GCATCTATAAGAATCTTTGTTTTTTCTGTACCTATAAAAAGTGCATTTCCACTGCTTCCGCTATATAAAC -TGCAAAACTTGACCATTTATTTGACCCCATCGTAATTATTAATCCTCGGACGACACTCTGCTAATATCAG -CTCCGAGAATATTCAGCTTGTGTACAAAGTCCTCGTATCCTCTGTCAATATACTTGATATTTAAAATTTC -AGTGCGTCCCTTAGAGATTAGTCCTGCAAGAACCATAGCTGCTCCGGCTCGCAAGTCGGTAGCTTTAACA -GGTGCACCAGAGAGGGGATTTCCTCCTTCTATGACTGCAATCCTACCTTCAACCTTGATCCTTGCACCCA -TCCTTTTTAATTCATCCACATATTGAAATCTGGAATCCCATACACCTTCGGTAATAGTACTTACACCCTC -TGCAAGACTTAAAAGAACTGTGGCTTGCGGATGAAGGTCTGTAGGAAATCCCGGGTAAGGTAACGTCATT -ATGTTTACATTTCGTATCTTATTTCCGCCTATTATTCTTATAAAATCCTCATCTTCTTGAACGGTCACAC -CCATTTCAATCAGCTTGGCAGTGAGTGACTCCATATGCTTTGGAATTACATTTTTTACGGTTACATCACC -TTGTGTAGCAGCTGCTGCAATCATAAAGGTTCCCGCCTCAATCATGTCAGGAATAATTGAATGAGTTCCT -CCGCCTTTTAGGTGATCAACTCCCCTAATCTTAATGACATCTGTTCCGGCCCCTCTGATGTGTGCACCCA -TGGCATTCAGAAAATTGGCAACGTCAACTACATGAGGTTCTTTTGCAGCATTCTCAATAGTTGTCTGCCC -TTTTGCCTTTACAGCTGCCAGCATCAGGTTTATGGTAGCACCTACACTGACAACATCCAGATAGATCTGA -GCCCCGGTAAGATTTGAAGCATCTACTTTAACGATACCATATTCAATCTCTACACTGGCTCCCATTGCTT -CAAAACCCTTTATGTGTTGATCAATGGGTCTGAATCCGAAATCACATCCGCCGGGAAGTGATACCTCTGC -TCTTCCAAACCTTGCAATCAATGCTCCTAACAAATAGTATGAAGCCCTCATACTTTTAACGAGCTCATAT -GGAGCTGTCCAGCAATTTATTTCTCTGGTGTCACATATAACGGTGTTGGCATCTTCTTTAGTAATTCTAG -CACCTAACTTACTTAATATTTCCAATAAAACTTTTACATCCTTGATATCAGGAACATTTTCTATCCGGCT -GATACCGTTTATAATGAGTGCAGCAGGCAGAACGGCTACTGCAGCATTCTTGGCTCCGCTTATTGTAACT -TCGCCGTTTAGGGGACATGGCCCATTTATTATAAACTTATCCAAACCCTTATACACCAACCTTTTGTATA -AACTGTCCAGGCTATAACAGCAATACCTGATTAATAAAGCAAATTTGCAAATACATCAAATTATGTAATA -AAATAGCAACTTGCTAAAACATTACACACACGGGTTTATTATACCATTTAGATTTAAATTATTCTACCTT -TAATATTATATATCAAAAATTACCAACTATATATTATTTTATTTCCTCTCCATTACGTGCATTAAAATAA -AATTCTTTTCCTTCAGTATTCCTTATTCTCCAGGATAATCCTTCGTACAGTGTCTTTGTTTCTTTGTCTA -CCCCAGTATATCCCTTAAAGCCCATATCAACATTGCATATGTCCATACCCGGATATTTAGTCATTTTCGT -AATTAATATCTGATAAACCGGTATAACATTTACGTCCCTTCTTGCAGTTATACTTATAGGTTTTTTATAT -TGGTACTTTATGCTTTGTATTTCTTTATTCACTACCCCGATCTCAATAAAATTGTCAAAAACCTCATATC -CCTTATAAATTCCTTTATATATTAATTGCTTCTCATTTACTTTCTTTGTATCAGGATAATAATCCTGCTT -AAATTCATCGAACGGTATATCCATTTTAGCAGCTAATACCTTAAATTTAGCATTAATACCTTCTTTGCTG -TCGGTATAAACCTTCACACTGTTTTCACCAGTGCCTGTATATTCAAACCCAGAATCAGATGTGAAAACAA -GCTTATTCTCACCCTTTACATATGTATCACTACCGGCTTTAACATATCCCTCACCAAGTAATACATCCAG -TATTTTTGAACTATTCAAAGGTCTCTCTTCATATTTGAGTATGTAATCCTTGCCCTTGTACTTTGGTATA -GGACATTCTACGTTTATGCCGCTTTTAGCCATAATTAGTCCCGTATTAGTTATAGTTTGCTGTGATACCT -GATCTACCTTAATATTTTTGTACCAGGCAAAAGCCAAAACTATATTCAATATTGTAAATACGACTATTAA -AATTATCTTGGCTCTTTTCCAGTCCATTGCTCCTCCCTCTGGCTATTATGTAATTATTTCCTCTTGTATC -CTGTTATAATCATATATTTTCTATTTTCCACTTAAAGGAATAACATAGCTACTACCGTCTTCTGAATACA -TTACAAAACTTGGTGCTATATTCTCCTTTAGTACTGAATTTGACAAAACATAATATATCCCAAAATTTTT -AACAGACATTTCTTTATTGTTTAGCTCCGGATATTTTTCGAATGCCTTTGAGTACATATACTGGAACGCC -CATTGATAATTCACCATTTTACCGGTCTTGAACTTAATAGGTATCATTTGGTAGTGAACTACTCTTTTTG -AATTTGCCTCAATGATAATACTATTCTCCTGATTATCCATACCCTTAGCAACTGCGTAATCCTTGAGTAT -TACAGGAACTTCACCATACTGTTCACTTATGATAATTGCATAGTCAAATTTAAAAATATATGAATTTGAC -CTTTCCTCGACAGAGCTAAGATACACATTTACTTTAGACAGAAAGTCATTTTGTTTGTTAATATCTATGA -TAAACTCTATTGCTTTCTTATAGGCATCCAACAATTTTAGATTATAGGCTGAAGTCTGACTCCCTGTATA -TTTATATTCAAAAACGGAGTTCTTGTACAGTCGATATACTATATCAAGTCTTTTAAATACGACAGAGCCG -TTAATGTCCCTGTCATAATCGTAATCCCTGCTCGACTCTCCGAATAGTTCCAAAGCAATCTTTTCATAGT -CTTCGTAATCCATAGAGTTTAAATCGGCTTTGTCCGTTCCGCTAAAAGTTGAACATGTAATGCTTGGATA -AGCCTCTTCTGTATTGTCCAGCATCGGCCCAAGCATATCCTTTGGGAAGTTTATTTCCTCAGATTTTCCC -CACTTTTCAGCAGCTGTCTGATAATTTTTTGATTCAGGGTTATTTTTAAGGACATTGTACATAGCTGTAA -ATTCATCTCTTCCCAGTGAATTAATGAAAGTATTCAAGCTATAGGTATAAATATTTGCGTCATCTCTGAT -ATAAAGAGTATCACTGTATCCGTTATCCGGATCATCAGGACATATAATTAACTTATAAATGCTTGAAAGA -CCATCTCCTGCAGACGGCTTGAGATTTAACACCCATTTAACAATATCTATTGGAATGGATGTTTTAAACT -CGAGCATATAAGGTTTGCTAGCTGCCAGTTTTCCCCACATCTTGCCATTATAGGGTTGAGTTTTTTGAGG -TTTAATATCCAGTGCTTGGGACAAATACAGCTTAGCACCATCCCAAATATTATTATATTCTTTTGACCCA -TTGGGGATAATAAAATGATCTCCATCAAAGTCTGTTGACAGCACAATTCTTGAAGGCAAAAGATACTTTC -CTTTTGTGTCTTCTACCGATACCTGTAATGCAATTTTAGAATCAGAAAAAAGAGACGATAAAAAAGGGAA -ACTGCTGGACTGAGTACTCCAGAGAATCCCCACCTGTACTACACAAAGAATTATTAAAAATATTAGAAAA -ACTGTTTTAAGCTTTTCAAAATAAATTCTTACTTTATCTGAACTTAATTTTATCATATTTTTTAAAATTT -ATCTAAAAGCCAATTTCGGATATTATCTAACAAACTCTTCTTTTCTGCAGCATAAATTATAGTGTAATCC -TTAGGGTCATCCTTGATATTCTTTGTATAGGCTATGACCCTAATACGATTTTCGCCTTTATATTTAAGTT -CAACGTTCTTACCAAACAGTTTACTGCTGCCGACTTTAAAGGTTAGTTCGCCGTCAGTTGTCTCAAGTGG -CTTGTACCTTTCGCTACTTTTATCCCAATACTCAAACTCTATAAAAGTTTCATCATAAGTACATACACCA -CAAATTGAAAAAATTGGTTTTTCAACAACTTCGTTTCCATCAGGTCTGGTAATCTTTACAATATTTGCTG -CCATTGCAGGTGTTGCAAATATTGCTGTTAAAACAGAAACTATTATAATAAAAATCAGTATTTTTGATTT -CATGCTATCACCTCAAGAAAAAAACAACTATTTGTACTATTTTTTAGTACTATATATTTATTATAATACA -AATTCTGTTACAATTCCATTACATGGCATTTAAAAAACATTTACATGGCACGTGGTATTTTGACGACTAC -CTCCGTACCTTTTCCAACTTCACTGGATATATTTATAGTCCCGCCATGTGCCTGAACAATTTCCTTGGCA -ATAGATAGACCTAATCCTGTACCTCCCATATCTCTTGACCTTGCCTTGTCCACCCTGTAGAACCTTTCAA -ATACTCTGGGCAGTGATTCACCTGGAATTCCTATCCCGCTGTCTGTAACTTTCATATATACATCGTTGTA -AATCTTACCCACATAAACTGTTATTTCACCATACTCAGCGGTGTACTTGATAGAATTGCTTATAAGGTTT -ACTACAACTTGTTCCAGTCTGTCCTTGTCGGCATTTATTACAGGAATATCACCAATTACATAGCTTTCAA -GCTTTTGATTTTTTCTTTGTGATTCAATTTTTAGTCTTTCAACTATGGTTTTTACCATGGCGTCCAGAGA -TACTTTTTCTATTTTCCAATTCATCTGCTGATTATCCAATCTTGATAGTTGAAGAAGATCCTTGACAAGT -CTGGTCATTCTGTCAGCTTCAGAATCAATTACGCTAAGGAAACGGTTTGATGTTTCATGATCCTCTACAG -CACCGTCCAAGAGAGTTTCAGTGTAACTTTTTATTGAAGTAATTGGTGTGCGAAGTTCATGGGAAACATT -TGCAACAAACTCCCGCCTCATACTTTCAAGCTTTTGCTGTTCCGTTGCATCATGAAGTACAACAATAATA -CCTTCTGGCTTTTTATTGGTATCCGTAAATACGGCAAAATACACCTTTACATACATATCATTTATAATAG -TATCAGATTCCCGCACCGGGGATTCCTCAAAATAAACTATATCTTCAATCCTTACATCCAATCCTACCTT -AACGGCAAATTCTTTGAAAGGATGGCTCACTGCGTCATTTCCAAGGAGCTTTCTTGCAGCCGGGTTTGCG -TGGATTGCCATTCCCTTCAGGTCAAAAGCCATTACACCGTCAGCCATGTAATTAAGTATGGTCTCAACCT -TGTTTTTCTGACTGGAGATTTCAGACAATGTTTTTTTCAGTTCGGCTGCCATATAGTTAAAGGTTTTTGT -CAGATTACCTATTTCATCCTCAGATTTCACTGCAAGCTGTTCTCCAAAGTCTCCTTCAGCTACTTTTTCA -GCCTTGTGCATAACACTTATTATAGGAGACGTAATCGTTTTTGAAAGCAGGTATCCTAAAACCAACGATA -AAAAAACTGCTATAAGGGCACTGGAAAGTATCAGATAGTTAAACTTCTCCAATATGGCTATCCATGCTTC -CTCCTGATAGGTAAAATAAAAAATTAAATTTTCCTTCGGCTGCTTAATATATTCAAAATACTGGCCGTTA -GGACCTTTAATGAGACGTTCATTTTTCTGGGGTTTATTTCCCGCCCAGATAGCCATTAGACTTTCACTGG -TCTTAATACGATCTGCAAATATCTCTGGTTCATCAGAATAACCTTTTTCGGACGAATAAAGAATTCCTCC -GTTGGAAGTCTGAATTTTTGTTAAGTCAATTATTGTCATACCAAGGTACGAGGAATTTGCCCCAAAGAAA -AGGGCATCCCCGCTTTCATTAAAATATTGCGAAAGTTTTTGATTTGATTCCGGAACTCCGCCTCTTACAT -CTATCCAGTTATTATATCCTGCCTCTATACTGTTTGCAAAGCTGTCATAATATATATTCTGAAGTCCTGT -ATTAATAACCACATATACTACGGACACCAGAATAATACACATAGAAACGAAAATATATACAAGCTTCCAT -TGCAGACTGCTCAGAAGCCTAAAAATCCCCTTCCAAAATTTCATGTTAACTCCTACGTATTACATTTAGC -TTTACTAAACTAAACTTTATTGAAATAGTATCCGACTCCTCTTTTAGTAACGATGTATTGCGGATTTGCA -GGATCCTTTTCAAGTTTTTCCCTGACTCTTCTGACTGTAACATCAACAGTTCTTACATCCCCGTAATATT -CATATCCCCACACCTTTTCCAAAAGAGTTTCCCTTGAAAATATGGTTCCTTGCTGTGCCGCAAGGAATTT -TACCAGCTCAAATTCACGTAAGGTAAGCTCTATGGTTTCTTCTCCCCTCTTTACCTCATACCTATCTGTA -TCAATAGTTAAATCTCCATATTGGTTTACGCTATTATTTGACACAGGCTGCTCACCCGGTATCATCCTCC -TGAGATTTGCCTTCACACGTGCCATAAGTTCTCTTGGGCTGAATGGCTTTGTTATATAATCATCTGCCCC -AAGCTCAAGTCCCAAGACCTTATCAACTTCCTCTTCCTTTGCTGTTAACATAAGGATAGGTGTTGAGATG -GATTGTCTTAATTTCCTGCATACAGTAAACCCATCCATTTTTGGAAGCATTATATCCAGCAAAATGAGAT -CCGGACTCTGGGATAGTGCAAGATTTACTGCTTCCTCTCCGTCATAGGCCTCAATTGTATCGTAGCCTTC -CTTCTTTAGATTGAATTTCAATATGTCGACAATATTTTTCTCATCGTCTACAATTAAGATCTTTTTGCTC -AAAATGACACCCCTAATCAAATTTATGTATTCTATTTACTCAAACCTACTTTGAATTATACCATTAATTA -TACGTAATTAAAAATTAATATTTTGGTAATAGCACTTTTACACAAAATACAAGGAGTATAAATAAAATAT -ACTCCTGTAACTTAGACGTAATCTGTCTGAAAAAGGTTCCAAAATAATTAAACTATTCTATTGAAGTTTT -CATATGCAATTAAAAAATCTAATTTTGCTATTTCAAGTGCTATTTTTGCCTCATCTTCACTAGCCTTTAC -CTTTTCGTAATCTACTAAAGTAATTTGCCCTAACTTGTGCTTAACCGATGCTACCTCCGCAAGCTTCTCT -GTCTTTTCATATTCAAGCCTGTTTATTTCTATATCATCACGAAGATTCATAAGACTATTAAAGTCTGAGA -GTATCTTTACATTTAAATCTTTCCCCATCTCTTCCAGAGCATATTCAGCATCAAGTACACGGTCTTCAAC -TTCTTCAATTCCATTTGTATCCGGCTTGTATGAATATTTTTTTACTATATCGTATTCCAGACGAGCTTCC -TCAAGGTCTTTTTTCGCCTTTATAATATCATGGCTTTTTACAATCTGTTCTTCTGCTATTTTTTCTATGT -TAATGTTATCTATATTGTTAACCGGAATATCAACCTTTTTAAGTGTAATTACACTGTTTAAATCCAGACC -CAGCATACCGTTTAATTTTATTTTCAGGACATCTCTGTCTCTTATCAGACCGTTAACTTTCTGCTGTTCC -TGATTTATCGATATCTGAAGACTGGTAACAGTACTTTGGACATCTGTACCACTCTTCACCTGCTTCTTTT -TAATTTCCAATTCATTTTGGAGTCGTTTTACTGCCTTTTCGCGTAAAGTTATCAGTGTATTTTTATTTAA -TATTTCATAATATGCCTTTGTAATGTCTAGTTCCAGTGACTCTGCTATATTTTGCTTTTCCCATATCAGT -TGGTCTATTTGATTTTTTCTCTGTAACGGATACAACAGCTCTTCCTTTTTATTTGATATCAGTTCCGTAT -CATCATCCCAGCCCTTAGCCATTGCAGAGGCTGATTTTGCATATGCCAAATCATATCTTTGCTTTGCATA -TGTAATCTTATCGTCGTATAGTTTTACTTCTTTACTGTTACTCAGTGCTGTTTCGATAGCAGACTCCAAA -CCTAATTCATTTGTAGCTTTTACTGGACTTAACGTATTTGCGTTAAGCAGAATTAAAAAACCAATTATTA -TACTACTAATAGCCTTTGCCTTCATATTTAAAAACTCCTTCCATTATTTGTAACTAGGGCCGATATTATA -AGAGTTCTTGAACTTATACACCGAATAATCGAACTCCCTTACCTTCGTGTCATAGTCATTTTGAGCCATT -TCAACCGAAACCCCGGCAGTATTATAATCCAAGCTACTCAGTGTACCAGCCTTATAAAGCACCTTTGAAG -CTTCGAAGCTTTTCTTTTTAGTCTCCAAGGATAACTTTGAATTCTCCATTGTCTTACGCTTGTCCACAAG -GTCTGCGTATGCTCTTTTCAGTTCCTGTTCCACTGCAACCTGCTTTTCCTTTATCTCATTGTTTATACCA -GGTATCTGTAGCTCCATATTCCTTTTATAAAGGTCTAGTTCGGAAGTACTAAATTCAAATGAATATATCA -GGTTAAATGTATATAACTGTATTTCGGCTGCCTTTAAGTCCATTTTAAGAGAAGTAATCTCATATCTGTT -CATCAGTGCTCTTTCCAGATAATTTTCATATTTATCTATCCTATAAACAGGATTTGATTTATATGGCACA -AGTGCAATATCTGTGTCCAAACTGATTCCCAGTTGTCTTTTAAAGGACATCTCCAAATTTTGCAGTGTCC -TTTTCAGCTTCTTTAATTCAAGACCCTGTTTCTTATATTCTGTTTCAATTGTTAATCTGTCAATTTCTGA -AATTGTTCCATTTTTAAGATCTTTTTCTGCTTTATTAAATCTCTGCTTTTGTAATTCATATGACTTCTGT -GTTATATAAATACCCTGCTTGAGACTCAATATTGAATCGAATGCTTGTCTTATACTATCCTCTATAGATA -AATATGTTAATTCCTTATTTAAGCAGCTCTTTACAATTGCTGCACATGCCGCAGCATCCGGAAAATCCTT -TGAATTAATATACGGCTCAAGTTTTATATTTTTGACCGCTTCAGTGTCATTTAAAACTGTGTAAAGCATC -AGCAGCTCACCTTGCTCATTAAGACTCATGAGTTTTTGTGAAGTTAACTTTGCATAAAGTTCATTGAGTC -TGTCTACCATTACATATCGGTCAGTGTTGAGTACGTCAACGGCATATGAGCCTTCATATTTCCTTCTCAG -ATCCTTGATTGTTTTTCCAAGACGGGTCAACTGTCTGCTATTTTTCACCGCAAGCTGTGTTGCATCTTTA -AGATTTAAAGTAGTTGTGCTTTTCTCTTGGGCATATATATTTACAGACGAAAAAGTAACTGAGAATAATA -ATATAATTAGTATTATTTTTTTGTACATTTTATCCCTCCCTTTGCATATATACGGGTTTGTTCTGCCAAA -TGTCTGTAAACCAAAAAGGAATAGCAGAATACCCACCATTCCCTTTTATTTAAGTTAAGCCTATTTGTCC -GAACCCATTATTACCTGAACAGGATTAAATTCAGACCCTGATGACTTATACATTCCTGAGATATCCTTTA -ATGATGTAAACCGAATTGTATATCTGTTATTAAAGTCTAGTTTATCAAACTTGAGTATCATTGTAGTAGC -ATTAATATAGTTTACAGAAATTGGTATCTTTTTAATGGTATTTACACCATCACTATACTCTAACACATAG -TTTGAATTCAGTATGTTGGGAGTTTCTAGAGATAGCTCTCTTGAAAAGGTCAATTTAACGGCATCCTTTG -CAATTATAACCGCATTACTGATATTGGGTTTGACTGCTTTTATATCTGTATTGCACGGAAAAGATGCGTA -TAACAATGTCCCAACAGGATTACCCATGTAGTCCTTCAAAGCAGCCTGCACAACAAGCCTGTAATTATCC -TTGTATTTAAACTGGTTGTCACTTCCAAGGAATAGGCGTACTTTTTTTGGCTGCTGAGGGTCAAAATATG -CCTTGACAGGTATTGATGAATACATTGCATTTGTAATACCTATAAATGTGTAGTTATTGCTTACCGCAGC -TGTTTCACTATCCAACTCGCGGTTAAAATAAATATCCAGTGTACCGGTATCGATAACCTTTATATCAGAA -ACACTCAAAACACCGCTGTCAGTGTATTTCCCGGAAAATGAGTATTGTCTTTCGGTAATGCTTTGCTGTC -TTGATATATCATTCAGGTTATTTATCATAAGCTTATATTCCTGGGAGGAATCCAATCCGCCATTTATGGT -CAAAAGTATACTTTTCCCGTTGCTGGACACGTCAGGTGCAACTACAGCCTTGGTAATCTGAATCTGATAA -TCACTTTGTGAAGTAAGGCTGTAATTGTATATCTGCTGTGCAAGAGTAGGATTAACCTGCTTATTAAAAT -CAATCCTTATAGTCTTGCTATTTAATGCATATATTTTATCTACAGCAAATTCCACATTATCTTCATTTAT -ACTTATAAATGTCCCAGAGTCACCCTCTGCTTCTCCCAAACGAACACCGTATTCACTGTTCAGATCACCT -GAAACCTTTATCCTGTATTCTTTGTCTGGTGCAAGGCTTATCCCTTTTAGTGTCAATGAAACCGCATTTT -TTTGAGAATCTAGAGCCTTTACCGCTATAGTACCTGCACTACCTTTTACTATCTCATTATCGCCATCAAA -AATTGAGTAAAAGGTTGGATCTTCGGCATTAATATTAACCGGCTGTGTAAAATAGATATTAATTGCATTC -TTGCTTACAGGCTTTATACTGCTTATTTTAAAGAAATCAGAAAGTATCTCCTTCTGTATATATCCCGGAA -ATGCCGCCTCAACATACGGGAGCTTAATATTATCATCCAGATCCGATACATTATTTATTTTAAAATAATA -ATTCTTTTGCGGAACCTGTAAAGCAGTTTTTACTGTTAGTGTATTTCCTTCCTGTTTAACAATGGAGGCA -TTGAGTACTTCACTGTCATTACCGAAGGTATTTATTTGGACATCATCTGCCGTCAGCTTCTGAATTTCCT -TATTAAATTTTACAATCAGTGTCATGGCACTCTGTGGAATTACTTCTGTTATTTCCAATTTATCGGCTTC -AGAAAGTAAGCCTGCTGATATCGCTGAATTAATTTTGACCGCACCACTGCTTACAAGTGTTTTCAGAACT -GATACCTGAGAACCATTGGGGCTTATGCTGAGTGTGTGATAAAGCAGTGTTACCACGTCACCACGCTTAT -ACTCGCTGTTTACATCTGTCTTATCAAGATATGAGTTGTCTGTCACAAGTCCTGCTTCATATGCCTTTGT -ATATACTTCACTTCCTGTAAATTCACTATACCCTATCGCTTTTAAAACCATTGTCAAAAATGCCTTCTCA -TTTAATCTGTCATTTGGGCCAAAATTCCCGTTGGGATATCCACCAATAATACCGCTCTCACTGCAGTATC -CTACATATGGAGCATACCATGCAGACTGTACTACATCCGGAAAGCGGGATATCCTCAGACTGTCTTTTTC -CTGGTTAACATATTCAGCCTTGCCCAATAGCTTCACTATAAAAGTGGTTGCCTCAGCTCTTGTCAAATAT -CCGTCAAGATTGAAACCTGTAGTTGTTCCCGTTAATAATGAAATCTTGTTCAATGCTGTTGCTTTTTCGT -CTACTGTCATACTATCCTCATTACCAAACGCAAAAGCCTGCGTAAAAGATAGTAGGCAAATAACCAAAGC -CAATACTACAGATAATTTTCTTCTTATGTACATTGTGTCCCCCTTTTTGCTTTCCTGAAATATTACCTCT -GTTTACCATTATATCAATTTAGTTACCGACAATAAAGGCAAATTTATATGTTCCGGCCTTCATATTGGTT -AAATATTTGTAAACTATTGAAATTTGTCAAGTAAAAATCCATACAAAAAGGAACTGCCCTAGGGCAGTTC -CTTTTTAAAGTATGGATTTACATCCAAACTTTACTTTTAATTATTTTTTAGCTGTTTTTTCGAAGTCAGC -AACCTTGTTTCCAGATTCATCAGTAATTCCAGCAACTGAGTTGTATTTAACAACAGTTGAGTCTGAGAAC -TTCTTACCATCTTCAGGTGTAAGAGTTATTACCTTACCTGAAGCGCCAACTGATTTTATCTTAACATCTC -CTGATACTGAGAAACCATTTAATGTTTTAGCTGCTAAAGTTGAAGCATCAATTTTCTCAAAGAATGTAAC -TTGAATAGTACCATCAGCCATAACCGTTGTTGTATCAACAGTAGGAACAATTACGTCTGAAGCGGTTTCA -GAACTAGTTGAAATAACCGCACCTAAGTATGATTTAGTATCCAAAGCAACAGCTTCATCAACAGACAACA -ATACTACTGTTACAGCTTCTTTATTAGCATATGTTGCATCCTCTTTGAGTTCTGCTCCAAGGTTGAATAC -AACTACTGACTTTCCATCGTCGTTCAATGCCACACTTGCAACTGACAACGCGATTTGCTCACCAGCTTCA -TTTGCGAGTTTAAATCCTTTAGCAGTTATTGTAGAAAGTCTACCATCAAATGTAACCTTTATCTGCTTTT -TAGCTATAGCTTCAACCTTTTCGATTTTTATAGCATCCTTTGCAGGTTTTACATCTTGAACATAAGTTGC -CAGAGTATTTCCTGCAACATCTTTTACAAGACCAACCTTGATCTGAACTTGATCATATACGAAAGCATCA -GCATTCTTATCTAACACAATTGTAACTGACTTTCCGTCAGCAGCAGGAGTAACTGTATCGTTGTCACCCA -AAGCTACGAACTTAGTATCTATTGATAAAGGGTCACCAATTGCCTTCATGAAGTTAGCCTTCACAAGAGT -AGTAGGATCCATTTGTTCACTGAATGGAATGTAGATGGATGCCTTCTTGTCTGCATTATTTGCTGAATCT -TTACTGATAACAATTCTTGCTGAAGCAACAGTTACTTTTGGAGCAACTTTATCAGTAAAGTTCAATGTTG -ATGTATAAGTGTCCATTGCATTATTTACAAAAGCGTCATCCTTAACACCCTTTATTTCGATAGTATAGGA -TCCACCACCCAATTCTTCTGTAAACGCAAGCTGTACCTTATTAAGTGAATCGTCATTAACAAGTGTTGCA -CCCGTAACAGCTATAACCTTTCCAGCTGAATCTTTGATTACATAGTTTCCTTTATCTTCTGCTGATGCCT -TATTTAGTTTTTCTGAGAAAACAACTGTTAACTGCAATGTATTATCAAACTTAACTTCTGTAACTGTTGG -TTTAACAGTATCCAGAGTTATGTTCAAAGGAATAGTTGTAGCTGGTAATTTATTTCCCCATAAGTCCTGA -ATTTGAGTGCCATTTGCATCATCATATCCAATATAGAGATTAGTTGCTCCCAATGGTATTACATTACCTG -AGAAGTCAATTGTAAGTGTGGTTCCTGAATCAGTGAGAGTAACTTTACTAATAGTCTCTAAATCAACTGT -TTTTGTATCGTTACCTTTTACAACATATGTGTCAGTATTGTATGTATGTCTGTATCTAACGTTACCGCTC -TTAACACTATCTTCTTTCAAAGGCTTGTTAGAAGTCAAAACTATTTGCTTCGGATCAGCTGACTTTAATG -TAAGTACAGGAGCTGTGTTATCATTTGTTACTGTGAATTCAACAGTCTTAGGCAGTACATTGTATCCTGC -ATAGTCAAATATGAATCCCTTTGACTCAAAGCTTACCTTGTGTGCACCCTCTGTTAGTGGAACACCTACT -GTTAAAGTAACCTTATTAATATTTATTTCAATATCAGTAAGGATATAGTTTCCACCATCAATCTTGTATT -CTCCACCAGAGATAGCATCTGTTACAGGTGTCGTAGATGACTTAAGTTGAACTGGTTCACTATATTCTAC -AGTAAGAGTGTTTGGACCAGATACTGTAACACCAAGTACTGTAGGTACAGTAGAGTCTTCAAACTTCACA -GCATCACTTTTGTATGTAGCAAAATTCTTTACTTCAACAACAGCAGTTGCACCATTTGTGATACCCTGGC -CCAATGTTACTATAACTGACTTTCCATCAGCCTGAAGAGCAACACTTCCACCTGTAGCTTTGTCAGTTGT -ACCTTCAGTTACAACATAGTTTGCTATCTTTTCTGCATCAGCCTTTACAAGGTCTTTTGCAAATGTAATT -TGAACCTGCTTCAAGTTTAAAGGCTTAACGTCAGTAACTGTCTGAGCAGCTGGAGCAACTATCAAACCAG -CTTTTTCAGCAACTGCCTTCTTAGTAGCGTCAGTTCCAACTAAAACTTCAACAACTGTCTTAGTTGCATC -TTTAGCCTTAACAGTTAAAGTGTCGAATACTACTGCGGAAGCAGCATCTCTTGTAAGATCTGCATCAGTA -ATATCATCAGCGATAGCTACAAGAATTTTACCAGCTGACTTAGCAGCTAACAATTCAACTGATGTAGCAT -AATCGTTCTCAGCTGCAAAACCAAGAGCGTTCATGAACATAGATGCCAGATCTTTTCCCTTTAAAGGATC -GCCAGCAGCTAACTTGTTGTTGCCACCCTTCATAACGCCTTCTTGAACAGCAAGAGCTACCCAACCTTCA -GCCCATGCTGGAACTTCGTCAGCATCATCAAAGCTTGCGATTTTGGAAACATCTGCAGCTTCCATATCTT -TGTCAGTCTTTCCTAATACGGTCTTTAGTACTAATACAGCACCTTGTGCTCTAGTTAAATCTTCACCAAG -CATCAAGTCACCGGTAGTGTCTCCCTGCCAAATGCCAAGATCCTTAAGTACTGTTGCTTGATCTTCAAAT -TCATATGAACCTGAAGCAGCGAATGCAGCAGTCATAGATGTTAGTACCAATGCTACGGCTATAACAACTG -CAGTAAGCTTTCTGAGATTTCTCATGTTCTCAAATCCTCCTTGTGTATTTTGTAGCGGGCGGGCTTTAAA -ATCCAGAGCGGGCTACGCCTCTCCCACCATTTATAGCCCAACTCGTTTAACCAAATTTCCAAGATGCGGT -AGCAATAGATTTTTGATTACCTAAATTTACCTATCTTGATTCATAAGTATTATATCACTGGCAAATTTTG -CAGTCAACGTGGTGTTTTTAAGTGTAAAGAATTTGTAACAGAAATGAAACAAACTCCGGCAATAACTACC -GGAGTTTGTTTCATTTCTTATCTTTAGTTATAAAATATCTTGATTATTTTGCAATCTGTGTAAAGCTTGC -TATCAAGTTTGAACCGTTATCAGCAATACCTGCTGCTGAGTTGTAAGATACTGAAGTCTGGTTAGCTACA -AGACCTGTTCCTGTAAGAACTATTGTTGTTGCATCCCCACCCTTCAGAGCTACTGAAGTCAACTTAGCAT -CTCCTCCGGTTACTGAGAAACCGTTTAATGTTACTGCAAGAGTGTCCGCCTTGATTTCTTCGTCAAACTT -AACTTCTATGGTTCCGCCAACTACTGTTACTGATACTATTGAAGCTGTTATCTTATCTTCCGCCTGTTTT -CCTGCATTATCACTAACTACTGTTCCAAGGAAGCTCTTAGTACCTGCCGCTGATGAAGCTGCCAGTGATA -CTGCATAGTTTGAAGACTTAGCATCAGCACTTAATTCAGTACCCAGGTTGAATATAACCTCTGATTTTCC -ATCACTGTTAACAGTGTGACCTGCTACTGAAAGGTTTATTCCAGTATCAGCACCGTTTGCTATTAGGCTG -TAGCCTGCTGCTGTAACCGCTGATAATCTTCCGTCATATGTTACCTTGATTTGTTTCTTAGCTATTGCTT -CAACCTTTTCGATTGCTATTGCATCTGCTGCAGGATCTGCATTAGCTGCAAACGCTGCTAGACCATTGCC -TGCTACATCTCTTACAGCTCCTACTACAACATTGATGTCAGTTACTGCAGTAGTTCCGTTGTCAATTACA -ATTGTTACTGACTTCTTATCTGCTGCAACTGTAAGAGTATCGTTGTCACCAAGAACTGATGCTGTTCCAT -TATTTACAACCTTCATGAAGTTTGTCTTTACTAATGATGCTGCATCCATTACCTCACTGAATGGGATGTA -AACTGTTGCTTTTTGATGGTTTGCATCTGATGAATCAATTAAATGTTTAGCTGTACCGAGAGTCGGTCTA -ACTGTATCATTTATATTCAATGTTACACTGTAATCATTCATTATGTTTGGAACAAGTGCTGTATCTTTTA -CATTCTTTACTTCTACTGTATAGCTTCCACCGCCAAGAGCATTAGCTGTTGTAGTTGTCAATGTTACTTC -ATTAACATCTGTACCGCCAAGCACTGGTGTATTGATTGTAACTACTTTTCCTGCTGAATCTTTAACAATG -AAGTTAGAAGCTGTTTCAGCTGATGATGCTTCTACTTTCTTGCTGAATATCACCTTCAATGTTGAAGCAT -CAACAAATTTAACTTCGGTAACTGCGGGCTTAACTGTGTCCATAGCTACTGACAAGTCAAGACTTAATGC -TTCAAGCTTATTTCCCCACAAATCCTGGATCTTAGCTCCTGTATCACTGCCATAAGCAATGTACAGCTTG -TTAGCACCGAGAGGAATAGGCATTGCAGACCAGTCGATTGTAATTTCTGTTGAAGAATTAACTGTTACCT -TATCACTTGTTCCGGCTAATTCATACAGGTTACTATTATAAGTATGTCTGTAAAGTACGTTTGCTTCTTT -TACATTAGTTACAGGCTTATTGAAAGTTACTTTAACTTCTGTAGGTGACACAGACTTAACTGTTGCTACA -GGAGCTGTAGTGTCAGCTGCAACTGTAAAGCTGATAGTTCTTGATATTACTTTGTAATCAGCATAGTCAC -TTACGTTTGTACCGTTGATTTTAAGCGAATGTTCACCGTTTGTGAGGTTAACACCAACAGTAACATCTAC -TTTATTGTTTCCGTTTGCAGCTGCATTTGTTACAATGTAGTTGCCGTTGTCAATTGTGTACTCAGCGTTG -TTAATTCCCTTTATAGGCTCGCTGTATTCAACTGTGATAGTTTGTGGTCCTGTTACTGTTACTCCAACAA -CTGTTGGTACCGTTGTGTCTGCAACAGCCACTGAATCATTTGTATATGTAGCAATAGTCTTTACTACAAC -CTTTGCTACTGTTCCGTTATTAAAGTTTGAACCCAGTGTAACAATTGCAGTTTTTCCGTCAGCCTGGAGT -TCTACTGAACCGCCAGCTGCGAGGTCAGTTGTTGATCCGTTATTGTAAGCATTAAAATATTCAATTTTTT -CTACAACTGACTTATCAACTGTCTTATTGAATACTACCTGAATTTGTTTCAGATTCAACGCCTTAACACT -ATCAACTGCAAGAGTTTCAGGAGTAACCAAGAGTCCTGCGGTTTCAGCAATTGCTCTGAGACTAGGCTTA -GCTTCTACGATTTTTTCTATTATTGTTGCTTTTCCGTCAGAGTATTCTGAGGTTAATGAACCATACATGA -TTCCTACTGCGTGATCTCTGAGAACTGCTTCTTTAGCATATGCAAGGTAATCAGCGATTTCCTTCGCACC -ATCAACCTTTGAAAGTTGATCTATTGCTTCAGACCAGCTGGACACTGTATATCCGAGCTGTTTAAGAATC -AGAGTTGCAAATTGTCCACCTAGAAGAGCTTCGTCAGCGTTTACGAAAACATCTCCTGTAGTTGTGTCCT -TTGAACCTGACATTATATTGTTCTTAATCAAGTATGCCAATCTGTTCTTTGCATATGTAGGTACTTTGTT -GGCATCTGCAAAATCCTCGAGAATTGCATCTGCTTCATCTTCGGTTAATGCTTGTGCAGCAGTATCCATA -TTGAAGAGTTTTGCCAGCAAAGTTGCACCTTGTCCTCTTGTAAGCGATGTTTCAAGAGATGGTACAAATG -AAGTATTGCTAGTTCCAGCATATAGTTCCAGCTGATTGAGAACAATAGCCTTGTCTCCGTTTACCGGAGT -GTATGCCGCTGCAAATGATGGTACTACTGATGACAACATAATTGCACCAGCAACTACTGCAGCAGAAAAC -TTTTTAAAATTTCCCATTACTAAATCCTCCCCTGTTGTTTATCCAGCCAATGTTTTTACCGGGATGATTC -GGCCACTTGAAATAGATTCCCGGCTTGAAATGTTGTAAAATCAGGGCATTGCGGGTTATCCGCACTCCTC -AATTTCAAAGTTATTATAGCAAAAGATTTTTAAGTCGGTCAACATAAAATATAATATGTAAACTAAATGT -AACTGGTATGTAATAGAGGGTTGGAGGATTAAAAAAAGAGCCCACATAACGATGTGACCCCACAAAGTTA -GACCTTTGAGGGGTACATCATTCATTATTAACACTGGCTCTTTTATATAAGTTTTTTTAACAGCCTAATT -ATTATACAACAACATTCTTTCCGATAATAATAGGCCATGTCTTTTCACCTTTAAGGCATTTGCTTTTTGA -AAGTACCACGCTTTTATCAAGTATGGCATAGTTAAGAGCTGAATTCTCTTCAACAACACTTCCCTGCATT -ATAATACTGTCTTTTACGACAGCACCTCGTTTAACTGTAACACCTCTGAAAAGTACGCTGTTCTCAACTG -TTCCTTCAATAATGCAGCCGTCTGCTATAATGGAGTTTTTAACCTCTGCTTCTTCATTGTATTTGGCAGG -TGCTTCATCCTTGACCTTTGTATATATTTTCAAATTACCCAGCAACTCGTTGTTTACAACAGGGTCAAGC -AATTCCATATTGCACTTATAATACATCTGGACCGTAGATATACTTCTCCAATATCCGCTGTATTTATATC -CGTATATTTTTAGCTTATGGAGCATTTTTATTATAATATCAAGTACAAAGTCATAATACCCGTGTGCGAC -ACTTTCCTCAAGAAGGGAAATCAACAGTTCCCTTTTTATCATATAAATACCCAGCGAACCATTGAGTGTA -TTAGGATGCATTGGCTTTTCCTGAAAATCAATTACTCTGGATGAACTGTCTAGCTGCATTATGCCCATGT -TTGCCAGTTCCTCAATCGGTATATCATTCATCTCACGATACGCTACTGTTATATCTGCATCTTTTTCCTT -ATGGGCTTTGAGCATATCGTCAAACGTTGTGGTAAATATGCAATTTCCTTGAGAAATCAGAACATATTCC -TCATTACTTCTTTTAAGAAAAGTCAGGTTGTTGTACATTGCGTCAGCCGTACCTCTATACCATCCAGTTC -CTTCATCGGACAAAAACGGAGGAAAAAGGAAAAGGCCATCTGTTTTTCTGTCTAGGTCCCATTCCTTGCC -TGAACCAAGGTGATCCATCAACGACCTGAAACTGTACTGTGCTATTACACCTATATTGGTAATTCCAGAG -TTTACCATGTTTGAAAGGATAAAATCTATCGCCCTGTATTTACCTCCTACAGGCACTGCCGGACTGGATC -GCATGGTTGAAAGCTCCTTGAGCTTTGTGTTGCGTCCACCGGACATTATTATTCCCATTACGTTTTTCAT -TCAGCTACACCACCTTTGAATACGCTTTTGCCGGATTGAACATTTAAAGATGTAAAATCAACTGCCGAAG -CTCCTATATCTATCATGACGTTCTTACCTATTACAGCATCTGCGGGTATGCTTGACTTTTCTCCCACGAC -TGTAATTCCCGAGTCATAAATTCCCGGTTTGTATTCGTTCGGAACGTCGGGCCCTTCTCCAAGCCTTGCT -TTTTCACCTATTATAGCCTGTTCGCTGATAATAGACCTGTTTATATATGCGTTTTTGCATACCCTTGAAT -TTGACATAATAATAGAATCCTGAATAACTGCACCTTCTTCTATATATGCACCAGGAAATAAAATAGAATT -GATAACGGTTCCATGAACCGAGCAGCCTTCGGCTATTATTGATTTTTTTACACACGCAGAGCTTGCTATA -TAGTGAGCTGGTTTGACCGGATTAGGGGTATATATTCTCCATTCGGGATCGAATAGATTAAATTGAGGTA -CTCTGCTTACCAAGTCCATATTTGACTCCCAAAAGGCTTGAATCGTTCCCACATCTCTCCAATAGCCGGA -ATACTGATATGCCCACATACTTTTGCCGTCTCCAAGCATTGCGGGGATTATATTTTTTCCGAAGTCATTT -ACCGAATCGGAGCATTCATTATCCTTTATCAGATACTCTCTCAGAGTTGACCACGTAAAAATGTATACTC -CCATAGATGCAAGTGTACTTTTTGGATTTTTGGGTTTTTCTTCAAATTCATATATTTTGCCATTTTCATG -ACAATTCATAATACCGTACCTGCTTGCCTCTTCATATGGCACATTTATAACTGAAATTGTTGCATCGGCA -TGATTCTCCTTATGGAAATCAAGCATTTTAGAATAGTCCATTTTATAGATGTGATCACCGGACAAAATAA -TTACGTAATGAGGAGAATACTTGTCAATGTACTGTATATTCTGGTAAACCGCATTTGCAGTCCCTTTAAA -CCATTCTCCCATTTCAGCCTTGAGATACGGTGAAAGTATGGTTACTCCTCCGTCTATCCTGTCCATATCC -CACGGCTTACCAATACCGATGTGGGCATTGAGCTTTAAAGGTTGATATTGGGTCAGAACACCTACTGTAT -CAATACCAGAATTTGTACAGTTACTAAGGGAAAAATCGATTATTCTATACTTTCCCCCATATAAAACCGC -TGGCTTAGCTACATTTTTAGTAAGGACGCCCAGCCTGCTTCCCTGCCCTCCGGCCAGCAACATTGCTATC -ATTTCTTTCCTAATCATTGCACCAACTCCCGGTTTAACTGATTTTCTGTTACTTTACGTACAATGTACTG -TAGATAATTTCTACATTTAATTAGCAATTCCCTTTATAAGTAATATAGAAATTACTATTTTATTACAAAA -AAAATTGTTAGCAGTGGGAAATTAACCACTTAAATGTATTTAACCTATCTTTATTTTGTATTAGCCTGCC -TGAATCAAAAAAAACTATATTTCCACCATTAATATTTGTACTGATCAGATGCCTTTCCTCAAGCAACAGT -TTGAGATATCTGATTGTTCCTTCACTTCCATCTATTATGTCAATAAACGGAGGAAGTACCTCCTTGAAAG -CATTTATATATATAGGGAAATGGGTACACCCTAAAACGAAGGTTTTATAATTATTTAGGTTGTAGCCATC -CAGTTTCTTTTTTATAACAGGTATTACCTTCTCATAATCAAATACCATATTTTCAGCCAGTTCAACCAGT -TCAGGGAAAGGCAGATAATCCACCACATGTTCCTGATCCACTCTCTGGACCAAATTATGAAATTTTTCTT -CCCTCAGTGTCAGTGCAGTTGCAAGGACAAGAACCCTTTTCCCGTTTCCATTCTGAACGGCAGGCTTAAC -TGCCGGTTCCATGCCTAAAATAGGAAACTCATACATGTTTCTGAGTTCCCTGACAGCTATACTTGTAGCC -GTATTACATGCCACGACAAGAGCTTTTATTCCCTGACTAACCATAAATTCAACCGCTTGAAACACATACT -GCCTTACCTCTTCCTTTGTTTTTGTTCCATAGGGTACGTGCTCTATATCTGCATAATATATGTAATTTTC -TTTGGGAAGCTGTCTCAATGCCTCACTTAAAACTGTTATCCCGCCAAAGCCGGAATCCAAAAAACCTATT -TTGTCGGCGTTCATAGAATCCATTTGCTCCTTTGCTTTTGTACCTGTTAAAATTCCCTTCTACGGGTAGT -TTTAAACATTTTTGCCATAGCGGCAAATATAATCCACCCTGTAATACAATAAATAGCTGAAGGAAGAAAA -TATATAAAATACATTAAGTCTTTAAACATAATGGAAAAACCACCGGTTCCATAATAGCTGTATATTGATA -TTCCCAGTGAATACAATGCTGAAAGAATAAGACTGATAGGTACAATTACCATTGTTTCAGCTCCCCATAT -TCTTATGTATAACAGCAGTACCACAACAGGGAAAAGTATTGAACTTACTCCGAAAACAGAATAGATTCCA -GCCATGGGCAGATTAATCCTAATAATAATCATCAGCATTATACATATTATAATTGCATTGAAAATACTAA -TTCCCAATGTCCTAAAAATTTTTCGCATCTTTACCTCATCATTAATTAACATCATTTCAAAAACAAACTC -AGTTATATTATATAATATCATGTTTCCAGTTATCAAATTTATTATTTAAAGTTGTATTGCGTTCGCAACA -TAATTAAAATACATTTTATGTTAACCATTTGGTGTATTATTGAATATAATGTAATAAAAACAAATAAAAG -GAGTTTTAAACTATGCCCGGAATGCCAATTTATCAAGATTCTCCGACGAATCTAAAAAATCAGATTTTTG -CAGCAAACGGATCATCTGTAGTTAATGTTCAGGCTGACAATACAGGTAGATTAAAGGTTGCAACCGACAG -TTCGTCCCCACTCGCTGTTGACGTAGATGAAGCTGTAAACAGTATAACTGTTTATGGCAGTGACGGTACA -AGTAACCAAGTTTTAAGAACAACTGCTACGGGTCAGCTGGATATCAGGCCTCTTACCGTTTCAGATACTG -TCAATGTGAGTATTACTCAAGCAGATGACAGTATTACTGTCTATGGTAATGACGGTACTGCAAACCAGAT -AATTAAAACTAACTCCACAGGCCAACTGGATATCAGACCTCTGACTTCTTCTGATACCGTCAGCGTTGAT -GTTTCCCAAGCTACCGATAGTATTGCTGTTTATGGTAATGACGGTACTGCAAACCAGATAATTAAAACTA -ACTCCACAGGCCAACTGGATATCAGACCTCTGACTTCTTCTGATACCGTCAGCGTTGATGTTTCTCAAGC -TACCGATAGTATTGCTGTTTATGGTAATGACGGTACTGCAAACCAGATAATTAAAACTAACTCCACAGGC -CAACTGGATATCAGACCTCTGACTTCTTCTGATACCGTCAGCGTTGATGTTTCTCAAGCTACCGATAGTA -TCGCTGTTTATGGTAATGACGGTACTGCAAACCAGATAATTAAAACTAACTCCACAGGCCAACTGGATAT -CAGACCTCTGACTTCTTCTGATACCGTCAGTGTTGATGTTTCCCAAGCTACCGATAGTATCGCTGTTTAT -GGTAATGACGGTACTGCAAACCAGATAATTAAAACTAACTCCACAGGCCAACTGGATATCAGACCTCTGA -CTTCTTCTGATACCGTCAGCGTTGATGTTTCCCAAGCTACCGATAGTATTGCTGTTTATGGTAATGACGG -TACTGCAAACCAGATAATTAAAACTAACTCCACAGGCCAACTGGATATCAGACCTCTGACTTCTTCTGAT -ACCGTCAGCGTTGATGTTTCTCAAGCTACCGATAGTATCGCTGTTTATGGTAATGACGGTACTGCCAATC -AGATAATTAAAACTAACTCCACAGGCCAACTGGATATCAGACCTCTGACTTCTTCCGATACCGTAAACGT -TGATATTTCTCAATCTACCGATAGTATTGCTGTATACGGTAGTGACGGTACTGCCAATCACGCTTTATTA -ACTGATTCGGCCGGAATACTACAGGTTAACAATACCCGGACCTTTACAACTGCTACTCTTACAACTTTAG -AAACAACAGACAGCTATCAATATACAACCCAACAGGAGATTGCTCAACTGAACACCTATCAGTTCTTTGT -AAAGAATACAGGAGATACAAACAGTGTTACACTTGTTGTTGAATTGAGCCCAAATGGTACAGACTGGGTA -GTTGACAGTGACGAACGTCCGATTACCTTCGGGGCTGCAACAATTATAACTTCGAACAAGTTCCTAAGAT -ATATAAGATTAGGATACAAGTCCACAAGTACTGGTGCCAGCACAACTATAAGTGCTATTTTCCAAGGCCA -AGGCTAAAAGAAATAGTTCCTCCCAAGTATGAAAAACCCTCCACAGATTTTGTGGAGGGTTTTTCTAGTT -GTTCAAGTCCTTTATACACAACAAAAGGGGTTATCACAAAATTTTTTTATCTTTTTTATCCTGTACTTAG -AGTATAAATTGTATCAATGGAAGCTTGGTTAAAGATATTTGCAGTTGTTTATCGGCGAACACGGATATTT -TGCCGAAAACCCGACCCGATGTAGTGTTTAGCGAAACAATGAATCATGGACGATGAATGTGAGCGACGGT -GAAATATCCTAAGATGAGCCGCTAGAAACTCTTGCAAATATCTTGGAAGCAATCATTGATATAATTTTAT -ACGGGAGTACCAGTGTTAAAACTGAAAAACTTTCTGTTTTGCAACAGCCCAATATGGTCGGAGTGAGAGG -ACTGACCCTCTGCTTAACTTCGTTCGCAGCCTACCGCCTCGACTTTAGTCTCGGCCCACTCAGCTAAAAA -TGCTTTGCATTTTCTTCACGCTTCGTGCCTTCTCAGGTTCAAGTCCTTATTTGGGGGTGCAAAAAATCCT -CGACAGTTTCCTGTCGAGGATTTAGTTGGTCGGAGTGAGAGGACTTGAACCTCCAGCATCTTGGTCCCAA -ACCAAGCGCGCTGCCAATTGCGCTACACCCCGTTATTTACACTTGTTGTTTTTCTCAAGTGCAAAAGTAT -TTTACTATAGCCCCAAAATATAATCAATTCGAATATTCAGCATATTCTTGCATTTACCCTTTTATTTCTT -TAACATGCTCGGTTTTGCACCGGTTTTTTACCCGTTTTGTCAGAGTATTTTCATTTTTTAAATTAAAACA -GTGTTTTCAACCTTTTCATTTATTCATAAGAGCAATTTATCCAATATGTAACAAAATTGAAATGTAATAT -CTCTTGATACGTCATGGTAGTTTTTTTATAATGTAGTAAAACTAAGGAAAAAGGATGTGGTGTCTATACA -GCGTATTTTAGGGCAAATGAGGCGTGTGGTTCAGGACTATAATATGATTGAGGATGGAGATAGAATAGCA -GTTGGCGTAAGCGGCGGAAAAGATAGCATGACCCTTCTTACTGCTTTAAGACAGCTTCAGAACTTTTATC -CCAAAAAGTTTGAACTTGAGGCAATCAGCCTTACTATGGGCATAGGAAACGCTGATTTCACTCCAGTCGT -CGAATACTGCAAAAAAATAGGTGTTAATTATACTATTGAAGAAACACTGATTGGTAAGATAATTTTTGAA -GTAAGAAACGAAAAGAACCCCTGTTCTATGTGTGCAAATCTAAGAAGAGGTGCTCTCCATAACAAAGCTA -AAACGCTTGGCTGCAATAAAGTTGCTCTCGGACACCACAGGGATGATGCTGTTGAAACTTTGTTACTCAG -TACATTCTATGAAGGAAGAATACATACGTTTTCTCCGGTAACCTATCTTGACAGAAAGGATTTATACCTT -ATTCGTCCTCTTATTTATACTGAAGAAAAGCAAATAAAATCAGTTGTAAAGTCAGAGAGTCTTCCAATTG -TAAAAAGTCCATGTCATGTAGACGGTAAAACCAAACGCCAATTTATCAAGGATTTGATTTTAGACCTCCA -GAAGGATAACAGAGAAATAAAAAGTAACCTTTTCGGAGCAATTAAACGTGCAGAAATCGACGGATGGCAC -GAATAACATAACACTATCCCGACAGTTGTTGCATAAGTACCTAAGTATAACTACTTAAATTCACAACGGG -GTAAATCAACATAAAATTGGGGGTATATAACGGAAAAATGAAAAAATACATAAGGAAAAGTTTTGCACTT -TTGGTTATATTAGCCACACTGCTGACCTCTTTCAGTGGTGTGTCTGCAGCACAGCAGCTTATAAGTCAGA -CTGTTGAAAAGCAGACGATTACTTCAGGTGTAACTTTGGAGAGCTACGACCGCTTTACTACAAGTGGGTG -GATTAAATCCTATGTTCTCAGAGTTGATCTGTCTAATAAAAATGTGAAGGTTGACACTCTTGTAAACAAA -AAATCAGTGGTCGGTTATTCAACTGTATTGAACCTGGCTAAAAATAGCGGGGCTATTGCTGCAGTAAACG -GTAGCTTTTTTGATTTCGGACCTAGTGGAAGCGGAAAAGGATATACATACGGTCCTGTAGTTTCTTCAGG -TGAAATTGATCTAGCAGCTACCAGAGACAGTAAGGATACTGCAACCTTCTCCCTAAATGATGTAAACGAA -GCTCTTTTTACATACTGGAACACCAAGGTTGAGCTTGTAACTCCAAAGGGTGAAAGAAAAGTAGCTGCAT -CTTATAACAGATATAATGGTAAATTTAACGGAATGTCCATAGTAGACTCAAAATGGGGTGCTAAAACTCC -GGGTGCTACATCCAACTATCCATACTGGATAGAAATGGTAGTTGAAGATGGTATTGTAAAAGAGTTCAAC -GAGAACAAACCCAGTATGGATATGCCAAAAAACGGTTTTGTTGTTTTAGGTGCGGGAAGTCATATCCAGT -ATTTAAAAGACAATTTCAATGTTGGTGATCCAGTAGAATATAATATCACCATGAATGTTGACACCAATAA -TATGAAGATGGCCCTTACAGGCGGAGCAATGCTTGTAAAGGATGATAAAGTATTAACTTCTTTCTCGCAC -AACCCTGTTTCGCCAAGTACGAGGGCATCAAGGACAGCAATCGGTACATCAAAAGACGGAAAAACCCTTA -TTGTGGCTGCTGTTGATGGTAGGTCAAGTGCAAGTATAGGTATGACACAATCAGAACTTGCATCATACAT -GCATGAACTTGGATGTGCCAATGCACTTAATCTGGATGGAGGCGGCTCAACTACACTGGTAGCAAGAAAG -CAAGGTACAACAGGTTTAAGCGTTCAGAATCGTCCCTCAGACGGTTCACAAAGAGGAGTAGGAGCTTCTC -TGGGAATATTCTCGGTAGGACCTCAAGGTCCTGTAGATTCTCTTTATATAACCTCTTATGAGGATTATGT -ATTTGTCAATACCTCCAGAGCCTTTACCGCAAGGGGCATGGATAAGTACATGAATCCTGTTAATATTAAC -CCCAAAGATATAAAATGGTCTGTGTCTGGTGTCAAAGGTACTTTCAAGGGAAATGTACTGTATCCCACCA -CAGCAGGTGAAGCCGTAGTTACGGCAAAAATAGGCGACAATGTAGTTGGAACTTGTCCTATTACCGTATT -GGAATCACCTTCCAAGCTCGAAATGAACTATGACACACTTAATGTTAATCCCGGAAGTTCGATTACATTT -TCCGTCAAAGGATGGGATAAGAACGGCTACACAGCAAGTATTCCCCCTGCAAATATTAAGTGGAGTACAG -GCGGAAATGTAGGTAATGTATCCTCATCCAACGTATTTACAGCAAATAAAAGCGGTGGAACAGGTTATGT -AGCCGCCACTGTAGGTTCAGCAGTTGTATCATGTCCTGTGTCTATCCGTAAGTCTGGGTTAACAAAAGTT -ATACAGGACTTTAATTCAACCGGAATAAAGCTGATCACCTCACCAAATTCGGCTAAAGCATCTTATAGTA -TGGCGTCAAACGTTTATAAGTCAGCAAAAAACTCCGCAAAAATCACATATGATTTTTCTAAGGATGTGAA -TGTAAACAGAACAGCATACTTAACTTTGCCAAATGGAGGCTATACATTGGAATCCTCTACTTCCAAGCTT -GGTATGTGGGTTTACAGTTCCGCCAAAAAACCAATATGGATAGGGGCTACCGTACACGATTCTAAAGGAA -ACTACTCTAGTGAGTATTTTGCAAAGGGGATCACCTGGACAGGTTGGAAGTACCTCGAGGTATCACTGGA -TAATTTGAATACACCTAAAAAAATAACAAACGTGTTTGCTGTCCAGCCTAAAAGCGGAAAGTCCTCGGGA -ACGGTCTATTTTGATGACCTTACAATGGTTTACACAGGCTATCCCGCTGTTGATATGACAAAGGTTCCCA -AGACAACCGTACCTAAGGATGATAATTACAAGGAAAGTACTGTATCTGGCACGGACTCAATGACGTTTTC -AGTGTTTGGCCAATCAACTGCATATTCATCATCCAACAAGACACAGATTGACATGCTAAATACTCTTGCT -AGCCGTATAAACAGCTCTGTTGATGTCTCTGTACTGGTTGGCTCAAATGACGGGCTTACAAGAAGCAGTA -TCAAGATTCCACAGTTGGCTACCACAGCAAGTTATAAATCTTTAGATATTAATGGAAACAGACTTATTCA -ACTGAATACTTCCAAAGGTGGTATTCGTGCGACAAATACAAACGAGTGGTTATGGCTTAATAATCAACTT -AAAACCTTTGATGGTAAAAACCTATTTGTTTTTCTAATGGAAGATCCTATAAAATTCAATGATACCAAAG -AAGGGCAGCTTTTAAAGGACACTCTTTCAAATTATCAAAAGGAAACTGGAAAAAATGTATGGGTATTCTA -TAAGGGAAATTCAAATTCAAGTTATATGGACAAAGGTGTAAAATATGTGGTTACCGCAGGATTTGATTCT -TATGGCTTCAGCGACAGCAACAAAAGTGCTGCAAAGTATGCGGTTGTAAAAGTTAAGGGAACCTCCATAA -CATACCAGTTTAAATCATTTAATTAGGTCATTAAAAATAAAACCGGAAACAATAAAAGCTAAACGCTTAA -AATGTTTCCGGTTTTTATTTTATACAAATGTTTTATTACGGAAGCTGCTCCATTTTATGCCTCAAAAAGG -CTGTAAAATCGTCCTTCAGGTCCTCTCTTTTTAAAGCAAATTCAACCGTAGCCTTTAGGAAGCCAATTCT -GTCTCCAACATCATATCTATCACCTGCAAAATCAAAGGCATACATCGCTTCCTGCTCCATCAGCTTCTGG -AGTGCGTCTGTGAGCCAAATTTCTCCATTTTTACCCGGTACTGCTGTTTCCAGGAATTCAAAAATCCTTG -GAGATATAATATATCTTCCCAATATAGCTATGTTGGATGGTGCCTGCTCTACCTCCGGTTTCTCAACTAA -TCCCTTTACCTTATAGACGCTTTCGTCTATCTGTGTTCCCCCAATAACACCATATTTTGTGACGTCCTGA -AGGGGTACTTTCTGTACTCCCAGAATAGTAGTCTGGTATTCATTATATACGTCCATCAGCTGCTTGATAC -ACGGTACCGGAGAATCCACTATATCGTCACCCAGCATGACTGCAAAAGGTTCATTCCCAATAAATGATTT -AGCACAGTAAATAGCATGTCCCAGGCCTTTTGCTTCCTTCTGCCTTATATAGTGTATATTTGCAATATTT -GAAATCTCCTGAACCACACTTAACAAATCCAGTTTTCCCTTTCTATGAAGCTCCTCTTCCAATTCGTAGG -ATTTGTCAAAATGGTCTTCAATTGCCCTTTTATTCCTTCCGGAGATGATAAGTATATCTTCAATCCCCGC -GGCAACTGCTTCTTCAACAATATATTGTATAGTGGGTTTATCAACTATAGGTATCATTTCCTTAGGCTGT -GCCTTGGTTGCAGGTAAAAACCTAGTTCCAAGACCGGCAGCAGGTATTATCGCCTTTCGTACTTTCATAG -CTTTCCTCCGTATGTACTTTATTAAATTATATTTTACCATACATTTAAATTTTAACGCAACCAAATGTTT -CCAATCACATCCTTATAACCCTTACATTGATTCTTTATATATTGTATGTTATAATTTCTGCATATACAAA -ATTAAAAAAGTTAATATAATATCTTCAGGGCAGGGTGCGATTCCCTACCGGCGGTAATGTACTATTTAGT -ATTAGCCCGCGAGCGTTTTGCAGACATGGTGTGATTCCATGGCCGACAGTACAGTCTGGATGAAAGAAGA -AACAGCAAATAAATATTATTTTGTTATTTGATTAAGCTCTGTGGATTATTATTCACAGGGCTTTTTAATT -TATATTTATCTATAACCTAAGGGGGCAAAATTCATGAATAGCAGTAAAATCAGAAAAATTACCACAATGG -GTGTTTTGGTGGCAATTTCAGTAATACTTATAGTATCACCTTTAAAATTTCCATTTCCCAGTGCACCATT -CCTTGTGTACGACGCCGCAGATGTTTCCATTATTATAGGTGGTTTTATTTTTGGACCAACTCAAGGTATT -ATTCTCACTATTGTGACAGCTGTAGTACAAACCATGTCTGACAGCTCAGGAGGAGGATGGATAGGCTGTG -TCATGCACATTGTTGCTACATCAGCTCTGGTATGTACCTCTTCTGTAATTTATTCAAGAAAAAGAACTCT -TAAAAGTGCTGTTATCGGTTTAACACTTGGAAGTCTAGCAATGACCGTACTGATGATACCAATGAACATG -ATATTTTACCCTTTGTTTGCAGGAACTCCTGTTGATGCTGTAATTAAAATGATGGTCCCCGCCCTTCTTC -CTTTCAATTTAATGAAGGCAGGTCTTAACTCAGTAATAGCCTTATTGTTGTACAAGTCATCAGGCAGACT -ATTAAGGCAAATAGCCCTTAAATAGGGCTATTTGGGTTATACCCTTTATGACTTTGAGGAAATGATTGCA -ATTGTTTGCTATAGCAATTATGATATATGTTATCAAAATTATTAAATATTAGAAATTACATATTTACATT -AAAATAATTTGCACGTATTATAATATATAACATCATATGCGTGACAAATGTCACATAGGCATCATAAGCC -AATTATTATAATTTTGCTAATGCAACAATTGCGGGGTGATATTGGTATGGAATTTTGTAATAAATGCGGT -TCTTTGAAGATTAACGGAAACTGCACCAACAAAAAATGTGATCAGCATGTTAAATCTATGGTAGAAATGG -CTACAACTCAGCAAATTGAGTACATCAAAGAACTGGCAGAACAATTAAATGAAGATATCAGTGATATGAA -CTTTGAGAACATGACAAAAAATGATGCTTCATATCTTATTGATGATTATGTAGAACGGCTGGATGATAGC -GATAAGAAATTAATAGCCGAAGATGAAATTCTTGATGATGATGAAACTGACGAAGAAGAAGAATAAAAGT -ATATTATGTTTAAAAAAGCGAGGTTAACTTCCTCGCTTTTTGTTTTTTTAACAAATTCCTCGATAATCTG -TTGATAACTTCTTAATTACTTGTTAATTTTAATATGTGGATATGTTATACTGTTTATAAAAAATTGTGAA -TAACTTTAAAAACTCATGTGGATGAAGCATTTCAAGCGTTTTTTACATACTTTCTAATATTGTTTTATAT -ATGTGGATAATGTGAATAAATCTGTGCATAATTTAGAATATATAGTTCAATTAAGTGTGGAAAAGTGGAT -TAATTTGAATATTTCAGACTGAATCCATATTGGAAAAGGGCATCGTATACTTCGTTATTATCCAACTTTT -CAATGGTAATGGGAAGTTGTTCAACTGATTTAGGCCAGCTCACAGGCAACCGCCCCTTAAAATTGCAGTT -TTCTCCGTATATAACCTGTGCAACAGCCCTTCCTTCCGTCCCCGGAAGCCATGCCTCAACCATAGCATCC -CACTTATTAATCTCATTTGTGATTATCCTTGGCCTTCCTGATACAAGAATTACAACTATAGGCTTATTTG -ATTGGTATGCAATTCGCAGTACTTCGGCATTCTCTTTAAAGGCCAGTCCGTCACTTAATCCGAGAGCTTT -TTCATCGCCCTTTCCCTCGGCATAAGGGTGTTCTCCAAGAACCGCTAGAACGACATCTGCCTCCTTTACC -CTTGAAGGGTCAGTGATAATAAGGCCGCCTCCCTTGTCTGCCATTTCCTTAAATCCATCCAGAATAGTGG -TACCACTCATCCACTTTTCGTCTCCATCATCCAGTCCTCCCTGCCAGGTTTTTGTCCAGCCGCCACATTG -TACGCCAATATTATCAGAGGCTGGTCCAATGACTGCAACTTTGTCTGATTTTTTTAATGGCAGTATTTTC -CTCTTGTTTTTCAAAAGAACTAATGACTCCTTTACAGCCTGTTCAGCAAGTTGAACATTGGATGTCTGCC -TGAGCTTATAGTTCTTATTTGTCACGTCTTTTCCTTCAAATTTACCTGTTTCCATTTTTACTCTTAAAAC -CCTCGAAACAGCATCATCAATCCTGTCCATATTTACATCCTGCCTCTTCTGACTTGCTGCCTCAAGTAAA -CATTTATAGGTTTCCTTCCACCGCTTCCCTTCAACTAGTACGTCAATTCCGGCATTAACTGCATTTACTA -CCTTAGTATAAAGACTGTTCCCGTCCAGATATTCAACGCCCTCGTAGTCGCTGATTACAATTCCTTGAAA -GCCTATATCCTGCTTAAGCTTATATTCTATAAGATCTCTTTCCGAATGGTTTTTTCGACCCTTTATACTG -CTGTACGATACCATAATTGTTTTAACGCCTGATTTAACTGCATCCTTATAAACAGATATATATTTATCTT -TAAGTTCTTCCGTGCTGATGTTTGTGTTTCCACGATCCAGCAGTCCGTTGGTACCTGAACCAAATTCAAC -CGCTCCATCTGCCACGTAGTGCTTTGCACAGGCAATTATCCCTTTGTTCTGGAGTTCTGTTATCAAAGCA -GTTGCCATCATAGTCACAAGATCTGGGGTCTCGCTGAAACATTCATAATCCCTTCCCCATCTTATGTCAT -TGCTTACTGCAACACACGGCGAAAATGTCCAATCTACTCCTATTGCTTTTAATTCATCTGCCACAGCAGC -TCCGATTTGCCTTGTAAGTTTTCCGTTACGTGTGGCTCCCAGACTGATATTATGAGGATAAATAATGGTA -TCCTTCATGTTGTTGTTACCATGAACTGCATCTGTGGCAAATAAAAGTGGTATTGACAATCTCGAATCAT -TTGCGGCCTTTTTATATGTTTCTATCATTGACCTCCAGCCGTCCGGATTATTGTCCTTGGGAGCTGAACC -ACCTTCCGCAAACACACATCCAACACCATAGGTTTTTACATCATGAGCCGAAATATAGTCCTTTTCCGCC -ATAATCATCTGACCTACTTTTTCCTCCAATGTCATCTTGCTTATGTATGCTGATATATTATCCTTGATCG -ATTTTTGTTTATTGTATATTGCTGTTACTTCTGAATTATTTCCGCTGTTTGTGGAAATATAGGGTTTATT -TGAAACCTTGCGGGTATTTGATCCGGTATTACTGCAGCAACATAGAGACATTGCCAGCAAAGTAGTCAGA -AGTACTCTTCCCAGTCCTTTTAAGCTCAATTAATCACCTCATTGCTTGGGATATATTACTATAATATTAA -ATTAATTGTAATATATCAACATTAATCTACTCATATCTTAATATAGTTAGTAGTATTTAATAAATCAATA -TTATGTCTGGAGGTTATCAATGAAAAGAATACTACCTATTGTTGCCTTAATCCTTATTCTATGCCTTACC -TTGACCTTGGCATCTTCAGCTTCCACAGAAGTCCTGTATACCCAGAATAGCCATGTAAGTATGTGGAAAA -TTACATCCCGGATTACTGCCTCTGAAGGAAATATTATGTATCTCCTTGGATCATTATCTGTTTCAGAAAA -AAGCATATTCCCTCTAGAAAATCAGCTTGAAAAGGTATACGAGGAATGTTCAAAAATTGTTGTAGAAACG -GACATTTCTAAAACAACTCAGGATCAAACTGTAACAGCTTTATTAAAATATGGACTGCTATCAAAGACAA -CTATAGACAAGGTATTAACAAAGGAGCAGTATACCAAAGCAGACAACCTTATAAAGAAGTATACACTAAA -CAAAAAATCACTTTCTGCTTATAAAAGCTTTATGCCCTGGGTTATAGATAGTCTTATTGCCAATCTGGCA -TTTAGTAATTCGCAAAATTTCATACAAAACCCTGTCACCTCCTATTTTTTAGAAAAGGCAAAAAAAGACG -GAAAGTCAATAGTTGAACTTGAGTCTCCCAATTCACAACTAAAAAGACTTAGCTCAATGTCGTACTCTCT -TCAAGGTGCAATGCTTGAAAATACTATTATGTTTGCAGAAAAAGGACCTGAAACTGTAAAAAATGCCACT -GAGTTATGGAAAGACGGTGATATCGAGGGCCTCAATGAGCTATATACTTTTTATAAGGGCTCTCAAGCAG -CAGCTTATAATACTTTTCTTATTGAAAAAAACAAAAAAGTCTGCGAGTACATTATCAAATGTCTGAAATC -AGGAGGCAAATATTTTACGATAACAGATATTTCAATGCTTACGGGAAAAAGCGGTATTATTAATATGCTC -AAGGAAAAAGGCTATAAAGTAGAACAGCAGTAATATCGGTTAGGTGCTTAACACTTTGATATTTATTCAA -AAACACCTGCCCTCTATTGTTTTGATAATATTTTTCTAAAGTTTTGAATTGTTGACATTTATTTTAATAT -TTATGATATTATTATCTCTGAATTTGGTTTTCGGAGGTGCTTTAAATGAATTTTGGTCATTTTAATCCAG -TTAACAAGGAGTATGTTATTACTCGCCCGGATACTCCTGCCCCTTGGTGTAATTACCTTGGGTCTGTAGA -CTACGGTGCAATTATATCCAACAATGCTACAGGCTATAGTTTTGTAAAATCCGGTGCAGCCGGGAGAATA -ATTCGTTTCAGATTAAATTCCATGTCCAACGATCAACCCGGCAGATATATTTATATACGGGATAATGCAG -ACGGGGACTACTGGTCAGGCTCATGGCAGCCGGTTTGCAAATCAATTGACAGCTATAAGAGTGAGTGCAG -ACATGGAACTGCCTATACTATTATTTCTTCCTCCTACAAGGATATAGAAACCCGTACTCTTTATTACGTT -CCCCTTGATAAAAATTATGAAGTATGGAATATCAGAATAAAAAACAGTAGTAATAATAAAAGACACCTAT -CCATATATGGTACGGCGGAATTCACAAACCACGACCACTATGAAAATGACACTGTCAATCTGCAGTATTC -GCAATTTATAAGCAAAACATATTTCAAGGATAACCACATACTTCAGGTAATAAATGAAAACGGCAGCGAA -GCATCATCAGATGTTGAAGGAACCTCCAATAAAAAGGGTGACCCCATATACAGATTTTTTGGTCTGGCAG -GCCAGTCCGTTTCTGCTTTCGACGGCGAAAGAGATATGTTTATAGGTAACTACAGAAATTATGGAAATCC -TGTTGCCGTAGAATTAGGAAAGTGTTCAAATACTGTTGCCTACAACGGAAATTCCTTTGGAGCTCTCCAG -ACAGATATAGAATTGAATCCTGGTGAGGAAACTGAAATGACTTTCCTTCTTGGAGCAGGAAATGAAGATT -TCGCAAGAAATATTATTTCTAAATATGATTCGGTTGAAAAAGCTAATATATGTTCTTGTGAAGGTTTTTG -CAACTTCAGCGAGGTTGTATCACATGAGCTTACGCAGCTGAAAAACTTCTGGCATTCACGATTGGATAAC -CTTCAGGTGGAAACCCCGGATGATAATTTTAATAACATGCTGAATGTCTGGAATGCCTACCAGTGCTTTA -TAACATTTTTCTGGTCAAGGGCCGCCTCTTTCCAATACTGCGGCCTGAGAAACGGGTTAGGGTACCGTGA -CACTGTACAGGATATACAGGGTATAATCCACTTGGATTATAAAGCAGCTAAAGAACGGCTTTGGCTTATG -CTTTCAGGACAAGTTTTAAATGGCGGCGGTCTGCCTCTTGTGAAGTTCGACCATAAGCCGGGACAGGAAG -CTACTCCTGATGAATCACAATATGCAAAAGAAACGGGACAATCCTTCTACCGGGCGGATGATGCACTGTG -GCTCTTCCCGACTGTAATTACATATATCAAGGAAAGCGGTGACTGGAACTTTATAGACGAAAAAGTTCCT -TATGCAGACAAGGGTGAAGCAACCGTTTATGCCCATCTTAAACAGGCGATTCAGTTTAATCTGGACAGAC -AAGGCAGTCATGGCCTGCCTGTAGGGTTATTTGCAGACTGGAACGATTGTTTGAGGCTTGGCTCTAAAGG -TGAATCACTTTTTGTTACCTTCCAGCTGTATTATGCACTTAAAATTTTTAAAGAATTTGCTACAAAAAAG -GATGCTTTGGCTGACATTGAATGGGCACAAAACTGTCTTAATGAATTAAGTGGGAATATTCAAAAGTTTG -CATGGGAAGGGGATCAATTTGTTCGTGGGTTTACAGAGGATGGATATACTATAGGATCAAAAAGTAATTC -CGAAGCAAGCCTGTGGCTTAACCCTCAAGTCTGGTCCGTTATCAGCGGTGCTGCTGACGAAAAAACAGCT -AAAACCGTTCTTGACAAGGTATATGACAATCTCAATACTAAATATGGTGCAATGTTGTTTTACCCGGCTT -TCAGAGAATACGGACTTCCTGTTGCAAGAATGTCCCTTTTTAATGCAGGAACCAAAGAAAATGCCGGAAT -TTTCTCTCAGCCCCAAGGTTGGGTAATACTAGCTGAAACAATCATAGGAAATGGCAACAGAGCCTACGAA -TATTTTACTGAAATTAATCCTGCCGCCATGAATGACCATGCTGAAATAAGAAAACTGGAGCCGTACATAC -ATGGTCAGGCCACTGAAGGGATTGATACCCTAAACCACGGACGTTCACATGTTCATTGGCTGACAGGTAC -TGCCTCAACTGTTATGGTTTCCATGGTATACGGTATTCTGGGATTACAACCTGAATATAACGGTATAAAA -ATAAATCCATGCATCCCTTCAGGCTGGAAGAATTTCAAAATGAACAAAGTATTCAGAAATACTGTTCTCA -ACATAACCGTCGATAACAGTCAGGGCGTTGAAAAGGGAGTACATTATATTACCGTAAATGGAAAACGTAT -TGATGGCTGTTATATCAGTGCGGATGAACTTAAAGATACTAATGAAATATTAGTAGTAATGGGTAAGTAA -AAGAAAAAGGAGTTATCGCAAAATTAATTTTTTTGCGATAACCCTTCTTATTATATAAACCTTTTTCTTA -ATCCAAGTGTTATAAAGTAAATAACCGCCGCAATAATAACAATAGTCGCTCCCGTGGCAGTATCCAGATA -GTATGACAGGATAAGTCCCCCAATACTTGAAGTAAAAGAAATCAGCAACGCAATAATATTATACTGACGT -GCATTTGTTGATACATTTCTGGCGGCAGCAGCAGGAAGTACCAAAAGTGAATTAATAATCAGAAGTCCTA -TCCACTGTATGCTAACAGTTACCGCTACCGCAATAGCAGAGGTAAAAGCCAGTTCAACCGCCATCGTATT -AATTCCGCGGCTTTTTGCCAATGATTGATTCAGGCTGACCAAAAGTATTTTATTATAAAACATTAACCAA -AGTACAATTATTACAATGGCTATAATAAGTAAAAGCCCTACCTCTCCCGCACTTATACTTAAAAGATCCC -CTACCAGAACTGAAGAATATTTACCGCTGCCTCCTGAATACATTAGTACAACACCTAATGAAATTGCAGC -AGATGAAAATACTCCTATAACCGTATCTGTAGATGTTTTTGTTTTATTCTTAACAATTGTAATCAGAATA -GAAAAAGCTATTGAAAACGCTATTGCAGACCACATAGGCTGGAAAATACCTATTGCCGTACCTATAGCAA -TACCCGTAAAGGCACCATGTCCCAGTGCATCCGAGAAAAATGCCATGCGGTTGTTAACAATAATCGTTCC -AAGAATACCGAATACTGGAGCAATCAATAAAACAGCCAGAAATGCATTTTTCATAAACTCATAACCAAGC -CAGCTGAACGGAAGCACAATATCAAGTAATTTATATATCTGATCCACTATTTCCCGCCTCCGTTCTCATC -CGCCTCATTTCCCAATATACTGGAAAAACCGAAGGTTTCGTGCATCCGTTTATTGGTATAAACCTCTTCC -GGGGTTCCATTTAGTATTACAGTCCTGTTTAGCAAAACAACCCTGTCTGCATGTTTTCTTACCAAATCAA -GGTCATGGGAAACAAGTATAATCGTCAAATCATATTCTTTCCTGATTTTTGATACTATCTCATAGAAAAC -TTCAAGACCCTTCCTGTCAACTCCTGATACCGGCTCGTCAAGAAGCAGGAGCTGCGGTATTGGTTCCAGT -GCCAATGCCAGCAGTACCCTTTGAAGTTCTCCTCCTGACAAAGCACCTAACCGTTTGTCTATAAGTTTTT -CCGACTGAACTCTATCCAGACAATCTATAATCCTTTTGTTTAGCTTTTTTGAAACACCCTGCCAGGCAGG -TTTCCTGCTCATACAAGATGTAAACAGGTTCCTTACGCTAAGGGGTGCCGCCGTATCAAATTCCAACTGT -TGGGGAACGTATCCCACAACAGGCCTCCCTGCTGCTTCTCCATTTGCACCTGCGAACACGACACTACCCT -CATGCTTAATTTCCCCAAGTATTGATTTCAGCAAAGTACTCTTTCCTGCTCCATTTGGACCGATAATAGC -AGTCAGCTCCCCGCAGTGCAAGTGCAGGTTTACATTCTGTAATATTTGTGTTCTGCCTACTTTTACGCCA -AAATTTTCTATTTTAGTGCAGCAGTACCCGCAGCAGCCCATGCTATTCTCACAGTTTCCCCTATGCTTTC -CAATAAACTCGTCCATTATATTTCCTCATATTTCTATTAAATTGCAGTTTATTTCAGTATTAACTATTAT -ACACCTTTCCCTTTGAAATGATAATATTTTTAAGAATATATGGTATGAAACACTATCCATAAGCAAACAC -TTAATCATATCTATCCATTTAGGTTAAACTTTTGTAAAAATATAATCAAACCTGCAATAGTTTTTATATA -TAGTTATAATTTTTTATAATAGATACTCATTTTTATATAATTTTGTGTTAATATGTTTAATGTAATAATT -ATATTGGGGAGGACTAATAATGAGCATGATAGACACAGCTTGTATTAACACTATAAGGGTGTTGGCTGCA -GAAGCAATTCAAAAAGCATCGTCAGGACATCCAGGTTTGCCGCTGGGTGCAGCACCTACAGCCTATACTG -TTTGGGCAAAGCATATGAAACATAATCCTAAAAACCCACAATGGCCGAACAGAGACAGATTCGTACTCTC -AGCCGGTCATGGATCAGCAATGCTTTATTCAATGCTGCATGTGTTCGGTTATGATGTTTCAATGGAAGAT -TTAAGAAACTTCAGACAATTCAACAGTAAAACTCCGGGACATCCTGAATACGGACACACACCGGGTGTTG -AAATTACAACAGGACCACTTGGTCAGGGTATTGCCAATGCAGTTGGTATGGCAATGGCCGAAGAATTTAT -GGCCGCAAAATTCAACAAGGACGGCTACAAAATAGTTGATAACTATACTTTTGCACTATCAGGAGACGGC -TGTCTGATGGAAGGTGTTGCAAGTGAAGCAGCTTCTCTTGCAGGTACCTTGAAACTGGGCAAGCTTATCT -TACTTTATGACAGTAACAATATTACTATAGAAGGAAATACAGACATAGCTTTCACAGAAGATGTTGCAAA -ACGTTTTGATGCGTATGGCTGGCAGGTACTTAATGTTGAAGACGGAAACAGTGTTGAAGATATTAGTACT -GCAATTGCCAAGGCAAAGGCCGATACAAGTGCACCTTCAATTATTATTATAAATACTCAAATCGGTTATG -GATCACCAAAGGCAGGAAGCTCTTCTGTTCATGGTGAACCTCTTGGAGAAGAAGGACTTGCAAAGACTAA -GGAATTCTTAGGAATGTGTAAGGATGACTGCTTCAACGTAAGCGAAGAAGTTTCAGCTTACATGAAAGAA -CTCGTTGATTCCGGTATTAAAGCAGAAAACGAGTGGAATGAAATGTTTAAAAAGTATGCTGCTGAATACC -CCGGTCTCGCAAAAGAATGGGAAATGTGGCATAATGACAGCTATGAAGAAATGTTGCTTAATGATGCGGA -CTTCTGGAAAGCTGATGCAAAACCAAATGCAACCAGATCAATTTCAGGAAATCTCATAAATTATCTTGCA -CAAAGGATTCCGAACCTTATTGGTGGTTCTGCAGATCTTGCACCTTCTAATAAAACTGCTATGAAAGGTG -TTGGAGACTTCTCAGCTCAAGATTACAGCGGAAGAAACCTTCACTTTGGCGTAAGAGAACACGGAATGGC -AGCTATAGCAAATGCAATGGCTGTATACGGCGGTCTTAAGACTTACTGTGCAACCTTCTTTGTATTCACT -GATTACATGAAGGGTGCTATGAGACTTTCAGCTCTTATGAATACACCTGTAACCTATGTAATGACTCATG -ACAGTATCGGTGTTGGAGAAGACGGACCTACTCATCAACCTATTGAACAGTTGGCATCAATAAGAAGTAT -ACCGAACTTCATAGACTTCAGACCGGCCGATGCAAACGAAACAGCAGCAGGCTGGTTTACAGCAGTAACA -AACCAATCTTCACCTACTTGTCTGGTACTAACAAGACAGAACCTTCCTGTTCTTGATATTGACGGAAAGG -TAGCTTTAAAGGGTGCATATACTCTGTTGGATTCAAAGAATTCAACTCCTGAAATAATCCTCATAGCTAC -AGGTTCTGAAGTACATGTGACATTAGAGGCAGGAAAGCAGCTTCAAGCTGAAGGCATTGATGCAAGAGTT -GTAAGTATGCCGTCAATGGAACTCTATGAAAGACAGTCAGCCGAATATAAGGAAAGCGTACTTCCATCAT -CTGTTGCTAACAGAGTAGCAGTTGAAGCAGCTACCTCATTCGGATGGCATAAGTATGTTGGATTAAAGGG -AGAAGTAATTTCCATAGACACCTTTGGTGCTTCCGGCCCTGCTGATCAACTGTTTAAACACTTTGGCTTC -ACAACAGAAAATGTTGTAGCAAAAGCTAAGGCTGTTTTGGCTAAGTAATCAATTTTTATTAACAAAATAG -ATATAAAACAAACCGTGAAAATGTATATCATTTTCACGGTTTGTTTTTTCCCAAGATATATTGAGAAACA -AAAACTATTTATCAATATTTAATACTTTTTTATTTACAAACGATAATAAAGAGTGTATATTACAGTAGGA -AAGCAGTAAAATAAATACATAAAAATAAAAAGGTGTGAATTATTTATGGGTTATCAGATACTAGGCAAAA -GAGGTCTAAGTCAGATTATGGAAGTACTCTGCACAGTATTTCAGGTTTTCGGCGTCATATTGATTGCCAC -CCTACCTTGGACACTAAATTATTACCTTCTGCTGAAAAATACAACTGTTGGGCCTAGAATATATTACTCT -ATGATGATACTTTTGGTGATATCGGGCATATGTGCTTTTACAATATTGATTCAGGCAAAAAAGGTTTTGC -ATAATATTAATACCAAAAGCCCCTTTACATTTGACACAGCCAATCGGATAAAGTCTATATCCTACCTGTG -TTTACCGATAGCATTTGCGTATTTTATAGGCGTGTTCTTTATCCCGTCGGTATTCGTTATCCTTGTAGGC -CTTACATTCTTATTTTTGGCTGCCTGCATATTTATTATTGCTGAATTGTTCTTCCAGGCAGTTAAGTATA -AACAGGAAAACGACTTGACAATATAGATAAGGAGAAATAATATGCCGATTGTAGTAAATGTAGATGTAAT -GCTTGCAAAAAGGAAAATGAGTTCAACGGAACTAGCCGAAAAAATAGGTATAACCACTGCCAACCTATCG -ATATTAAAGACCAATAAAGCTAAAGCTATCCGATTTTCAACCCTTGAGGAGATATGTAAGGCTTTGAATT -GCCAACCCGGTGATATTCTTGAATACGTACCAAGTAAAGAAAAAAACACAGAAACCAGCGAATAAAAATA -TTTTTATTGATGAAAGGAGTTTTACAATGGAAAATAAAGAAACCATATCAGGAACTCCAGGTTCCCCGGT -GCCCCCGCCATATTACGCAAGCTATGTTCCAAGAAATAAAAAACCCGAATATCAGGGATTTAAATCACTT -GTCACCTCTTCCAAAGGATTGACTATCTCCGTACTAAGTATTGCATTATGTATATTATTTTTAGAAACGA -TTTTTTACCAATCTCCAGGAATAGCTGCTCCAATATATCTTTCCGCCTTTTATTATAGCCTTTATTACTT -CTTTAGAGAAAATAATACACCTATTAATAGAACTGCTATACTTTTAGCAATACCGGCAATGCTAATGGCA -GTAAGCTTTTTTATTCACTACAATCCCAGTACCAGATGGATCACATGGCTTACTTTGATAGGAATTATAT -GTATACAGCTAATCCTTCTTGGAAACCTTAAGATAAACAGTATATTTTCCTTGGATACATTTGTAAAAGT -CATTATAAACCTATTCGCTAAACCGTTTACTAATCTTGCAATGCCTTTTCATTCTTTTGGAATACTTAAG -AACAAGAAATCTACTACTGTTAAAAACCTATTTTATGTCTTGCTAGGTATAATCATAGCTATACCTGTTG -CTGCTATCCTTATGGGTTTATTTGTTAGGGCAGATGCAGTTTTCGCTGCATCGGTAAAATCCTTTAAAAC -TTTTATAGGGCTGGACTTAGGCAGAATAACCTTAGATATATTTTTGGGGCTTCCAGCAGGTATATTTCTT -GGTGCAGCATTATTAGGCTTAAAGTATGAAAAACATAAAGAAAAAACCTTAAAAAATGTGGATGGGTGCA -TAAACACAATTATCACGGGTACTTTCTTGTCTATTATAAACATATTTATAATAGCATTTGTAGGATTTCA -GTTTATGTACCTTTTCGGTGGATCAGACAATATTAAAATTACCGGATTAAGCTATGCAGAGTACGCAAGA -CGAGGCTTCTTTGAGCTATGTACTGCTTCGGCAATAATATTTGCAATTGCCCTTTTTGTAATAGGTATGA -CAAAGAAAACTAACGGAAAGCTTCCCCTATGGGTAAGCCTTGGAACAGTAATCCTATGTGCAGGTGATGG -TATTTTGCTTATATCTGCCGTTAAGCGTATGTTCCTGTATATCAGTGCATATGGTCTTAGTATCAAACGT -GTCCTGACACTTTGGCTTATGGCTGTAATTGGATTATGTCTACTATGGATGATAATCAAGTGTTTTAAAA -TAGGAATAGATGTTAAAAAGTGGATAGGAATCACTATAATTGTAGGAGTATGCATATTAAGCCTTATTAA -CATAGAAAAAATAATTGCCGACTACAATGTAGACAGCTACCTTAAAAATCCTGATAACCCAACAATAGTA -CACTATTTAGATCAACTGTCTTTTACAGCAACTCCCCAACTGGAAAAGCTCAAGGATTTATCAGAGAGCC -AAAAAACAGATATAAAGCTTAATGAAATTATAGAAAATAAAAAGTCCCAGCTTGACGGCAGAAACAAGTT -ATACGGCTTTACACTCGATAGCATTGAGGCATCAAAGGTACTTAATAAGTCCAAGTAGCTTAAGGAGATG -GTTATATTGAAGCAAAAAAGTAATATGATATTGGGGCTATATGATTTAGTTTTAGCTATAGCAGCTATTG -TCATAGGGTTACAGATGCTACAATCCAATAGTGGGATATTCTCTGAATATCCCAAGGAGTGGCTTTATAA -ACTACCTTTCACTAGTTGGGTTCAACCGGGTATAATTGCAATTCTTTTGTTTGGAGCAGGTAACATTTTT -TCGGCAATCATGTGCTTTAAAAATAGTTTTAATATGTCTTGGCTGTCATCAGCCTTAGTTGGATTAATGC -TTTTGTTATGCGTAATAACTCAGGTGACAATTCTGGGAGAATGGTACTTGCCTTCTGTTGAATTTTTTGC -AGCCGGGGTAATCCAAATTTTTATAAGCATTTTTGCATTAGCTACCAGAAAATTTTCATAGAATTGTCTT -ATTGTTCTACTGCCTTTTTATTGACATACCATTCAGTCAGTGCTATAAAAGAATTAAAACCTAAATAGCA -AAGGAACTGCCGCTTATGTATATTAACACAAATGAACTAATCCTCTACAAGCATTTCCATCGATCTGATA -TCTTTGAAGATATTTCGTGGGTTATAAACAATTACCAAAGCAAAGCTTTTTCTAAAGAGAATGTGAAGAC -AAGACTATATGAGGGGTTGCATAAATTAATTGAATTTTCAGTTGACCATTGTTTTGATGGCAATTTATTC -CATTCATACCTCACCTATGTTCTTATAACCAATGAAAATGCCTTTGCAAGGGCTTGTGAGATATCGGGAA -AACCAAGCGGTACAATTAATGACCTTGCTTTAAGTGATTTTAGGATTTTTAGAAAGCTATATGATTTTGA -TTTATCCTTGATTGACGTAGTTCTCCAAGTACAGTGTTTTAGCATCGTTACAAGCTACATGCCCTCGGAT -ATCTGTAAGAACCGGAACAAAGGAATACCTTATTTTAAAGAACTTGTTAACAACCTATCAACATCTGAGA -ATGAAGAATCATTCTATGCAATACTGACTGAATTTTACAGGAAGTTTGGAGTTGGGTTACTTGGTCTTAA -CAAGGCATTCAGTGTTATTCATTATGAAAATGACATTAAACTCAAGCCTATTACAAATATTGAATCTGTA -CTTCTAAATGATCTTGTCGGCTATGAGGCTCAAAAAAAAGAGCTTGTTATGAACACAGAAGCTTTTGTGC -AGGGCCGCAAAGCCAACAATGTCCTTTTGTACGGTGACAGTGGTACAGGTAAATCTTCAAGCGTTAAAGC -AATCTTAAATGAATACTATAAACATGGCCTCAGAATGATAGAGGTTTACAAGTATCAAATGAAGGATTTA -CCCCTTATAATAGGGCATATAAAATATAGGAAGTATAAGTTTATAATTTACATGGACGATTTATCTTTTG -AGGACCATGAAACTGATTATAAGTACCTGAAGGCAGTCATTGAAGGCGGCTTGGAGGCGAAACCTGAAAA -CGTTCTCATATATGCAACTTCTAACAGAAGACATATTATCCGTGAGAAATGGAGTGACAAAAATGACAGG -GATGATGACCTCCATACTAACGATACAGTTCAAGAAAAACTTTCACTATCAGCCAGGTTCGGATTACCGA -TTCTATATATAGCTCCCAGTAGAAAGGAGTTTCTTCATATTGTTAAGGTACTTGCAGATAAATACCGTAT -TAATATACCAGAAGAAGAACTATACCTGGAGGCAAACCGGTGGGAACTACGTAACGGTGGCCTATCAGGA -AGAACCGCTCAGCATTTTATCACTTATCTGCTTGGAAAAAAATAAAGAGTAGCATTCAAAATAACCGATA -GCACCGCTGCCGGTTATTTTTTTGTCTACTGTTAACTTCTAGTCAAAACAGTAAATATAGTATAAAATAA -TATTAGTTATTGCAATATTATGTCACCTAGGAGGTTTTCATGTCTAAAAGAATAAAGGTTTTTATACTTG -CTGTGATCTACTCACTAACAGCCTTCAGTACATTTTCTGTACAAGCATCAAAAGTTACATATTCAAAATC -TCTACAACAAATATATAAGAGTAGGGATGTATATAAAGACACACAGAAACGTCTTTCAGAGTTTAATAAA -AACTACAGTAATATTACATATCTCTTTTCGGCAGGAAAAAGTGTTCAAAAAAGAGATTTATCAGTATTAA -AAATAGGTAATGGGTCCAAGAAGATTTTTATAAATGCAGCTCACCATCCAAGAGAATACATTGGTACAAT -CCTTACTCTAAATCAGATTCAGAATTTACTGGAATCGTATGCCAATAACGGTAGTATTGACGGCCAGAAA -ATCAGGAATCTGCTCGATAAACAGGTAACCTTTTATTTCATGCCACTGGTTAATCCTGATGGAGTGCAGA -TATGTATCAATGGAACTCAATCCTATTATTTCAACGCCAACAAGGTAGATCTCAATCATAATTACGATGC -ACTCTGGAGTAAAAAAATTACCTCTACATATTCTACCGGAGCCAAACCCTTTTCTGAGCCGGAAACTCAG -GCAGTAAGAGATTTATGCCTTAATATAGAATTTGATCTGACAATTGCGTATCATGCTGCAGGAGATATAA -TCTATTGGTATTTTGGGCAGCAAGGTGCGGATAGAACCAGGGACCTTGCATATGCAAATATCCTAAAAAC -TACAACCGGCTATAGTTTGGTGAGTTCTGCTAACTATAAATCATCCACTTCAGGTTTTAAAGATTGGTGT -GTTCAGAAATTAAAGATACCGTCATTTACAATTGAAATAGGAGGCAAACGGGGTATCATCAAACCGGTAG -AATGGTCATATTACAATACTATTTGGAAGCAAAATAAACTTGTCCCTGTTAGAGTTGCAAAACAACTGAT -GAAGCAGACAAAATTTAATGGTGATAAAACGACTGCATTAATATATAAGAACAGTTTATTCCGCCAAGGA -CAGATACTTTCAGTCAACGGGAAGCAATATATTGCTGAAAAAGCTGTTCCTATGCTGGCCGGAAAATTAT -CTATAAATCAACAGAACAAGCTTAATAAAACAAAAATTTCTATTAAAAAGACACCCTATTTGAGGCTGGA -AACCTTGGCAGAATGTTTGAATCTAAAATTTAAGTTTGAAAAAACCTCAAATACGGTTTATATTTCGTAA -AATTAAAAAGTTCTGTGCCTGTGTATCTAATATGGAATATATGGTAATACTCTTTATAAGTTAATGTGAA -AGGAGTAATTATATGGGAGATAAAGGTAGTACAAAAAAAGCCCCCAAGATGTCAAAAAAAGAGGCAAGAG -CAGCAAAAATAGCTGCAAGGGGCAATAAGGGCAGCGAAAACTCATAAAAGACCTTTCTATTAAATAAAAC -CTTGCTTGGATAATAAATATCATTATCACAAGCCGGGTTTATTTTTATTATTGCAAAAGACTTGCTTTAT -CCCCTATATAATAAACGCAAAGTTTATGTAGAGGTCTTGTCATAGCCACATAAAGCAGCTTAATATCAAG -ATCGCTTGTCGTATAATTAACACTGCTGGCATTTGATATAAGTACCACATCGAACTCCAACCCCTTCGAA -AGATACGATGGAACTACTACAATACCGCTTTTATATTCCTTTTCATTACCTGTAATAATACTTATATTCT -TATCCGCTTTTTTTATAAGAGGTAGCATTTGATAACATTCTTCCATGGTTTTACAAATTATCGCTATTGT -TTTATGACCTTGTCTTTTTGCCTGTTCAATTTTGTTTACAATATCTTCAGCAACATTGGCAATGTCATTC -TTTGGTATATATTCAACAGGATCGCCATGTCGGATAACAGGTTTTGCACGCGTTAAATCATTGTTAGGCA -ATTTCTCCATAACGCTATTTGCAGCTTCCATAATCTCATAAGTAGTTCTATAGCTTTGTTCCAGTGTTAA -AAACTCACATCTCTTCCCATCAAAAACGTCATTTACAATCTCGTCCCAACTTCTTACTCCCCTATAGAAG -TGGATTCCCTGACATAAATCACCTAGTATCGTAAAAGAACTATCCTTTACAATCTTTTTCATAACATAGA -ATTGAAATGCACTGAAATCCTGAGCTTCATCTATTACAATATGCCTGACAGGTATCTTCTCATCCATACC -ATAGATTTTATATTTCAGATATATTATTGGAGCCAGATCCTCCTGCTCAATCCTTTTACTATTTAATATA -TCAAGAGTGTAATCCCGGGTAAAACTGCATATCTCAGCATCAGTATATTTACCTGCAATTCTGTCAAAAA -CTTCGGCATTATTCATCAGATCTACATAGTATTGATATGGACTTAGTTTTGGGAGGCTGCCTATATATTC -CTTAACAAGCGATTTTGAAGCCATCTCAATTTTATCTAAAACACTATCCCTCTTTTCAAAAGCTTGTAAA -ATATACTTTTGTCTTTCTGACGCATCTGAAATCGCAACCCTTGCCCTTGCAACCTTTTTGTCACATTCAG -CATGTATCTGTTGTATAAACTGCTCTTTGCTTGCTTTTAACCTTGTAGTAATGCTTTTCTTAATCTCATT -CATCCTCTGGGCAATAGGCCACATACCATATTGTGTTAAAAACAACTTGTTTATTTCTTCATATGGGAAA -ATAACTTTAGTACCAAGCATAATATCCTTTTTAGGAATAAAACATAGCTCAATTTCCTTCAGGTATTCAT -CAATTATGTTCTTAAAATCCATAGAAGTTTTAAGAATAGATGCATTCCTTACCTTATTGTTATATACAAT -CTGTTCCTCTGTAACATTATGATTTACGAACATATTTAACTTTTCATTTGAATCAATCAGCTTGAATTTT -TTGCCTATAAGCTCCATAGAAAAATCCTCAAATGTTGTTTGCTTAACCCTCTCAACTCCGAGTTCAGGCA -ATACCTCTGAAATATAGTTAAGAAAAAGTCTATTTGGAGCAATAATCATAAAATTTTCAGGGTCAAAATT -TTTTTCGAAAGTATAGATAAGATAAGCTATTCTGTGAAGTGCAATAGTAGTTTTACCGCTACCTGCAACT -CCTTGGACAATCAATGGCTTCCACATTGGAGCCCTTACTATTCTGTTCTGTTCTTCCTGAATAGTAGAAA -CAATTTCTTTAAGTCTGTTTTCTGCATTTGCTCCAAGATAAGTTTGAAGAAATTCATCATTCGTAGTTAT -ATCAATATCAAATATTCCATCCAGGTTTCCGTCATTAATGGAAAATTGCCTTTTTAAAAGAAGTTCTCCT -TCAATTAATCCATCAGGACAATCATAGCTCGACGGTCCAAGTCGACCTTCATAATAAAGGTTTGCTATTG -GTGCCCTCCAGTCTACAATAACTATCACGTGATCCTCATCCCTTGATAAAGACATTTTTCCTATATACAG -TTTTTCTGCACTATCTACACCGCTTTCCTTATAGTCTACTCTGGCGAAATATGGTTTACCTCTGGCAGTA -TATAAGTTTTTAACCTTTAAAGCCAGAGTATCATGTAGCATTGTATTTACCATAATACTGGTATAATCTG -CACTACTGTCACCGCTCATGTGCTTTTTCACACTTTCAAGTTCGTTACCTATTTTTTCTCTCTTTTCAAG -AGCTCTCTTTAAGCTTTTCTCTATGTAGTCCAAAGTATACCTGCACCTTTCAAGCTCTTCCTTATAGGCC -GGATGGTTTGCAGCTGACATTATTATTACCCCTCTCTTTTCTATTTTATAAACACAGACTAATATTATAT -ATTTTTAAATACTTATTATCAACTACCCTGACAGATTACTTTTTAAGACTAGTCTCCAAAATAAACAAAA -CCTCAAGCTATAAGCTTGAGGTTTTCATATAAATCTGGCAGAGACCTACTTTCCCGGGCCGTTTCCAGCC -AAGTATTATCGGCACAAAGATGCTTAACTGCCGTGTTCGGTATGGGAACGGGTGTGGCCATCTCGTCATT -TCCACCAGAAAATTTAAAATTGTGATAAGTTTCATATTACTTCGTCAGATTTCGTTCTTGTGGTGCTCAT -TTATGCGTATAAACTCCGCTCCTCATCACTCATCTTCCTTGTACTACTCGCTTCTTACAATTTTATTAAC -TTTTTTAAGATACTTTTTGTACCTTCAGAACTGATTAATGTTATCCTTTAAGAAGACTTGAAGCTCTCTC -ATTTTCTAGTTTTAAGACCTTCTACTTTTGATATACCTGTTTTCTTTTGGGTCAAACCCTCGACCTATTA -GTATCAGTCAGCTTAACACATTACTATGCTTACACTCCTGACCTATCAACCATGTAGTCTACATGGGGTC -TTACCTATTGCTAGTGGGATATCTCATCTTGAGGTGGGTTTCACGCTTAGATGCCTTCAGCGTTTATCCC -TGCCGAACTTGGCTACCCAGCTGTGCCATTGGTATGACAACTGGTGCACTAGAGGTTCGTCCATCCCGGT -CCTCTCGTACTAAGGACAGATCCTCTCAAATATCCTGCGCCCGCGACAGATAGGGACCGAACTGTCTCAC -GACGTTCTGAACCCAGCTCGCGTACCGCTTTAATTGGCGAACAGCCAAACCCTTGGAACCTGCTACAGCT -CCAGGATGCGATGAGCCGACATCGAGGTGCCAAACCTCCCCGTCGATGTGGACTCTTGGGGGAGATAAGC -CTGTTATCCCCAGGGTAGCTTTTATCCGTTGAGCGATGGCAATTCCACTTTCATACCACCGGATCACTAA -GCCCTACTTTCGTACCTGCTCGAGGTGTTTCTCTCGCAGTCAGGCTACCTTATGCCTTTGCACTCGTTGT -GCGATTTCCAACCGCACTGAGGTAACCTTTGGACGCCTCCGTTACTCTTTGGGAGGCGACCGCCCCAGTC -AAACTGCCCACCTGACAGTGTCCCTAAACCAGCTTATGGTCTCAGGTTAGAGTTCCAGTACTTTTAGAGT -GGTATCCCAACGGCGACTCCATAATGGCTGGCGCCACTACTTCTCAGTCTCCCACCTATCCTGTACAAAA -AATACCGAAACCCAATATCAAGCTACAGTGAAGCTCCATGGGGTCTTTCCGTCTAGTCGCGGGTAACTTG -CATCTTCACAAGTACTACAATTTCGCCGGGTACGTTGTTGAGACAGTGCCCAAGTCATTACGCCATTCGT -GCGGGTCAGAACTTACCTGACAAGGAATTTCGCTACCTTAGGACCGTTATAGTTACGGCCGCCGTTTACT -GGGGCTTAAGTTCATGCCTTCGATTTCTCTAAGCAATTCCCGTAACCTTCCAGCACCGGGCAGGCGTCAG -CCCCTATACTTCATCTTTCGATTTAGCAGAGACCTATGTTTTTGATAAACAGTTGCTTGGGCCTATTCTC -TGCGGCCTCAATTGCTTGAGGCACCCCTTTTCGCTAACTTACGGGGTCAATTTGCCGAGTTCCTTAACAA -CGCTTCTCCCGCTCGTCTTAGGATTCTCTCCTCACCTACCTGTGTCGGTTTGCGGTACTGGTACCTTTAA -TCTGGATAGTGGGTTTTCTCGTCAGTGTGGAATCTGTCACTTCGGTACTTGTTTTCCCTCCGCATCACGT -CTTCGAATCATCCGGCGGATTTGCCTACCGGACTTTCTACCTCGCTTGCACGATCTTTTCCAGCTGATCG -CTTGACTTATCCTCCTGCGTCACCACCTCTCTCATAACGATTAACGGTAGTACAGGAATTTCAACCTGTT -GTCCATCACTTACGCCTTTCGGCCTCAGCTTAGGTCCAGACTTACCCTGGGCGGACGAACCTTCCCCAGG -AAACCTTAGGTTTTCGACGGTAAAGATTCTCACTTTACTTTCGCTACTTATTCCGGCATTCTCACTACTG -CTTCGTCCACAAGTCCTTTCGATCTTGCTTCTACCTACAACAGTAAGCTCCCCTACCACCCTCGTGTGCT -CCATGCTATATCTCGTACACATTTAGCTGAGAGTAATTTGACGAAAAACCTTGAATGATTCCTTGCGGAT -GTTTTTTCGTGAAATTACCTTTTTGCTTTCTTTACTAGATATACCATGGAACACACGCTGATCCATAGCT -TCGGTACACAGTTTAGCCCCGGTAATTTTCGGCGCAGGCTCACTCGACTAGTGAGCTATTACGCACTCTT -TGAATGAGTGGCTGCTTCTAAGCCAACATCCTAGTTGTCTTAGCAAACCCACATCCTTTCCCACTTAACT -GTGATTTTGGGACCTTAGCTGATGGTCTGGGCTGTTTCCCTTTTGACTATGGGACTTATCTCTCATAGTC -TGACTCCCAAGTAACATCATTACGGCATTCGGAGTTTGATAGGGTTCGGTAACCCGGTAAGGCCCCTAGC -CCATTCAGTGCTCTACCTCCGTTTGATTTTCCCTTGAGGCTAGCCCTAAAGCTATTTCGGGGAGAACCAG -CTATCTCCGAGTTCGATTGGAATTTCTCCGCCACCCACAGCTCATCCCAGACCTTTTCAACGGTCATGTG -GTTCGGTCCTCCACGGGATTTTACTCCCGCTTCAACCTGTCCATGGGTAGGTCACCCGGTTTCGGGTCTA -TAGCATGCAACTTATTCGCGCGGTTAACACTCGGTTTCCCTTCGGCTCCGTACCTCTAGTACTTAACCTT -GCTGCATACAATAACTCGCCGGACCGTTCTACAAAAAGTACGCTGTCGAGCTTTAACGCTCTTCAACTGC -TTGTAAACATAGGGTTTCAGGTTCTCTTTCACTCCCCTCCCGGGGTTCTTTTCACCTTTCCCTCACGGTA -CTGCTTCACTATCGGTCACCAGTTAGTATTTAGCCTTGGATGGTGGTCCACCCTGTTTCCCACGAGGTTT -CACGTGCCTCGTGGTACTCTGGATTCTGGCCTGTCTTTTCTCATTTCGCTTACGGGACTTTTACCCTCTA -TGGTCTCAGCTTTCCAGCTGCTCATTCTGCTATGAGATCAGAATCATTATGCCAGTCCTCAACCCCAAAG -GATATTGCTATCTTTTGGTTTGGGCTCTTCCGCTTTCGCTCGCCACTACTTACGGAATCTCTTTTGATTT -CTACTCCTGTTGGTACTTAGATGTTTCAGTTCCCAACGTATGCCCTCGTTACACTATGGATTCATGTAAC -GATGACCGAGTGCTTAACTCGGCCGGGTTCCCCCATTCGGATATCTACGGGTCGATGGCTATTTGCGCCT -CTCCGTAGCTTTTCGCAGCTTGTCGCGTCCTTCATCGCCTTCTGGTGCCAAGGCATTCACCCTATGCTCT -TAGTAGCTTGACCTCTCAAAAGTTATATATACGTCGCATTACTGTGTCAGTCTTCCCTCCTGTGCTGCTC -ATTTACCACCGTAAACTCCGCTGCTCGTCGGTCGCCTTCCTTGTACTGCTCGTATCTATTCCTTTTGTAT -TCGAATTATCTTCGATTGTTCAGATTCTCAATGTCAATTACATAGTAATTGATTTAAAGTGATTGTCTTA -ACCTATCAATGAGTTAGTTTCCTAAGAGTTGCATGTTCCAACGTAAACTGCTTTACGTGTTTCAAAGGAT -TTCTCCTTTTCACATGTTACCCTTATTACTTCTACGGAAATACATACTTTCATATATATTTCTATGTCTT -CTCATCTTCTTAAAACGTATTTCAAATAAAAATTTGAAACGCATTCTTTGAATAACATTATTCAGTTCTC -AAGGTACAAACCTCGCAGCTGTTTGTGTTGCCACACTGACTGCGGAGTTACTATTATACCAGGTTCAATT -GACAAGTCAACTGGTATTTTTTAGACTTTAAAAAAGCCTTGGTGGAGATAATGAGAATCGAACTCATGAC -CCCCTGCTTGCAAGGCAGGTGCTCTCCCAGCTGAGCTATACCCCCATAAAATCAAAGTCCATTTTCATGG -GCTTTGAAAACTAAACAGTGATTGTAAAGAAACTCTAAGATAATGTTTTTATGTTCGGCGAGCTTTGCTC -AAGCCTTACTAACATTATCCTCGACCTAAAGATTACGATTCATCTCAGATTTCTCTGCATGAATCCTGTC -TCCTTAGAAAGGAGGTGATCCAGCCGCACCTTCCGATACGGCTACCTTGTTACGACTTCACCCCAATCAT -CGGCCCCACCTTCGGCGACGTCCTCCTTGCGGTTAGACTATCGACTTCGGGTGTTGCAGACTCTCATGGT -GTGACGGGCGGTGTGTACAAGGCCCGGGAACGTATTCACGGCAGTATGCTGACCTGCCATTACTAGCAAT -TCCGACTTCATGTGGGCGGGTTGCAGCCCACAATCTGAACTGGGACTATTTTTGGGGATTTGCTCCACTT -TGCAGCTTAGCTTCCCTCTGTTATAGCCATTGTAGTACGTGTGTAGCCCAAGACATAAGGGGCATGATGA -TTTGACGTCGTCCCCACCTTCCTCCGATTTGTCACCGGCAGTCTCGCTAGAGTGATCATCTTAATGTTAT -CAACTAGCAACAGGGGTTGCGCTCGTTGCGGGACTTAACCCAACATCTCACGACACGAGCTGACGACAAC -CATGCACCACCTGTATAGCAGTCCCGAAGGACTACGACATCTCTGCCGTATTCCGCTATATGTCAAGCCT -TGGTAAGGTTCTTCGCGTTGCTTCGAATTAAACCACATACTCCACTGCTTGTGCGGGCCCCCGTCAATTC -CTTTGAGTTTCAACCTTGCGGCCGTACTCCCCAGGTGGGATACTTATTGTGTTAACTCCGGCACAGAAGG -GGTCGATACCTCCTACACCTAGTATCCATCGTTTACAGCGTGGACTACCAGGGTATCTAATCCTGTTTGC -TCCCCACGCTTTCGCGCCTCAGCGTCAGTTACCGTCCAGAAAGCCGCCTTCGCCACTGGTGTTCCTCCTA -ATATCTACGCATTTCACCGCTACACTAGGAATTCCGCTTTCCTCTCCGGCACTCAAGAAACATAGTTTCA -GATGCAGCTCCAGGGTTAAGCCCTGGGATTTCACATCTGACTTACATTCCCGCCTACACGCCCTTTACAC -CCAGTAATTCCGGACAACGCTTGCCACCTACGTATTACCGCGGCTGCTGGCACGTAGTTAGCCGTGGCTT -ATTCTTCAGGTACCGTCATTTTTTTCGTCCCTGACTAAAGAAGTTTACAATCCGAAAACCTTCATCCTTC -ACGCGGCGTTGCTGCATCAGGGTTTCCCCCATTGTGCAATATTCCCCACTGCTGCCTCCCGTAGGAGTCT -GGGCCGTGTCTCAGTCCCAATGTGGCCGATCAACCTCTCAGTTCGGCTACCAATCGTCGCCTTGGTGATC -CGTTACATCACCAACTAGCTAATTGGACGCGGGCCCATCTGTCACCGGATTACTCCTTTGACAACAAAGA -AATGCTTCTTCGTTGTGTTATGCGGTATTAGCACAAGTTTCCCTGTGTTATCCCCCTGTAACAGGCAGGT -TGCCCACGCGTTACTCACCCGTCCGCCGCTAAGTTACCTTCAGCACTGAACATTCTCTTCTACTATTATG -TGTTGACACTTTGATAAAACGCGTGATGCAAAAACTTCAACTAAATAATTCATTAAGGTTGTTTTTGCAT -GACGCTGTCGGTCAGCATCATATCCAAGAATACTCAGTGCTAAAGGTAACTCCGCTCGACTTGCATGTGT -TAGGCACGCCGCCAGCGTTCGTCCTGAGCCAGGATCAAACTCTCAAATTAAAATTTATATGTTTCGCAGA -TAATTCTGCTACACAATTAACTTATTTGATAAGCTTGTTAGCTCATTAAAATTGCTGACTTTTTTCTAGT -TCTTGTTTCCAAAAACCAGGTTGTAAAGTTCGCAAGTTACTCAATTTTGAAATCGTTTTACGATTTCGGA -ATTTTTCGAGTTCCTTTACATGTTTATCACTGTTTACTTTTCAAAGTCCATATTAAATTGATATATACTT -CGCATTACTTCGTCAGATTTCTTCTCTGCACTACTCGTTTACCATAGTAAACTCCGTTGCTCGGAAATTC -ATCTTCCTTGTACGGCTCGCATCTATCAATTTGAGCCTTGCATGCACTGATATAACTGCTTTGCAAGGCA -TTTGCTGTCTGCTTTAACGCAATCAGCTTTCTTATAATACCACGCTGACAAGCCTTTGTCAACACTTGAT -TTTAAGAAATTATTTCCGGCAATCAAAGTACATTTGTTTAGGTACTTTTAGTGTATCTCCGGCGACAGCT -ATGCTAGTATACCATCATTATTATTGATTTTTCAAGTGTTTTTTATTCTCCTTATCAGCATTTTGTGGGT -TTATTCTAATTTAGAGAATTTATTCTCCTGTATTTTTTATCATTCTCAATAATTCTGTAATTTTCATGCA -GTTCATTTCTCTTCTAATATTACAGTAAAATCATTGTTTAAATAACCTTTTAGTATTGAAACAGTCCAAT -AACCGCCATACTTTTCTGTTAATAACCCTTTTACTTTATCAGGGTCGAAGTAAAAGTATTTATCCTCTCT -GTCAGGAGACTTATCCCAAAGTAGGTTAAAAGCTATCGTCCCGTTGGACAACTGTTGAAAAACATTTAAT -GCGTCAATGAGAAACTCTTTATTGTTTCCTAAATTAAGATTAAATATCCCGGATGAAAATATCACATCGA -CTGACTTATCTTGGAATGGGTTGTTCTTGAATAAATCCATACAAATGAACTTGCCCTTTAGCTTTTTCTC -AGTTGCAATATTGACCATATGGGGCAGAATATCTACCCCTGTATACTCAAACGCCGTAAATCTCTTACTT -ATATATTCCAGTAAATTTCCCGTTCCACAGCCCACATCAAGTATTCTTTTGTTATTAAGATCAATCCGGC -CGACTAATTCTCTAAATCTCATCTCCTGGGCAGTCTTATTTTCCCACCCCTGTATGTAGTAGTCCGGATA -TCCCTCTAAATAATTATCCTCATAATATTTTTTTATTCTACTCATATGGCTCATAGTTAAGCACCTTCCC -AAATACAAAAATTACTACCTATTTACTACATTTACAGGATTCTTTTCTATAAAGGCTATGATGTTACTTA -TTAATGTATTCATAAGTCGGTTCCTGGCTTCTTTAGGAGCCCATGCAAAATGCGGTGTAATTATACAGTT -TTTTGCACTAAGCAGTGGATTATCCACTTGTATAGGCTCTACAGACACTACATCTGTTCCCAGTCCGGCA -AGTCTTCCGGTATTTAAAGCCTCTGCCACATTTTGCTCGTTTATAACAGGACCTCTTGACGTATTTATCA -GAAATGCCCCTTCCTTCATTTTAGATATTGCCTTCTTATTTATTAATCCTTTTGTCTCTTCAGTGAGCGG -ACAATGCAAACTAATAAAATCTGACTTTGCTAGCACGTCATCAAAGGGTGCGAATTTTATATTTTCATTT -TCATAGTCGGGTTTTTGAGTCCTGCTATAACATAATACCTCCATACCAAAAGCACACGCTATTTGAGCTA -CTTTTTGACCTATTGCACCAAATCCGATTATACCTAGTGTTTTATTCTTTATTTCTATAAGAGGATAATC -CCAGAATGAAAAATCATGACTTTTTGTCCATTTTCCTTCATGGACAACCCTGCTGTGTTCTCCTACATGG -TGGCAAAATTCCAATATAAATGCAAATACCAGTTGTGCTACGGAATCGGTACTGTAGGCTGGTACATTTG -TGACAACTATGCCAATTTCTTTTGCATATTCAGTATCTACTACATTATATCCCGTTGCCATAACACCAAT -ATATTTAACCGATGGTGTTTTCTCTAATATATCCTTTGTAAGATTTACTTTGTTTGTAAGAACTATTTCT -GCATTATCTATTCTTTCAATTATTTTTTCGGCAGGTGTTCTGTCGTATACCACCAACTCCCCAAGCTGTC -CCATTGCATCCCAGGATATGTCTCCCGGATTCAGTGTATATCCGTCTAATACAACTATCTTCATGATTAC -CTCCAGTTAATAAACTTATTAAGTATTAACCCCTGACCAGAGGGTATTTATACAATTATAATTCATATAA -ATTGCCAGTTCCAGACCATTGCAATAAAAATAAAGGAACTTCCTATCCTTATAGTGCATGACAAGACTTT -CACCAGTTTACTGGAGCCTTTTTCAGATTTCCCCTCACTATGAGCACTATTGCCTTTGGCTATGTGCTCA -CATTATCAGCCTGCACTCGGAACTTTGTACCGACCAAAAAAGGGAGTACAAAACTACTCTTTAAGTAGTT -TTGCACTCCCTTTTTGTATTTTAGTTACTATTTAAATTTCGGAAGCCAACTGCCATGTGCCTCTATTAGT -TCATCAACCATTTTCACTATGTTATCAAGAGTCATTTCAGCACTAGTGTGCGGATCCAGCATTGCTGCAT -GGTAAATGTGCTCCTTCTTTCTAGTGGCTGCTGCTTCAATAGTTAAAAGCTGGACGTTGATGTTAGTCAT -ATTCATTGCTGCCAATTGTACAGGCAACCGCCCCACTCTACATGGATTAATCCCCATTCCATCAACCATA -CAAGGTATTTCAACACACGCCTCGTGTGGAAGGTTCTCAATAAGACCACCTTTATTAATAACGTTTCCGC -CTATTTTGAAGGGCTTATTGGTAACAATAGCTTCCATAATATAGGATGCATACTCATTTGATCTCTCATG -AGTGAGGTATTCGTTATTCATTAATTCATCCCTGCGTTTATTCCATTCTTGAATCTGTTCTATGCATCTC -CTCGGATATTCATCAAGAGGTATGTTAAACTTATCTATAAGTTCAGGATATGAGGATTTGATAAAAAAGG -GATTGTATTCAGCGTTGTGTTCACTTGATTCAGTGCAGTAATACCCCAGTTTATCTATATACTCATATCT -CACCATGTCACTATGCTTTTCATTTTGATTCTTTTCTTTTGCACGCCTTCTAATCTCAGGGTAAAGGTCA -TTACCGTTCTTATCGCATATCTCCAGCAGCCATCCCATATGGTTTATACCTGCTATCAATTCCTTTCTTC -CTTCCAATCGGTCTTCCATGCCCAGGGACTTCATCAAATCCTGTGAGCAAACTTGTACACTGTGGCATAG -TCCTATTGTTTTTACACCGGTAAATCTCTGCATATATCCGGTCAACATAGCCATAGGATTTGTATAATTC -AGGAACCATGCATTAGGACAAACTTCTTCAATATCCCTTGCAAAGTCCTCCAAAACCGGTATTGTCCTAA -GTGTACGCATTATTCCACCGATTCCTAATGTATCTGCTATTGTTTGTCTTAATCCATACTTTTTGGGAAT -CTCAAAATCAATAATCGTACAAGGGTCATATCCTCCCACTTGAATTGCATTTACAATAAAATCAGCGTTT -CGGAGGGCTTCCTTTCTGTTTTCGACCCCTAGATAGGTTTTTATTTTAGCCCTTCCCCCGTTTATATTTC -TATTTATCGCTTCCAGCATTATTTGAGACTCCTTGAGTCTATCACCTGCGATGTCATACAGCCTTATCTC -ACAGTCTGCCAGAGCTTCCGAACACATGCTGTCACCCAGTACATTTTTTGCAAATACAGTACTACCGGCT -CCCATAAATGTTATTTTGACCATTTTTTTACCCTCCATGCTATTTTCATTCTATCTATAGGATATCAGAA -ATAGGCAAATCGAGAATTGAATAATGTAACTTATATTTGTTATAATGTAACTATTGAGTAATTTACGTAT -ATAAATATTTAGTAATATTTGAAAGGATGAATTTATTTGGAAAATAACCTCTATGATCTTGCAGTTAAAA -GAAGAAGTATCAGAAAATTTAAAGAAACACCCATTCCCCATGAGGATATTGAATATTTTATTTCTTGTGC -TGTTAACGCCCCAAGCGGGTGTAACAGTCAGTGCTGGCACTTTGTTGCAGTGGAAGACAAAACTTTGATT -GAGCGACTTGCTGAGGAAACTGCAAAAGGTGCCAGGGAATTCTATGGGACAGGGTTTCCAGAAGCAACTG -AAGAATTCCTTATTTCCAGAGAAAAAGCTACCAGTTTTTTCAGAAATGCTCCTCTGGTTATATTTGTATT -TCTTGACAGGATGGATTATTATGACGAAAGAGTTTCCAAGGCCTTTTCTGCAAAAGGTTTCTCAAAAAGG -CAAATGCTTGATACCCTTGCATATCCCGATATTTTGTCAATAGGCGCTACTGTCCAAAATATGCTTCTTG -CCATAGCCGAAAAAGGTTACGGGGCCTGCTGGATGAACGACCCTGTAATCGGAGAAAACCGGATTAAAAA -CCTCTTACAGGTCAGGAACGATTTGAGGCTTATCAGCGTTGTTCCTATTGGTATTCCCAATTATGTACCT -CGAGAGAAAAAACTCAAAAATATGAGTGAAGTTATTGAATATAGATAAACATGACAAGGGGTCGTTTTAA -TGCACAATATTCCTTTATTAAATAAAGGCTTTGAAGAGGTCAACCCGTTGATTTGCGGGTGGCAATCGTG -TGATAAGGGACATTTCTTCGGGCCTGCTTCACGTGAATATTACCTGATTCATTATGTTGTTTCCGGAAGT -GGTGTTTTCGAGAGAGCCGGGAAACGCTATCCTTTATCCAAAGACTGTCTGTTTCTGATAAGGCCTTATG -AATTAACCTTCTACAAAGCAGACAAAGAAAACCCTTGGGAATATATATGGATTGGGTTTGACGGAAGTTT -AGTTCCTGATTTGCTGAAAAACAGCGGGTTTTCAGATGATATTTGTACAATGCATATACCTTCTCTGAGC -ACTACTTTTTTAAGTATGAAGGAAGTCGAAAACTTACAGCACTCTTCAGAAATATTTTTATGCGGTAAGA -TCTTTGAGATGTTTTCATACTTGTCAGAGGAGTTCAGTCCTACACCTAAAGGGTCAACTACGAGTGTTTA -CTGCAAACGTGCCAAGGATTATATTATGTCAAATTATGCTAATCACATATCCGTAGAAAGTATCGCCAAC -ATGCTTGGAATCGATAGAAGATATTTGTGCAGAATATTTTATAAGTACACCGGGAGCACACCCCAGAATT -TTATTGTTAACTATAGGCTTGAAAAGGCTGCGTTTCTTCTTTCAAAGCACGGCTACACAGTAGCGGAGGC -AGGAAGAAGTACAGGGTATGATGATATCTATAATTTTTCCAAAATGTTTAAGAAAAAATATGGGGTACCA -CCATCACGATATAAGAATGATTCATAAGATACACCTGATTGCGTTTTTTCACACTTTCAGTTTCGCCATT -GCTAATACAGCTTTAAAAGGTCTGATAATAAAACCCCCTTGAACAAAAGCGTCCAAGGGGTTTTTGATTT -TATTTTTCAATCTTATTTTGTTTCGAGGATATACTGGTTTAACAAAGCTTCCAGCATTTCCTGACGTCCA -GACTTGTTCTGAATCTTTGCAGTAAGTGCATATTGCTCCAATTCCTTAAAGCCAACTTTTCCTTCAACAA -TATCTTTTCCGATACCATTTGTGTAGCTTGAGTATCTGTCAGCAACAAATGCATCAAACTTACCGTCCTC -AACGATCTTATTTGCTATGATAAGACCCTTTGCAAAAGTATCCATACCTGCAATATGTCCATAGAACAAG -TCTGATGGTTCGAATGATCCTCTTCTAACTTTTGAGTCGAAGTTCAAACCTCCCTTTTTCAATCCGCCGG -CCTTTAATACTTCCACCATTGCTAGTGTTGCATCATATAGGTTCGTTGGGAATTGGTCTGTATCCCATCC -GAGCATTACATCACCTTGGTTAGCATCAATACTTCCAAGCATGTCGTTGATTCTGCACATAGCAAGCTCA -TGTTGGAATGTGTGTCCTGCTAATGTAGCATGGTTAGCTTCGATATTCATCTTGAAGTATGGGTCTAATC -CATATGTCTTCAGGAAGCCGATAACTGTAGCTGTATCAAAATCATATTGGTGCTTAGTTGGTTCTTTTGG -CTTTGGTTCGATTAGGAATTGTCCGTCAAAACCGATTTCCTTAGCATAGTCAACAGCCATCTTCAAGAAT -CTTGCTAAATTATCAAGTTCCAGCTTCATGTCTGTATTCAAGAGAGTTTCATAACCTTCTCTACCACCCC -AGAATACATAGTTTTCTCCGCCTAATTCCTTTGTGATTTCCATTGCCTTTTTAACCTGAGCTGCTGCATA -CGCAAATATGTCAGCGTTTGGCGAAGTTGATGCACCATGCATAAATCTTGGGTTTCCGAAAGCATTTGTA -GTTCCCCATAATAACTTTACCGGACTGGATTTCATTCTATCTTTAATTACTGAAACTATTGTATCAAGGT -TTTTATTTGTTTCAGCGAGTGTGTCGCCTTCAGGAGCAATATCCCTGTCATGGAAAGCGAAGAAAGGTGC -TCCCAGCTTTTCAATGAATTCAAAGTTTGCTTCAACTTTGTATTTTGCAATTTCCAGAGGATCGGACATT -GTATTCCAAGGTCTTACATATGATCCTGCACCGAACATGTCAGCACCTGGTGCTGCAAAAGTATGCCAGT -AGGCAACTGCGAATCTCAGATGTTCTTCCATTGTCTTTCCGCCGATAACTGCCTTAGGGTCATAGTACTT -AAAAGCTAATGGATTATCTGACCCGCTTCCTTCAAATTTAATGTTTGAAATACCGCTAAATACTTCTGAC -ATATTAAAATCCCTCCATTTTTTATTTTTTTGTTTTCTAAAACATTTTCACATATAGCAAGCTCTATAAC -CTGTAGCCAAAGAGCTTTTTTACTGGTATTATTGCTGCACCTAAAGCCGAGGTGTCTTCTCCAATTTTTG -ATACAACCACTTGTACTCTGGACGCAGGGTATTTCAGTGCCTTGGCAGATGCAATACTTTTCAGATGGTC -TACAATATCTTCTGAAAACTTGGCCAGTTCTTTTCCAAGAACTATCTTGGAAGGGTTAACAGTATTTATA -AGGTTTGCTATCGCAAGCCCTAGATATCCTGCTGCCTCTACCAGAATTACTCTCGCTGACTCATTTCCTT -CTCGTGCCAGTCTGAAAATTTCATCCACCGTAATAGCTTCAATATCCTCAAAATCTGTTATCAAGCCTTG -CCTGACTAATTTTTGTGCCTTTTCAACCATTGACCTTGCTGAAACCAATGCTTCAAGACAGCCGTAGTTG -CCGCAGGCACATCTGGGTCCGTTTTGATCAACCGTTATATGGCCTATCTCCCCTGCACTTCCGCAGCAGC -CTCTGTAAAGATTCCCAGCTGCAAATATACTGGAGCCTATACCTGACTTCATATTTATGCAAACAAAATC -TCTTTCATCCATACAGCACCCTATCCAGTTCTCACACAATGCAGAACACATGGCCTCATTATCAACATAT -ATAGGAAAATCTCCTATTCTGTCCATCATGTGTTCCAGATTCACGCGTTCCCAACCAAGATTCGGTGCGA -ATATTATCTCATGTGTAAGGTTATCAATCATTCCCGGAACCGATACCCCTACACCAAGCAATCTGTCATG -TTCAATATTGTGGATTTTTATTATTTCACTTATCTTTTCTTCCATAAGCCTTATGGACTCAGATGCGGCC -CGGGCGAAATCACAGGATATCCTATCCTTGAATTCAACCTGCCCGGTAATATCCATTAAAATAAAACGTA -TATAATCAATGTCAATGTCCACGCCTATAGAAAAATAGCTTCCCGGGGTTAATTCATACAGTATTGGCCT -CCTGCCGCCCTTTGACGTTCCTATCCCTGCTTCACGAATATACCCTTTGTCAAGCAGATTTGTGACTATT -GTTCCACATGCAGTAGGTGAAAGTCCGGTTATTTGTGCAAGTCCAGCTTTTGAAACCTGCTTGTTTATTC -TTATTAATTCAAGTAATGATGTCTCATTAATCTCTTTTAATAGCTTATTATTTCCGGCTTTACCCATCCT -CATAAACCAACCCCCATATAATGTCAAATTTATACAGAACTATCTGTATAAAGCTTATTTCAATATTGTG -CTGAGCTGGTTAAAATCATCCTTTAATGATTTATAAAGCTTTGTATAAAGCTTATAGAAATCGTCATATT -TCTTTATTCTGTCTTCAACAGGAGCAAGAGTGTCCTTAACCTTTATAACCTCTTCACAAGCTTGCGGAAC -ACTGTCATATATACCTGCACCAACTCCCGCAAGTATTGCTACACCCAAAGCCGGACCTTCATCAGAACGG -ATACGGTTTATATTGGTTCCGAATACATCAGCCTGCATTTGTCTCCAGATTCCACTCTTTCCGCCACCAC -CTGAGGCTCTTACCTCTGAAACATCTACGCCCATTCCTTTAATAATTTCAAGACAGTCCCTCAAACTGAA -AGTAACACCCTCCATTATTGAACGGATGAAATGTGGTTTTGTGTGTTTCGCAGTAAGACCGAAAAATACA -CCCTTTGCATTCGGATCAAGGTGAGGAGTTCTTTCTCCCATTAAGTATGGAAGATAAACAAGACCGTCAC -TGCATGGTTTTATAGTTTCCGCTTCTGCGTCAAGTAGCTTATATACATCAATATCTGACAGCTCAGAGGT -CATCATTTCCTCCATGCAGAAGTTGTCTCTAAACCATTTGAGTGATAGTCCAGCACCTTGTGTAACACCC -ATTACATGGTAAGTATTAGGTACAGCATGGCAGAATGTATGAACTCTTCCAAGAGGGTCTATTGTAAGCT -TGTCTGTATAAGCAAAAACAACGCCTGATGTTCCGATTGTGGAAGATACTATACCCGACTTAACAATACC -GTTTCCAACCGCACCTGCTGCCTGATCTCCCCCACCGCCTACTACAATTGTTCCTGCATTTAATCCTGTC -TGATCCGCTGCTGAAGAAGTAACCTTTCCGGTAACTTCCTGAGATTCGTACATTTTACCGAGCATTGAAG -TGGATAATCCCAATTTATCAAGAACTTCGATACTCCACTCTCTTTTAGCAATATTCATTAGCTGCATACC -GCTGGCATCAGAAACCTCAGTAGCATATTCACCAGTCAACCTGAATCTGATATAGTCTTTTGGTAACAAT -ATTTTAGCTATTTTTTCAAATATCTGTGGTTCATTATTTTTTACCCACATAATTTTTGAAGCAGTAAATC -CTGTAAGTGCCGGGTTTGCAGTAATTTCTATCAATCTTTCCCTGCCGATGAGGTCGGTAATCTCATCACA -TTCAGCAGCACTTCTCTGGTCACACCAAATTATTGCGTTCCTTAATACTTTGTCATCCTTATCCAGTAAA -ACAGCACCATGCATCTGTCCTGACAATCCTATGCCCTTCACCTCTCGTTTATCAACGCCACTTTTTAACA -TGACATTATTTATACTTTCGCATGTGCCCTTCCACCATTCTTCAGGATCCTGTTCAGCCCATCCAAGATT -CGGCTGATAAAGAGGATATTCAACTGTAGAGCTTGCGACAGGCTTTCCAGCCTCGTCAAATAATACTGTT -TTTACACCTGATGTTCCTAGATCAATACCAATAAGAAAAGACAATATATAGTCCCCCTCTCCAAAGTATA -CTTTATAATATTATATTATAAAGTATACCAAGCTTATGATAGTTTTGTCAAAATATATTTCGGTTTTACA -ACTTAGTTTTTGTACAAACTTTATAAAGAATATACTCTAGGTGTTCATATCTATGGTTTACTATTTTTTA -TTTAAAATACATAAATTAATTAACAAAACCTTATATGCGTTATGATAATTTGACCTTACTTTCAGATTTT -TTTACAACAAAAAAGGCAGAACAATAAGTTCTACCCCTATTTTAAACCTTACTTTAAACCTAATATAGTG -TTATTTCCAGCCTGTCAAATTTAATTTCCTCACCGAAGTGATCACTGTTGAAACTGGTTTTTCTATATAA -TCCGAAATCCGTGGTATTCTTTTTAAGCCAAATCGGAACTTCTATATCAAGCTGCTTGCAAACCTGAATT -AGACATTCCTCAAGTTGATCCCTGAAATCAGTGGATGGGCCATGGGGTTCAGCCCACGCCTCACTTATTA -ACTTACCCTGTTTAATTATTCTTCCATAAAGCTTCAATTTATTTTGATCCCCTTATAAATAGTTTTGCTT -TAATACTATTATACAGTAAACCAAAAAAAATGCAGCCAACTTTTTTAAATATTTGTAAAAAGAGTTATTT -TCAAATTACTATTTCATAAGTTTATGCTCTACAGAATCAACTAAGGCACGCCAACTAGCCTCAATAATGT -CGGTAGATACCCCTACCGTTGTCCAAACTTCCTGTCCGTCTGTGCTTTCTATCAAAACCCTAACCTTTGA -TGCGGTTGCAAAATTTGAATCAAGAACCCTAACCTTGTAATCGGTAAGCTTCATTTCAGCTATTTGGGGA -TAAAACCTCTCCAGAGCTTTTCTTAAGGCCTTATCAAGGGCATTTACAGGCCCTTCTCCTTCCGCCGCCG -TGATTTCTGTCTGCTCACCTACAACAATTTTTATCATTGCAGATGAATTTACACTATTTATAGTCGGTTC -ATTTACTATAACTTTAAATTCCTTTAATTCAAAGTATGATTTGTACTTGCCAAGCATCTTTCGGATAACA -AGCTCAAATGAGCTTTCCGCACCTTCATACTGGTAGCCCTCATACTCAAGTTCCTTCAACCTTTCAATTA -TCTTTTTGGTTTCTGGGGAATCCTTGGTTATAGTACTGTCTACCTTGTTTATAATGTTCATAACAGCACT -TCTGCCTGCTACTTCTGACATAAGAATAATTCTTTGATTTCCAACAACCTCCGGATTTACCATTTCATAT -GCAAAAGAATTCTTATTTACCGCATCAGTATGCATTCCTGCCTTGTGTGCAAATGCACAGCTTCCAACAA -AAGGAGCTCTTTCGTCATGTATTATGTTTGCAACCTCACTTACAAACCTTGCTGTAGGAGTCAGATAGGC -CATATTATCACTTGGTATGCACTGATATCCCATCCTAAGCTGAAGGTTGGGTATAATTGTACAAAGGTTA -GCATTTCCGCATCTTTCGCCAAATCCGTTTATAGTTCCCTGTATTTGTACTGCTCCAGCCTCAACTGCGG -AAATAGACCCCGCCACAGCCATCCCATTATCATTATGACAGTGGATTCCGATTGCACAATCCACCTCTTC -TCTGACTTTCTTTGTTACTCTCGCTATATAGGACGGCAAACCTGCTCCCTTTGTATCACAGAGGCATATG -GTATCCGCTCCTGCATTATATGCCCTCTTTAATGTCTCAATAGCATATTCGGGATTTGCATCGTAACCGT -CAAAAAAATGTTCTGCATCGTAAACAACAGTTTTTCCTTGTTCCTTTAAAAATTTGACGGTATCGTATAT -CATATCAAAATTTTCATCCAGAGTAGTTTTTAATATATCCGTAACCTGGAAATCCCAAGCCTTTCCGAAC -ACAGCTATTGCTTCGGTACCTGCACTTAGAAGAGACTGTATGTTCGCATCATCTTCTACTTTTATATTTG -CCCTTCTGGTTGAACCAAAGGCAATTATTTTAGAAGTCCTCAACTTTAATTTTAATACTTTTTCAAAAAA -CTCTAGGTCTTTCGGATTGGAACCGGGGTTTCCCGCCTCGATGTAATCAATTCCCAGTTCATCAAGCTTT -GAAACAATTTTGAGTTTATCCTCAACTGTAAATGATATTCCCAGTGCCTGAGCCCCATCTCTCAAAGTTG -AATCATACATAATTATTTTGTTATTTGACATATAATTTCTCCTTTCCTTTAAAGTTAACCTGTCTTCATT -GGAAATATCAGGTTTCTATAGGTGATTGCCTTTACAAAAATTCCTTATAGGTAAAAAAAGCAGCCCAGCA -AGGGGCTGCTTTTTACAAGCTCCCCTTACTGGCTAATTATGCTTTCTCCAATTTCACTTATTGATCTGTT -TATAGCATTCAAATATGCTTTAACACTGGCCTCAATGATGTCAGTACTGACACCCTTACCCATAAATATA -CTGTTATTATTCGATATTTTCACAGTTACCTCACCAAGTGCATCCTTTCCTTCCGTAACAGCCTTTATAC -GATAATGAACCAGTTCTGCATTAACTCCTGTAGCACGCTCTACTGCATTAAATGCAGCATCTACAGGGCC -GTCACCCGTTGCAGCCTCAGTTATGATTTCCTCATCTTTTCTAACACTAACTGTTGAGGTTGATATCATC -TTATTTCCGCTGTTTATCTGGAAGCTATCTATTACAAAAATCTCAGGAACTGCAATGTTTTCGTCTACTA -AGGCCTCTATATCCTTGTCAGTAACTACCTTTTTCTTGTCAGCCAAATCTTTAAACTTTGCAAAAGCAGT -TTTAACTTCTTCATCAGACAGAGAGTAACCCATTTCTTTTAGTCTATCCTCGAATGCATGACGTCCCGAA -AGCTTGCCCAGAACCATCCTGTTGGTGCCCATTCCCACTGATTCAGGAGTCATAATCTCGTAAGTTGTCT -TTTCAGAAAGTACACCGTGCTGATGTATTCCTGATTCATGTGCAAATGCATTTGCTCCCACGATTGCCTT -ATTGGGTTGTACGTTCACACCGGTAAGACTCGAAACAAGTCTGCTTGCTCTGTATATCTGGGTCGTATCA -ATCCTATGTGTTATATCATAATAGTCTTTTCTTGTATTTATACCCATTATTATTTCTTCTAACGCAGCAT -TTCCGGCCCTTTCGCCAAGACCGTTTATTGTACACTCTACCTGTACCGCACCGTTTTCAACTGCCGCAAG -GGAATTGGCAACGGCAAGCCCCAGATCGTTATGACAGTGAACGCTGATATCTGCCTTGTCAATGTTTGGT -ACATTATTTCTTATATTTCTTATGAGCCTTCCGAATTCCAGCGGAGTTGAATATCCCACTGTATCAGGAA -TATTTACCGTTGTAGCCCCTGCTTTGATAACAGCTTCAACCACACGGTACAAAAATTCCTCGCGGGTTCT -GCTGGCATCTTCTGCTGAAAATTCAACATTGGAGCAATATCCCTTTGCACGTTTTACCATGGAAACAGCT -CTTTCCAACACTTCTTCCTCTGTCATTTTCAGCTTGTATTTCATATGGATATCTGAAGTTGCAATGAATG -TGTGTATTCTGGGGCTTTCCGCATACTGCACTGCCTCCCATGCCCTGTCTATATCTTTTTCTACTGAACG -ACACAGACTTGCGATTGTAACCCCTTTCAGGTTCCTTGAAAGAGTCATTATTGATTCAAAGTCACCGGGG -GAGGCAATGGCAAACCCGCCTTCAATAACGTCTACACCCAGCCTTACCAGTTGTTTTGCTATTTCCAACT -TCTCCTGGAGATTAAGGTTAACACCCGGTGTTTGCTCTCCATCCCTTAATGTGGTATCAAATATCTTAAT -CGTTCTGGCCATAAGAATTCCCCCTAACATCCCATATTCATAAATGTCTAAAAAATAAATAAATTGATAT -TTACGAATTTGTTTGTGAATTAGTATAGTTGACAAAACTATACTAATTCATCAAATACAGTCGTTTTTAT -TTAATATATATAGTTAACCTTTTCTTCCTGTATTTTTATTTTTTCAACCAACTCATCATTTTTCTAAGCT -CTGCACCCACTGTCTCCAGCTGGTGTTCAGATTCATTTCTTCTCATTGAAATAAAGTTGGCTCTACCTGC -TGCCTTGTTTTCTATAATCCAGTTAGCTGCAAACTTACCGTCCTGAATCTCTTTAAGTACCTTTTTCATT -TCTTTTCTGGTTTCATCTGTGATTATTCTCTTACCTGTAACGTAATCGCCGTATTCAGCAGTATCACTAA -TGGAGTATCTCATTTCACCGAAACCGCCTTGATTAATAAGGTCTACAATCAGCTTCATTTCGTGTATACA -CTCAAAATACGCTATTTCCGGCTGATAGCCTGCTGCTACAAGTGTTTCAAACCCTGCCTTCATTAACTCG -GTAACACCGCCGCAAAGTACAGCCTGTTCCCCGAACAGGTCGGTTTCTGTCTCTTCTCTGAAGGTTGTTT -CAAGTATTCCTGCTCTTCCAGCTCCAATTCCTGAAGCGTATGCCAAAGCGTATTCCTTTGCTTTTCCAGA -AGCGTCCTTCTCAACCGCAATAAGTGCAGGAACACCCCTGCCTTCTTTGTACTGACTTCTAACTGTGTGT -CCCGGTCCTTTTGGGGCAACCATGATTACGTCCACATCTGCCGGAGGAACTATCTGTTTGAAGTTAATAT -TAAAACCATGAGCAAACATAAGAATGTTACCCGCTTCAAGATTCTGTGCTATGCTCTCTTCATACATAGC -CGCCTGTTTTTCATCGGGAACCAGTATCATTATGATATCAGCCATCTTCGCTGCTTCTGCGGTATCATAA -GCTTTCAGACCATCAGCCTCCACCTGCTTTCTTCTTGCGGATGATGGAGTAAGTCCTACTATAACGTTAA -CTCCGCTATCCTTTAGATTCTGTGCATGTGCATGCCCCTGACTTCCGTATCCTATAACCGCTACTGTTTT -TCCCTCCAGTAGTTTTAAGTTGCAGTCACTGTCATAATACATTTTTGCCATATTCTTAAACCTCCCATAT -TGTAATCATTGCAATCCTTTTAAATTGCATTGTTTTTTATTTTAATTCTCAGTCTTCCGTACTTCCCGCC -TTAATATACTTGTTTCCTCTTTCAATAGCAATTGTGCCTGTTCTTACGATTTCCTTTATTCCAAACTGCC -TGAGCATTTCCTCAAGAGCAGCGACTTTATCATTTGCACCTGATATTTCAACTGTTAATGTACTCTTTGA -TACATCTACAATTTTTGCTCTGAATATTTCAACTATCTGGACTATTTCAGACCTTGTAGAAGATGTAGCA -TTGACTTTTATTAATGCAAGCTCACGGCTGACGGATTCAGATTTTTCCAATGCCCTGATCTTAATTATGT -CGATGAGCTTGTTAAGCTGCTTGCTAACCTGTTCTACAGTATATTCATCCCCGTCAACTACAATAGTCAT -TCTTGAAACTTCAGGATTTTCAGTTACCCCTACTGCAAGGCTTTCAATATTGAAACCCCTCCTGCTGAAT -AAGCCTGCGACTCTGGACAATACTCCGGAGCGGTTTTCAACCAGTACAGAAAGTGTATGCTTTGCCATTT -TTAATTCCCCCTCTGCCTAAACCGTTTCTTCTTCAGGATCAATACTACATTCTAGCAGATATGCACTGTC -GTCAGCCAGAAATCTTTCTAATGCCTCACCTATCTGCGAATCACAGGTTATTCTTTCAGATTTGAATCCG -TAGGCTTCCGCAATTTTAACGAAATCCGGATTATCATCTAGAAATACCTGGGAATATCTTTTTCTGTATC -TGTTCTTCTGTATTTCACGTACCATCCCAAGCCTGTTGTTGTTGAGAATAAGAATTTTTACTCCCAACCT -ATTCTGCTTAATTGTACCCATCTCCGGCATTGACATCTGGAAACTTCCGTCACCGCCTATGACAACTACC -GTACTTTCAGGTCTGCCAATCTTGGCTCCAATTCCGGCAGGAAGTCCGTAACCCATGGTCCCTAAGCCGC -CTGAGGTAATAAACGAACCAGGTTTTCTTGCAATAAAATTGTTGGCGGCCCATATCTGGTTCTGTCCGAC -TTCCGTAACCATAATCGCATCTTCATCCAGTCTTTTTGAAAGTTCTGCTATGAGCTTCTTGGGATTGACA -TAACTATCTTGGGCTAAGCCGGTATTTTTGTTTTTATTCTTACTAACAGCCTGTCTCAGGCTATCAAGCC -ATTGTGAAGTATTACAGGCTTGAATAGAATTGTACAAATCCCCAAGAACCAATCCCGCGTCACCTACCAC -AGGTATCGTCGTACTTACATTTTTCCCTATCTCGGCAGGGTCAATGTCAATATGGATTATTTTCGCTTTT -TCAGCTATTTTCCCCGTGGTTCCTAAAGCACGGTCTCCCACCCTGGCCCCGATTATTATAAGAAGATCAG -CGTTATGTACCGCATAGTTGGCCGCATATACGCCATGAGAACCCAGCATTCCTAAATTTAAAGGATGGTC -TACCGATATTGAGCCAATACCCATCAGCGTCGTTACTACAGGTATTTCATATTTCTCTACCAACCTTGTC -ATTATTTCCGAGGCCTTTGAAGAGATAACTCCACCTCCTGCACATATCACAGGTCTTTGAGAGTTTGAGA -CGGCCTCCGCAATCTTTTTTATCTGTTGAGGATGACCTTTGTAATTCGGTTTGTACCCCCTAATGTCCAC -CACATTGGGATATCTGAAATCAAGTATATCCGTCTGTATGTCAACAGGTACGTCTATCAATACCGGTCCC -GGCCTGCCTGTAGAAGCTATATGAAAAGCCTCCTTGACTATTCTGGGTAAATCCCTGACGTCCTTCACAA -GATAGTTGTGCTTGCAGAAGGGTTCTGTAGCTCCTGTAATGTCCACCTCCTGAAACACATCCCTGCCGAT -AAGATCAAGGGAAACCTGTCCTGTAATGGCTACCATGGGAATTGAATCCGAATATGCGGTTGCAATCCCT -GTAATAAGGTTCGTCGCACCGGGACCCGAGGTTGCCACACACACACCTACTTTGTCTGTAACTCTGGAAT -ACCCGCTAGCAGCATGAGCTGCTCCTTGCTCGTTTCTTGTGAGTACATGGTTGATATCCGAATCCAGCAG -TGCATCGTAAAAGGGACAGATTGCCGCACCGGGATATCCAAAAATCGTATTGATGTTTTCCAACTCAAGT -GCTTTTACCAATGCCTGTGCTCCTGTTATTTTCAATGGCAATCCTCCTTTTTACTATAGTTCTATCTTCA -TATTAGTTATAAAAATCCCCCCATCTCTGCTTAACGCAGGGACGAGGGGATAAATCCACCGTGGTACCAC -CCTGATTTAATGCAGCCTATTAACTGCATCCTCAGTGAGCAGCCGGACCCGAGCCCGTACTGCATGGTTA -TATCGTAACTAACGCCGGCACTTAATCAAGTTGAATCTTTAGGCACCGGGCCTCCGGAATGAGTTATACA -TGCATCTATTGTACCGTCTTTCACCAACCGCCGGCTCTCTTTAACAACTCAATACATCTTGGTTTCCATC -ATAAGCTGTATATTTAGTTAATTTTTCTCTTGCAGAAGTTGTAAGTCTTGGTTTAGAAATAATTATAGCA -TCATATTGACAGAGCGTCAATAAAAGGCATTTAACGTTTTCTGACCAGTTTAGCTGGAGTTTTTAATGTT -TTATGTTGTTGGACCTAACATAGCTTATAAGCCTGTATATTCAAATAAATCAAAATCTGCCATATTACTG -CTGTCAAAACCATTGCTGCTGGTAAACATCCCTACATACGTCCCGACAAATCCTCCTGCTACATCGGTAC -TGAGAATTCTTCCGTCTACATTGACAGCCAGTTCAACCAATTCATTTTCATCTCCGCAATAAAAGCTGTA -ATCCTGACCGTAGGCTTGAACTACCATGTGAATCCGGGTATAAGTATTTTCCCTTTGGGCAACAATACTT -TCCTTACCGTCATTACATACAATCAACCTTACTACATCCTTCTCTCCTGATTTGGTACATTCAAACCTCA -TATGATAATTGTTACTCTGTATTAATAATATACCTGCAGCTTCATTTTCGTTGCCAGGTACAAATTCCAT -TACCGTTTTTGCCCGGAAATTAATGTGCTGCTGACGTCTCCCAATAAAACTCGGATTTTTCTGCTCTTTA -ATTTTAGGAGATTTCAGGTTAAGCCTCAAGTGCCCCGGCCTGTCAGTCAAGCTGTAAAAGTTTTCTCTGG -GAGTACGTATAAAATTCCATATAAAACTAAGCTTTTCATTGTCAAAGTGGTCACAAGCCGTTACTTCAAC -AGGATTATCCGGGGATAGTGCAGGTCTTTGGTATGAAAACTCTACTTTTCCGCTTAATGGGCTTACTACC -GGCCAACCATCTTCCCATTCTACAGGGATAAGAAATGTTTCACGGCCAAGGTTTCTATAATGCCCGCCAT -ACGGCCTTGATGCCAGTGCTACCATCCACCACTCACCGTTTTGGGTCTCAACCAAATCAGCGTGGCCTAC -ATTTGCAATAGGGTATTTTCTTCCTAAATGCCTATGAGTTATGATAGGATTCCCTATATAGCCTTCATAT -GGTCCTGTTATCTCCCTGCTTCTGGCTATAGTGACAGAATGGTGATAGTCAGTACCGCCCTCGGCAATCA -TTAGATAGTAGTATCCATTAATTTTATATATATGGGGTGCTTCCGACCAAATTGCATTCTTCAATGCACC -TCTCCACAAGCCATATCTTGGACCGGTAAGCTGCATCTTCCCGGTGTCAAGTTCCCTCATCCAGATTTCG -TTATCACCGTAATAGGTTCCATCAGGAGAATCATTTGTACCAGTAAAATACACCTTTCCATCATCATCGA -AGAAAAGTGACGGGTCTATACCAGGTGCATCAGCAATCCAATATGGGTCTGACCACGGTCCTTCAGGTTT -TTCCGATGTTATTATGAAATTACCTTTTTTCCCAACGTTGGTACATGCAATATAGAAGATGCCATTATTG -TATCTAATGGTTGGGGCATATAATCCCTGAGACTGTTCTAAACCATCTAGGTCAAGCTGGGAAGGTCTGT -CAAGGGCGTGTCCTATCTGCCTCCAGTTAACCAAATCTTTGCTATGGAATATAGGCAAGCCCGGAAAATA -TGTAAAGCTGGATGTAACAAGATAGTAATCATCCTCTACACGACATATGGATGGATCAGGATAAAACCCG -GGCAATATTGGATTACTGAAATAATTGGAATTTGTTTTTGTCATGTTTAACGCCTCCCTGTAGAAAATAT -TTAGTATATGAAATCCGGGAATGTATCATCCCCCGAATAGGGGCGATACATTCTAATAAGGATAGTTTAG -CACAATATTGAATGCATTTTTCATTTATTGTCCGATAATTTCGATAAACCGGTCTTTGGATATATAATTT -GTTTGCTCTATCAAAGTACCATTTTTGTAGAACCTTAAATAAGGCACATTTGGATTTCCAAACTGTTCCT -CCTTAAAGGTTTTAAATTCTTCAAAATAATCCGTAGTATTATACTCCAGTTCGTATATATCAATATCCAC -ATCCACATCCGCACTATCATAGAGCCATGTTTTCATAGCTTGCCACTGGGGACACCAATCCTGTGTTAAT -ACTATTAGTACGATTTCCTTTGAAGCTATCACACTCTTGTCAAATTCACCGTTCTTTACGGCATTTAAAG -CTTGTTCCTTCTGTATTGTTACTTTGTTTATCATAAGTTCCGTCCTTTGCCAAAGTTATTATTTAGGTTT -TTCTAAGCTGCTTAAAGAATTCTGTTAATATAGTTCCACATTCCTCAAACATTAATCCATATACTACATC -AACCCTATGATTAAACTGAGGAACTCTGAATAAATCTACCACAGAACCTGCGGAACCAGATTTTTTATCC -ATTGCCCCTATATAAAGTGTTTTTATTCTTGACTGGATTATAGCCCCCGCACACATAGGACATGGCTCCA -GAGTAACATACATATCACAGCCGTCCAGTTTCCAAGTTCCAATCTCCTTCGCTGCCTTTTTCAAAGCCTC -TATTTCAGCGTGGGATGTTACATCGAGTTTCTCTTCCCTCCGGTTACAGCCATAGGCAATAATCTCTCCA -TTCTTTACTATTACTGCTCCTACCGGGGATTCTCCATTTTTATATGCCTCTTTTGCCTGTTGAATTGCTG -CAAGCATAAATTGCTCATTTTTTGTATACATCCACATCCTCCATTAGTAGTATTGCATAATCAATAATAT -ATATTATAACTCCGCGATAAAAAATAGATATTTTATATAAAGTTACAATCAAATAAATTACTAAATTAAA -TATTTAAATAAGTCAGTACCCATAACTAAATTAAGAACATATTATGTTATCAGAATGTTAGCTTTTTCAA -AAGCTGTGTCAGATAAATACAAAAAGGAGATGTATACATGAAAAAAGCTTTAATTACAGGTATAACAGGC -CAGGATGGATCATATCTGTCTGAGTTTTTATTAGATAAAGGGTACGAAGTTCATGGGATTATGAGGAGAA -GCAGTAGCTTGAATACTCAAAGGATATCTCATCTTCTTGAAGATAAGGCCGGAGAAAATGCCCTAATTTC -CTTACACTTCGGGGATTTATCAGATTCCGTCAGTCTAAATAAACTTATTTATAAGATAGAACCTGATGAA -GTCTATAATTTGGGTGCCCAAAGTCATGTCCAAGTGTCCTTCGATGTTCCAGAGTATACGGGCGACGTCG -ATGGACTGGGAACTGTAAGGCTTTTGGAAAGTATTAGAGAAATTGACCCTTGTATCAAATTTTATCAGGC -TTCCTCCAGTGAATTATTCGGTAAGGTAAGAGAAATTCCCCAAAGTGAAACTACACCGTTTTATCCGAGA -AGTCCATATGGAGTATCTAAAATGTACTCATACTGGATTACAGTTAACTATAGGGAAGCATACGACCTTT -TTGCCTGTAATGGAATCCTTTTTAATCACGAGTCTCCAAGACGCGGAGAAAGCTTTGTAACCCGTAAGAT -AACCAAGGGAATAGCCGACATATTGAATGGAAAAACAGACAAAATTTATCTTGGTAACATAGATGCAAAG -AGGGACTGGGGTTTTGCAGGAGATTATGTAGAGGCAATGTGGCTGATGCTTCAGCAGAAAAAACCTGACG -ACTATGTTATAGCTACAGGTGAAACACATACCGTAAGAGAGTTCTGCAATCTAGCTTTTAAACATGTAGG -AATAACTCTGGAATGGCAAGGCTCAGGTGAGCAGGAAAAAGCCGTTGACAGTACTACGGGCAGAGAGCTT -ATTAATATCAGCAGTAAATTCTTCCGTCCTACAGAGGTAGATTTATTACTGGGTGACCCGACAAAAGCCA -AAAGCCAACTAAAATGGAAGCAGAAAGTCTCTTTTGAAGAGCTGGTTAAAATGATGGTTGAAAGTGATTT -AAAAGGTGGTTATAGCAAGATTTAGTGTTTATATGGGGAGATGAAATAATGAACAAGGAAAGTAAAATCT -TTGTAGCCGGGCATACCGGAATGGTTGGTTCTGCAATAGTAAGGCGGCTCCAGAAAAACGGGTATGAAAA -TATTATATGCAAAAGTCACAAGGAGCTTGACCTAACAGACCAATCCTCAACTGAGTATTTTTTTAGGGAT -GAAAAACCTGATTATGTTTTCCTAGCCGCTGCTAAGGTAGGGGGAATTCATGCAAATAACTCCTATCCTG -CAGACTTTATAATGGAAAATATGCTTATAGAATGTAACGTAATAAAAAGTTCATATAAAAACGGTGTGAA -AAAGCTCATGTTTTTAGGCAGTTCGTGTATATATCCTAAATTATGCCCCCAGCCTATTAAGGAGGAGTAT -CTTCTCACAGGTGAACTTGAGCCGACCAACGAGGCGTATGCCCTTGCTAAAATTTCAGGTATAAAAATGT -GCCAGTCCTATAATAAGCAATACCATACAATTTTTATTTCTGCAATGCCTGCAAGCCTCTACGGTGTTAA -TGACAGATTTGATATAAACAATTCTCATGTTATCCCTTCAATGATTATTAAGCTCCACGAGGCTAAAATC -AATAATAAACCCTATGTTGAGTTATGGGGCACCGGCAATCCTTTAAGAGAATTTCTTTACGTTGACGACA -TGGCAGATGCATGCCTGTACCTTATGCAGAACTATGAGGAAAATGAATTTGTGAATATCGGTTCAGGTAA -GGAAATTAGTATCCGTAAACTTGCCGAAACACTAAAACTTGTAATCGGATATAATGGGGAGCTTTTGTTT -GATACAACCAAGCCCGATGGTACACCAAGGCGTGTACTGGATAACACCAGAATATACAAGACTGGTTGGA -GGCCCCAGGTTGATATGGAAGAGGGTCTGCAAAGGGAGTATGAATACTATCTTAAGTATGTTGTTAGTTA -ATGGTGTTATTACATAAAGAATAAGGCAGTATCGACTGAGAACTGCCTTATTTTTTATACTACTCATTAT -TTTTTTCACTGAATAATTGCTGTAATACGTCCAGTTGTGCACTTATCAACGCTTCAGATTTTGTTTTAAA -AGAGTACAACTGACCCTTAATTTCATCCAGCTTTCCTTTTGCCTTTATGACTTCCAGATTGGCAGTTTCA -ATAATTTTTTTGGCACTTATTTCTGCCTCATCAGTTATATTTTTTGCCTTCTCACATGCATTTGTTTTTA -TTTGTTCACTTGTATGCTGTGCAACTATAATAGAATGCTGCAATGATTCCTCGAGTATTTTATAGTGCTG -AACTGTTTCATTAAGTATATCTATTTTGTTCTTTATTTCCTCGCTTTCCTTAGCCATACTTATGTAATCC -TCGCCGACCTGGGCTAGAATCGCATCAACCTGCTTCCTGCAATAACCATTAACCAGGGACTTTTTTATGC -ATAAGCATTTAAAATCTTCGGGAGTATAATACATATCGATCATCTCCTAAAATTACTCTCATCATAATAT -ATTCTTATGTGAGGAATATATTCTCTATATATTCTAACAACTGCAATATATAGACATTATATCCCTTCAC -AAGTACAAAAAATGTGTCTCTTTTGTGTCTCTTTATTCATTAAGAATTAGTACAAGAGCTTAATATTGGA -TTCAGGCCAATCCCTTAGCCTTAGAACTGTATTTGAAAGGTTGGAATATCCGTTTCCAATAAAAAAATCG -CATTTTGATGCTATATAAGTATCCTTTATTATTTCGATCGTGTCCTTTATAAGCTCAACCCCTTTGTGCC -GTTTATTGGGGTAGTTCAGCAGGGCAGTAGGAACACGCTCTTTGAGAGGTATCTTCTTACTGTCGGTATA -TATCAACATATCATTTTTGCTATACAATTTCCTATATTGTTTGAATACAGTATTTGAATCCGTTATCAGA -AACAAATGCCTTGCATTATACCTAACTATATACTGCCATATGTTTGGTTTGTAAAACTCGTTCAAGTCAT -ACAATTGAGCTACCTCATTTACTATAGCCTTCTCCCTTACATGAACCCCTAAAATAGGCCTCTCGTCTCT -GAAATTTGGATTTGTATTTAGGAATTTTTGGATTTCCTTGTTTATCGCGGGCTGTAGCTTGATGTAGTTG -TCAAACATGTATCTGTAAATCTGGTATGGAGTTTTTCCGTATGACCAATGATCCCTTCTCACATAAGAAA -GAATCGCCCGCATCGGAAAATATATATCACTTACAACTACGTTGGCTTCACTTCTCATCATTCCGTTCAG -TTCCCGGTTTTCCATTTTAAATCTATCCGTATCCTCAGCCAGAATATTTTCAAACTTCCACACCTTAGGA -TAATAGGTATACTCTGGTCGTACTACATCGTGGAAGGTATATTGGGAAATAGGTTCAAAGAAGGATTCAA -AAGAATTTGTATCAACGGATTCACTGTATAAGCTTTCCATTCCCCAATATACTACCGGGATCCTGTTTGT -CAGCTCAGCAGCCAATATTTGACATATTACATGATCTACGTCTCCCCATATACTACCTCCAAGTGACTTG -ATCAGAAGAAATTTACTATTCGACATAAGTGTTAACACCTCCATAAAATTCAGGGTACTCCAACTTGTGA -TTTTTTCTTTCCAGCAGCCTTCTGTTACCCTCTTCCTTCACTCTCCTTCTGGCAAGCTTTTTTTCATTCT -TTAAATCCCTGTAAAATAGGATAATGTTTTGCTCCGGCCAATCCTTCAACCGTTTTATTGTATAAGAAAC -ATTGGAATATCCATTTCCAATAAAGAAATCACATTTTGAGCCAAGATACGTATCTTTTATAATTTCAATT -CCTTTACGCCTTTTTGCAGAATAATCCTGCAGGTGGGGTGCATCCTGTGTCGCACTTAAGGCTCCTCTTC -TGCAATCAGTAAAAACTACCTTGTCTCCATATAGCTTTAAAAATTCATTTAAAATGTCTTCGCAATCAGT -AAGTAGAAGTATTTTCCCTATATCGTAACTGGAGTTAAAATTTTCGATTTCCTTATAGTATCGCTTGTTC -AAGCGACCGAGATTTTCTACTTCCCTGACTTTATCCCCGCCCCTGATGTGGACAGCAAGAGATAGTCCTT -TACCCTTGAGTTTTTCATCATAAAAGTCCTGAATTTCTTGTTCTATGTCCGGTTTGAGTTTTAGGTACTT -GTCAAACAAACCCCTATATATCTGGTGTGCGGTCATACCGTAAGCCCAGTGTTTCTTTGTTATATAGTTA -ATCAAGGGCCTTATAAAATAATGGACATCACTTACCAGTACGTTTACGTCACTGTTCATCATTTCGCCGA -GATTACGGTATGTCCATGTTACCTTATCCAAATCTTCAATCATAACATTGTTGTAATTCCAAACGGAAGG -AAAATAAGTATAATTGTACTTTATCACATCGTTTATGTTATAGTTGGAGACTGGTTCAAAGTAAAGCTCG -AAGGCGTTTGTCTTGAATGATTCTGCGTAAAGGCTATTGGGCCCCCAGTAAACTACAGGTATTCTGTCCG -TCAGTTCAGCAGCAAGAAGCTGACCCATTACATGATCCACATCCGACCAAAAGCCGCATCCCCATGCCTT -TATAAGTAAAAACCTGTCACTTGGCATTTATATCACCTCTGGCTTCCTTGCTCATTTTGAATTTACTAAA -AATTTTTTTAACTCTCCGAGCTGCACGGATAAATATATTAGGTTTATCACTCTTGACTACAAGCATTACG -TTTACAGGGTACTTTCGTTTTTTGAAAACCCAATACATCATCTTTATATTTTTATCTGCCCAATCCCTTA -TCCGAGTCACCCCGTGAGATACATTTGAAAAGTCATTTCCTATAAAAAAGTCACACTTTGCAGCAATATA -CGCATCTTTTATAATTTCAATACCTCTGCGTCTTACCACCATAGGGTTTTCCATATGATACACGGGTTCT -TCGTTTTTTATCCTTTTACAATTTGTATAAACAAGCATTGTACCATATTTTTCCTTATATTCTTTCAGTG -TATCTTCACAATCTGTAAGCAGGAATATCTTCTTTACATTATATTTATCTATATATTTTTTAATCTCCTT -ATGATAGCCTAGATTAGGCTCCTTAAACTTTCCCTTTGCAAAAAGCCTATATAATTTCTTTTTCTTTTTT -TTAGGTATTTGTTTATATTTTCTGTATATTTTATTCCAATATTGGTTGCCGTTTTTTTGAGGATCTCTGG -TGTCAAAGATCATATCTATTGCAGCTCTTCGTACATGTACCGCAAGAATAGGATGGTTGCCTTTAAGCCA -TGAATTATAAAAGATTTGGACTTCCGAACCTATGTCTGATTTAAGCTTTATATATTTACTGAACAGATAG -CGGTATGCCTGCTGAGCACTCATTCCATATGTTGGGTGATTCTTTTTTACAAAGGGAATTAACTCATGTA -TATTGTAATAAACATCAGCTACTACAACATTTGCTTCGCTGCTAAGTAAGTCACCGATATTCCTATAAAC -CCATGTTTCCTTATTCTGATCTTCAATAAATAAATTGTCATTATCCCAAATTGGCGGGTAATATGTGTAC -TCCGGCTTGGCTACGTCAAAAATAGTGTAGTTTGAAACAGGTTCAAAAAACAATTCAAAACCATTGGTAA -GAATATAACCATTGTGCATACAGTGTGTAGGCCAGTATACAACAGGAATCCTGTTAGTGAGTTCAGCTAC -AAGAAGCTGTCCAAGTACGTGGTCTACATCTGCCCAAAGAATATAGCTCCAGGCTTTAATAAGCAGGAAT -CTGCCATTTGACATATTCATTATCACCTCAATATAAATGCATTTCATGTTATTTTATGTAAGCCTCAACT -AATATGTGAATACAAAAGTAAAAAACCCATAGGCAAATATCCCCATGGGTTTTTTACTGCTATAACTACT -CCTCTTCTTTTTCAAACAACTCTAATATATAAGAGTACACTTGTTCCAACTGATTATTATTATAATTGCT -ATAGCTTTGAATACCGTAAGAACTTTTTACTTCAATTGAAATATCATTTATACATATTTCTATATCTGGA -TCCAACTCCATTATACCTTGGCTCTGTACCTTATTACTTTTTTGATTATTAGACGAGAAAAGTATTATAT -CAGGATTAAATACTCCACATATATCATAGAAGCTATTTTTTATGGAGGGATTTTCTTGATTGGTAAAACG -TCTGATATCTATGTACCCGTTGCATATGTTACTGACATCAGACTCGTTTGGGTTTAAAAAAACACATACT -GCGTTAAACCCATCACCCCTGAATTTGCCAGTCAGTCCTTTTTCAAAACTGCCGGCTTTTTGGTTGTTGA -TTAGAATAACAGGTATATCCGGTTCTTTACGTTTTTCGGGGGACTTAACGCAAAGGGTGCCCGCCGGGCT -GGCCTCCTGTTGTAATTTGCCTATTATCTCGGTGAAATCTATATTTGGGTTATCCCTGATAAGATTATAT -ACTTGGGAAGTAACAAAAGGTGCTGCGTAGCTATTGCACGCACCAGTTACCGTATTAGTGCCATCATGCT -TTTTCAGACTATGTTTTGCAAATGCAGTTATATCTATCCCGTCCATGGAAGCATAGTTAAAGGTGTACTC -TCCTTCGTTTAGCACTTCTGCCAAATCACATTTTACACCAATTACATTTTCCAAAGACGCCGGGCATGTT -AAAATATTACGGTTATTACATGCCGCAACTACAATTACATTCCTTTCACAGGCATAGTCTACAACTTCCT -TTATTTCAGCAAAGTCTCTGTAATCTATTGTGCCAAGGCTTAGGTTGACAATACGTATTCTGTTTTCGAC -ACACCATTTTAATGCCCAAATAAGCTGTGCTTTCATTCCAGTCCGTGAGTCTGAATCCAATATTTTTATA -CTGCCCAGAACCGCTTCCGGAGAGTATTTTTTTATGATTGCGGCACAGGTTGTACCATGGGACATAAAAA -AAGAGTCGTAACCTGTCCTGTTACAAACTGATAAATCATGAGTTATTTCAAGATTAAACGCAAGTTTGCC -TGTTTGATAAAGTTTCTCATTTACCCCGTCATCGATTACTGCAATATTAATAGGTAGTGTATTCATCCTG -AAGTGATTTCCTCCCACCATAAACAGTATTTGTAAGGATAAAATTACATTTTTTCTAACAACTTACATAC -AATATAACATCCATTCATTTTGTTTGCAAATTATACTTATCTTTATTCCATTGAATAGTTCTAAAAAGTC -CCTCCTTGAGTGGCTTAAAGTGTTTAATCCCAAACTCTGAACAAACTTTACTTATATCAAGCTGAACCCT -GTCAGGGGAAACCTTTATTTCCTCAAAAGCCTGCCTTTTCTCTGGATTGTTAATGGTAAGAGTACTTCCG -GTAACAGAGCATACTTCTTCGGCAAGTTTTTTGATACTTATACTATCAAGGCCTCCCACGTTATATACAA -AATCTTTTCCATAGGCAATTATGTATAGAAGCATTAAGGCACAGTCTGCTATGTAGCAGAATGTCCTGAC -TTTGCTTCCGTCATCCAGCATGGAAATGTTTTTTTGTTCCATTGCCCGTCTTATAAACTGTCCGAGAACA -CGTTCATCGTCCCCCTTAACTCCCGGACCGTAGGTCATGGATATTCTGGCTACTTTTGCATTCACTCCCT -CATAGTGTTTGTATGCAAAGCACAGTGTTTCTCCCATCCTTTTGGACTCGGAATATACAGCTCTTACATT -TACCGGAGAGCAGAAGCCCGGATAGTTTTCAGGTGTAGGTATGTTCTCACTATCCGGCTCCCCGTATATC -TCAGAGGAGCTTAGGAACAAGACAGCTGCATTGTCTTTTTTAGCCTTTTGAAGCAACTTTTCAGTGACTA -CAGTATTTAAGTGGATTGTAGTAATATAGTTTCTAAGGAATTTTCCGGGTTGTGCATAAGTTGCACCATG -TATGATATAATCAGCTTTATCCTTTAGCTTGTCAAAATCCATAATATTAAGGTCTTCGGAATAAAACCTG -TAATTTTGCTCAAATATATCAGTAAGTGCCTCACAGGGTTTGCTTCTGCTGACAGCTTGTATTTTAATAC -CCCCTTTGTTTAAAAGGTTGGCCAGATGAAGCATATAAATGATATATGTTCCTATTAGTCCGTTTGCACC -TGTAATCAGTACAGATTTATTATATAGAGGTGTCAGGTCGATTTTTTCTAAATATTCCATGCAGTCCTCT -TGTATATATTTATCCAAATAGAGGCCTCCTTCCATTACTTCATTAATTCAACAGCCTTGTCGCATATACT -TTCAGAATCAGGATAAAAGGCTTTCTCCTGCAAATCTCCCGTCGGGGTAGGTATATCAGGGCAGCAAACC -CTTACTACAGGCTTTTTAAGAAGATGAACAGCCTTTTCAGCAACAAGGGCTGTTATTTCTGCGGCGGCCC -CGCCGGTCTTCCATCCCGTGTCTGTTACTATAAGCCTACCGGTCTTTGCAAGGGATTCAAAGATAATGTC -CTCGTCTATCGGTTTTATTGTCCTTAAATCTATGACCTCTGCCGATATGTTCTTAGCTTGAAGCTTCTCG -GCTGCCTTTAGAGCCTCAACCAGCATATAAGATACTGCAACTATAGTAATATCCTTTCCCTTTCTTCTTA -CAGCACCCTTACCGAAAGGTATGGAATACAGTGTATCCGGGACATTACCTACTGTTTTGTAGAGCCATCT -GTGTTCCACGAACAGGACAGGATTATTGTCTATTATGCTTGATATTAACAATCCCTTGGCATCATAGGGA -GTGGCAGGCACAGCTATTTTTAGTCCGGGGGCATTCATAAGCATTCCATGCAGACATTGTGAATGTTGTG -CTCCCGATCCCCATCCTCTTGCACTCACCGTTCTTACCACTAAAGGAACTTTGACCTTTCCTCCCGTCAT -ATAGCTCCACTTTGCGGCATGGTTTACCAGCTGATCCAACGAAAGCAGCAAAAAGTCCATTCTACTATGC -ACAAAAATCGGTCTTAACCCTGCCATTGCGGCTCCAGCAGCAATACCTGTCAGAGAGTTTTCTGCAATTG -GCGTGTCAAAAACTCTATTTCGGCCGTATTTTTCATGGAGGCCTTTCGTAGTCCCAAAAACTCCGCCGGG -GTCATCAACACCCTCTCCCATAATAAAAACTCTTGGGTCTCTAGCAAGAGACTGGTCCAATGCTTCGTAC -AACGCATCCTTATATGAAATCATTCTGCCAATTTCCGAATCATCAGTTATTACAAAATTGTCCTGTTTTT -CAACTTCTATTGTAGTCCAAGGCATGAAAAACACCTCCTATTCAGTATCAAGTAATCAAACCGGATTTAA -TCCGCATAAACAAAATCAAAGAGCTCTTCTGGTTGTGGTTTAGGAGAATTTACTGCGAATTCAAAAGCAT -CTTTTACTAACTTATCTATCTCCTCATTAATAGATTTTTCTAACTTATCATCAAGAATATTCCTTACTCT -AAGATAGTCCTTATACCATTTAATAGGGCACTTTGAAATCCAGTAATCATACTCCTCCTGCGACCTGTAT -CCTACTCCCAGGTCATCAACAGTGCCTATGTGCCCCTTCCACCTGTAACTTACGCACTCCAGCAAAGTAG -GCCCTTCACCCTTTCTGCACCTTTCTATTGCCTTTTCTGCATACTCAGAAACTTTAAGTACATCATTCCC -GTCTATTTGATATCCCGGTATTCCGTATACCTGAGCCATTTTATATATATTGTCTCCTGACTGTCTTTGT -GCCTGACGTGAATTAATAGCATAGAAATTATTTTCACAAACATAGAGAATCGGAAGTTTTTTAAGAGATG -CAAAATTCAGACTTTCGTGAAAAGTACCTTCGTCTGCCGCTCCATCCCCAAAAAAAACTGCCGTAACTCT -GTCATTTTTTTGAATTTTTGATGCAAGAGCAGTTCCCGTTCCAAGAGGCAAGCTTCCCCCCACTATAGCA -GTGGAACCGAATATCCCTCTATCAGCAGCCATCAGATGCATGGAGCCTCCTCTCCCTGAAGTACATCCTG -TTTTTCGCAGATATAGTTCCGCTATCATCTGTTTTATATCGCCACCTTTAGCAATATACTGTGCATGACT -CCTATGGGTTCCAAAAAGGTAATCATCTTTACGGAGATTTATACAAACTCCCGCCGCAATTGCTTCCTGG -CCTATAGATAGATGAATTGGAGTTTTCATTTCGTCATTCTTATATTCCTCTTCAATTTTGCGCTCTACAA -TGCGTATGGTTTGCATAACTCTGTATAGCTCAATAAATCTCTCATTTTCCATATAACAACCCCCGAAATT -CCCACTTTTACATATGACTAATAGTGTCAGAAAAGCAGAGTAACCTCTTGATTCTGCCAATCCTTGAGTT -CGCACACTGCTCTTGACACATTTGAGAATCCATTTCCTATGAAATAATCACTTTTTGCTGCCAGCCATGT -GTCTTTTATAATTTCAATCCCCTTGAGCTTGTTGTTACAATATTCCTGAAAGTGAACTCCTCCTCCGTTT -TTCAAGACCCTTTTGCAGTCGGTACTGATTAATTTATCGTCGTATACACTTTTATACTCCTCCAATATAT -CTTTGCAGTCTGTCATCAGAAAAATGTAGGCATCCGGCCTTTCTTTTAAATATGTCTTTATTTTCGTCGG -ATAAAGTTTATTCAGTTCATGTAAATGACTTACTTCCAATATCTTGTCACTTCCTCTTATATGTACAGCC -AACATAGTTTTTCCTTCCATATTTGCTGCATAAAAAGTATTTATTTCATTTTCAACTTCCGGCCTTAGCC -GTATATACTTTTTGAGCATCCGCCTGTAAATATCTCTGGAGTTTAATCCAAAATACGGACAGGTCTTATC -CATACGGCACATTATACACTCAATATCAGTGTATCTGTCAGCAACCTGTATATCCGCATCACGATTAATA -TTTTCTATTAATCTATCCATACCATCTTTTGATACAGGTAGAAAAAACTGTTCAAACGCGTTTGAGGTCT -CGTCAGTGCTGTACATACTCCTGCTTCCCCAGTAAATAACAGGAATTCTTTCCGTTATTTCTGCAAGAAG -GAGATTGGAAAGTGTGTGGTGCATGTCATACCAAAATCCGTCACCTATTGTCTTGATAAGTAAGAATTTA -TCCTGCTTCAATTTAAAACCCTCCGCTATACCAGGTTATTACAAAAAAATCTCATATCCCTTCTGTTTGA -GTATTTCCACCAAGCCCTTAACTTCCTGTGCCTTTCCTCTTGGACAAACGATAACAGCCTCTTTTGTACC -TGCAACTATCATATTGTCCAACCCTATTACCGTAATGAGGATTCCATCGGCATAAATTACAGAATTGGTG -GTTTGTACAGCTATATAGTCACCCTTCCATGAATTAGCGTCATTATCTTTTTGCAAGGTCTCCGATAAAG -TGTCAATACTCCCTATATCATCCCAGTCGAAGGAAGCCCTCACTACATAAATATCACTGGATTTTTCCAA -CACAGCATTGTCAAATGATATTTCCTGTAATTTATTATATGCATCAACAATGTATGTGTTAAAATTATCT -GCTCCTCCATACCTTAGTGCATTAGCAATTTCAATATAGTGTTGCGGTATGTTTTCTTTTATTTCCCTTA -TTATAGTTTGTGAACTGCCGACCAAAATGCCTCCGTTCCACAAATGATCACCCGATTCAAGCATTGAGCG -TGCGGCATCTTCGTTTGGCTTTTCAGTAAATTTACTAACTTTAAGAACATGTTCTTCTAATCCCGCATCC -TTGGTTATTTTTATATATCCATAAGCGGTAGATGGGTATGAAGGTGTGATTCCTATTACAACAAGCCGTT -CCTTTTCTTCGGCTGCACTAAAAGCAAGATTTATAGCGTCTGCATAGCCTTGCTGATCCTTTACATAACC -GTCAGCTGGTACAAAGCACAACACTCCCTCCCCCAGTTTCTTATTAAGTAAAACTGTAGTATAAGCAATA -CATGCCGCCGTGTTCTTCTTCCGGGGTTCAGGAATTATATTGGAATATGGAATTATGTCCTTGACAACTT -CCTTGGTCAGTTCTACAAGACTTTCATTAGTTATAATAAAACAATTAGACGGTGGTACGCATTTGCATAC -ACGTTTAATTGTCTGAACAAGCATACATTCGCCGTCATCAACAGATATAAACTGCTTAGGCTTTTTTTCT -TTTGACAGCGGCCATAGTCTTGTTCCCGAGCCTCCTGCCATAATAACGACAAATCTTTCCATATTAAATC -TCCCGACATGTTATTATGATGTATTTTATGTAAATTACCATGGATTGGTTCATACCTATAGATATTCCTC -ATAATATACCTGCTCGTCCCCGCTTTTACGGTATATCTTGTATAGCTTCAGGACAAAATAAACTTACTTA -AATCTATATATATTGGATGACATACATGCAGGGTAAATATATACTGTTATCAATTTTAAATTCAGGACTT -ATTGTCTTCGGACAGACACTGTGGAAATTAGGGCTTGTTAAAACTGAAGAATACAGTCTTAGGCTGGTGC -TCAGCCCACTTATACTTGCGGGTGTATTTGTCTATGGTATTTCAACACTTTTGTGGCTTTATATACTTTC -CGAACTCCCATTTTCAACCGCATATCCGTTAAACAGCATTGCCTATGTGCTTAGCCTGTTTGTAGGTTTC -TTCATATTCAAGGAACATATTGACCTCCAGAAAATATTTGGTACTATGCTCATTCTGGCAGGAGTATTTT -ATATGACCAGAGGGTAAAATAAATATAACTATTTGTAGTTGTCATTTTATTCCGAACAAACCGACAGGTT -AGAAAATATGGGCCAATCCATTACACTTATGGAGAATCAAAACCATTAAAAAAGTTGAAATAATACAACT -ATTATGATAATCTAATATAGATTAAGATTGTATAAATTATTTAATTATTGATTAAAGTTATGAAGCGGAG -TAGTAAAGGAAAAAATAGTCGTCAAGAGAGCTGCATATATGGTGGAATTGCAGTGACTACGTTCTTTGAA -CTCGCCGTGGAGCCGCTGATATAAAAATCAGCCGTATGTCTTTCGTTACAGGACTTTTGAGTGAGCCCCA -GGGCTAACAAGAGTGGTACCGCGGATTAACCCGTCTCTTTTACTAAGAGACGGGTTTTTATAAGTTATTG -ATATTAAATAAAATAAAGGAGTTGATTAAATGCCATACTCAGCAGATATAGATAGAAAGTGGCAAAAAAA -GTGGGAAGAAACAGGTATTTATAGGTTTAACCCTGAAGAAACCGACAAAAAGCTATACTGTCTGGAGATG -TTTTCATACCCATCAGGTGCTAACCTTCATGTGGGACATTGGTACAATTACGGTTTGACTGATTCCTGGG -CCAGAATGAAAAGAATGCAGGGATATAATGTGTTTCATCCCATGGGCTTCGATGCTTTTGGGCTTCCCGC -AGAAAACTATGCAATAAAAACAGGTATTCATCCACAGGACTCTACACTAAAAAATATTGAGACAATGGAA -GGCCAGCTCAAGGAAATGGGTGCTACCTTTGATTGGGATTATGAGATAAAAACCTGTATGCCCGACTATT -ACAAATGGACACAGTGGCTGTTTCTTCAATTATATAAGTCCGGCCTTGCCTATAGAAAAAATGCACCTGT -TAACTGGTGCCCGAAATGCAACACCGTTCTTGCAAATGAGCAGGTGGTTGACGGGTGCTGTGAAAGATGT -GATACAGAGGTAACAAAGCGTGACCTGACTCAGTGGTTCTTTAAGATAACCGCTTATGCTCAGGAACTTC -TGGATAAGCTTGATACTATTGACTGGCCAGAAAAAACAAAAAAGATACAAACAAACTGGATAGGACGTTC -AGAAGGTGCTGAAATATCCTTCAAAGTTGTTGACACAGATATTGAGTTTCAGGTATTCACAACAAGAGCC -GACACCCTTTATGGTGTAACATATGTTGTTCTGGCTCCTGAAAATCCAATAGTTGAGAACATAACAAGAC -CCGAGTATGCAGAAGCAGTTGAAAAGTATAAAAACGATACTAAAAAGCAGACAGAAATAGAAAGGCTTTC -AACAACAAAAGAAAAGACAGGTGTATTCACCGGCAGTTATGCAATTCACCCAATCACGGGGGAAAAAGTA -CCTGTATGGATTGCGGACTACGTTCTTGCAAGCTATGGAACAGGATGTGTAATGGCTGTTCCGTCACATG -ATGAACGTGACTTTGAATTTGCAAAGAAATATAACCTGCCTATTAAGAGGGTTATAAAAAGTGCTGACGG -TTCAAATGACGAGCTTCCGTACTGTGAATACGGTGTTCTGGTTAATAGTTCAGAATTTGACGGGGTTCCC -TCTACTGAAGCGAGAACCGCTATAATAAAGAAGCTGGAAGCTGACGGCAAAGGAAGTTTGAAGATAAACT -ACAGACTGAGAGACTGGCTTGTTTCAAGACAAAGGTACTGGGGTGCCCCTATCCCTGTAGTTTACTGCGA -GCACTGCGGCGAAGTTGCAGTCCCGGAAGAAAACCTCCCTGTTACTCTTCCTTACAATGTTGAATTTAAA -CCTGACGGAGAATCCCCTCTTAAAAAGAGTGAGGAATTTATGAATACCGTTTGTCCGAAATGCGGTGCTA -CGGCCAAGAGAGATCCTGATACTCTCGATACATTTGTTTGCTCGTCATGGTACCATCTCAGATATCCTGA -CAATCGAAACAATGATAAGCCCTTTGACACCGAATGGATAAACAAGCTGCTCCCTGTTGACAAGTACGTA -GGCGGTGCCGAACATGCAGCAATGCATCTGCTGTATGCGAGGTTTATAACCAAAGCATTGAGAGATTTGG -GCTTCCTCAATTTTGACGAACCGTTCCTGTCACTTGTACACCAAGGTACAATACTTGCCCCAGATGGGAG -TAAAATGAGTAAATCAAGAGGAAACACTATTTCTCCTGATGATTACGTGAGAAAGTACGGTTCCGATATA -TTCAGAATGTACCTTGGTTTCGGTTTCAACTATGTTGATGGCGGACCATGGAGTGATGACGGAATAAAAG -CTATTTCAAGATTTGCAAGCAGAATAGAAAGGCTTGTTGAAAGTCTAGCAGAGCAAAAATCAAAGGCTTC -CAGAACTGATATAGACAAGGATGACAAGGAGCTGAACTTTGTCCGTCATACTGCTATAAAAGGTGCCACT -CAGGATACCGACAGATTCCAGTTCAACACCGCAATTTCCCGCTGTATGGAGCTTGTAAACGCACTTTTCA -AGTATGATGCAGAGGTCAAAACTAAGAATATACAACTATTTGAGGATACTATAAAAGACCTGGTCAAGCT -TGTTTCTCCTTTTGCACCTCACTTTGCAGAAGAAATGTGGGAACAGCTGGGCTGCGAATACTCTTTATTC -AACCAGAAATGGCCTGAATTTGACGAAAATGCGTTAGTTAAAGACACTATAGAGCTTGCAGTACAGGTTA -ACGGTACAGTCAGGGGCAAAATAGAGATTGCCGCCGATGCTGACAACAGTGCAGCGGAAGCTGCTGCCTT -GGCTGATGAGAAAATAAAGCCTTTCCTTGATGGAAAAGAGATAAAGAAAGTAATAGTAGTAAAAGGAAGA -CTCGTTAATATAGTTGCAAAATAATTAATATAACTATTTTAAAATACAGTAAGAGATAATTCTATACAAG -ATTGTCTCTTATTGTATTTTTTTGATACTTGCTGTAAAATACTCTCATAATATGATAATATTAACTGATA -AGTTCATGGATGGAGAACATAAGTATGAATATTACTTTTTATAGGAAGCTTGCATACAAAGTGGCTGATT -CAGTCACAAGGAATGGGCAGTATACAGAAACTGAAATTAAAGACATTCGTTACGGGCTGGTATGTATCTT -CTCAGATTTTTATAAAACTCTTCTATACTTATTGATATTTACAGTGTTCTCTTTAACAAAGGAGTTTATC -TCAGCATTTATTGCTTTTCTTCTGCTTCGGCCCTTTCTTGGGGGTTATCATTTTAAAAGTGAGCTTGTAT -GTATTATAATGTCATTTCTGACCATGGCCATAGCTATATTTGCAGGTAAAATAATTATAATTCCCTACTA -TATCCAATTATTGCTTATTATAGCTCTTCCAATTTTTGCATTATTAATTATACCTGTAAAAGACAGCCCA -AAAAAAGAGTACCGAAAAAGAACAGGGATTTTAACAGGATTAATTACAGTTTTACTCCTACTGTCAGACT -ATTTCTATATGCCTGATAATATAATTACCTGGTCTGTTTTAGAAGTTTATGTATTATCTGTATACCAACT -ACTAATTATCAAATATATGCATAATATGTAATATATTTTGTAAAATATATTGACTTTTCCTGTAGAATGT -TAGAATATTAAGTTGAGAATTAAAATTTTATTTAAGGAGTGATTCTGATGAGGAAAAATTTGTTAAGTTC -AGTTGGGAAAGTTTCATTAATAGTGACAGGTTTGATTACAGGTGCAGCTTCTAAAATATTATGGTTATAT -AAGCCTGAAAAGTAATTTAATGCAGGCTAATTCTGTTAAACTTTGCTCTAATAATTAGAGTTTTCCTCTA -AGTATTAGAGTGTTTCTTTGTTTTTGTATTTCAAGTTCGAGATGGGATAATCCTCCTCTGGAAGGATGTG -TGAATTGGAGTGTATGTTGCATATAAAGTTTTTTTTACTGTTATTGACTGTTATTGAAGGTTTTATTTTT -ATAATGGCTTTTTATTTTCTATCAGGCCAGCGTAAATTCATAAAAAATAATTATATTCGGATTGCCTGCT -TTGTATCTATTTATACAATATATACATACTGGATTACCAAGTTTTTGCCGTCAGGGCTGCATTCAATTTT -AATTGCATCCCTTACATGTTTTATACTTAACTATATACTTAACGGAACTCTTTTAAAAAGTTTTGTCAAA -GTTCTAATTATTTTTTTGGGAATAGCTATTATTGAAAGTCTCATCGGTCTGGCATGTACGACTATCATAG -GCAAGCCAATGTCAGTATTGATTCACAATAATGAAGTACTGTTAGTTCTAGGTATTATAGCAAAGCTGAT -TCAAAGCACTATTGTATTTATATTATACAATTCCCACGATGGATTTTCCTGGTTAAAGGACGGAAACCCC -TATCAGTCAAGATACAAGCAGACTCTTATAATGATTTTTGCAGTACTGTTCTTTATGATAGGAACAAATA -TTTATATTTCCAAAGACCCCCAAAATCTACTTCTTTATAATATTTTTACCTTTGTTATATATATCGTTTT -GATTATTTCAATGCTTTCTGCCTTCAGGGAAGGTTCAAAGCTTGAGATTCTGCAATATGCAAATGAACTT -AAAAAAGAAAACGTTTTTCAGTTGATTTCCTTTAACGAAATGGTGGCTAAAGAAAGGCACGAATATAAAA -ACCATTTAAATACTATATACGGTCTTTGTACCCTAAACAGACCTGACCTAAGTGAAAAGGTCAAGCAATA -TATAAACAATTATGCCAATAACAGCGAGACCAAGAATATAAATGTATGTTCTGGTAACGACTTTGTTGAC -GCAATTATCAGCGTAAAATATAATAACGCTTTAAAGAAAGATATAGAAGTTCTTGTGGACTTTGAAGAAC -CTTTATCAAGTGCAGTAATAGACGAAGACACTGCTGTTACTGTTTTATCTAATATAATAGATAATGCTTA -TGAATCTATATTAGGAATAGATAGGGAAAAAAAGTATATACGTCTTGAAACATATATCGATAATGATATT -TACTATATGTCTATTTCCAACAACGGCCCCATGATTCCCGAAGCAATTATTAAGAAAATTTTCAGTGCAG -GTTATTCCACTAAAGAAAATTCATCCAAAAAAAGAGGCTTCGGCCTGAGTATAGTTCAATCACAGATAGA -AAAGTGCGGGGGCAGCATCCATATTAACAGCAACGAAGAAATTACAGAATTTCTCATAACACTTATAGTG -AATAATCAGGTAAGCTGACCAGTTATTTATGCAAAAACTACACATTTTCCTTCAAATTGGTTATAATAAT -ATGATAGCTTATTTTATTATACTTTGGAGAAAATGATGTTTAAAATTTCTAAAGAAGCCATTTATTCATT -GTCTACACCCTTGAGATATAAAAAGGGAATGGACTATTTCAGGGATAGGCGTGTTAAATCCTTATCCTTT -AATCAAGAAATGTTATTGTTTGATGCATCAGTTTTGGGAACTCGCCCGTACAACGTGCAAGCACAGTTTG -CCAAGTCCGGTAATCTCACTGATTATTCATGTACCTGTTCAGATTTTGAAAAGAACAATAAATGTTGCAA -GCACATTGCCGCCGTTCTTTTCTTAATTAAGGAAAAGGATGAGCAGGGTTTTTTTAATTCTTCTGTTCAA -AAGAAGGCAGCAAAAGATATTTTTCAGTTTTTTTCAGATAAAAGCTCAGGAGTAAAGCTTCCTGTTAATA -TGGAATTTAATTTGGAATTAATAAATAGAAAGTACTCTGTTTCAAAAAGAGGACCCCTTGCAGCTCTGTC -TCTTCGTATCGGCAGAGACAGACTTTATATTGTCAGGAATATCAGACAACTGTTAGAATGTCTGAAAAAT -AATACAGAGATTGTTTTCGGGAAAGGATTTACATTTGACCCCTCCATACATGACTTTAGAGAAAATGACA -AGTCTGTTATTTTATACCTTCAGGAAATATGGCAGAATGAAAATCTTGTACACTATTTTACAGGTGAATT -AAGTAAGTACAGTACTTTTATAGATAAAGATATTTTCCTCTCTGGAGCGGCTCTTAAAAGGCTCCTTCAG -CTATTACATGATACCCAATTTAATGTAATACACAATAATATAAAAATTCAAAATGTTATTATAAAAAATC -AAGATCTTCCTTTAGAATTTACGCTAACAGGAAATGCCTCCTCCATAGATCTGAATATAAATACTAATCT -GCCTCTTGACCAGATAACCTCTGATTCTGAATATTTTTTATACGGTGACACTATTTACAGGGTTTCAACT -GCCCAGAGGGAATACTTTAAACCCTTTTTTAACTATATGCAGCAGGAGAATGTTAATCGTATAACCTTTA -TAGAAAAAGATAAGGAACGTTTCTTTTCAGAGGTACTCCCTTATGTCGAAAAAACCGGAAAAGTATACAT -AGACGAAAATGTTCAGGAAATGGTTCAGAGAGTTAATTTCGAGCCTGAAATCTATCTGGACAAATTTGAA -GATATAATAACTGCTGATGTAAAGTTCAAGTACGGTGACCGTATTATCAATCCTTTTTCAGCATTTGGGG -ACCAAGTCTCCATGGGTAAGATTCTAGTAAGGGATATGGAAAAAGAAGGTGTTATTCTTGACCTTCTGGG -TGAAAGCGATTTTAAGGTGAATGCTAACAGAATATACCTGGATGAAGAAGAAAAGATATTTGATTTTGTA -AATACAATTGTTCCTAAACTACAGGAGTATACACAGATTTTCTATTCAGAAAGCTTCAAGTCCATGACTA -TGAAAAGACTTCCCTCATTTTCGGGATTTTTGAGGCTGAATACACTCAACAATTTTCTTGAATTTAGTTT -TGATATGGAAGGCGTAGGACGTGATGAGTTATCATCTATATTTCGGAACGTAAGAGAAAAGAAAAAATAT -TTCCGCTTAAAAAATGGTGCCTTCCTTCCCCTTGATTCAGATGGACTTGTAACTATGTCTGAACTAATCG -ATCAACTTGGGCTGACAATGGACGATTTGGATAGTGAGCTGGTTCAGCTTCCCATGTACAGAGCTTTTTT -TATAGACGGTATGCTGAAAGAAACCGGAATGAAATTCTTTGAGCGAAATAAGGCCTTTAAAGATTTAGTT -CATGATATTCAAGAACCTTCCGAGACTGAATTTCAAATTCCCGAGACCCTTAAAGGAATATTAAGAAATT -ATCAAAAACTAGGATTTAAATGGCTTAAAACTTTGTCAACATACGGCCTTGGAGGTATTCTCGCTGATGA -TATGGGTTTGGGAAAAACCTTGCAGGTTATTACACTTCTACAGTACGATAAAAATGTTTCCGGCCCCGCA -ACATCTATAGTCATTGTTCCGACCTCCCTTATATATAACTGGTGTTCGGAAGTTGACAAATTTGCACCAG -ATTTGAAGATAACTGCTGTTGTTGGAAACAAGGCGGAGCGTGAGGAACTTATAAGAGAATCTGTCAACTC -GGATGTAATTGTCACATCTTATGCCCTTATCAGACGTGATATTGAAGACTACAAGGATTATATATTCAGA -TACTGTATACTTGACGAAGCGCAACACATTAAAAACCCCGCATCCCAGGCAGCTAAAGCCGTAAAACAGC -TTGTATCTCAGCATAGGTTCGCACTTACAGGAACACCTATGGAAAATAATCTTACGGAGCTGTGGTCAGT -TTTTGATTTTATTTTACCCGGTTATCTGCGATCCCATGGTAAATTTGTTGAAAAGTTTGAATCCCCCATT -TCAAAAGGAGACAATTCTGCTTTAGTGTCCTTGAGCAAACAATTAAAACCATTTATACTCAGAAGACTCA -AGCAAGATGTTCTTAAAGAATTACCCGAGAAAATAGAGCATACTATTGAAGCGGACCTTACCGATGAGCA -GAAAAAACTTTACGTTGCTTATCTTGAGAAAGCTAAAGGAGACATTTTAAAGGAAATCAACGAAAACGGC -TATGAGCGAAGCCAAATAAAGATTTTATCGGTTCTAACACGACTAAGACAGCTTTGCTGCCATCCTTCAC -TGTTTGTAGACAACTACGAAGGTGACAGCGGTAAGCTACTGCTCCTTAAGGAAATAGTAGGAGACTCTTT -GACCTCCGGGCATAGAATACTTCTGTTTTCACAGTTTACATCAATGCTCGCAATTATCAGGCAGTGGCTT -CAGGAGGATGGAATAGATTATTTATATCTTGATGGATCAACTCCCGCTGACGAAAGAATGAAAATGGTTA -CAAACTTTAACAACGGGCAGGGTCAGATTTTCCTTCTGTCCCTTAAATCAGGAGGAACCGGATTAAATCT -GACAGGTGCTGATACGGTTATTCACTATGACCCCTGGTGGAACCCTGCCGTAGAAGACCAGGCAACTGAT -CGAGCCTATCGTATAGGTCAGTTAAAAACCGTTCATGTGATGAAACTGGTTACACACGGCACAATAGAGG -AGAAAATATTACACCTTAAAGATAGGAAAAAACAGCTGGTTGATGCAGTTATCCAATCCGGGGAAACCCT -TATTACCAAGCTGACAAAGGAAGAACTGACGGAACTTTTCGAAATATAGAAACAAAACCAGAGGCAGATT -AAACCTCTGGTTTTGTTAATTGTTAATTCGCTATGCCTATTTCAAATTTTCAGGATTTAATGCTTGAAGT -TCAGCCGGTACAAAAAGTCCGTCTTTTCTTATAAGCTTATCATCAAACCATATTTCTCCCCCGCCATACT -CAGGTCTTTGAATAAATACAAGATCCCAATGGATTGATGACTTATTCCCATTCGGACATTCATCATAACA -GCTTCCGGGTGTAAAGTGAATACTTCCCCTTATCTTTTCGTCAAACAGGGTATCCTTCATAGGGGTTTCA -ATGTAAGGATTTACGCCGATTGCAAACTCCCCTACGTACCTTGCTGCTTCGTCAGTATCAAAAATTTCAT -TGATACGTTCGGTATCGTTTGCTGTAGCATCTACAATCTTACCATCCTTAAACTCAAGGCGAATATTCTC -AAAAGTAACACCCTGATATACGGCAGGGCAGTTGTAGCTTATTACACCATTTACCGAGTCCCTAATCGGT -GCAGTAAATACCTCTCCGTCAGGGATATTCATTTTACCGTCACACTTTATTGCAGGCAGTCCTTTTATTG -AAAATGTCAAGTCTGTCCCCTTACCTGTAATCCTTACCTTGTCAGTAGATTCCATTATTTTTACAAGGGG -GTCCATAGCTTTTGACATCTTAGCATAATCCAAATTGCATACTTTAAAATAAAAATCTTCAAAATATTCC -GTTGGAGTATTTGCCAGCTGCGCCATTGAGTGAGTCGGATATCTCATTACACACCACTTTGTATGTTCAA -CCCGCTGTTCTGAATGTACTGGCTTTGAAAACAGTGACATGTATATCTTCATCTTATCAGACGGAACAGA -AGCCTTTTCGCTTACATTATCCCCTGACCTGATTCCGATGTATGCGTCCATATCCTTCATTCTTTCCAAC -TCATAACGAGCCATGTCCTTCATTTGTTCTTCTGTACACTGTTCAAGAAGTACTCTTTCCAATTCCGGAT -TCTTTATTGTAAGGTATGGAATTGCACCAACCTTGTATGCCTCACGGATTAATGCTCTTGATAAGGGAAT -CTCATTACCGATATTCTCAATCAAGATTTTCTCCCCCGCCTTTAGTTCACATGAGTAGTTAATCAAATTT -TGTGCAAGTTTTTCTATGCGTGGATCATTCATTACTGTAACCTCCGTTTTGTATTTTATAGCGACCAGTG -TATATTATACTAAAAGTTCTTCCAGCTCTTCCAAAGTCTTTTCAAATACATTTAAGGCATCTTCTATGGG -CTTCGGTGAAGAAAGGTCTACACCGGCTATTTTTAAAAGCTCCAGGGGATAGTTAGAGCCTCCGCCTTTA -AGGAACTCCAGATATTTATCAACCGCTGGCTTACCTTCTTTATAAATTTTTTCTGCAATAGCAGTTGCAG -CTGAGAAGCCTGTGGCATATTTATATACGTAAAAACTACTGTAGAAGTGCGGAATTCTTGACCATTCCAT -TGCAATTTCCTCATCAACGTCAACTGTTTCTCCAAAATATTTTTTGTTCAAGTCATAGTAAATATCACAA -AGTTCCTGTGCGTTTAGTGCCTCTCCCTGTTCGGTCTTTTGGTGTATCAGCTTTTCAAATTCTGCGAACA -TTGTCTGTCTGAATACTGTCCCCCTGAACTCCTCAAGATAATGGTTCAACAAATATGCTTTCTCTTGTTT -GCTCTCTGATTTTGATAACATATACCTCATGAGCAGTGATTCATTCACTGTTGAGGCGACCTCTGCAACA -AATATCCTGTATTCAGAATAAACGTAAGGCTGAGTCATATTGGTATAGTATGAGTGCAGTGCATGTCCCA -TTTCATGTGTCAGAGTATACACATCATTTATGTTGTCCTGATAGTTGAGCAGCACATAGGGATGTGTTTT -ATAAGTACCCCATGCATATGCTCCGCTGGTTTTGCCTTCATTTTCATAAATATCAATCCATCCCGAATTC -AAACCCTTTTTAAGATATCCGATGTATTCCTCACCGAGCGGCTGTAGTCCTTCTTGTACAATTTTCTTGG -CTTCCTCATAGGTAACCTTCTTGTCGTATTCTTCTACCATGGGAACGTATAAATCGTACATATGAAGTGC -ATCCAGCTTTAATACCTTTTTTCTCAGCTTTAAATATCTATTCAATAAATGCAGGTTTTTGTTAACCGTT -TCTATAAGATTATCATAAACCTCTACAGGAACGTTGTCATTATCCAGAGATGCTGCCAGAGCTGAAGGAT -AGTTTCTTACAACGGAATAAAACCTGTTTTTCTTTACATTTCCCGTAAGTGATGCACCAAGTGTATTTTT -CATTTTGCTGTAAGTACTGTACAAGGCTTCAAAAGCATCTTTACGGACTCTTCTGTCCCTGCTTTCCATC -AATGTTGTATATCTGCCTTTGGTAACTTCTATTTCCTCACCTTCTTCGTCCCGTATGTGGGGGAATTTTA -TGTCAGCATTGTTGTACATGGTGAAGATGTCGCCTGCTGTGTCAGATATTTCAGTTGAAAGTGCAAGAAT -CTGTTCTTCCTTCTCAGTTAAAATATGCTCCTTCTGTCTCAAATTTTCCTGTACCATGAACATGTACACG -GAAAGCTCCTTATTTGAATTCAAGAAAGACATAAGCTTGTCTTCGGGTATTGTGAGCATTTCGGGAACAA -CAAATGAAATTGCGGCATAAACCTCTGTTGCAAGGGTAGACGCTCTCTCTGTCAACGCCTGGTAGGTTGA -ATTTCCATTATCCTCATCTCTCTTCATTCTTGCATAAACAAAGACCTTATCATTAAGAGATAATAGTTCA -TCACTTTTCTTGAAGCAATCAAGCAGTGTATCCGCACTATTTCCAAGCTTGCCCTTGAAGTTTACCATTT -GTGCCGCCAATTCCTTAACTTGCTTAAAGTCTTTTTCCCATGAATCCGTATCTTTATATATATCCTCCAG -TTTCCATTTAAACCTTTCCTCAATGTCTTTTCTCTTGGGTAGTGTCTTTCCTGAAGTCATATTATTTACC -TCCACTTTTAAATTTCGTATTGGTTACCGATTATTATATTCTCTTTATTATTTAATATCTCACTATATCT -AATAATTATAAAGCAACCTTATAATGATTTCCATGCATTTCCTGCATAAAGTTTATTTACGGGGTGATTT -TATAATAAAAATAGCCTTGAAATGTTGAAACTTTTTTAGTATACTATGATAGTTGTTAAAAGGAAACATT -TTATTTTATGCGCCCGTAGCTCAGCAGGATAGAGCGTCGGTTTCCTAAACCGCAGGTCGCACGTTCGAAT -CGTGTCGGGCGTACCAATGTACATTTATCAAGGGTTTCGAGATTTTGATGATGTAATCACCAGAATTTCA -ACCTACGGTCTACCCTTCTAAGCTATAAAGTTTAGGAGGGTTTTATTATGCCCGGAAAAACTAAGTGCAA -CATACATAAGCCTCTCCCGTCAATAAGTTTGCAAAACGTACCACAATCGTTTTATTTTAAAAATACTTTT -TTCTATTAATCTCTAATACATTTTTTTAAATCAAACAGTTTGGACTGAAAATTATATATTGACATTATTA -CCAGATTATTCCATAATAGTTTCAATACTAAATGTGATAAATTTACAGAAGGGGAGAATCCATATGACAA -AAAGGAAATTGAAATTAATCGCGGTTGTTATTTGTATATTTTCTTGTATGATTTCATCAGTATCAGCTGC -CTATATTCCTGATAACGCTGCAACACTTCAAAAAATGACAAACGGAGGAAACCAATATATTTATTCGGAT -AATCCAGAAATGCTCTGGGATGGTACAACAACAAATCCGGGGTCATGGGTAAACAATTTTAGTGGAAGGT -CTGGTGCCTACACTATTGAACAAGCACTGACATCTAACACGTTATATGATGCATACTTCTATCATATAAA -CAAAACCCAAAGTAAAACTATAAAAGTCGGGGTGTATTTATATACCACAACCGGTACTGCAACAGCTACT -ATATATAACAAAAAAGTAGTGAGTAAGGACAATTCAACCTTAACAGATGATGCAATGTGTGCCGGTGTAG -AGACAGGCTATCAACAAAGTACCAATTACCAAACATTAAATATAACCACCGACGGGACTTTTATTGCTTA -TGATACTATCAGTCCACTAATGTTGATAAACGGTCATGTTATGTTTAAAACAACATCAAGTAATATGAAG -TGCAGGATAGTATTCCTTGATTCAACATCAACTGTAAATCCCAAGACTTTGGGAAAAGCTATTGCAATGT -CAACTGGTGTAACCGGACTTTTCCCATGTGATGTAAAGTATGTAAGCTATAATTACAGTAATGTATCTTC -TAGTGGAAAACATGGATTTTACTTAGCTCTTAGCGGTTCAGCAATGGGAAAAAATTCAGGTGAATATGAT -ATCGGTTCAAACCTGATAAACATTAACAACGACCAGCTTCAGGGGAATTATGGCATAGTGTATAATATGG -TCCTAAGCGGTTGTGCCGGAAAAACCATTAGAATAACCGCTGATTGGGATACTATTTGGAACTCATCAAG -TGGTACATGGTGTGTTTGTGAAACCTTTGCTTATTGCCCGGGCGGATCAACCAGTTCATGGACATCTCAA -AGAACGCATAGTATATATAATAAGAGAGATCCACAAACTAACATTAAAACAAAGTATACAGGATCAGAGC -CAACGTTTATTGACGTTCCTGTTCCTGCTGGTAATAATAGTTATAATTTTAAGTTTATTTTGCCGGGTTC -TAATTTTGGAAATGTTTATTTCGAAATTATATAATTAAAACAATGTAAAACATACAATAAAAATTTATTA -CATTTAGGGTTATTACACAATTATATTATCAGTAAAAAATGATGTATTCATTACGATACATCATTTTTTG -TTTAACTTATGTTCTCCATAGGATTTGTTTAAATTTCGAAATGTTCTTACATAAGTCTTTTTAGCCATAA -CAATCTGCTTTTTGGTTTTATCAACAAAATAATTATAGTTACCCTTCCAAAAACTATCAATCACAATCAA -AGGAATTGGCTTCTCTTTCCCGATAACTGCCATTTTATATAATTTTAAGACTTTCTTTTCTGTATTTCTA -TATATTGACATTTATACTGAGATAAAATACAATTAAAAATAGGTTGCTAAAACGATAACGCTATTTCCAA -GCCTGAACGGCTAATTGGAAATTTCTAGAAGGAGGAAGTATTTTTATGGGCAAGGAAAAGAAGAAACCGC -TAAAACACTTTATTATTGTGCTGGCTGTTTTCTCAATGGTATTCACGAATTTTATCGGTTCGTGGTCAGG -TGTCTCCGCAGCTCCTGCAAAGGGTAAGCCTTCATTTAAACAAGCAGCTTCTAAAGAGCTGAAGGTGGGG -CAAACCTACACTTTTGATATCATCAATAAGCAGACAGGTGCAACCTACCAGTGGAGCAGCAGCAACAAAT -CAATTGCTACAGTAACCCAAAAAGGGCAAGTTAAGGCAATCTCTGTGGGTACTGCAACAATTTCCTGTAA -AATAACTAAAAACAAAAAGTCAACTACAATTAAGGCAAAAGTCATTGTTAAAAAGGAAAAGGCCCCTGCT -AAACCTGCCCCACAACCCGCAAAAGTATCGGTAGACAAAAATGGATTTGATTCCAAAGGAAGAATGGTCG -CTTATTTTGGTTCTCCAGTGATTGACGGTAAAGTGGATGCTGCTTGGAGTAAAGCACAAGTTGTTACTCC -GAAATACGTAACAGATAATATTGGTACAACAGCTACTTTCAGAACTCTATGGGATGATAATGCAATCTAC -ATACTTGCAGAAGTAAAGGATAAAAATATGTCTGTTGAATCCGACACTCCATATATGCAAGATTCGTTAG -AGATATTTTTAGATGAGAATAATGATAAAACACAAGAATATGGCATTGATGACTTACACTTCCGTGTTAA -TTATAAGAATTCCCAGTCTGTGGATGTTGGAAATGCCGAACGCTTTTACACCAGTACAAAAAAAGTGAAG -GGTGGATATCTAGTAGAAGCAAGAGTTGCTTTGAATGCCAAACCCTCAGACGGAAAGGTACTAGGAATTG -AACTGCAAATTAATGAAGCAAAAGATACTGAAAGAATCGGTACTATTAATATTTTTGATTCTACAGGCAG -TGCATGGAACGACACCAATAAATTTGGTGAAGTATTGCTTACAGGCAAGGCCAAAGGAGCGGTTAGTGGA -TTGAACCCATATGATCTTATAAAACTGGTAGAAAGTACTCAAAAAATTGATTTCACACTTTATAAAAATC -CAAATGTGGTAAAAGACGCTGTTAAATCTGCTCAAAAGGTAATTGCTAATAAAAAAGCCACCCAGAAACA -AATTGATGCACAATATTCCGCAATAAAAGCAGCAATCGGTACATTAGTTCTCACTGATGAAGCTGCAAAT -GAAAAATACTTTAAAGCAGTCCCGGATAATTATAGAACGGAAAATGATAAACAAGGTACTATTGTAAGCT -TAGAGTACTCTGCGGATAATTTAAAAAATGGAACAGACGTTAAGAAGATGAATGTTTACCTTCCTTACGG -TTATGATGCATCCGATAAAAATAAAAAATATAATGTTTTATATTTAATGCATGGCGGTGGTGAAAATGAA -AATCTCATTTTTGGAGGACCTGCCCAAAACAAAGAACTAAAGAAAATCATAGATAATATGATTTCAAATG -GAGATATCGAACCGCTAATTGTTGTAACACCTACATTTTATGGTGGAAAAGATGATACTGCACTCTTCCA -TGAAGAACTGATGAAAAATGTTGTTCCTTTAGTAGAGACTAAGTATAATACATATACAAAATCAGCAAGT -CTGGAAGATTTGAAGGCTTCTAGAGAACATAGAGCATTTGGCGGATTTTCTATGGGTTCGGTAACTACCT -GGTATACATATATCAATTGCTTGGACTATTTCAAATATTTTATTCCGATAAGCGGTGACTGTTGGGTATT -TGGTCAGAAAGCCGGAAGCGAGAAGTCAAAAGAAACAGCAGAATATCTCGCTAAGGTTGCAAAAGATTCC -GGTTATAGCCCACAGGATTATTACTTGTTCTGTGCTACAGGAAGCTTGGATATTGCTTATCCTAACTTAA -AGCCTCAGGTGGATGCTATGAAGCAATTAAAAGACACCTTTATTTATTCATCTGATACAACAAAAGGAAA -TTTCTATTTCATAGTAAGCGATGGTGGTACACATGCTTGGAATTGGGTTAATCAGTATATTTATGATATA -TTGCCTGATCTATTTAAATAGGAAAGTTACATATCTCCTCACGAATATGTAATCCATAAGTTGTAAAAGA -AATGAGAAAAAGCACCCCTAACGGGGGGTGCTTTTTCTTAAAGATAATCCTCTATTTAAATATTCCTTTT -AATTTACTTTAACTCAAATATTATGATAATATGTTAATATAACCCTTAGGAGTGAAGTATGGCTAATGTA -AATATTAAAATCATTGCTCAAAAAACGAATCTTTCACCAGGTACTGTATCCATTGTTCTAAATGGACGCG -GCGATAAAATGCGTATATCCGAAAAAACTCAGAACAGAGTTTGGGAAGAAGCCAAATTATTAGGATATAA -GCCAAATATATATGCCAGACGCTTACGGAATCAGTCGGCAGGTAATTCAGCTGCCATTATAGGCATTCTT -TGGCCTTCTGTATATTCTTCAGAATTGATTGTAAGCTTCTTTGATGGAATTCAAAACAGTATTTTAAACG -ACAAATTAAACGTAGAGGTTGTTTTTAAACCTTATCAATATTCAGAAATAAGTAAAATGGAAGATGTGTT -TAAAAATCAGTTGTTTAACGGGGTAATAATTGTCGGAGCCTCTGATAGAGATGTTGATTATATGTATACG -ATAAAATCTGCAATGCCTATCATATTGTTTAACAGGCAAAATGATAAATACGGCTCCGTATGCATCGACA -ATTACGATACAGGTAAAAAAGTAGCCGGATTACTGGCTGCAAGAAAACATAAAAAAGTAGGCTTAATTTC -TCCCAATCTTTTATCGAGAAATTTCAGCATGAGAAGGACGGGCTTTTTAGATGGATGCCAAAAGTACGGA -ATATCTGTGTTACCGGAGCATATCATTCAGGAAACTATTGACTCTGAAGGCGGGTACCGAAGTGCAGAAA -AACTTTTGAGGTCAGAATCTCTTCCTACCGCACTTTTTTTACTTGTATCAGGTTATAGTCATGGAGTCTA -TTCGGTTTTTCAAAAGAATGGAGTGCGTATTCCTGAAGACATTGAAATAATAGGTTGCTCTGACATCGTA -TCCAGCCGAATTTTAAAACCGAGTATGACAGTCATTGATTTGCCTGTGCAAAAAATGGTAAAAAAGAGTT -TACTGCTTATTCTAGATATGATTAACGGGTATATACAAGATCCTCACATTATTTTTGAGGAAGCTCCTTT -CATATTTCGTGAAAGCTGCGGAGGGTTTCCTGACTCAGGATCGGTTATTTAAATATATATATTTGTAAGG -AGTATATTTTTGATTATAAATTGTATACCAATAATTATTTTTATTCCACTAATTATAAGTTATTTTGTAC -CAAAGTTACAAAAACACACATCACCTCACCTATTCAAATTGATAAAAAGAATCCTCTTGGTTTTATACAT -ACTTATAATTGTTTATTGCTTGTTTAATATATATTCAAGTTCTATCTGGCGTATCTAGAACCACTCCCTA -CTTCTTTTTTATAACATATGTAAACTTCCATACAGCCGAATTACCTGAATACCTGCCTCTGTTTTCTATA -ACTGTAACATTTGATGTATAATTAGTACTCTTGTTTGCTTTTAGCTTACTTACTGAAACCGCAAGAGTCT -TGCTCCCATAGTCCGGATAGCTATCGTCCTCTTCTGCCATTGAAACAATAGTAATCTTACCTTTTGGTGT -TGTTGATATTTCTATCGTTTCTCCCTCATAAATTGTTTTTTTATTAACTGTAGCACCAAATCCCCATTCA -TTGCCTACATGGTCATTCTTTATACAAACAACAGATTTTAGTGTTACCTTTACTTTAGTATTTGCAGCAC -TATATGCCAGATTTGTAAAACAAGTTAATATAAGCGTGATTATTAATAAAAAACTAAGAATACGTTTATT -CATTAATTGTCATCCTCCATCTTAGAAATTCACAATAACATCCTAATTATAACATAAATGTACTACTTAG -TAAACTTTTACCAATAAAACATTAGCCATTGCGTTTCCAAAATGAATATATTGATTTGTAAAAACAGATA -ATAATTTCGGAGGTGATATCTTATGAATCAGAAAATAGCTATTGAGCCTAATTTAACTCCCATAAAGGAG -TATCTCGCACAAAAAGGGTACAGCGTTGAAAATATAGACTACGGACAAGGTGCCACAAAAAATAATTATG -ATGCAATTATAGTTTCAGGTGTAGAAACTAACATAATGGGCATAGAGGATACAAGCAGCAAAGCCATTGT -AATAGATGCTGACGGTATGACAGCAGAACAGGTGTATCAAGAACTCCAAAGTCAATTACATTAAACGAAC -AAAACCCCAATATAAAAAGTATTGGGGTTTTGTTCGTTGATAACATTATATTTTATTTTTGTCCGTAATA -AGCTTTCGGGCCGTGCTTCCTCATAAAATGCTTGTCTAGCAGCACCTGCGGCATGGGAGTTACATTTGGG -TTCAGTTGTCTGCACTGAATAGCCATCATAGCTACTTCTTCTAAAACAACAGAATTATGAACCGATTCCG -CTGCACTTTTTCCCCATGTAAAAGGTGCATGATTTTTTACAAGTACGGCAGGGATATAGTTAGGATTTAA -ATCTTTAAAAGTCTCTATTATCACCGTTCCGGTATTTGCTTCATAATCGGACTCAATCTCATCCTTTGTC -ATTTCCCGAGTACATGGGATTTCACCATAAAAGTAATCCGCATGAGTAGTCCCGTAAGCAGGAATCCCCA -TACCAGCCTGTGCAAAAGCAGTTGCCCACCTGGAATGGGTGTGTGTTACACCTCCTATATCAGGAAATGC -ATTATACAGAGCTACATGTGTTGGTGCATCAGAAGACGGCTTCAATTTTCCTTCCACCACTTTACCTGTA -AGGTCGATTAATACAATATCATCAGCTGTCATAACATTATACTCAACACCACTGGGTTTAATTGCAATAA -GTCTGCTTTCTCTGTCGATACCGCTTACATTTCCCCATGTATATGTTACAAGTCCTTTTTCAGGCAGCTC -TAGATTGGCTTCCAACACCGCTTGTTTTAGTTGTTCCAACATCTTTTTTACCTCATTAAAATCAATTATT -ACAATAAACTATTTCAGTTCAAGAAGTTTATCGCAGCCCTTTCAATACCCAGTCCCTTTGTGTACCTTTT -CATAAACTCGTTGAAACCGTCAACATCCTTCGAATCTGGCTGTACAGTCTCACCTTGGCTTTCCCCAAAC -ACATTTTGTTTAAGAAAATCCTCCAAGGACTGTGAGCTTTCCCTATTAATCATATACGAAGCAAGTAGGG -CAATACCCCATGCACCGCCTTCACCCGCAGTCTTCATAACAGATACAGGGACATTAAAGGCAGCCGCCAT -AATCTTCTGTCCTACTTCCTTCGTCTTAAAGAAACCGCCGTGTCCGGTAATACCGTCCACTTTAACAGCT -TCCTTTTGAAAAAGAATATCCAAACCGGTCTTCAAGGCTCCAAGAGATGTAAACAAATTGACCCTGATAA -AGTTGGCCAGGTTGAATTTGCTGTTTGATGAACGAACAACCATCGGGCGACCTTCTTCAAAATGGGTAAT -ATGCTCACCTGAAATATAACCGTACGCAAGCAACCCTCCGCAATCAGGGTCACCTTGAAGTGCGGCTCCC -AGCAGGGTATCATATAGCTGTGGTTTTTTCACGTCAAAGCCCAAGGTCTTAACTGCCTCAGCAAATATAC -CCATCCATGCGTCATAGTCCGATGTACAATTATTTGAATGAACCATAGCCACAAGATTTGCGTCAGGTGT -AGTCACCAGGTCAATTTCCGAATACACTTTGGATAATTCCTTTTCGAGAACAACCATAGCAAAAACAGAA -GTCCCGGCAGACACATTGCCTGTACGGACAGCAACGCTGTTAGTTGCAACCATACCGGTTCCCGCATCTC -CCTCAGGGGGACAAAAAGGAATACCCGCCTGAAGCTCCCCGGTAACATCAAGAAGCTTTGCACCTTCTTC -TGTCAGCCTACCTGCTTCAGTACCCGAAACCAAAACTTTTGGAAGAATATTTTGAAGCTTCCATGAAAAA -TTTCGATTGGTGGTAGCCTCATTAAACTGATTAATCATACTTGAATTAAAATCCTTAGTATCTAAATCTA -TTGGGAAAACACCTGATGCCTCTCCGACACCAAGAACTTTTTCTCCTGTCAACTTCCAGTGTATAAATCC -GGCCAATGTAGTCATAAAATCGATATTGGATACATGCTCTTCATTGTTCAGTATGGCTTGGTAAAGATGG -GCAATGCTCCACCTTTGAGGAATAGGATAATTAAACAACTTGGTTAGTTCCTCGGAAGCCTGTGCAGTTA -TAGTGTTACGCCATGTTCTGAAATGAGTCAGAAGATTACCTTCCTTATCAAAAACCATATAACCGTGCAT -CATTCCGCTAAAACCTATTGCTCCGGTTGTCTTTAGACTTACTCCGAATTTGTCCCTAACATCTTTAACC -ATTTCCTGATAGCTGCTCTGTACGCCTTTCCAGATATCTTCCAAGCTGTAAGTCCAAATATTATTGATAT -AGCTGTTTTCCCAGTCATGACTACCGGATGCGATAGGTGCATTGTCTGCACCTATCAATACCGTTTTTAT -TCTAGTTGATCCGAGTTCAATCCCAATTGCTGTCTTTCCATTTAGAATAGCATTTCTCCCGTCATTTAGT -TCATGCTTCATTGTTCTCCTCCTCATGTATTCATCCATACTTATGCTCACTTATGAACTGAATCTAATAG -GATGTCATTCAGATTAACATAACTTTATTATTTGAATGGATTTTCATCCTTATAAAGTATAGATGCAGGC -TGATTGAAAGCTACATCCTCAACACCCAGAAGCTTCATTGTAGCAAACAGAACTTTTCCCATATGCTTAA -ATGCTACACCGCCATGGTGAGGGTATCTCTTAGCAATCAGTACATGTCTGTAGAATCTGCCCATTTCTTT -GATTGCAAATACGCCTATACCACCGAAAGATTTAGGGTCTACATCTATAATTTCACCCTCGGCAACATAA -CTTCTCAGCTGACAGTCAGCTGTTCCCTGGAGCCTGAAGAAAGTAATATCTCCGGGTCTTATTGTTCCCT -CCAATGTTCCTCTTGAAATATCAGGTTCCTTGCCGGGCTCAAGTAATCTATGCATGATAAGCTGATATTT -CATAGTGTGGTTTTTCATCATACATGAAGGAGTATTTCCACAGTGGAAGCCCATAAACAAGTCTGTAAGA -GTGTATCCATTAAATAACTCCTTGTTATTTTCAAACATGTCCTTAGGAACAGAGTTGTTTATATCAAGAA -GTGTTGCAGGCAACTGTGTAGCACAAGTAATTATATATTCGCTTAATGCACCATAAATATCGGTCTCACA -TGCCACAGGAATTCCTTTCGCTGCAAGTCTTGAATTAACATAACATGGAACAAATCCAAACTGTGTCTGG -AATGCAGGCCAGCACTTATTAGCAAATACAAAATATTCGGAAGTTCCCTTATTCTGTTCCGCCCAATCCA -ATAATGTAATCTCATACTGTGCTAACTTCGGAAGAATTCCCGGATACCCGTTTCCATCCTTCAATTCCTC -TTCCATTTCCTTAACCACTGCAGGTATTCTAGGATCATCCTTATGATTATTATATGCCTCAAAAAGATCA -AGCTCAGAGTTTTCCATTATTTCAACGCCCAGATCATACAAGGGTTTAATAGGTGCATTACATGCCACAA -AATTAAATGGTCTAGGACCGAAACTGAATATCTTTAATTTTGAGACACCAATCAGTATTCTCGCAATATT -TTCAAAATCCCCAATCATATCTGCAACATCCTGAGGGTCTCCAACCGGATATTCAGGAATGTACGGATTT -AGTTTCCTCAGAGCCAGGTTATAGGATGCATTCAGCATACCGCAATATGCATCTCCACGTCCGCCTTTGA -GATTTCCCTCAGACTCTTCAGCAGCAGCTACGAACATTACAGGTCCGTCAAATTTCTGGGCAAGCATGGT -TTCTGGTCCTTCAGGTCCGAAGTTTCCAAGGTATACAACAAGAGCATTTGCATCGGCGTCCTTTAATTCC -TTCAGAGCATTGGGTATATCTACTTCATTTTCAACCACTGTATCGGCCTGAACTATTTCAACACCCTTTT -CTGCACAAGCCTTAACAACAGCTTTACGTCTTTCCGTACTTAATTCCGCAGGAAAACAGTCCCTGCTAAC -TGCTACAATGCCGAGTTTAACTTTTGGTACGTTATACATTTTAGAAATCCTCCTTAATAATTTTTTGGCA -ATTTAAATTGAATACTATTTATTATTACTGTATACTGTTACGTACAAGTTTTCAACATTTATCTCTTTAT -ACAGGATTCCTTGATAATAAGTTCCGGTATAACAACTTTTTGGACAGGATTTTTTAAATAATCATTATCC -TTAATCATCTCTAGAAGAATTTCAGCCGCTTCCTCTCCCAATTTTTCTTTAGGGTGACGGACAGTGGTGA -TCTTCACAGGACAATTTGCAGAAAAATAGGAATCGTCAAATCCAACTAGCGATATGTCCTCAGGTACTTT -TACACCTAAACCGGTCAGCAGTTCATATACTCTGAATGCAATTTGATCGTTATAACAAGCTATTGCATCC -ACTTCTCGGTTTTCTTCCAGAAAACGTTTAACCATGTTATAGGGCTTTACAACTCTGTCCTCAGTGTGAA -ACCATATTACATCATCGGGATTATAAGACATACCTGCATCGGCAATAGCCTTTGCATAACCATTGTGCCT -TTCAACTCCTTGAACATCATCAGCTTTAAATATTCCCACAATCTTTTTATGACCGAGTTTTGTAAGATAT -TCCACAGCTGAATACATACCCTTGGCATCATCCAGTATAATATGTGATTTATTCTCTAGCTGCTGGTAAA -AACCATGAATAAAGATATATGGTATACGATGGTTGTCCAGTGCCTCATAAAACTCCATATTCTCCGAATA -CAAAGCACTTTTGGTAGGCTCAATTATAAGACCCTCAACATTCTTCTGCAATACGTCTTCCAGGCAAACA -GCTTCTTTATTGGTGTTATTGTTGGTGTTTTTTAGCATAATGCTGTAACCGTTGGACGAAAGTACACTAT -CAATACCTTGAATAACCTTTGGAAATATGTATTCAGATATATAGGTAGTAATTACTCCAATATTTCTGGA -ATCATTTCTTTTTCTGCTCCTATCCAGGCAAAAGGTTCCTCGGCCATGTTCAGTGTACAAGTAACCTTCA -TTTACAAGCAATGAAATTGCTTTTCTTACGGTGTGACGACTCAGAGACATCGTCTCCGCCAGCACGTTTT -CCGAAGGAATTTGTTCCCCTGGCTTGATTCTTCCCAAAAGTATTTCTTGCTTCAGATGCTCCATAAGCTT -GAGGTATTTTACCTGATTATCACTTTTTTGCATTATAATCTCCTTATAAGCAACTTGTACGTACATCTTA -ATTATACAATATAATTTAAAATACACAATACTGTTTATTAAATAAAAAAAACTGCCTTGATAACATCTGG -CAGTTATAGTTTAAAAATTATTTTTTTGCAGGCTTTGTATTCTTATTTGCCTTCTTATCACAATTATTTT -GTGGCATTTTATAGGTTTCGTATTTTCTCTTATCCATTTCCCATAACTTTCTTTGATAATCTAAAAACTC -ATCTAATTTCATTTTAACACCACCTCCTGATTTTATTTTATGTTAACATATCAGGAGTTGTTACTTATAC -CCACTTAAACAATTATATTGCTTTATAGGAAAAAGTATGTTCTCCTAATTGTGGATTAGGCTTTCTCATT -ATCTACAACATATACACACACATATAGTAATATCCACAGTTTAATTCACAAAATGTTGTGTTTCTGTGGA -TTAAACCTCACTCTCCCTCTAGCTAATCCACAGAGTTTTCAACAACCTGTTAACAAAACCTAGTTACAGT -GTAAAACTTACAAACCTGACTTTATAATCTTTACATAAAACTTTCTGTTTCTCGGTCCGTCAAACTCGCA -GAAATAAATTCCCTGCCATGTACCAAGCAGAAGCTTACCTTCTTCAAAAATAATATACTGGCTGCTGCCC -ACCGCACTAGCCTTTAAATGTGCCGAGCTATTGCCCTCATAATGCCTGAATTCGGTCCTATCAGGATATG -CCTTATCCAAACCGTAAAGCATATCTCTAACAACATCCGGATCAGCATTTTCATTAATAGTAATTCCAGC -CGTTGTATGCGGACAAAATACTATTACCGCACCGTCCGTTATCCCACACTGAGATATAGATTCCGCAACC -TTACTTGTAATATTATAAAAATTCTGCCTTTCAGTGCTTAAACTGAATTGATATAGCATTACAATCTCAC -CTCCACTTGTTTTTCTATTTCAATAAATCCCTCTTCAACTACACAATCAAGAGCCAATATATTCACACCT -TTTCTATATGCAGATTTCAACGCATCTGAAAACTCCCTGTGTGTCGTCTCATTAGGTATAAAATAATCAA -CATCTTTCATTTGTATTACAAAGATTATATACGCCTTATATCCATCGTGCAAGCTATCACAAAGCTCTTT -AATATGTCTTACACCCCTTTCGGTGGGAGCATCAGGAAACATTGCTATATTATTTTCCTCCAGCGTTACT -CCTTTTACCTCAATAAAAATCTTATCCTCCTTGGTTTCAACATAAAAATCAAACCTTGAGTTTTTATATC -TGGACTCAGCCTTTACAAGCGTAATACCACTAAACAGATTACCCTTCTCCATCCACTCCTGAACCAGCTT -ATTTGGTGCCTGACTATCCATATTAATATGTCTGCTTCCCTTAATTACACTTATAAGGTCAAACCCGGTC -TTACGTTTGGGATTATCAGATTTCTGAATATAAACGACAGTACCGGGTATTAAAAGCTCCTTACACCTGC -CGGTGTTTTTAACATGGCAAATTTCAGTCACACTGTCAATTTCCACATGTGCAATGAATCTATTTGGCCT -TTCAATAAATATTCCTCTTTTGATGTTTTTGTATTTCAAATTTATCCTCCCGCTGCGTGTTTCTTTGTAA -ATTATAATAAAAGAATATCATATAACCTCCTAAAAAGATTATAAACATTTTGTTAGAACAACCTAATAAT -GGGTATAACTAAATTATCTTTAATTTGGTTAGGCATAACAATATATTTAAGGAGGCTTTCTATGAAAACA -GAAGTTGCATTTTATCGTTGCGGTCAGTGTGGTAATATCGTAAGTATCATTAAAAATGGTGGAGGAAAAC -TGGTTTGTTGCGGAGAGCAAATGGAAAGACTTGAACCAAATACTACAGATGCAGCTCTTGAAAAGCACGT -TCCTGTGGCAGAAAGAAAAGACGGGCAGATTGTAGTGCAGATAGGTTCCGCGATCCACCCGATGATTGAT -GTCCATTATATTGAGTGGATTGAAGTTGCAGGCGATGAAGGCACTGAAAGAATCGTCCTTTCTCCCGGTG -ATGAGCCAAAAGCAGTTTTTGCCGATAAGAGTAACGCGGAAGTTTATGCATATTGCAATCTTCATGGACT -ATGGATGTCACATGTAAAATAAAATTCGGTAAACAGCTACCGGAAGATAAAATAGCCCTGCAAATAAGTC -GATACTGACTTTGTTTTGTAGGGCTTTAGTTTTCTTCAAATATCCGGTCGTAAGTTTTAGGCAAAAAAAT -AGGTTAGTCTTTTTCGACTAACCATGTAAAGGGGGTCAAAATGTATTTTGTGAGGTCAATATTATAATAG -CCATTATTTAAAAAATTTATACAATCGTTTTTGAAAAATTTGATCATTATAATTATTTATTACCAGGTAA -ATAATAAATTTATATAAAATAAAAATGTTATAAGAAGGAGCTGCATCTATGAAGTTGCAAAACAATGTTA -TAAATGCTGAAAATTTAAATGAAAACAATACATTATCAGTTGTTCAGGATAAACTCAAGCCCGGTGAAAC -AATCATACTAGATGTCGGGTATAACTATTTCCACCAGGCCGACAAACTCTATGAAATGCTTATAAATGAG -GGGTATTATGTAAGGAAAACCTTTGTGAACGGCCGCAATCAATTGCTGGTTGCACAAAAGGATGAGAAGC -ATCATATGTATTAATTATTACGCAAAAGTATAAGAAGGCCTGCTGTTTAACTTTATAATTAACACAGCAG -GCCTCAATATTAACTTATATTATTTATTTCTTCTATAGGTACAAAAACCTCTAAAATCCTTTGTTTGAAT -TCAATACTAGCCGGGAACAGCTCGGATCTTTCACCATCTACAGTTAATGCAAGGGGCATTTTGCTGCTTA -ATTCACATTTCCTGGCTTTTAGAATAATCACGTTCTTGTCATTAACAGATTCCTTACTCAATACCTTGAA -AAAAATACTTGCAAGGTTAATATTTGAACATTTCTTAACCAGAATAATATCCATATATCCGTCGGTATAA -TCAGCCTGTTTAAGAAGGTTCGGAAAGCCGGCTGCCTGTTTCCCGTTAACTATTAAAAACAAAAGAAACT -TTCCTTCAATTATATGCTCATCTGCTGTGATTTTGAGATCAAAGCTTTTAATATTAGCTACTTCAGAAAT -ACCTTTCAGGTAGTAGGCAAAGGGACCAAAATTCTTTTTAAGCTCACTGTTTGTATTAAAAGAAACATCT -ACGAAATTTCCTCCTGCAAAAGTACTAAGAAAATACTGTGAATTGTTTATGTAACCCACATCGCACATAA -TTGTCTCACCCTGAAGAATTATATCGATACTTTCTTTAAGAGAGTTTATTCCCAGACACTTTGCGAAATC -ATTACATGTTCCTGATGGTATCACTCCTAGAGGCATTTTAATATCATTGTTCAGTAGTAAATTGGCCACA -AAATTAATTGTTCCGTCCCCCCCGGAAGCAGCAACAAAGTCATATACTCCTGACTGCAATGCATTAATGA -GATAATCGCTGTTAGCATCCGTCAATCTATAGGGCTGAGCAAGAATTCCCTTTTCCTGAAATGAGGACAA -TATAAAGTCTAGTTCACTGGGGATCCTATGTCCCCCGGAAACAGGGTTATATACAAATAATGCGTTTTTC -ACAGGTATATCCTCCAATACAAACACTTTAAGTAAAAACTTCTCTATTAACTTATAATAAATGAAATTTA -ATATAAAAGCAATCTTAACAGACATGATATAGATTATTTTATTACATATCAAAAAATTATAGGAATATTA -AAATGGGGCGTCAGCAAGACTTTCGTCTTGCTGCAGGCCCCTAAACGACGCTAAACTATCCTATTGTTTG -ACACTTCTTTCAGCCATCTCAATTGCCTTCTTAACAATGTTTCCGCAATCTCTAGAAGATACTGCTCCCC -ATCCTTCGTTAGCAACTGTATTGTAGACTCCAAGTTCTCTGGCAATTTCCTCTTTAAGGGCATCTGACAT -AACACTTTTACGTCTACTCATGGTTGGTGCCTCCTTAATTCAGGCAGCAGCCACTGCGTAATGCGTTTCA -GGGGAAATACAAATACGCTGTTTACTGCCTGAAATAGATTTTTTAGCGTACACATATATTTTGCTAATTT -CTTTAAAAAATATTAAGGAAATCTAATCCACATTTTGCACAATCCAAAATTCACCATAATATTTGCACCA -CCACAATATATGTACTCTTTTTATAAAAATAATATCAACATTTGGTATAGGCAAAATCCGCTGTGTATAC -AATCTACAAAAACTTCTCTTTAATCCACATGAAAGAATAAAATTGTGGATTACTTTAAAAATCAATTAAC -CTCCTAAAACCTTGTGGTTGTAGGGATTCCATATTTCTTCAAAAACGTTATGTGAATAAGTTAAAAAAAC -TGTGGATAAAAAACTTTTTATCCACAGTCTGTTTTAATTTATATAAAACTATTCTATATTCATACTTATA -TCAATAGAATTTGCAGAGTGAGTAAGTTTACCTATAGATATAATATCAACTCCTGTTAACGCTACATTAT -ATATAGTTTCTTCACTTATATTCCCCGAGGCCTCCGCAAGAGCTCTTTTATTTATAAGCTTGACAGCCTC -AGCCATCTGTTCATTTGACATATTATCAAGCATAATTATATCTGCCTTGCATTCGAGAGCCTCACGAACC -TCTTCCATGGACTCTACTTCTACTTCGATCTTTACAGTATGAGGAATACTGTTTCTTACACGTTGAACCG -CATTTGTTATTCCTCCGGCAGCAGCAATGTGGTTATCCTTTATGAGAACACCGTCAGAAAGCGAAAATCT -GTGATTGGCTCCTCCTCCTGCACTTACTGCATATTTCTCCAGAAGTCTCAGACCGGGAGTAGTTTTTCTT -GTATCAGTTACCTTTACAGGTAACCCCTGAACTTTACTAACATATCTGTTAGTCATAGTAGCAATTGCAG -ATAACCTTTGCATAAAGTTCAATGCAGTCCTTTCACCTTTTAACAAAGCTCTTGTCGAACCGCTTACCTC -GGCTATAATATCACCTTTCGAAACCTTGTCTCCATCTTTTACAAAGGCCTTAAAACATATGCCGCTATCC -AGTACCTCAAAAACATACTTCGCAACATCGAGCCCTGCAATAACCGCATCCTGCTTTGCCATAAATTCGG -CTCTGGATGAATCTCCTTCTGAAAGAATATTGTCTGTTGTAATATCACCTAGTGGCATATCCTCTTTTAA -TGCATTCATAACTATTTCATGGATATAAAGATTACTGAGTTTCATATTTCCTCCCCTTAAAATGGTGAAG -CCATTTTTCCCTTCTCCAATTCCTTAACTATATTTTTTCTCCAGTTCGTATCATCAGTTTTGTCGTAGTC -TGTTCTATAATGAGCACCTCTGCTCTCTTTTCTTTCAAGAGCTGATTCTATAACAAGCCCCGCTACTGTA -AGCATATTCAACACTTCCAGCTTTACAAGACTGAATCCTGTAAAATCCGTGTACTTCTTATAAATATCTT -TAATAATTTGGGCAGCCTTTTCAAGACCTTGTTGACTTCTGATTATACCTACATACTTTGTCATTGCAGC -CTGTATCTCTTCCTTCATAGATTTAAGAGCCGCATCATTTTCTTTATTGGATACATAACAGAGCCTTGAA -TTGACGGCTGAATTATTACAAGGTCTTCCTTCGGACTCGATCTTCTTTGCGATTTTCCTGCCGAAAACCA -GTCCTTCTAGCAAAGAATTGCTTGCGAGCCTGTTTGCACCGTGAATCCCTGTACAAGCTACCTCTCCACA -TGCATACAGACCCGGAATATTTGTCTGCCCGTCAACATCTGTTTTTACTCCCCCCATACAATAATGCTCT -GCGGGAGCAACCGGAATAAAATCCTTAGAAATATCAATACCGTAATCCAGACATGTTTTAAAGATATTAG -GAAACCTACTTTCGATATATTCCCTACCTTTAAATGTTATATCCAGAAATACATTTTTGGAATCAGTAAG -ATACATTTCTTTAAAAATCGCTCTTGAAACAATGTCTCTGGGTGCCAGTTCACCCAACTCGTGATATTTC -TTCATAAAAGGCTCACCGTTGCTATTTTTAAGTTGAGCACCCTCTCCTCTAACCGCCTCAGATATTAGGA -AACTCTTGTCTTTTGGGTGGTATAGTACTGTAGGATGGAACTGTATAAACTCCATATCCATGGCCTGGGC -ACCCGCTCTCAAACACATTCCGACTCCGTCACCAGTTGCGACCTCAGGATTAGTAGTATGTGCATAAATC -TGTCCAAAACCCCCAGTTGCAACAACTACCGAGCCGGATTTAAATATCTTAATTTTATCTTCAATTTCGT -CATAAACTATTACACCTTTGCATTTGCCCTCTTCGATCACAAGATCGACTGCAAAGTGACTCTCAAAAAT -CGATATGTTCTTCTTTCTCCGGGCAACCTCAATAAGCTTGTCACAGACTTCCTTACCAGTCGTATCTCCT -GAGTGAATAATTCTATTTACACTATGGGCCCCTTCTCTAGTAAGGGATAGATGTTGTCCGCTTTTATCAA -AGTTTACCCCTAGGCTGCACAAAATTCTAATATTTTCAGCAGCCTCTTCTACCAGAACCCATACGCTCTT -TTGATCATTTAATCCTGCACCTGCAAAAAGAGTATCTTTGAAATGTAGTTGTGGAGAATCATTCTTCTCA -TCAAGAGATACTGCTATTCCCCCTTGTGCGAGAACTGAATTGCTTATGTCCAGTGTCTCTTTGGTAATTA -TCCCTATCTGGAAACTGTCGGGTATTTCCAATGCAGTATATACTCCGGCTATTCCGCTACCAATGATGAC -GACATCCTTGTGTATGACCTCAACATCAACCTTATTACTATCCTCTTCCATAGTTTTACCCTCCATATCC -CCCTTGTGTAAAACGAGCTGCAGATAAAATACTTCGTAAATCAGTTCTGTTCCATGCTATGGGGTAAATT -ACTTTTTTGTTACACAAATCTATTTCCCTACTGCCAGCATTCTATTCAAACTACCGGATGCACGTTCTAT -AATACCGCTATCCAATGTAATTTCGTATTGCCTCTTAGCTAAGGCATCATGAACACTCTGTAATGATGTT -TTCTTCATATTCGGACAAATCAGCCCTGTTGACATCATATAAAAAGTCTTGTTTGGGTTCTCCTTTTTTA -ACTGGTAAAGAACACCCATCTCAGTTCCAATAATAAATTTGTCATGCTCGGAATTTCTTGCATAATCTAT -AATCTGCTTTGTGCTTCCCACAAAATCAGCAAGCTCCTGTATTTCGGGTCGGCACTCCGGATGTACCAGC -AAAATAGCATCAGGATGAAGTCTCTTTGACTCTATGACAGCATCTTTCTTAATCTTATGATGTGTAATGC -AGTAGCCTTCCCAAAAAATAATGTTTTTTTCAGGAACCTTTTTTGCTACATAACTGCCAAGATTTTTATC -TGGAGCAAATATAATATCCTTTTTATCGATAGATCTGATTACTTTCTCCGCATTTGAAGATGTACAGCAG -ATATCACACTCGGCCTTAACCTCAGCACTTGAGTTTATATAACATACAACAGCTGCGTGAGGATACTTTT -TCTTAGCCTCTTTCAGAGCCTCAGCCGTAACCATATCTGCCATTGGGCAACCTGCATTTATTTCAGGCAA -CAGAACCGTTTTTTCAGGCGATAGAAGCTTCGCACTTTCTGCCATAAAGTGTACCCCGCAAAAAACTATA -GTATCCGCCTGACTGGAGGCACAAAATTGACTTAGAGCTAATGAATCTCCTGTAACGTCAGCAATCTCCT -GCACCTCATCAACCTGATAACTGTGAGCAACAATAACTGCGTTCTGCTCTTTCTTCATTTTTTTAATGTT -ACTAATCAACAAATCTTTATCCATTTTTTTACCTCATAATCTTTTTGTAATTCTATAGCGTAGGGTGTAC -TTCATTATCTTGAAGTTTTAAAATACTGCATTCATTTTAATACTTATAATTTGCTTTGTAAATGCTTTTA -TACTAAAAGAAAAATCTCTCCATATAATAATGAAAAGATTTTTTAAAATCATGTGATTTTATTCTAAGAA -TACGGTAAACTATTTAATACATTTGCTGGTTTGGGACACCCGGAACATCCACATCCGCAACTTGAATCAC -CGTTACTTCTCTGCCGGATTTTAAATATTATAACCCAGGCCATTAAAACGAAAATCACAGCAGATATTAA -AATCATTGCAATATTATCATTTATATATTGTATCATAGAAACCTTCCAATTACTAAATCATGCATTTACC -CTCTTAACATTTTTATCATTTCCAATACTATAACCATTAAAATACCCAGTAAATATGGTTGATGGAGCAA -CCCACCATGATTTATCCTGTTCAATGGTTCTTGATGCCATTATGCCCGCAACGCCCCAACCTGATGAAAT -AAGTATTGGTAATGCTACACGGGCCATGTAACCGCAGTCCTCTAAAATAGATAAGAAAAAGAATAAAATC -ATCATCTGAGGAACAAATCTAAGAACAGCACCAACTCCTCCGATAATTCCGTCAATCACCAGTCCCTGAA -GCCATTCTGCTGCACCTACAGTCGAAAGGAAGGCACCCATAGCAGGCTGTATCCAACTGCCAAAAAACGT -GTCATTTGTCCAATCCGTTACTATCATACCCAGCCAGGAAACATATACGAAATACACTATAACCATAATA -GATGCAAAAATGGGGTTTGTAAGCCATCTGTTGGTAACTATGCGGTCAATCTTATCTGATGATGTCATGC -CCACACTCTTTTTATGTAAACATTTCTTAATAACTTTTGCAATATACAAATAACGTTCATTTGTTATAAC -GTTTTCACTATCATCATCCATTATTTCTTCACAGTCTGCAATTATTTGTTCAATGTCCTCTACAGTTTCG -GATGTATGAGAAATCTGTTCCATAACCTTTTCATCACGTTCAAACAGCTTAATTGCATACCAGCGAGAAT -ACTGCTTACTGACAGGTTTATTAACAATTGTCTCAATCCTATTTCGAGCAACCTCCACCTCACCTGAAAA -CGAGTGTTGAGAATAGATTTTTTCCTATTTTTATCTATATCTATAATCTTTTTCAATAATCTATTCTACG -CCTATCCCTTTCAAAGCAGATGTTTCAATAACAGTACATCCTAATTCTCGCTGCTAAGCTTCTTAAGATC -AACCTTATCCCCGTTTTTACGAACAATATCAATCATATTTAATGCAATAACAACCGATACCTCTAATTCA -ACCAACTGTGTAGTTAGATAAAGATTACGTTCAACATTTCATGCATTACCAAGGTTTATTATAATGCCCG -GGCTAATCATTCAATGGCTAGTTACGTGTAACAACCTCCTCAAGAGTGTATGGAGATAAAAAGTAAATAC -CGGGTAAATCCACTATAGTTACATCCTTATATCCTTTGATCTTACCTTCCTTTTTTTCAAGTAACACCAG -GCCAGTTCCCGACGTACTGAGAACTACCCGTCAGCTCATTTAACAAAGTAGTTTATAAGCCGTGCAATGG -CTATTCTTAAAAAATGCACAATATATTACAATTGATGATAATACAGGCTATAATACTGCTAAAGCCATGT -ACGAACGGCACGAAATATTAACCCGCTATCTGGTTTCAATCGGAGTATCCCCTGAAATAGCAGCAAAAGA -TGCATGAAGGATAGAACACTAATAAGTCAGGAAACTTTTGAAAAAATAATTGAGAAATAGAAGTATAGGC -TATCCCAAACATACTAGGATAATATCTATATACTTCATCTTTGTTAAAGCATAACAAAACCTCAAGCTAT -AAGCTTGAGGTTTTCATATAAATCTGGCAGAGACCTACTTTCCCGGGCCGTTTCCAGCCAAGTATTATCG -GCACAAAGATGCTTAACTGCCGTGTTCGGTATGGGAACGGGTGTGGCCATCTCGTCATTTCCACCAGAAA -ATTTAAAATTGTGATAAGCTTCGTTTTACTTCGTCAGATTTCGTTCTTGTGGTGCTCATTTATACGTATA -AACTCCGCTCCTCATCACTTATCTTCCTGGTACTACTCGCTTCTTACAATTTTATTAACTTTTTTAAGAT -ACTTTTTGTACCTTCAGAACTGATTAATGTTATCCTTTAAGAAGACTTGAAGCTCTCTCATTTTCTAGTT -TTAAGACCTTCTACTTTTGATATACCTGTTTTCTTTTGGGTCAAACCCTCGACCTATTAGTATCAGTCAG -CTTAACACATTACTATGCTTACACTCCTGACCTATCAACCATGTAGTCTACATGGGGTCTTACCTATTGC -TAGTGGGATATCTCATCTTGAGGTGGGTTTCACGCTTAGATGCCTTCAGCGTTTATCCCTGCCGAACTTG -GCTACCCAGCTGTGCCATTGGTATGACAACTGGTGCACTAGAGGTTCGTCCATCCCGGTCCTCTCGTACT -AAGGACAGATCCTCTCAAATATCCTGCGCCCGCGACAGATAGGGACCGAACTGTCTCACGACGTTCTGAA -CCCAGCTCGCGTACCGCTTTAATTGGCGAACAGCCAAACCCTTGGAACCTGCTACAGCTCCAGGATGCGA -TGAGCCGACATCGAGGTGCCAAACCTCCCCGTCGATGTGGACTCTTGGGGGAGATAAGCCTGTTATCCCC -AGGGTAGCTTTTATCCGTTGAGCGATGGCAATTCCACTTTCATACCACCGGATCACTAAGCCCTACTTTC -GTACCTGCTCGAGGTGTTTCTCTCGCAGTCAGGCTACCTTATGCCTTTGCACTCGTTGTGCGATTTCCAA -CCGCACTGAGGTAACCTTTGGACGCCTCCGTTACTCTTTGGGAGGCGACCGCCCCAGTCAAACTGCCCAC -CTGACAGTGTCCCTAAACCAGCTTATGGTCTCAGGTTAGAGTTCCAGTACTTTTAGAGTGGTATCCCAAC -GGCGACTCCATAATGGCTGGCGCCACTACTTCTCAGTCTCCCACCTATCCTGTACAAAAAATACCGAAAC -CCAATATCAAGCTACAGTGAAGCTCCATGGGGTCTTTCCGTCTAGTCGCGGGTAACTTGCATCTTCACAA -GTACTACAATTTCGCCGGGTACGTTGTTGAGACAGTGCCCAAGTCATTACGCCATTCGTGCGGGTCAGAA -CTTACCTGACAAGGAATTTCGCTACCTTAGGACCGTTATAGTTACGGCCGCCGTTTACTGGGGCTTAAGT -TCATGCCTTCGATTTCTCTAAGCAATTCCCGTAACCTTCCAGCACCGGGCAGGCGTCAGCCCCTATACTT -CATCTTTCGATTTAGCAGAGACCTATGTTTTTGATAAACAGTTGCTTGGGCCTATTCTCTGCGGCCTCAA -TTGCTTGAGGCACCCCTTTTCGCTAACTTACGGGGTCAATTTGCCGAGTTCCTTAACAACGCTTCTCCCG -CTCGTCTTAGGATTCTCTCCTCACCTACCTGTGTCGGTTTGCGGTACTGGTACCTTTAATCTGGATAGTG -GGTTTTCTCGTCAGTGTGGAATCTGTCACTTCGGTACTTGTTTTCCCTCCGCATCACGTCTTCGAATCAT -CCGGCGGATTTGCCTACCGGACTTTCTACCTCGCTTGCACGATCTTTTCCAGCTGATCGCTTGACTTATC -CTCCTGCGTCACCACCTCTCTCATAACGATTAACGGTAGTACAGGAATTTCAACCTGTTGTCCATCACTT -ACGCCTTTCGGCCTCAGCTTAGGTCCAGACTTACCCTGGGCGGACGAACCTTCCCCAGGAAACCTTAGGT -TTTCGACGGTAAAGATTCTCACTTTACTTTCGCTACTTATTCCGGCATTCTCACTACTGCTTCGTCCACA -AGTCCTTTCGATCTTGCTTCTACCTACAACAGTAAGCTCCCCTACCACCCTCGTGCACCCAATACTATCT -CCTAACTTCTTCTTTTTTTACCTATTTACCCCTTTAGAGGCACACAGTTTAGCTGTGAAGTAATTTGACA -AAATGCTTCTGAAATATATTTCATATGTTGCATTTTGTGAAATTGCCTTGCTCATATTTCTTGTTAGGTG -ATACTATTGGATGCACGCTGATCCATAGCTTCGGTACACAGTTTAGCCCCGGTAATTTTCGGCGCAGGCT -CACTCGACTAGTGAGCTATTACGCACTCTTTGAATGAGTGGCTGCTTCTAAGCCAACATCCTAGTTGTCT -TAGCAAACCCACATCCTTTCCCACTTAACTGTGATTTTGGGACCTTAGCTGATGGTCTGGGCTGTTTCCC -TTTTGACTATGGGACTTATCTCTCATAGTCTGACTCCCAAGTAACATCATTACGGCATTCGGAGTTTGAT -AGGGTTCGGTAACCCGGTAAGGCCCCTAGCCCATTCAGTGCTCTACCTCCGTTTGATTTTCCCTTGAGGC -TAGCCCTAAAGCTATTTCGGGGAGAACCAGCTATCTCCGAGTTCGATTGGAATTTCTCCGCCACCCACAG -CTCATCCCAGACCTTTTCAACGGTCATGTGGTTCGGTCCTCCACGGGATTTTACTCCCGCTTCAACCTGT -CCATGGGTAGGTCACCCGGTTTCGGGTCTATAGCATGCAACTTATTCGCGCGGTTAACACTCGGTTTCCC -TTCGGCTCCGTACCTCTAGTACTTAACCTTGCTGCATACAATAACTCGCCGGACCGTTCTACAAAAAGTA -CGCTGTCGAGCTTTAACGCTCTTCAACTGCTTGTAAACATAGGGTTTCAGGTTCTCTTTCACTCCCCTCC -CGGGGTTCTTTTCACCTTTCCCTCACGGTACTGCTTCACTATCGGTCACCAGTTAGTATTTAGCCTTGGA -TGGTGGTCCACCCTGTTTCCCACGAGGTTTCACGTGCCTCGTGGTACTCTGGATTCTGGCCTGTCTTTTC -TCATTTCGCTTACGGGACTTTTACCCTCTATGGTCTCAGCTTTCCAGCTGCTCATTCTGCTATGAGATCA -GAATCATTATGCCAGTCCTCAACCCCAAAGGATATTGCTATCTTTTGGTTTGGGCTCTTCCGCTTTCGCT -CGCCACTACTTACGAAATCTCTTTTGATTTCTACTCCTGTTGGTACTTAGATGTTTCAGTTCCCAACGTA -TGCCCTCGTTACACTATGGATTCATGTAACGATGACCGAGTGCTTAACTCGGCCGGGTTCCCCCATTCGG -ATATCTACGGGTCCATGGCTATTTGCGCCTCTCCGTAGCTTTTCGCAGCTTGTCGCGTCCTTCATCGCCT -TCTGGTGCCAAGGCATTCACCCTATGCTCTTAGTAGCTTGACCTCTCAAAAGTTATATATACGTCGCATT -ACTGTGTCAGCCTTCCCTCCTGTGCTGCTCATTTACCACCGTAAACTCCGCTGCTCGTCGGTCGCCTTCC -TTGTACTGCTCGTATCTATTCCTTTTGTATTCGAATTATCTTCGATTTCATCAGATTCTCAATATCAATT -ACATAGTAATTGATTTAAAGTGATTGTCTTAACCTATCAATGAGTTAGTTTCCTAAGAGTTGCATGTTCC -AACGTAAACTGCTTTACGTGTTTCAAAGGATTTCTCCTTCTCACATGTTACCCTTATTACTTTTACGGAA -ATACATACTTTCATATATATTTCTATGTCTTCTCATCTTCTTAAAACGTATTTCAAATAAAAATTTGAAA -CGCATTCTTTGAATAACATTATTCAGTTCTCAAGGTACAAACCTCGCAGCTGTTTGTGTTGCCACACTGA -CTGCGGAGTTACTATTATACCAGTTTCAATTATCATGTCAACTGGTATTTTCTTCTTTCAAAGTCCATTC -TCATGGGCTTTGAAAACTAAACAGTGATTGTAAAGAAACTCTAAGATAATGTTTTTATGTTCGGCGAGCT -TTGCTCAAGCCTTACTAACATTATCCTCGACCTAAAGATTACGATTCATCTCAGATTTCTCTGCATGAAC -CCTGTCTCCTTAGAAAGGAGGTGATCCAGCCGCACCTTCCGATACGGCTACCTTGTTACGACTTCACCCC -AATCATCGGCCCCACCTTCGGCGACGTCCTCCTTGCGGTTAGACTATCGACTTCGGGTGTTGCAGACTCT -CATGGTGTGACGGGCGGTGTGTACAAGGCCCGGGAACGTATTCACGGCAGTATGCTGACCTGCCATTACT -AGCAATTCCGACTTCATGTGGGCGGGTTGCAGCCCACAATCTGAACTGGGACTATTTTTGGGGATTTGCT -CCACTTTGCAGCTTAGCTTCCCTCTGTTATAGCCATTGTAGTACGTGTGTAGCCCAAGACATAAGGGGCA -TGATGATTTGACGTCGTCCCCACCTTCCTCCGATTTGTCACCGGCAGTCTCGCTAGAGTGATCATCTTAA -TGTTATCAACTAGCAACAGGGGTTGCGCTCGTTGCGGGACTTAACCCAACATCTCACGACACGAGCTGAC -GACAACCATGCACCACCTGTATAGCAGTCCCGAAGGACTACGACATCTCTGCCGTATTCCGCTATATGTC -AAGCCTTGGTAAGGTTCTTCGCGTTGCTTCGAATTAAACCACATACTCCACTGCTTGTGCGGGCCCCCGT -CAATTCCTTTGAGTTTCAACCTTGCGGCCGTACTCCCCAGGTGGGATACTTATTGTGTTAACTCCGGCAC -AGAAGGGGTCGATACCTCCTACACCTAGTATCCATCGTTTACAGCGTGGACTACCAGGGTATCTAATCCT -GTTTGCTCCCCACGCTTTCGCGCCTCAGCGTCAGTTACCGTCCAGAAAGCCGCCTTCGCCACTGGTGTTC -CTCCTAATATCTACGCATTTCACCGCTACACTAGGAATTCCGCTTTCCTCTCCGGCACTCAAGAAACATA -GTTTCAGATGCAGCTCCAGGGTTAAGCCCTGGGATTTCACATCTGACTTACATTCCCGCCTACACGCCCT -TTACACCCAGTAATTCCGGACAACGCTTGCCACCTACGTATTACCGCGGCTGCTGGCACGTAGTTAGCCG -TGGCTTATTCTTCAGGTACCGTCATTTTTTTCGTCCCTGACTAAAGAAGTTTACAATCCGAAAACCTTCA -TCCTTCACGCGGCGTTGCTGCATCAGGGTTTCCCCCATTGTGCAATATTCCCCACTGCTGCCTCCCGTAG -GAGTCTGGGCCGTGTCTCAGTCCCAATGTGGCCGATCAACCTCTCAGTTCGGCTACCAATCGTCGCCTTG -GTGATCCGTTACATCACCAACTAGCTAATTGGACGCGGGCCCATCTGTCACCGGATTGCTCCTTTGACAA -CAAAGAAATGCTTCTTCGTTGTGTTATGCGGTATTAGCACAAGTTTCCCTGTGTTATCCCCCTGTAACAG -GCAGGTTGCCCACGCGTTACTCACCCGTCCGCCGCTAAGTTACCTTCAGCACTGAACATTCTCTTCTACT -ATTATGTGTTGACACTTTAATAAAACGCGTGATGCAAAAACTTCAACTAAATAATTCATTAAGGTTGTTT -TTGCATGACGCTGTCGGTCAGCATCATATCCAAGAATACTCAGTGCTAAAGGTAACTCCGCTCGACTTGC -ATGTGTTAGGCACGCCGCCAGCGTTCGTCCTGAGCCAGGATCAAACTCTCAAATTAAAATTTATATGTTT -CGCAGATAAGTCTGCTACACAATTAACTTATTTGATAAGCTTGTTAGCTCATTAAAATTGCTGACTTTTT -TTCTAGTTCTTGTTTCCAAAAACCAGGTTGTAAAGTTCGCAAGTTACTCAATTTTGAAATCGTTTTACGA -TTTCGGAATTTTTTCGAGTTCCTTTACATGTTTATCACTGTTTACTTTTCAAAGTCCATATTTACTGATG -CCGTCTCACGAGACAACTTATATATAGTACCATAAGTAAAATATATTTGTCAACACTTTTTTAAAATAAT -ATTTATGTTATTATTTAATTTTGTGTGACCGCTTGACAGCTTGCTTATTGTAACACCGGTACATTGTTTT -TACAAAGCATTATAAGCCTAATTTTTATGGTTTAACTTGATTTACTTCCATAATACTAGTTTATATTAAC -TATTTCTAACTATATCTAATAATATATACCTTAATAAATAAGCAAAAAAAGAGCTTGCCTATGACACCTT -AGCAAGCTCCATTTATGTTTTAATTATTTAATTAAAGTTCAGTATTTTCTGATTCTTCGTTTTCTTCCAT -TTCTTCGTTTTCTTCCATTTCTTCGTTTTCTTCGCTTTCCTCATTTACCATCCTTGCTACACTTACTACA -TTATTTCCTTCGCTCATTCTCATAAGTGTAACACCTTGTGTTGCCCTACCCAGAATACTTATCTCGCTAA -CCTTCATTCTGATTATACTTCCGTCTGAACTTATCAACATTATGTCATCTTCTTCTGATACTAATAACAT -ACCTATTGATTTTCCGGTTTTTTCAGTGATTCTATAGGTTAAAACTCCCTTTCCACCTCTTGTTTGAACT -TTATATTCGTCTAGTTCAGTTCTCTTTCCAAAACCGTTTTCAGTTACTACTAGTAAAGTTGTATTATCAG -TACATACTTCCATCCCAATTACAAAGTCTCCCTCATCAAGTTCTATACCTTTTACTCCTTGTGAGACTCT -TCCTATAGGCCTGGCATCAGTTTCTCTAAATCTGATTGCCATACCATTTACAGTGGAAAGTATTATATCC -TGATTACCATCCGTAAGCTGAACATCTATAAGTTGGTCATTTTCCCTTAAGCTAACGGCTGCAAGACCTC -CTTTTCTGATGTTGTCATATTCCATCAGATCTGTTTTCTTTACAAGACCGTTTTTAGTTGCCATTATAAG -GTATAGACCTTCCTTGTATTCCTGAATCGGAATTACAGTAGTCACCTTTTCGTCCCCATCGAGCTGCAGC -AGGTTTACTATTGCAGTACCCTTTGCCTGTCTGCCAGACTCTGGTATTTCGTATGCTTTTAACCTGTACA -CTCTTCCCTTATTGGTAAAGAACATAATAAAGTGATGTGTAGAAGTTACAAATAGATTTTTGACAAAATC -CTCTTCTCTTGTACTAAGGCCTATTATTCCCTTACCACCACGCCGTTGGCTCTTATACGTGTCGGCAGGT -AATCTCTTTATATATCCGAAATGAGTCATTGTTATAACGCTTTCCTCCTCTTGGATAAGGTCTTCAATGT -CTATTTCGTCTTCGTCAATCTCAATCTTTGTTCTTCTCTCGTCAGCGTATTTATTCTTTATAACTGATAA -TTCATCTTTTATTATTTGATGAACAAGAATTTCATTTGCAAGTACATCCTTGTAATATTTTATTTTTTCA -AGAAGCTCATTATATTCTGTTTCGAGTTTCTCTCTTTCCAAACCAGTCAAACGTCCTAATCTCATATCTA -CAATGGCTTGGGCTTGCTTGTCACTGAAACCGAATCGTTCTGATAGGTTTTCTTTTGCAATGGCTTCTGT -TTTTGAATTACGTATAGTTTTAATAACCTCATCCAGATGGTCCAATGCCTTTTTTAAGCCTTCCAAAATG -TGTGCTCTGGCTTCGGCTTTATCTAGTTCGAACTTTGTTCTTCTTCTAATTACATCCTCCTGATGAGCTA -TGTAATAGTCTATTATCTGTCTTAAATTCAAAACTCTTGGTTCGTACATTTTGTCTTCAGTCGGTACTAT -TGCGACCATATTTACGCTGAAGCTTTCCTGAAGCTGAGTGTTTTTATATAATTGATTGAGCACTACGTTT -GGATTTGCATCACGTTTTAAATCAATAACTATTCTTACTGGCTCTTCTCTACCGGATTCATCCTGTATAA -ATGATATTCCATCTATTCTTTTATCCTTTACAAGTTGTGCTATTTTTTCTACAAGCCTTGCTTTGTTTAC -CAGGTACGGTATCTCAGTGATAATAATTCTATGCCTGTTCCCATGCATTTCTTCTATTACGGCCTCTGAA -CGTACCACAAGCTTCCCTCTACCGGTTTTGAATGCCTCTCTTATTCCTCTTTTTCCAATTATCTTTGCAG -CAGTTGGAAAGTCTGGCCCCTTAATATATTTCATTAACTCATCAATGGTTATCTCAGGGTTATCCAATAC -CGCACATATACCATCTATTGTCTCACCTAAATTATGTGGGGGTATATTTGTTGCCATACCGACAGCTATA -CCTGAAGAACCGTTAACCAGTAGATTAGGAAATCTTGATGGTAAAACAACCGGCTCAACTTCATGCTCAT -CAAAGTTTGGCTTAAAATCAACTGTGTCCTTATTAATATCAGCCAGCATTTCCATCGATATTTTGGCCAG -CCTTGCCTCTGTATACCTCATTGCAGCCGCAGAGTCACCATCTCTGGAGCCGAAGTTTCCATGTCCGTCT -ACTAACGGGTGTCGCAAAGAAAAGTCCTGTGCCATACGTACAAGACTATCATATACAGCTGCATCACCAT -GAGGGTGATAACTTTTTAAAGCTTCACCAACGGTTGCAACAGATTTTCTGTATGGCTTTTCCGGAGTAAA -ACCCGAAGTAAACATGGTGTAAAGTATACGCCTGTGTACCGGTTTCAATCCATCTCGAACATCAGGCAGT -GCTCTGTCTATTATTACACTCATAGCATAATCAATAAATGACTTCTTCATTTCAGATTCTATATCTATGG -GAATAATTTTTTGCTCCCTTATTTCATCTGCCATCTAACTCTTTACCTCTTTTCTTATTATAAAAACAAT -CTTATCCACTATATATTGTAATAAACTTTTAACTTACTGTCCACTTTTTTGATGCCTGTTATTTTTCAAC -ACTATATTTAGTATTGCCATTTTACTACTCATTAGATATATAATGGTAGCAATCTTTTATATATATAAAA -AACTGGACAACAACGGCCCAGTTTTCTAAATTAAGGTTTCTTAATTACGTTTTATGTATATCAAGCCATA -TTGTTCTTAGGAACTCTAACCACAAACTCTATGTATTCCCCTCTATCAATCTGTGCAGCTTTTGCATTTA -CACCTGATTGTCTCATTATATCTATCGCCTGTTTTATAGTATTGACAAATATTCTTACATCTTTAATAGC -TTTTGTCATTTTCTTTTCTGATGCCCTTTGCTTTATACTCTTTGAGTATTTATCTATTGCTCTCTCAACA -AGTTCTTCTGTTTTCTTTACGTTAAGCCCTCTTTCGCAGACAAGCCGTAAAACTTTAAGCTGAAGCTGTT -CATCATGAAGCTTAAGCAAAGCTCTTGCATGCCTTTCTGTCAGACTGTTGTCAGAAAGTATTTTTTTTAC -CAGTGGTGACAATTTTAATAATCTTATTTTGTTTGCTACTGTAGATTGACTTTTTCCTATCTTCTGAGCA -AGTTCTTCCTGGGTAAAACCATGCTCATTTATAAGATTGCTGTAGCCTTCAGCCTCCTCCATATAACTTA -GGTCTTCCCTTTGCAGGTTTTCGATGAGTGCCATTACGGCAGAATCATTATCATCAACATTTATAATTAT -GGCCGGAATCTCCATTAAGCCGGCCATTGTAGCAGCTCTAAGTCTCCTTTCGCCCGCTACAATCTCGTAT -GTGCCATGGGAAAGTCTTCTAACATTTATGGGTTGTAAAACACCATACTGCTTAATTGATTCACACAGTT -CTTCAAGAGCCATTTTATTAAATTGTTTCCTTGGTTGGTATGGATTTGGCCTGATATGATCTATACCAAC -ATAAGTAATATTTTTCTGGTCTTCTTTCTTTTCTTGCTTTGTAAACTGAATTTTACTTTCCAACATAACG -GCACCATCCTTTGTATATTATTAAAAATTTTTAACAGTAATCTACTACATATTGTAAATTACTTACAAAG -GATATTTCTCTTATAAACCTTCTTTTCCTCTATTACCTATAAAAAATCGTTCGATAAAATAGCAATTAAT -AATAGATAATATTTCTTATATCAACGGCTCTTTCGAAGGTTTCCCTGCTTTCCTTGGATATTTTGTCGGC -GTCTGTCTAAACTTTCTTACCACGACGACATTTCTTTCTATATTAGTGAATGGTAACTCCATTTTTTCGA -TTTTCTCAATTTTACCACCTAAAATGTCGAGAGCTTTGTTACAATTTTCAAACTCTTCAGTATTACTTCC -TTTCATTGCGATAAATATCCCATTAATTTTTACAAATGGCAGACAATATTCGAGTAAAACAGGTAGATTT -GCTACCGCTCTTGCGACAGCAATATCATACTTTTCTCTGTATACAGGGTTGGTACCAAAGTCCTCTGCTC -TGCCATGAATTGCTGATATCTGGGTAATATTTATGCCATTTATTACCTCATTAAGAAACTTTACTCGCTT -ATCCAAAGAATCAAGTAATGTCACTTTGTTTTGTGGATTAACTATCTTAAGGGGAATTCCGGGAAAGCCT -GCTCCTGTGCCAATATCAATGATTTTTAAATTTTCATTCTTTACATAAGGCACTATACTGATAGAGTCAA -TAAAGTGTTTTATTACTATTTCCCTGTCATCCTCTATTGCAGTTAAATTTATTTTTTTATTCCATTCCTT -CAGAAGTTCCATATATTTTTCAAACTGCTTTATTTGTATATCCGTAATCTCTTTTTTATAGTATGTCATA -CCGTCGATTAGCAGCTGTTTTAGTTCGTTATCAAGTACCATAAATGCCTCCGGTTATTAATCTCTTTTTC -TTTTAACCTGTTCAAGATATATAAGTAATACCGAAATATCAGCAGGAGACACCCCAGTTATTCTGGATGC -TTGTCCTATAGAGTCAGGCTTTATTTGTGACAATTTTTGTCTTGCTTCCAACCTTAACCCCTGTATCTCA -TTATAATCAATATCATGCGGTAATTTTCTGCCTTCAAGTTTTTTATACTGCTCTACCTGCTGCATCTGCC -TCTTAATATAACCCTCATATTTCACGGCAACTTCAACCTGCTCACGTACAGCTCTGGGTAGATCGGGAAG -CTCACATATTTCTGAAAGGCTCTCATAGCTTATTTCCGGTCTCCTAAGAAGCTCTGTTACCTGAATTCCA -CTTTTTATAGCCGTACTGTTTCTATTTTCAAGATAGCTTTGTACCTTTTCACTCGGCGGAAGATAAGTTT -TTTTAAGTCTTTCTATTTCTTTCTCTATCATTTCCTTCTTCTCAAGAAATCTCTTATAGCGTTCTTCACT -AATCAATCCTATTTCTCTGCCTATGGGCGTCAATCTTAAGTCAGCGTTATCCTGCCTGAGAAGAAGCCTG -TATTCCGCTCTGGATGTCATCATTCTGTATGGTTCCTTTGTTCCCTTTGTGACAAGGTCATCAATGAGCA -CACCTATATATGCTTGGGACCTGTCAAATACTAAAGGCTCTCTGTTCTTGATCTTCATCACTGCATTTAT -TCCGGCAACAATACCCTGTGCGGCAGCTTCCTCATAGCCTGAGCTTCCATTTATTTGTCCTGCTGAAAAC -AATCCGGCCACATCTTTATATTCTAAAGATAACTTAAGTTGAGTAGCATCTATCCCATCATATTCAATTG -CATAAGCACTTCTCATTACTTTTACATTTTCAAGGCCCGGTATAGTTCTCATAAATTCTATTTGTACGTC -TTCAGGAAGACTGCTTGACATTCCTTGCAGATACATTTCTTCAGTTTCTAGGCCCATAGGCTCCACAAAA -ACCTGATGATGTTCCTTATCTGAAAACCTAACTACCTTGTCTTCTATTGAAGGACAATACCTTGGACCAA -CTCCTGTTATATTTCCACTGTATAGAGGTGATTTGTGAATATTTCTTTTGATAACCTCATGAGTCTCCTG -ATTGGTATATGTCAGCCAGCATGAAACTTGTTCCTTATCTATTTTTTCTGTTTCAAAGGAAAACGGCACA -ATTACATCATCACCTGGTTGTTCTGACATCTTTGAAAAGTTCAGACTCTGCCTGTTGAGTCTGGCCGGAG -TACCCGTCTTAAACCTAATCAAGTTTAATCCAAGGTTTTGTAAGCTTTCTGATAATTTATTTGCAGGAAA -CAGGCCATCAGGACCTCCACTGTAGTTTACGTCACCAATAAAAATTCTTCCCTTCAGGTATGTCCCTGTA -GTGAGTACAACTGCTTTACAATGAAATATGGCTCCAGTATGAGTCTTTACACCTGTAACCTTTGTCTTAT -TCTCATCAGTCAGTATTTCAACTACCTCTGACTGTCTTATATCAAGGTTTTCCTGTTTTTCCAGTATGTT -TTTCATTTCCATCTGATATTGTCTTCTGTCTACCTGGGCACGTAGGGAATAAACAGCAGGCCCCTTTGAG -GAATTAAGTATTTTGGACTGAATAAATGTTTTATCCGTGGCCTTACCCATCTGTCCACCCAAAGCATCTA -TTTCCCTAACAAGATGCCCCTTGGCAGTCCCACCTATACTTGGATTACATGGCATATTGGCAATACTGTC -AAGGTTAATTGAAAATATTATCGTACTGCATCCAAGCCTTGCTGCTGCCAGTGCGGCTTCACACCCGGCA -TGTCCGCCACCTACAACAACTATATCATAATTTCCGGCGAAATAATCCATAAGGATTCTTCCTTTCTCAG -TAGATTCTCTGAATTTTACTTTCCTATGCAAAAACGGCTAAATATATTATGCAAAACAGCTTCATCAATA -GATTCACCTGTAATCTCACCTATACTGTCTGCACAGCTTTTTATATCAATTGTCACCATATCCAGCGGCA -TTCCTGTTTCAAATGAATTCAATGCCTGCTCAATATCATTAATAGCTCTATCCACAAGATATTTGTGGCG -TGCATTTGTTAATAAAACTTCGTTGTTACTGGATATGTCTCCTTTTATAAATAACCCAGATATTGCTGTT -TCCAATTCTTCTATTCCTACATCTTTAATAACTGAAGCTTCCAATACAATATCACATTCTGATAACTGCT -GTTTTATTTTGGAAATACTGTTCTTTTCTACTAAATCAGTTTTGTTAATCAGAATCAAGCTTTTTTTATT -TTTTATCATTTTTAAAATTTGTATGTCTTCTTCCGTAACCCCTGTATCCGCTGAAAGAACAGCAATTATT -AAATCAGCACTTTCAATGGCTTCATATGCCCTATTTACACCTATTGTTTCCACTACATCTTCTGTACTTC -TGATACCTGCCGTATCAATAATTTTTGCAGGAATTCCCTTTATATTAACATATTCTTCAATAATATCTCT -TGTTGTTCCCGGAATATCAGTCACGATAGCTTTGGTACTTCCGGATAACTGATTTAGTAAAGAAGATTTT -CCTACATTTGGCTTACCGGCAATTACTATATCTATTCCTTCCCGTAATATCTTACCTCTTTCAAAAGTTC -CTGCCAGCGTGATAAGCTCCTCTTTTATCTTGATGAGATTCTCTAATACATTTTCACCTGTTATCTCTTC -TATATCATGTTCCGGATAATCAACAGTTACCTCTATATGGGCAAGTAATCCTACTAAAACTTCTCGTATG -CTTTTTAGTCTTAATGATAACCTACCTTCCAAATGACTCACGGCAGCTTTTGAGCTTTCAACGGTCTTTG -AATTTATCAGGTCTATTATAGCCTCTGCCTGAGATAAATCAATCCTTCCGTTTAAAAATGCCCGTTTTGT -AAACTCACCTGGTTGTGCTGGTCTTACCCCATTCTTAAAGATCAATTCAAGAACACGATTCACTACAACA -ATGCCGCCATGACAATGTATTTCTATAACATCTTCTCGAGTAAAAGTGTTAGGCTTACACATTTTAAGCA -ATAATACTTCGTCTACCACATCGTTAAGTTTAGGATCCACAATTTTTCCGTATGTTACCGTGTGAGAATG -AATTTCCTCTATTGTTTTTGAACTTCTAAATATTTTATTTGCTGTATCAAATGCCTGTCCTCCGCTAATT -CGTATTACACCAATTCCACCTGTTCCGTATGGTGTTGACAGTGCCGCTATTGTATCTTCAATGTACATAA -TATACCTCTCCACAACGTATCTGCAATTTTTATTACCTTACTACGCACAAAATGGTTCAAGGAGCACCCT -GAACCATCTAATATGCAGATTTATTACTATAAGTATGCGTTTTTTACTTGTAAGTACTGTAATTATTTCA -TAGTAATAACTACCTTCCTTTTTGGCTCTTCACCTGTACTGTATGTTTCGACATATTTGTGACCTTGAAG -AGATGAATGTATTATTCTTCTCTCATAAGGATTCATTGGTTCCAGAGTTATAGGTTTCCTGTACTTAACT -ACTTTATCTGCAAGCCTGTTGGCAAGCTTGATAAGTGTTTCTTCCCTTTTCTGTCTGTAATTTTCTACGT -TTAATATTACTCTCTTGTAATCTTCATATTCTTTATTAATAACCAAGCTTGTAAGATACTGCAGGGAATC -CATTGTTTCCCCTCTGCGGCCAATTATTATTCCAATATTGTCTCCATTAATATCAACAACTATACTTTCC -TCATCTTCACTGACATTTATGTCAGCCTCGACGCCCATATTATTAAGTATTGTGTACAAAAAATCTGATG -CTATGTCACATCTGTTCTTTTCTTCTTTTTCTATAACTGTCACTCTTATTTTGGCAACTTTAGAACCTAT -TATACCAAAGATACCCTTGTTGCCCTCTTCTATAACCTCAACCTCAACATCGTCCTGTGTTAACTGTAAT -TCCTCGAGTGCAGCAGATATAGCTTCCTGAACTGTTTTACCTTTTTTCTCAATACTGTAAGCCATTATTT -ACTCACTTCCTCCTTTTTATTAAGGACATACTTATTTACATAGTATTGCTGAGCAATAGCAAACACATTA -CCCGCAATCCAATATAGAGCAAGACCCGCGGGGAACTGGAAAGAAAATATTAACGTCATTATAGGAGATA -TATACATCATGCTATTACCCATTGGGTTTGCAGCCTTGTCTGTTGTTTTTGACTTAGGCATTGACATACG -CACTGTAAGATATGTCGTAAGGGTTGCTATTAACGGTAATAGTAAAAGAACTGCGTTTTTAGGATTATTA -ACTATCTCGTTAAAATGCCATGTAGGAATATCCCCCAAATTTATTCCAAAGCCGTGGCTCGGGAAAAACA -TATTTAAATTTCCGACCTTTTCGCCCTCACCTCTACTCATAAAGTGTGTTATTGTATTTATTTCGGAATA -TGCACTATTAATTGGTATCTTTGATTCTACTGCCAGATTATTTAACTGAGTGGCCGTAAAACCTAACATA -TATTTTAGTGGTTTAGTTATAGCCTGCCATAATGCCAATAGTATAGGCATTTGTATAAGTAGTGGTAGAC -AACCGCCTGCGGGATTTATTTTATGCTCTTGATAAAGCTTCATCATTTCCTCATTCAACTTTGCCTTATC -ATTAGCATATTTTCTTTGAATTTCCTGAAGTAAGGGCTGAACCTTTTGCATTTCAGCAGAAGACTTGTAC -TGTCTTAAAGTTAACGGAACCATTATTGATCTAACTATTATAGTAAAAATTATCAGTGCTAAACCGTAAT -TTTCAAAAGCAATAGTTTTATAAATCCAATAGAGGAATTGACCAAGCGGCCTGATTAGTATGTCAAACAT -GTTTTTCTCCTATATTATTACAATAGTATCTATTTGATAGGATCAAACCCTCCAGGATGAAAGGGATGAC -ACTTTAATATTCGTTTTAATGCCAGAAAGGTGCCTTTTACACAACCATATTTTGTTACTGCCTCAATTGC -ATACTGTGAACATGTAGGATAAAATCTACATGTAGGCCTAACTTTAATTGGTGATATAAATCTCTGGTAA -AATCTTATTATTGATATCAATATTCTTTTAAGCAATTGTATTTCTCCCGATCAAATATCTGCAGCTTTTT -AAGCAAATATTTGAATTCTTTTAGAACAACTCCATAAGTAGGAACGCTTTCACCAGCCCTTGCAGCAATT -ACAATGTCATACCCATTGGAAATATACTCTTCAAAATATCGGTAGCTTTCTCTGATTAATCTCTTTTTTC -TATTTCTGACTACTGCTTTTCCTGCTTTTTTGGATACTGATATTCCAATTCTGTTTAAGGATTGTTTGTT -TGGAAGGATATAAACAGTTATATTCCTTCCAACATAAAACGATCCTTTATTAAAAACTCTTGCAAACTCG -TAATTCTTTTTTAATGTTACAGTCTTTTTCATAAAATACTGCCTTTACATATATTAGTTCGTACGAAGAA -TAGCAAGTTTTAAAGAAAAAGACCACAATATGCGGTCTTACGCTGAAAGAACCTTTCTTCCTTTTAATCT -GCGTCTTCTTAGTACTTTTCTTCCGTTAGAAGTACTCATTCTTTTTCTGAATCCATGTTCTTTCTTAGCA -TGTCTTTTTTTAGGTTGATATGTTCTTAACATTGGTACACCCCCGATCCTTCTTTGTTTATATAAACAGT -TGAGTGTTTTCTTTTAAAGACACCAGACCTATTATATATTATGATATTTCAACCTGTCAAGGCTTAATCA -AAGCCATCCTGTCAGAATATTTTTTCATTTTATTTTTTATAAATTTAAGAACTATATATGGTGCTATCAA -AATTTATTCTTCAACATGTTGTTACTTATAAATATTATTTACACATAAACCTGTGGATATATATCTTATT -AAAATATATTTTTGTGGATATCTCCCGTTTTTCTTATTGAATTTTCCACAAAACTCTGATATATTTATTT -ATACTTGTTGATAACCTGTGCTTTTTAATATTCAAGGTTGTTAATAACTTTTAATTTTAACGAACAAATT -TTTTTTGTATTTCTCACTCATGATAAAACTTGTACAAGCTTTTAACTCGTAGCGTTTTTCGCAAATTACG -TGCTTATTTATTTTCGATATCATGCACATTTTTATTATTAATAT - diff --git a/docs/notebooks/pCC1BAC.gb b/docs/notebooks/pCC1BAC.gb index 94a905b2..36a2a656 100644 --- a/docs/notebooks/pCC1BAC.gb +++ b/docs/notebooks/pCC1BAC.gb @@ -1,156 +1,262 @@ -LOCUS EU140750 8128 bp DNA circular SYN 15-SEP-2007 -DEFINITION Cloning vector pCC1BAC, complete sequence. -ACCESSION EU140750 -VERSION EU140750.1 -KEYWORDS . -SOURCE Cloning vector pCC1BAC - ORGANISM Cloning vector pCC1BAC - other sequences; artificial sequences; vectors. -REFERENCE 1 (bases 1 to 8128) - AUTHORS EPICENTRE Biotechnologies. - TITLE Direct Submission - JOURNAL Submitted (23-AUG-2007) 726 Post Road, Madison, WI 53713, USA -FEATURES Location/Qualifiers - source 1..8128 - /organism="Cloning vector pCC1BAC" - /mol_type="other DNA" - /db_xref="taxon:468515" -ORIGIN - 1 gcggccgcaa ggggttcgcg tcagcgggtg ttggcgggtg tcggggctgg cttaactatg - 61 cggcatcaga gcagattgta ctgagagtgc accatatgcg gtgtgaaata ccacacagat - 121 gcgtaaggag aaaataccgc atcaggcgcc attcgccatt cagctgcgca actgttggga - 181 agggcgatcg gtgcgggcct cttcgctatt acgccagctg gcgaaagggg gatgtgctgc - 241 aaggcgatta agttgggtaa cgccagggtt ttcccagtca cgacgttgta aaacgacggc - 301 cagtgaattg taatacgact cactataggg cgaattcgag ctcggtaccc ggggatcctc - 361 tagagtcgac ctgcaggcat gcaagcttga gtattctata gtctcaccta aatagcttgg - 421 cgtaatcatg gtcatagctg tttcctgtgt gaaattgtta tccgctcaca attccacaca - 481 acatacgagc cggaagcata aagtgtaaag cctggggtgc ctaatgagtg agctaactca - 541 cattaattgc gttgcgctca ctgcccgctt tccagtcggg aaacctgtcg tgccagctgc - 601 attaatgaat cggccaacgc gaaccccttg cggccgcccg ggccgtcgac caattctcat - 661 gtttgacagc ttatcatcga atttctgcca ttcatccgct tattatcact tattcaggcg - 721 tagcaaccag gcgtttaagg gcaccaataa ctgccttaaa aaaattacgc cccgccctgc - 781 cactcatcgc agtactgttg taattcatta agcattctgc cgacatggaa gccatcacaa - 841 acggcatgat gaacctgaat cgccagcggc atcagcacct tgtcgccttg cgtataatat - 901 ttgcccatgg tgaaaacggg ggcgaagaag ttgtccatat tggccacgtt taaatcaaaa - 961 ctggtgaaac tcacccaggg attggctgag acgaaaaaca tattctcaat aaacccttta - 1021 gggaaatagg ccaggttttc accgtaacac gccacatctt gcgaatatat gtgtagaaac - 1081 tgccggaaat cgtcgtggta ttcactccag agcgatgaaa acgtttcagt ttgctcatgg - 1141 aaaacggtgt aacaagggtg aacactatcc catatcacca gctcaccgtc tttcattgcc - 1201 atacgaaatt ccggatgagc attcatcagg cgggcaagaa tgtgaataaa ggccggataa - 1261 aacttgtgct tatttttctt tacggtcttt aaaaaggccg taatatccag ctgaacggtc - 1321 tggttatagg tacattgagc aactgactga aatgcctcaa aatgttcttt acgatgccat - 1381 tgggatatat caacggtggt atatccagtg atttttttct ccattttagc ttccttagct - 1441 cctgaaaatc tcgataactc aaaaaatacg cccggtagtg atcttatttc attatggtga - 1501 aagttggaac ctcttacgtg ccgatcaacg tctcattttc gccaaaagtt ggcccagggc - 1561 ttcccggtat caacagggac accaggattt atttattctg cgaagtgatc ttccgtcaca - 1621 ggtatttatt cgcgataagc tcatggagcg gcgtaaccgt cgcacaggaa ggacagagaa - 1681 agcgcggatc tgggaagtga cggacagaac ggtcaggacc tggattgggg aggcggttgc - 1741 cgccgctgct gctgacggtg tgacgttctc tgttccggtc acaccacata cgttccgcca - 1801 ttcctatgcg atgcacatgc tgtatgccgg tataccgctg aaagttctgc aaagcctgat - 1861 gggacataag tccatcagtt caacggaagt ctacacgaag gtttttgcgc tggatgtggc - 1921 tgcccggcac cgggtgcagt ttgcgatgcc ggagtctgat gcggttgcga tgctgaaaca - 1981 attatcctga gaataaatgc cttggccttt atatggaaat gtggaactga gtggatatgc - 2041 tgtttttgtc tgttaaacag agaagctggc tgttatccac tgagaagcga acgaaacagt - 2101 cgggaaaatc tcccattatc gtagagatcc gcattattaa tctcaggagc ctgtgtagcg - 2161 tttataggaa gtagtgttct gtcatgatgc ctgcaagcgg taacgaaaac gatttgaata - 2221 tgccttcagg aacaatagaa atcttcgtgc ggtgttacgt tgaagtggag cggattatgt - 2281 cagcaatgga cagaacaacc taatgaacac agaaccatga tgtggtctgt ccttttacag - 2341 ccagtagtgc tcgccgcagt cgagcgacag ggcgaagccc tcgagctggt tgccctcgcc - 2401 gctgggctgg cggccgtcta tggccctgca aacgcgccag aaacgccgtc gaagccgtgt - 2461 gcgagacacc gcggccggcc gccggcgttg tggatacctc gcggaaaact tggccctcac - 2521 tgacagatga ggggcggacg ttgacacttg aggggccgac tcacccggcg cggcgttgac - 2581 agatgagggg caggctcgat ttcggccggc gacgtggagc tggccagcct cgcaaatcgg - 2641 cgaaaacgcc tgattttacg cgagtttccc acagatgatg tggacaagcc tggggataag - 2701 tgccctgcgg tattgacact tgaggggcgc gactactgac agatgagggg cgcgatcctt - 2761 gacacttgag gggcagagtg ctgacagatg aggggcgcac ctattgacat ttgaggggct - 2821 gtccacaggc agaaaatcca gcatttgcaa gggtttccgc ccgtttttcg gccaccgcta - 2881 acctgtcttt taacctgctt ttaaaccaat atttataaac cttgttttta accagggctg - 2941 cgccctgtgc gcgtgaccgc gcacgccgaa ggggggtgcc cccccttctc gaaccctccc - 3001 ggtcgagtga gcgaggaagc accagggaac agcacttata tattctgctt acacacgatg - 3061 cctgaaaaaa cttcccttgg ggttatccac ttatccacgg ggatattttt ataattattt - 3121 tttttatagt ttttagatct tcttttttag agcgccttgt aggcctttat ccatgctggt - 3181 tctagagaag gtgttgtgac aaattgccct ttcagtgtga caaatcaccc tcaaatgaca - 3241 gtcctgtctg tgacaaattg cccttaaccc tgtgacaaat tgccctcaga agaagctgtt - 3301 ttttcacaaa gttatccctg cttattgact cttttttatt tagtgtgaca atctaaaaac - 3361 ttgtcacact tcacatggat ctgtcatggc ggaaacagcg gttatcaatc acaagaaacg - 3421 taaaaatagc ccgcgaatcg tccagtcaaa cgacctcact gaggcggcat atagtctctc - 3481 ccgggatcaa aaacgtatgc tgtatctgtt cgttgaccag atcagaaaat ctgatggcac - 3541 cctacaggaa catgacggta tctgcgagat ccatgttgct aaatatgctg aaatattcgg - 3601 attgacctct gcggaagcca gtaaggatat acggcaggca ttgaagagtt tcgcggggaa - 3661 ggaagtggtt ttttatcgcc ctgaagagga tgccggcgat gaaaaaggct atgaatcttt - 3721 tccttggttt atcaaacgtg cgcacagtcc atccagaggg ctttacagtg tacatatcaa - 3781 cccatatctc attcccttct ttatcgggtt acagaaccgg tttacgcagt ttcggcttag - 3841 tgaaacaaaa gaaatcacca atccgtatgc catgcgttta tacgaatccc tgtgtcagta - 3901 tcgtaagccg gatggctcag gcatcgtctc tctgaaaatc gactggatca tagagcgtta - 3961 ccagctgcct caaagttacc agcgtatgcc tgacttccgc cgccgcttcc tgcaggtctg - 4021 tgttaatgag atcaacagca gaactccaat gcgcctctca tacattgaga aaaagaaagg - 4081 ccgccagacg actcatatcg tattttcctt ccgcgatatc acttccatga cgacaggata - 4141 gtctgagggt tatctgtcac agatttgagg gtggttcgtc acatttgttc tgacctactg - 4201 agggtaattt gtcacagttt tgctgtttcc ttcagcctgc atggattttc tcatactttt - 4261 tgaactgtaa tttttaagga agccaaattt gagggcagtt tgtcacagtt gatttccttc - 4321 tctttccctt cgtcatgtga cctgatatcg ggggttagtt cgtcatcatt gatgagggtt - 4381 gattatcaca gtttattact ctgaattggc tatccgcgtg tgtacctcta cctggagttt - 4441 ttcccacggt ggatatttct tcttgcgctg agcgtaagag ctatctgaca gaacagttct - 4501 tctttgcttc ctcgccagtt cgctcgctat gctcggttac acggctgcgg cgagcgctag - 4561 tgataataag tgactgaggt atgtgctctt cttatctcct tttgtagtgt tgctcttatt - 4621 ttaaacaact ttgcggtttt ttgatgactt tgcgattttg ttgttgcttt gcagtaaatt - 4681 gcaagattta ataaaaaaac gcaaagcaat gattaaagga tgttcagaat gaaactcatg - 4741 gaaacactta accagtgcat aaacgctggt catgaaatga cgaaggctat cgccattgca - 4801 cagtttaatg atgacagccc ggaagcgagg aaaataaccc ggcgctggag aataggtgaa - 4861 gcagcggatt tagttggggt ttcttctcag gctatcagag atgccgagaa agcagggcga - 4921 ctaccgcacc cggatatgga aattcgagga cgggttgagc aacgtgttgg ttatacaatt - 4981 gaacaaatta atcatatgcg tgatgtgttt ggtacgcgat tgcgacgtgc tgaagacgta - 5041 tttccaccgg tgatcggggt tgctgcccat aaaggtggcg tttacaaaac ctcagtttct - 5101 gttcatcttg ctcaggatct ggctctgaag gggctacgtg ttttgctcgt ggaaggtaac - 5161 gacccccagg gaacagcctc aatgtatcac ggatgggtac cagatcttca tattcatgca - 5221 gaagacactc tcctgccttt ctatcttggg gaaaaggacg atgtcactta tgcaataaag - 5281 cccacttgct ggccggggct tgacattatt ccttcctgtc tggctctgca ccgtattgaa - 5341 actgagttaa tgggcaaatt tgatgaaggt aaactgccca ccgatccaca cctgatgctc - 5401 cgactggcca ttgaaactgt tgctcatgac tatgatgtca tagttattga cagcgcgcct - 5461 aacctgggta tcggcacgat taatgtcgta tgtgctgctg atgtgctgat tgttcccacg - 5521 cctgctgagt tgtttgacta cacctccgca ctgcagtttt tcgatatgct tcgtgatctg - 5581 ctcaagaacg ttgatcttaa agggttcgag cctgatgtac gtattttgct taccaaatac - 5641 agcaatagca atggctctca gtccccgtgg atggaggagc aaattcggga tgcctgggga - 5701 agcatggttc taaaaaatgt tgtacgtgaa acggatgaag ttggtaaagg tcagatccgg - 5761 atgagaactg tttttgaaca ggccattgat caacgctctt caactggtgc ctggagaaat - 5821 gctctttcta tttgggaacc tgtctgcaat gaaattttcg atcgtctgat taaaccacgc - 5881 tgggagatta gataatgaag cgtgcgcctg ttattccaaa acatacgctc aatactcaac - 5941 cggttgaaga tacttcgtta tcgacaccag ctgccccgat ggtggattcg ttaattgcgc - 6001 gcgtaggagt aatggctcgc ggtaatgcca ttactttgcc tgtatgtggt cgggatgtga - 6061 agtttactct tgaagtgctc cggggtgata gtgttgagaa gacctctcgg gtatggtcag - 6121 gtaatgaacg tgaccaggag ctgcttactg aggacgcact ggatgatctc atcccttctt - 6181 ttctactgac tggtcaacag acaccggcgt tcggtcgaag agtatctggt gtcatagaaa - 6241 ttgccgatgg gagtcgccgt cgtaaagctg ctgcacttac cgaaagtgat tatcgtgttc - 6301 tggttggcga gctggatgat gagcagatgg ctgcattatc cagattgggt aacgattatc - 6361 gcccaacaag tgcttatgaa cgtggtcagc gttatgcaag ccgattgcag aatgaatttg - 6421 ctggaaatat ttctgcgctg gctgatgcgg aaaatatttc acgtaagatt attacccgct - 6481 gtatcaacac cgccaaattg cctaaatcag ttgttgctct tttttctcac cccggtgaac - 6541 tatctgcccg gtcaggtgat gcacttcaaa aagcctttac agataaagag gaattactta - 6601 agcagcaggc atctaacctt catgagcaga aaaaagctgg ggtgatattt gaagctgaag - 6661 aagttatcac tcttttaact tctgtgctta aaacgtcatc tgcatcaaga actagtttaa - 6721 gctcacgaca tcagtttgct cctggagcga cagtattgta taagggcgat aaaatggtgc - 6781 ttaacctgga caggtctcgt gttccaactg agtgtataga gaaaattgag gccattctta - 6841 aggaacttga aaagccagca ccctgatgcg accacgtttt agtctacgtt tatctgtctt - 6901 tacttaatgt cctttgttac aggccagaaa gcataactgg cctgaatatt ctctctgggc - 6961 ccactgttcc acttgtatcg tcggtctgat aatcagactg ggaccacggt cccactcgta - 7021 tcgtcggtct gattattagt ctgggaccac ggtcccactc gtatcgtcgg tctgattatt - 7081 agtctgggac cacggtccca ctcgtatcgt cggtctgata atcagactgg gaccacggtc - 7141 ccactcgtat cgtcggtctg attattagtc tgggaccatg gtcccactcg tatcgtcggt - 7201 ctgattatta gtctgggacc acggtcccac tcgtatcgtc ggtctgatta ttagtctgga - 7261 accacggtcc cactcgtatc gtcggtctga ttattagtct gggaccacgg tcccactcgt - 7321 atcgtcggtc tgattattag tctgggacca cgatcccact cgtgttgtcg gtctgattat - 7381 cggtctggga ccacggtccc acttgtattg tcgatcagac tatcagcgtg agactacgat - 7441 tccatcaatg cctgtcaagg gcaagtattg acatgtcgtc gtaacctgta gaacggagta - 7501 acctcggtgt gcggttgtat gcctgctgtg gattgctgct gtgtcctgct tatccacaac - 7561 attttgcgca cggttatgtg gacaaaatac ctggttaccc aggccgtgcc ggcacgttaa - 7621 ccgggctgca tccgatgcaa gtgtgtcgct gtcgacgagc tcgcgagctc ggacatgagg - 7681 ttgccccgta ttcagtgtcg ctgatttgta ttgtctgaag ttgtttttac gttaagttga - 7741 tgcagatcaa ttaatacgat acctgcgtca taattgatta tttgacgtgg tttgatggcc - 7801 tccacgcacg ttgtgatatg tagatgataa tcattatcac tttacgggtc ctttccggtg - 7861 atccgacagg ttacggggcg gcgacctcgc gggttttcgc tatttatgaa aattttccgg - 7921 tttaaggcgt ttccgttctt cttcgtcata acttaatgtt tttatttaaa ataccctctg - 7981 aaaagaaagg aaacgacagg tgctgaaagc gagctttttg gcctctgtcg tttcctttct - 8041 ctgtttttgt ccgtggaatg aacaatggaa gtccgagctc atcgctaata acttcgtata - 8101 gcatacatta tacgaagtta tattcgat -// - +LOCUS Exported 8139 bp DNA circular SYN 29-AUG-2024 +DEFINITION Cloning vector pCC1BAC, complete sequence. +ACCESSION . +VERSION . +KEYWORDS . +SOURCE synthetic DNA construct + ORGANISM synthetic DNA construct +REFERENCE 1 (bases 1 to 8139) + AUTHORS EPICENTRE Biotechnologies. + TITLE Direct Submission + JOURNAL Submitted (23-AUG-2007) 726 Post Road, Madison, WI 53713, USA +REFERENCE 2 (bases 1 to 8139) + TITLE Direct Submission +REFERENCE 3 (bases 1 to 8139) + TITLE Direct Submission +REFERENCE 4 (bases 1 to 8139) + AUTHORS . + TITLE Direct Submission +COMMENT SGRef: number: 1; type: "Journal Article"; journalName: "Submitted + (23-AUG-2007) 726 Post Road, Madison, WI 53713, USA" +COMMENT SGRef: number: 2; type: "Journal Article" +COMMENT SGRef: number: 3; type: "Journal Article" +FEATURES Location/Qualifiers + source 1..8139 + /mol_type="other DNA" + /organism="synthetic DNA construct" + source 359..370 + /mol_type="other DNA" + /organism="synthetic DNA construct" + primer_bind 288..304 + /label=M13 fwd + /note="common sequencing primer, one of multiple similar + variants" + promoter 311..329 + /label=T7 promoter + /note="promoter for bacteriophage T7 RNA polymerase" + misc_feature 332..400 + /label=MCS + /note="pUC18/19 multiple cloning site" + misc_feature 359..370 + /label=MCS + /note="pUC18/19 multiple cloning site" + primer_bind complement(443..459) + /label=M13 rev + /note="common sequencing primer, one of multiple similar + variants" + protein_bind complement(467..483) + /label=lac operator + /note="The lac repressor binds to the lac operator to + inhibit transcription in E. coli. This inhibition can be + relieved by adding lactose or + isopropyl-beta-D-thiogalactopyranoside (IPTG)." + promoter complement(491..521) + /label=lac promoter + /note="promoter for the E. coli lac operon" + protein_bind complement(536..557) + /label=CAP binding site + /note="CAP binding activates transcription in the presence + of cAMP." + CDS complement(780..1436) + /codon_start=1 + /label=CmR + /note="chloramphenicol acetyltransferase" + /translation="MEKKITGYTTVDISQWHRKEHFEAFQSVAQCTYNQTVQLDITAFL + KTVKKNKHKFYPAFIHILARLMNAHPEFRMAMKDGELVIWDSVHPCYTVFHEQTETFSS + LWSEYHDDFRQFLHIYSQDVACYGENLAYFPKGFIENMFFVSANPWVSFTSFDLNVANM + DNFFAPVFTMGKYYTQGDKVLMPLAIQVHHAVCDGFHVGRMLNELQQYCDEWQGGA" + promoter complement(1437..1539) + /label=cat promoter + /note="promoter of the E. coli cat gene encoding + chloramphenicol acetyltransferase" + rep_origin 2397..3011 + /label=oriV + /note="origin of replication for the bacterial F plasmid" + rep_origin 3087..3306 + /label=ori2 + /note="secondary origin of replication for the bacterial F + plasmid; also known as oriS" + CDS 3397..4149 + /codon_start=1 + /label=repE + /note="replication initiation protein for the bacterial F + plasmid" + /translation="MAETAVINHKKRKNSPRIVQSNDLTEAAYSLSRDQKRMLYLFVDQ + IRKSDGTLQEHDGICEIHVAKYAEIFGLTSAEASKDIRQALKSFAGKEVVFYRPEEDAG + DEKGYESFPWFIKRAHSPSRGLYSVHINPYLIPFFIGLQNRFTQFRLSETKEITNPYAM + RLYESLCQYRKPDGSGIVSLKIDWIIERYQLPQSYQRMPDFRRRFLQVCVNEINSRTPM + RLSYIEKKKGRQTTHIVFSFRDITSMTTG" + misc_feature 4155..4405 + /label=incC + /note="incompatibility region of the bacterial F plasmid" + CDS 4731..5903 + /codon_start=1 + /label=sopA + /note="partitioning protein for the bacterial F plasmid" + /translation="MFRMKLMETLNQCINAGHEMTKAIAIAQFNDDSPEARKITRRWRI + GEAADLVGVSSQAIRDAEKAGRLPHPDMEIRGRVEQRVGYTIEQINHMRDVFGTRLRRA + EDVFPPVIGVAAHKGGVYKTSVSVHLAQDLALKGLRVLLVEGNDPQGTASMYHGWVPDL + HIHAEDTLLPFYLGEKDDVTYAIKPTCWPGLDIIPSCLALHRIETELMGKFDEGKLPTD + PHLMLRLAIETVAHDYDVIVIDSAPNLGIGTINVVCAADVLIVPTPAELFDYTSALQFF + DMLRDLLKNVDLKGFEPDVRILLTKYSNSNGSQSPWMEEQIRDAWGSMVLKNVVRETDE + VGKGQIRMRTVFEQAIDQRSSTGAWRNALSIWEPVCNEIFDRLIKPRWEIR" + CDS 5906..6874 + /codon_start=1 + /label=sopB + /note="partitioning protein for the bacterial F plasmid" + /translation="MKRAPVIPKHTLNTQPVEDTSLSTPAAPMVDSLIARVGVMARGNA + ITLPVCGRDVKFTLEVLRGDSVEKTSRVWSGNERDQELLTEDALDDLIPSFLLTGQQTP + AFGRRVSGVIEIADGSRRRKAAALTESDYRVLVGELDDEQMAALSRLGNDYRPTSAYER + GQRYASRLQNEFAGNISALADAENISRKIITRCINTAKLPKSVVALFSHPGELSARSGD + ALQKAFTDKEELLKQQASNLHEQKKAGVIFEAEEVITLLTSVLKTSSASRTSLSSRHQF + APGATVLYKGDKMVLNLDRSRVPTECIEKIEAILKELEKPAP" + misc_feature 6950..7423 + /label=sopC + /note="centromere-like partitioning region of the bacterial + F plasmid" + misc_feature complement(7683..8081) + /label=cos + /note="lambda cos site; allows packaging into phage lambda + particles" + protein_bind complement(8099..8132) + /label=loxP + /note="Cre-mediated recombination occurs in the 8-bp core + sequence (ATGTATGC) (Shaw et al., 2021)." +ORIGIN + 1 gcggccgcaa ggggttcgcg tcagcgggtg ttggcgggtg tcggggctgg cttaactatg + 61 cggcatcaga gcagattgta ctgagagtgc accatatgcg gtgtgaaata ccgcacagat + 121 gcgtaaggag aaaataccgc atcaggcgcc attcgccatt cagctgcgca actgttggga + 181 agggcgatcg gtgcgggcct cttcgctatt acgccagctg gcgaaagggg gatgtgctgc + 241 aaggcgatta agttgggtaa cgccagggtt ttcccagtca cgacgttgta aaacgacggc + 301 cagtgaattg taatacgact cactataggg cgaattcgag ctcggtaccc ggggatccca + 361 cgtgggatcc tctagagtcg acctgcaggc atgcaagctt gagtattcta tagtctcacc + 421 taaatagctt ggcgtaatca tggtcatagc tgtttcctgt gtgaaattgt tatccgctca + 481 caattccaca caacatacga gccggaagca taaagtgtaa agcctggggt gcctaatgag + 541 tgagctaact cacattaatt gcgttgcgct cactgcccgc tttccagtcg ggaaacctgt + 601 cgtgccagct gcattaatga atcggccaac gcgaacccct tgcggccgcc cgggccgtcg + 661 accaattctc atgtttgaca gcttatcatc gaatttctgc cattcatccg cttattatca + 721 cttattcagg cgtagcaacc aggcgtttaa gggcaccaat aactgcctta aaaaaattac + 781 gccccgccct gccactcatc gcagtactgt tgtaattcat taagcattct gccgacatgg + 841 aagccatcac aaacggcatg atgaacctga atcgccagcg gcatcagcac cttgtcgcct + 901 tgcgtataat atttgcccat ggtgaaaacg ggggcgaaga agttgtccat attggccacg + 961 tttaaatcaa aactggtgaa actcacccag ggattggctg agacgaaaaa catattctca + 1021 ataaaccctt tagggaaata ggccaggttt tcaccgtaac acgccacatc ttgcgaatat + 1081 atgtgtagaa actgccggaa atcgtcgtgg tattcactcc agagcgatga aaacgtttca + 1141 gtttgctcat ggaaaacggt gtaacaaggg tgaacactat cccatatcac cagctcaccg + 1201 tctttcattg ccatacgaaa ttccggatga gcattcatca ggcgggcaag aatgtgaata + 1261 aaggccggat aaaacttgtg cttatttttc tttacggtct ttaaaaaggc cgtaatatcc + 1321 agctgaacgg tctggttata ggtacattga gcaactgact gaaatgcctc aaaatgttct + 1381 ttacgatgcc attgggatat atcaacggtg gtatatccag tgattttttt ctccatttta + 1441 gcttccttag ctcctgaaaa tctcgataac tcaaaaaata cgcccggtag tgatcttatt + 1501 tcattatggt gaaagttgga acctcttacg tgccgatcaa cgtctcattt tcgccaaaag + 1561 ttggcccagg gcttcccggt atcaacaggg acaccaggat ttatttattc tgcgaagtga + 1621 tcttccgtca caggtattta ttcgcgataa gctcatggag cggcgtaacc gtcgcacagg + 1681 aaggacagag aaagcgcgga tctgggaagt gacggacaga acggtcagga cctggattgg + 1741 ggaggcggtt gccgccgctg ctgctgacgg tgtgacgttc tctgttccgg tcacaccaca + 1801 tacgttccgc cattcctatg cgatgcacat gctgtatgcc ggtataccgc tgaaagttct + 1861 gcaaagcctg atgggacata agtccatcag ttcaacggaa gtctacacga aggtttttgc + 1921 gctggatgtg gctgcccggc accgggtgca gtttgcgatg ccggagtctg atgcggttgc + 1981 gatgctgaaa caattatcct gagaataaat gccttggcct ttatatggaa atgtggaact + 2041 gagtggatat gctgtttttg tctgttaaac agagaagctg gctgttatcc actgagaagc + 2101 gaacgaaaca gtcgggaaaa tctcccatta tcgtagagat ccgcattatt aatctcagga + 2161 gcctgtgtag cgtttatagg aagtagtgtt ctgtcatgat gcctgcaagc ggtaacgaaa + 2221 acgatttgaa tatgccttca ggaacaatag aaatcttcgt gcggtgttac gttgaagtgg + 2281 agcggattat gtcagcaatg gacagaacaa cctaatgaac acagaaccat gatgtggtct + 2341 gtccttttac agccagtagt gctcgccgca gtcgagcgac agggcgaagc cctcggctgg + 2401 ttgccctcgc cgctgggctg gcggccgtct atggccctgc aaacgcgcca gaaacgccgt + 2461 cgaagccgtg tgcgagacac cgcggccggc cgccggcgtt gtggatacct cgcggaaaac + 2521 ttggccctca ctgacagatg aggggcggac gttgacactt gaggggccga ctcacccggc + 2581 gcggcgttga cagatgaggg gcaggctcga tttcggccgg cgacgtggag ctggccagcc + 2641 tcgcaaatcg gcgaaaacgc ctgattttac gcgagtttcc cacagatgat gtggacaagc + 2701 ctggggataa gtgccctgcg gtattgacac ttgaggggcg cgactactga cagatgaggg + 2761 gcgcgatcct tgacacttga ggggcagagt gctgacagat gaggggcgca cctattgaca + 2821 tttgaggggc tgtccacagg cagaaaatcc agcatttgca agggtttccg cccgtttttc + 2881 ggccaccgct aacctgtctt ttaacctgct tttaaaccaa tatttataaa ccttgttttt + 2941 aaccagggct gcgccctgtg cgcgtgaccg cgcacgccga aggggggtgc ccccccttct + 3001 cgaaccctcc cggtcgagtg agcgaggaag caccagggaa cagcacttat atattctgct + 3061 tacacacgat gcctgaaaaa acttcccttg gggttatcca cttatccacg gggatatttt + 3121 tataattatt ttttttatag tttttagatc ttctttttta gagcgccttg taggccttta + 3181 tccatgctgg ttctagagaa ggtgttgtga caaattgccc tttcagtgtg acaaatcacc + 3241 ctcaaatgac agtcctgtct gtgacaaatt gcccttaacc ctgtgacaaa ttgccctcag + 3301 aagaagctgt tttttcacaa agttatccct gcttattgac tcttttttat ttagtgtgac + 3361 aatctaaaaa cttgtcacac ttcacatgga tctgtcatgg cggaaacagc ggttatcaat + 3421 cacaagaaac gtaaaaatag cccgcgaatc gtccagtcaa acgacctcac tgaggcggca + 3481 tatagtctct cccgggatca aaaacgtatg ctgtatctgt tcgttgacca gatcagaaaa + 3541 tctgatggca ccctacagga acatgacggt atctgcgaga tccatgttgc taaatatgct + 3601 gaaatattcg gattgacctc tgcggaagcc agtaaggata tacggcaggc attgaagagt + 3661 ttcgcgggga aggaagtggt tttttatcgc cctgaagagg atgccggcga tgaaaaaggc + 3721 tatgaatctt ttccttggtt tatcaaacgt gcgcacagtc catccagagg gctttacagt + 3781 gtacatatca acccatatct cattcccttc tttatcgggt tacagaaccg gtttacgcag + 3841 tttcggctta gtgaaacaaa agaaatcacc aatccgtatg ccatgcgttt atacgaatcc + 3901 ctgtgtcagt atcgtaagcc ggatggctca ggcatcgtct ctctgaaaat cgactggatc + 3961 atagagcgtt accagctgcc tcaaagttac cagcgtatgc ctgacttccg ccgccgcttc + 4021 ctgcaggtct gtgttaatga gatcaacagc agaactccaa tgcgcctctc atacattgag + 4081 aaaaagaaag gccgccagac gactcatatc gtattttcct tccgcgatat cacttccatg + 4141 acgacaggat agtctgaggg ttatctgtca cagatttgag ggtggttcgt cacatttgtt + 4201 ctgacctact gagggtaatt tgtcacagtt ttgctgtttc cttcagcctg catggatttt + 4261 ctcatacttt ttgaactgta atttttaagg aagccaaatt tgagggcagt ttgtcacagt + 4321 tgatttcctt ctctttccct tcgtcatgtg acctgatatc gggggttagt tcgtcatcat + 4381 tgatgagggt tgattatcac agtttattac tctgaattgg ctatccgcgt gtgtacctct + 4441 acctggagtt tttcccacgg tggatatttc ttcttgcgct gagcgtaaga gctatctgac + 4501 agaacagttc ttctttgctt cctcgccagt tcgctcgcta tgctcggtta cacggctgcg + 4561 gcgagcgcta gtgataataa gtgactgagg tatgtgctct tcttatctcc ttttgtagtg + 4621 ttgctcttat tttaaacaac tttgcggttt tttgatgact ttgcgatttt gttgttgctt + 4681 tgcagtaaat tgcaagattt aataaaaaaa cgcaaagcaa tgattaaagg atgttcagaa + 4741 tgaaactcat ggaaacactt aaccagtgca taaacgctgg tcatgaaatg acgaaggcta + 4801 tcgccattgc acagtttaat gatgacagcc cggaagcgag gaaaataacc cggcgctgga + 4861 gaataggtga agcagcggat ttagttgggg tttcttctca ggctatcaga gatgccgaga + 4921 aagcagggcg actaccgcac ccggatatgg aaattcgagg acgggttgag caacgtgttg + 4981 gttatacaat tgaacaaatt aatcatatgc gtgatgtgtt tggtacgcga ttgcgacgtg + 5041 ctgaagacgt atttccaccg gtgatcgggg ttgctgccca taaaggtggc gtttacaaaa + 5101 cctcagtttc tgttcatctt gctcaggatc tggctctgaa ggggctacgt gttttgctcg + 5161 tggaaggtaa cgacccccag ggaacagcct caatgtatca cggatgggta ccagatcttc + 5221 atattcatgc agaagacact ctcctgcctt tctatcttgg ggaaaaggac gatgtcactt + 5281 atgcaataaa gcccacttgc tggccggggc ttgacattat tccttcctgt ctggctctgc + 5341 accgtattga aactgagtta atgggcaaat ttgatgaagg taaactgccc accgatccac + 5401 acctgatgct ccgactggcc attgaaactg ttgctcatga ctatgatgtc atagttattg + 5461 acagcgcgcc taacctgggt atcggcacga ttaatgtcgt atgtgctgct gatgtgctga + 5521 ttgttcccac gcctgctgag ttgtttgact acacctccgc actgcagttt ttcgatatgc + 5581 ttcgtgatct gctcaagaac gttgatctta aagggttcga gcctgatgta cgtattttgc + 5641 ttaccaaata cagcaatagt aatggctctc agtccccgtg gatggaggag caaattcggg + 5701 atgcctgggg aagcatggtt ctaaaaaatg ttgtacgtga aacggatgaa gttggtaaag + 5761 gtcagatccg gatgagaact gtttttgaac aggccattga tcaacgctct tcaactggtg + 5821 cctggagaaa tgctctttct atttgggaac ctgtctgcaa tgaaattttc gatcgtctga + 5881 ttaaaccacg ctgggagatt agataatgaa gcgtgcgcct gttattccaa aacatacgct + 5941 caatactcaa ccggttgaag atacttcgtt atcgacacca gctgccccga tggtggattc + 6001 gttaattgcg cgcgtaggag taatggctcg cggtaatgcc attactttgc ctgtatgtgg + 6061 tcgggatgtg aagtttactc ttgaagtgct ccggggtgat agtgttgaga agacctctcg + 6121 ggtatggtca ggtaatgaac gtgaccagga gctgcttact gaggacgcac tggatgatct + 6181 catcccttct tttctactga ctggtcaaca gacaccggcg ttcggtcgaa gagtatctgg + 6241 tgtcatagaa attgccgatg ggagtcgccg tcgtaaagct gctgcactta ccgaaagtga + 6301 ttatcgtgtt ctggttggcg agctggatga tgagcagatg gctgcattat ccagattggg + 6361 taacgattat cgcccaacaa gtgcttatga acgtggtcag cgttatgcaa gccgattgca + 6421 gaatgaattt gctggaaata tttctgcgct ggctgatgcg gaaaatattt cacgtaagat + 6481 tattacccgc tgtatcaaca ccgccaaatt gcctaaatca gttgttgctc ttttttctca + 6541 ccccggtgaa ctatctgccc ggtcaggtga tgcacttcaa aaagccttta cagataaaga + 6601 ggaattactt aagcagcagg catctaacct tcatgagcag aaaaaagctg gggtgatatt + 6661 tgaagctgaa gaagttatca ctcttttaac ttctgtgctt aaaacgtcat ctgcatcaag + 6721 aactagttta agctcacgac atcagtttgc tcctggagcg acagtattgt ataagggcga + 6781 taaaatggtg cttaacctgg acaggtctcg tgttccaact gagtgtatag agaaaattga + 6841 ggccattctt aaggaacttg aaaagccagc accctgatgc gaccacgttt tagtctacgt + 6901 ttatctgtct ttacttaatg tcctttgtta caggccagaa agcataactg gcctgaatat + 6961 tctctctggg cccactgttc cacttgtatc gtcggtctga taatcagact gggaccacgg + 7021 tcccactcgt atcgtcggtc tgattattag tctgggacca cggtcccact cgtatcgtcg + 7081 gtctgattat tagtctggga ccacggtccc actcgtatcg tcggtctgat aatcagactg + 7141 ggaccacggt cccactcgta tcgtcggtct gattattagt ctgggaccat ggtcccactc + 7201 gtatcgtcgg tctgattatt agtctgggac cacggtccca ctcgtatcgt cggtctgatt + 7261 attagtctgg aaccacggtc ccactcgtat cgtcggtctg attattagtc tgggaccacg + 7321 gtcccactcg tatcgtcggt ctgattatta gtctgggacc acgatcccac tcgtgttgtc + 7381 ggtctgatta tcggtctggg accacggtcc cacttgtatt gtcgatcaga ctatcagcgt + 7441 gagactacga ttccatcaat gcctgtcaag ggcaagtatt gacatgtcgt cgtaacctgt + 7501 agaacggagt aacctcggtg tgcggttgta tgcctgctgt ggattgctgc tgtgtcctgc + 7561 ttatccacaa cattttgcgc acggttatgt ggacaaaata cctggttacc caggccgtgc + 7621 cggcacgtta accgggctgc atccgatgca agtgtgtcgc tgtcgacgag ctcgcgagct + 7681 cggacatgag gttgccccgt attcagtgtc gctgatttgt attgtctgaa gttgttttta + 7741 cgttaagttg atgcagatca attaatacga tacctgcgtc ataattgatt atttgacgtg + 7801 gtttgatggc ctccacgcac gttgtgatat gtagatgata atcattatca ctttacgggt + 7861 cctttccggt gatccgacag gttacggggc ggcgacctcg cgggttttcg ctatttatga + 7921 aaattttccg gtttaaggcg tttccgttct tcttcgtcat aacttaatgt ttttatttaa + 7981 aataccctct gaaaagaaag gaaacgacag gtgctgaaag cgagcttttt ggcctctgtc + 8041 gtttcctttc tctgtttttg tccgtggaat gaacaatgga agtccgagct catcgctaat + 8101 aacttcgtat agcatacatt atacgaagtt atattcgat +// diff --git a/poetry.lock b/poetry.lock index 447944ed..28e0c3dd 100644 --- a/poetry.lock +++ b/poetry.lock @@ -1,4 +1,4 @@ -# This file is automatically @generated by Poetry 1.8.3 and should not be changed by hand. +# This file is automatically @generated by Poetry 1.8.2 and should not be changed by hand. [[package]] name = "alabaster" @@ -113,6 +113,27 @@ files = [ {file = "backcall-0.2.0.tar.gz", hash = "sha256:5cbdbf27be5e7cfadb448baf0aa95508f91f2bbc6c6437cd9cd06e2a4c215e1e"}, ] +[[package]] +name = "beautifulsoup4" +version = "4.12.3" +description = "Screen-scraping library" +optional = false +python-versions = ">=3.6.0" +files = [ + {file = "beautifulsoup4-4.12.3-py3-none-any.whl", hash = "sha256:b80878c9f40111313e55da8ba20bdba06d8fa3969fc68304167741bbf9e082ed"}, + {file = "beautifulsoup4-4.12.3.tar.gz", hash = "sha256:74e3d1928edc070d21748185c46e3fb33490f22f52a3addee9aee0f4f7781051"}, +] + +[package.dependencies] +soupsieve = ">1.2" + +[package.extras] +cchardet = ["cchardet"] +chardet = ["chardet"] +charset-normalizer = ["charset-normalizer"] +html5lib = ["html5lib"] +lxml = ["lxml"] + [[package]] name = "biopython" version = "1.83" @@ -198,6 +219,24 @@ d = ["aiohttp (>=3.7.4)", "aiohttp (>=3.7.4,!=3.9.0)"] jupyter = ["ipython (>=7.8.0)", "tokenize-rt (>=3.2.0)"] uvloop = ["uvloop (>=0.15.2)"] +[[package]] +name = "bleach" +version = "6.1.0" +description = "An easy safelist-based HTML-sanitizing tool." +optional = false +python-versions = ">=3.8" +files = [ + {file = "bleach-6.1.0-py3-none-any.whl", hash = "sha256:3225f354cfc436b9789c66c4ee030194bee0568fbf9cbdad3bc8b5c26c5f12b6"}, + {file = "bleach-6.1.0.tar.gz", hash = "sha256:0a31f1837963c41d46bbf1331b8778e1308ea0791db03cc4e7357b97cf42a8fe"}, +] + +[package.dependencies] +six = ">=1.9.0" +webencodings = "*" + +[package.extras] +css = ["tinycss2 (>=1.1.0,<1.3)"] + [[package]] name = "cai2" version = "1.0.5" @@ -639,6 +678,17 @@ files = [ {file = "decorator-5.1.1.tar.gz", hash = "sha256:637996211036b6385ef91435e4fae22989472f9d571faba8927ba8253acbc330"}, ] +[[package]] +name = "defusedxml" +version = "0.7.1" +description = "XML bomb protection for Python stdlib modules" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*, !=3.4.*" +files = [ + {file = "defusedxml-0.7.1-py2.py3-none-any.whl", hash = "sha256:a352e7e428770286cc899e2542b6cdaedb2b4953ff269a210103ec58f6198a61"}, + {file = "defusedxml-0.7.1.tar.gz", hash = "sha256:1bb3032db185915b62d7c6209c5a8792be6a32ab2fedacc84e01b52c51aa3e69"}, +] + [[package]] name = "distlib" version = "0.3.8" @@ -1102,6 +1152,17 @@ traitlets = ">=5.3" docs = ["myst-parser", "pydata-sphinx-theme", "sphinx-autodoc-typehints", "sphinxcontrib-github-alt", "sphinxcontrib-spelling", "traitlets"] test = ["ipykernel", "pre-commit", "pytest (<8)", "pytest-cov", "pytest-timeout"] +[[package]] +name = "jupyterlab-pygments" +version = "0.3.0" +description = "Pygments theme using JupyterLab CSS variables" +optional = false +python-versions = ">=3.8" +files = [ + {file = "jupyterlab_pygments-0.3.0-py3-none-any.whl", hash = "sha256:841a89020971da1d8693f1a99997aefc5dc424bb1b251fd6322462a1b8842780"}, + {file = "jupyterlab_pygments-0.3.0.tar.gz", hash = "sha256:721aca4d9029252b11cfa9d185e5b5af4d54772bb8072f9b7036f4170054d35d"}, +] + [[package]] name = "kiwisolver" version = "1.4.5" @@ -1230,6 +1291,30 @@ files = [ six = "*" tornado = {version = "*", markers = "python_version > \"2.7\""} +[[package]] +name = "markdown-it-py" +version = "3.0.0" +description = "Python port of markdown-it. Markdown parsing, done right!" +optional = false +python-versions = ">=3.8" +files = [ + {file = "markdown-it-py-3.0.0.tar.gz", hash = "sha256:e3f60a94fa066dc52ec76661e37c851cb232d92f9886b15cb560aaada2df8feb"}, + {file = "markdown_it_py-3.0.0-py3-none-any.whl", hash = "sha256:355216845c60bd96232cd8d8c40e8f9765cc86f46880e43a8fd22dc1a1a8cab1"}, +] + +[package.dependencies] +mdurl = ">=0.1,<1.0" + +[package.extras] +benchmarking = ["psutil", "pytest", "pytest-benchmark"] +code-style = ["pre-commit (>=3.0,<4.0)"] +compare = ["commonmark (>=0.9,<1.0)", "markdown (>=3.4,<4.0)", "mistletoe (>=1.0,<2.0)", "mistune (>=2.0,<3.0)", "panflute (>=2.3,<3.0)"] +linkify = ["linkify-it-py (>=1,<3)"] +plugins = ["mdit-py-plugins"] +profiling = ["gprof2dot"] +rtd = ["jupyter_sphinx", "mdit-py-plugins", "myst-parser", "pyyaml", "sphinx", "sphinx-copybutton", "sphinx-design", "sphinx_book_theme"] +testing = ["coverage", "pytest", "pytest-cov", "pytest-regressions"] + [[package]] name = "markupsafe" version 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Output formats include asciidoc, html, latex, markdown, pdf, py, rst, script. nbconvert can be used both as a Python library (`import nbconvert`) or as a command line tool (invoked as `jupyter nbconvert ...`)." +optional = false +python-versions = ">=3.8" +files = [ + {file = "nbconvert-7.16.4-py3-none-any.whl", hash = "sha256:05873c620fe520b6322bf8a5ad562692343fe3452abda5765c7a34b7d1aa3eb3"}, + {file = "nbconvert-7.16.4.tar.gz", hash = "sha256:86ca91ba266b0a448dc96fa6c5b9d98affabde2867b363258703536807f9f7f4"}, +] + +[package.dependencies] +beautifulsoup4 = "*" +bleach = "!=5.0.0" +defusedxml = "*" +importlib-metadata = {version = ">=3.6", markers = "python_version < \"3.10\""} +jinja2 = ">=3.0" +jupyter-core = ">=4.7" +jupyterlab-pygments = "*" +markupsafe = ">=2.0" +mistune = ">=2.0.3,<4" +nbclient = ">=0.5.0" +nbformat = ">=5.7" +packaging = "*" +pandocfilters = ">=1.4.1" +pygments = ">=2.4.1" +tinycss2 = "*" +traitlets = ">=5.1" + +[package.extras] +all = ["flaky", "ipykernel", "ipython", "ipywidgets (>=7.5)", "myst-parser", "nbsphinx (>=0.2.12)", "playwright", "pydata-sphinx-theme", "pyqtwebengine (>=5.15)", "pytest (>=7)", "sphinx (==5.0.2)", "sphinxcontrib-spelling", "tornado (>=6.1)"] +docs = ["ipykernel", "ipython", "myst-parser", "nbsphinx (>=0.2.12)", "pydata-sphinx-theme", "sphinx (==5.0.2)", "sphinxcontrib-spelling"] +qtpdf = ["pyqtwebengine (>=5.15)"] +qtpng = ["pyqtwebengine (>=5.15)"] +serve = ["tornado (>=6.1)"] +test = ["flaky", "ipykernel", "ipywidgets (>=7.5)", "pytest (>=7)"] +webpdf = ["playwright"] + [[package]] name = "nbformat" version = "5.10.4" @@ -1613,6 +1851,17 @@ files = [ {file = "packaging-24.0.tar.gz", hash = "sha256:eb82c5e3e56209074766e6885bb04b8c38a0c015d0a30036ebe7ece34c9989e9"}, ] +[[package]] +name = "pandocfilters" +version = "1.5.1" +description = "Utilities for writing pandoc filters in python" +optional = false +python-versions = ">=2.7, !=3.0.*, !=3.1.*, !=3.2.*, !=3.3.*" +files = [ + {file = "pandocfilters-1.5.1-py2.py3-none-any.whl", hash = "sha256:93be382804a9cdb0a7267585f157e5d1731bbe5545a85b268d6f5fe6232de2bc"}, + {file = "pandocfilters-1.5.1.tar.gz", hash = "sha256:002b4a555ee4ebc03f8b66307e287fa492e4a77b4ea14d3f934328297bb4939e"}, +] + [[package]] name = "parso" version = "0.8.4" @@ -2631,6 +2880,17 @@ files = [ {file = "snowballstemmer-2.2.0.tar.gz", hash = "sha256:09b16deb8547d3412ad7b590689584cd0fe25ec8db3be37788be3810cbf19cb1"}, ] +[[package]] +name = "soupsieve" +version = "2.6" +description = "A modern CSS selector implementation for Beautiful Soup." +optional = false +python-versions = ">=3.8" +files = [ + {file = "soupsieve-2.6-py3-none-any.whl", hash = "sha256:e72c4ff06e4fb6e4b5a9f0f55fe6e81514581fca1515028625d0f299c602ccc9"}, + {file = "soupsieve-2.6.tar.gz", hash = "sha256:e2e68417777af359ec65daac1057404a3c8a5455bb8abc36f1a9866ab1a51abb"}, +] + [[package]] name = "sphinx" version = "7.1.2" @@ -2840,6 +3100,24 @@ files = [ [package.extras] widechars = ["wcwidth"] +[[package]] +name = "tinycss2" +version = "1.3.0" +description = "A tiny CSS parser" +optional = false +python-versions = ">=3.8" +files = [ + {file = "tinycss2-1.3.0-py3-none-any.whl", hash = "sha256:54a8dbdffb334d536851be0226030e9505965bb2f30f21a4a82c55fb2a80fae7"}, + {file = "tinycss2-1.3.0.tar.gz", hash = "sha256:152f9acabd296a8375fbca5b84c961ff95971fcfc32e79550c8df8e29118c54d"}, +] + +[package.dependencies] +webencodings = ">=0.4" + +[package.extras] +doc = ["sphinx", "sphinx_rtd_theme"] +test = ["pytest", "ruff"] + [[package]] name = "tomli" version = "2.0.1" @@ -2945,6 +3223,17 @@ files = [ {file = "wcwidth-0.2.13.tar.gz", hash = "sha256:72ea0c06399eb286d978fdedb6923a9eb47e1c486ce63e9b4e64fc18303972b5"}, ] +[[package]] +name = "webencodings" +version = "0.5.1" +description = "Character encoding aliases for legacy web content" +optional = false +python-versions = "*" +files = [ + {file = "webencodings-0.5.1-py2.py3-none-any.whl", hash = "sha256:a0af1213f3c2226497a97e2b3aa01a7e4bee4f403f95be16fc9acd2947514a78"}, + {file = "webencodings-0.5.1.tar.gz", hash = "sha256:b36a1c245f2d304965eb4e0a82848379241dc04b865afcc4aab16748587e1923"}, +] + [[package]] name = "wheel" version = "0.43.0" @@ -2983,4 +3272,4 @@ gel = ["matplotlib", "pillow", "scipy", "scipy"] [metadata] lock-version = "2.0" python-versions = ">=3.8,<4.0" -content-hash = "80d73ccaf1fb05703f74505a6a4660bc8f74c4ca83f60669fd75acb2edfe669f" +content-hash = "5bf0ee05aa398dcc00aa506f0426ba0190bc0b817514d8e712c4130a99d0fa29" diff --git a/pyproject.toml b/pyproject.toml index 572d2a76..e474b013 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -83,7 +83,11 @@ requests-mock = ">=1.10.0" numpydoc = "^1.6.0" sphinx-autobuild = "^2021.3.14" sphinx-rtd-theme = ">=1.3,<4.0" - +nbconvert = "^7.16.4" +myst-parser = [ + { version = ">3.0.0", python = "<3.10"}, + { version = ">=4.0.0", python = ">=3.10"}, +] [tool.poetry.group.dev.dependencies] autopep8 = "^2.1.0" diff --git a/src/pydna/crispr.py b/src/pydna/crispr.py index b3a14ab1..528c9a50 100644 --- a/src/pydna/crispr.py +++ b/src/pydna/crispr.py @@ -50,31 +50,33 @@ def __str__(self): class cas9(_cas): """docstring. - |----size----------| - - ---protospacer------ - -fst3 - fst5 |-| - |--------------| - PAM - 5-NNGGAAGAGTAATACACTA-AAANGGNN-3 - ||||||||||||||||||| |||||||| - 3-NNCCTTCTCATTATGTGAT-TTTNCCNN-5 - ||||||||||||||||| ||| - 5-GGAAGAGTAATACACTA-AAAg-u-a-a-g-g Scaffold - ---gRNA spacer--- u-a - u-a - u-a - u-a - a-u - g-u-g - a a - g-c-a - c-g - u-a - a-u - g a tetraloop - a-a + .. code-block:: + + |----size----------| + + ---protospacer------ + -fst3 + fst5 |-| + |--------------| + PAM + 5-NNGGAAGAGTAATACACTA-AAANGGNN-3 + ||||||||||||||||||| |||||||| + 3-NNCCTTCTCATTATGTGAT-TTTNCCNN-5 + ||||||||||||||||| ||| + 5-GGAAGAGTAATACACTA-AAAg-u-a-a-g-g Scaffold + ---gRNA spacer--- u-a + u-a + u-a + u-a + a-u + g-u-g + a a + g-c-a + c-g + u-a + a-u + g a tetraloop + a-a """ scaffold = "GTTTTAGAGCTAGAAATAGCAAGTTAAAATAAGG" From bca1d08d22d6c559e47316cab36e6bd0512cab34 Mon Sep 17 00:00:00 2001 From: =?UTF-8?q?Daniel=20Garc=C3=ADa=20Ruano?= Date: Tue, 15 Oct 2024 15:11:34 +0200 Subject: [PATCH 83/84] Fix link in README (#310) --- README.md | 2 +- 1 file changed, 1 insertion(+), 1 deletion(-) diff --git a/README.md b/README.md index 02cd7f0b..4872628c 100755 --- a/README.md +++ b/README.md @@ -488,7 +488,7 @@ supported python versions. Documentation is built using [Sphinx](http://www.sphinx-doc.org/) from [docstrings](https://www.python.org/dev/peps/pep-0257/) using a GitHub [action](https://github.com/BjornFJohansson/pydna/actions/workflows/publish-docs.yml). -The [numpy](www.numpy.org) [docstring format](https://numpy.org/doc/stable/dev/howto-docs.html#docstring-intro) is used. +The [numpy](https://www.numpy.org) [docstring format](https://numpy.org/doc/stable/dev/howto-docs.html#docstring-intro) is used. Below the commands to run a local sphinx server that auto-updated when files are changed. From 72cd39b95272af1424f782ea10dfa2450a246448 Mon Sep 17 00:00:00 2001 From: Manuel Lera-Ramirez Date: Tue, 15 Oct 2024 15:07:04 +0100 Subject: [PATCH 84/84] Fix action (#311) * fix action * fix action --- .../pydna_test_and_coverage_workflow.yml | 45 ++++++++++--------- 1 file changed, 25 insertions(+), 20 deletions(-) diff --git a/.github/workflows/pydna_test_and_coverage_workflow.yml b/.github/workflows/pydna_test_and_coverage_workflow.yml index 1a235c02..09e2cd82 100644 --- a/.github/workflows/pydna_test_and_coverage_workflow.yml +++ b/.github/workflows/pydna_test_and_coverage_workflow.yml @@ -2,11 +2,11 @@ name: Tests & Coverage on: push: branches: - - '**' - - '!master' # excludes master branch - - '!testpypi' # excludes testpypi branch + - "**" + - "!master" # excludes master branch + - "!testpypi" # excludes testpypi branch tags-ignore: - - '*.*' + - "*.*" pull_request: {} jobs: build: @@ -14,20 +14,20 @@ jobs: strategy: fail-fast: false matrix: - os: [ 'macos-latest', 'windows-latest' ] + os: ["macos-latest", "windows-latest"] python-version: ["3.12", "3.11", "3.10", "3.9", "3.8"] include: - - os: ubuntu-latest - python-version: "3.8" - codecov: true - - os: ubuntu-latest - python-version: "3.9" - - os: ubuntu-latest - python-version: "3.10" - - os: ubuntu-latest - python-version: "3.11" - - os: ubuntu-latest - python-version: "3.12" + - os: ubuntu-latest + python-version: "3.8" + codecov: true + - os: ubuntu-latest + python-version: "3.9" + - os: ubuntu-latest + python-version: "3.10" + - os: ubuntu-latest + python-version: "3.11" + - os: ubuntu-latest + python-version: "3.12" defaults: run: shell: bash @@ -50,7 +50,7 @@ jobs: - name: Install Poetry uses: snok/install-poetry@v1 with: - virtualenvs.prefer-active-python: true + virtualenvs.prefer-active-python: true - name: 🔩 list Poetry settings run: poetry config --list @@ -66,6 +66,8 @@ jobs: if: (matrix.codecov) id: changed-files uses: tj-actions/changed-files@v45 + with: + since_last_remote_commit: true - uses: actions/cache@v4 if: (matrix.codecov) @@ -79,10 +81,13 @@ jobs: run: poetry run pre-commit install --install-hooks - name: Run style checking via pre-commit - if: (matrix.codecov) - run: poetry run pre-commit run --files ${{ steps.changed-files.outputs.all_changed_files }} - # ====================================================== + if: (matrix.codecov && steps.changed-files.outputs.all_changed_files) + run: | + echo "Changed files:" + echo "${{ steps.changed-files.outputs.all_changed_files }}" | tr ' ' '\n' + poetry run pre-commit run --files ${{ steps.changed-files.outputs.all_changed_files }} + # ====================================================== - name: 🔼 Upload coverage to Codecov if: (matrix.codecov) uses: codecov/codecov-action@v4