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<?xml version="1.0" encoding="UTF-8"?>
<xsl:stylesheet version="1.0" xmlns:xsl="http://www.w3.org/1999/XSL/Transform" xmlns:cac="urn:oasis:names:specification:ubl:schema:xsd:CommonAggregateComponents-2" xmlns:cbc="urn:oasis:names:specification:ubl:schema:xsd:CommonBasicComponents-2" xmlns:ccts="urn:un:unece:uncefact:documentation:2" xmlns:clm54217="urn:un:unece:uncefact:codelist:specification:54217:2001" xmlns:clm5639="urn:un:unece:uncefact:codelist:specification:5639:1988" xmlns:clm66411="urn:un:unece:uncefact:codelist:specification:66411:2001" xmlns:clmIANAMIMEMediaType="urn:un:unece:uncefact:codelist:specification:IANAMIMEMediaType:2003" xmlns:fn="http://www.w3.org/2005/xpath-functions" xmlns:link="http://www.xbrl.org/2003/linkbase" xmlns:n1="urn:oasis:names:specification:ubl:schema:xsd:DespatchAdvice-2" xmlns:qdt="urn:oasis:names:specification:ubl:schema:xsd:QualifiedDatatypes-2" xmlns:udt="urn:un:unece:uncefact:data:specification:UnqualifiedDataTypesSchemaModule:2" xmlns:xbrldi="http://xbrl.org/2006/xbrldi" xmlns:xbrli="http://www.xbrl.org/2003/instance" xmlns:xdt="http://www.w3.org/2005/xpath-datatypes" xmlns:xlink="http://www.w3.org/1999/xlink" xmlns:xs="http://www.w3.org/2001/XMLSchema" xmlns:xsd="http://www.w3.org/2001/XMLSchema" xmlns:xsi="http://www.w3.org/2001/XMLSchema-instance" exclude-result-prefixes="cac cbc ccts clm54217 clm5639 clm66411 clmIANAMIMEMediaType fn link n1 qdt udt xbrldi xbrli xdt xlink xs xsd xsi">
<xsl:decimal-format name="european" decimal-separator="," grouping-separator="." NaN=""/>
<xsl:output method="html" encoding="utf-8" indent="yes"/>
<xsl:param name="SV_OutputFormat" select="'HTML'"/>
<xsl:variable name="XML" select="/"/>
<xsl:template match="/">
<xsl:variable name="hasNote" select="count(//n1:DespatchAdvice/cac:DespatchLine/cac:Shipment/cac:GoodsItem/cac:InvoiceLine/cbc:Note) > 0"/>
<xsl:text disable-output-escaping="yes"><!DOCTYPE html></xsl:text>
<html>
<xsl:text disable-output-escaping="yes"><meta http-equiv="Content-Type" content="text/html; charset=UTF-8"/></xsl:text>
<head>
<style type="text/css">
/* Empty img: data:image/gif;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs= */
.CompanyLogo {
content: 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width: 220px;
height: 120px;
}
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content: 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");
width: 120px;
height: 120px;
}
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"); /* Your base64 string here */
width: 70px; /* Image width */
height: 70px; /* Image height */
}
:root {
--border-color: gray;
--background-color: white;
--accent-color: rgb(251, 237, 158);
--accent-text-color: black;
--even-row-bg-color: whitesmoke;
}
@page {
size: A4;
margin: 0;
}
body {
width: 800px;
margin: 10px;
padding: 10px;
position: relative;
}
table {
border-collapse: collapse;
}
* {
font-family: "Tahoma", sans-serif;
font-size: 10px;
}
.table-right td {
text-align: right;
}
.invoice-table td {
border-left: 1px dashed #000;
border-right: 1px dashed #000;
}
.invoice-table thead {
text-align: center;
resize: both;
overflow: auto;
}
.invoice-table td:first-child {
border-left: none;
}
.invoice-table td:last-child {
border-right: none;
}
th {
resize: both;
overflow: auto;
}
th::after {
content: "\02192";
display: block;
text-align: right;
cursor: ew-resize;
}
.metro-invoice-line-table {
width: 100%;
border: 1px solid var(--border-color);
background-color: var(--background-color);
box-shadow: 0px 2px 4px rgba(0, 0, 0, 0.1);
}
.metro-invoice-line-table thead,
.metro-invoice-line-table td {
padding: 2px;
border-bottom: 1px solid var(--border-color);
}
.metro-invoice-line-table thead {
background-color: var(--accent-color);
color: var(--accent-text-color);
font-weight: bold;
font-size: 14px;
}
.metro-invoice-line-table tr:nth-child(even) {
background-color: var(--even-row-bg-color);
}
.metro-invoice-line-table tr:hover {
background-color: var(--accent-color);
color: var(--accent-text-color);
}
.metro-invoice-line-table a {
color: var(--accent-color);
text-decoration: none;
}
.pair_key {
display: inline-block;
width: 100px;
font-weight: bold;
}
#total_tax_table .pair_key {
width: 150px;
}
#uuid_table .pair_key {
width: 30px;
}
.pair_seperator {
display: inline-block;
width: 10px;
}
.pair_value {
display: inline-block;
}
#uuid_table .pair_value {
font-family: 'Consolas';
font-size: 11px;
text-transform: uppercase;
}</style>
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var QRCode; ! function () {
function t(t) {
this.mode = s.MODE_8BIT_BYTE, this.data = t, this.parsedData =[];
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var i = this.data.charCodeAt(r);
i > 65536 ?(e[0] = 240 |(1835008 & i) >>> 18, e[1] = 128 |(258048 & i) >>> 12, e[2] = 128 |(4032 & i) >>> 6, e[3] = 128 | 63 & i): i > 2048 ?(e[0] = 224 |(61440 & i) >>> 12, e[1] = 128 |(4032 & i) >>> 6, e[2] = 128 | 63 & i): i > 128 ?(e[0] = 192 |(1984 & i) >>> 6, e[1] = 128 | 63 & i): e[0] = i, this.parsedData = this.parsedData.concat(e)
}
this.parsedData.length != this.data.length &&(this.parsedData.unshift(191), this.parsedData.unshift(187), this.parsedData.unshift(239))
}
function e(t, e) {
this.typeNumber = t, this.errorCorrectLevel = e, this.modules = null, this.moduleCount = 0, this.dataCache = null, this.dataList =[]
}
function r(t, e) {
if (null == t.length) throw new Error(t.length + "/" + e);
for (var r = 0; r < t.length && 0 == t[r];) r++;
this.num = new Array(t.length - r + e);
for (var o = 0; o < t.length - r; o++) this.num[o] = t[o + r]
}
function o(t, e) {
this.totalCount = t, this.dataCount = e
}
function i() {
this.buffer =[], this.length = 0
}
function n() {
var t = ! 1, e = navigator.userAgent;
return /android/i.test(e) &&(t = ! 0, aMat = e.toString().match(/android ([0-9]\.[0-9])/i), aMat && aMat[1] &&(t = parseFloat(aMat[1]))), t
}
function a(t, e) {
for (var r = 1, o = function (t) {
var e = encodeURI(t).toString().replace(/\%[0-9a-fA-F]{2}/g, "a");
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}
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var a = 0;
switch (e) {
case h.L: a = d[i][0];
break;
case h.M: a = d[i][1];
break;
case h.Q: a = d[i][2];
break;
case h.H: a = d[i][3]
}
if (a >= o) break;
r++
}
if (r > d.length) throw new Error("Too long data");
return r
}
t.prototype = {
getLength: function () {
return this.parsedData.length
},
write: function (t) {
for (var e = 0, r = this.parsedData.length; r > e; e++) t.put(this.parsedData[e], 8)
}
},
e.prototype = {
addData: function (e) {
var r = new t(e);
this.dataList.push(r), this.dataCache = null
},
isDark: function (t, e) {
if (0 > t || this.moduleCount <= t || 0 > e || this.moduleCount <= e) throw new Error(t + "," + e);
return this.modules[t][e]
},
getModuleCount: function () {
return this.moduleCount
},
make: function () {
this.makeImpl(! 1, this.getBestMaskPattern())
},
makeImpl: function (t, r) {
this.moduleCount = 4 * this.typeNumber + 17, this.modules = new Array(this.moduleCount);
for (var o = 0; o < this.moduleCount; o++) {
this.modules[o] = new Array(this.moduleCount);
for (var i = 0; i < this.moduleCount; i++) this.modules[o][i] = null
}
this.setupPositionProbePattern(0, 0), this.setupPositionProbePattern(this.moduleCount -7, 0), this.setupPositionProbePattern(0, this.moduleCount -7), this.setupPositionAdjustPattern(), this.setupTimingPattern(), this.setupTypeInfo(t, r), this.typeNumber >= 7 && this.setupTypeNumber(t), null == this.dataCache &&(this.dataCache = e.createData(this.typeNumber, this.errorCorrectLevel, this.dataList)), this.mapData(this.dataCache, r)
},
setupPositionProbePattern: function (t, e) {
for (var r = -1; 7 >= r; r++) if (!(-1 >= t + r || this.moduleCount <= t + r)) for (var o = -1; 7 >= o; o++) -1 >= e + o || this.moduleCount <= e + o ||(this.modules[t + r][e + o] = r >= 0 && 6 >= r &&(0 == o || 6 == o) || o >= 0 && 6 >= o &&(0 == r || 6 == r) || r >= 2 && 4 >= r && o >= 2 && 4 >= o)
},
getBestMaskPattern: function () {
for (var t = 0, e = 0, r = 0; 8 > r; r++) {
this.makeImpl(! 0, r);
var o = l.getLostPoint(this);
(0 == r || t > o) &&(t = o, e = r)
}
return e
},
createMovieClip: function (t, e, r) {
var o = t.createEmptyMovieClip(e, r);
this.make();
for (var i = 0; i < this.modules.length; i++) for (var n = 1 * i, a = 0; a < this.modules[i].length; a++) {
var s = 1 * a;
this.modules[i][a] &&(o.beginFill(0, 100), o.moveTo(s, n), o.lineTo(s + 1, n), o.lineTo(s + 1, n + 1), o.lineTo(s, n + 1), o.endFill())
}
return o
},
setupTimingPattern: function () {
for (var t = 8; t < this.moduleCount -8; t++) null == this.modules[t][6] &&(this.modules[t][6] = 0 == t % 2);
for (var e = 8; e < this.moduleCount -8; e++) null == this.modules[6][e] &&(this.modules[6][e] = 0 == e % 2)
},
setupPositionAdjustPattern: function () {
for (var t = l.getPatternPosition(this.typeNumber), e = 0; e < t.length; e++) for (var r = 0; r < t.length; r++) {
var o = t[e], i = t[r];
if (null == this.modules[o][i]) for (var n = -2; 2 >= n; n++) for (var a = -2; 2 >= a; a++) this.modules[o + n][i + a] = -2 == n || 2 == n || -2 == a || 2 == a || 0 == n && 0 == a
}
},
setupTypeNumber: function (t) {
for (var e = l.getBCHTypeNumber(this.typeNumber), r = 0; 18 > r; r++) {
var o = ! t && 1 ==(1 & e >> r);
this.modules[Math.floor(r / 3)][r % 3 + this.moduleCount -8 -3] = o
}
for (r = 0; 18 > r; r++) {
o = ! t && 1 ==(1 & e >> r);
this.modules[r % 3 + this.moduleCount -8 -3][Math.floor(r / 3)] = o
}
},
setupTypeInfo: function (t, e) {
for (var r = this.errorCorrectLevel << 3 | e, o = l.getBCHTypeInfo(r), i = 0; 15 > i; i++) {
var n = ! t && 1 ==(1 & o >> i);
6 > i ? this.modules[i][8] = n: 8 > i ? this.modules[i + 1][8] = n: this.modules[ this.moduleCount -15 + i][8] = n
}
for (i = 0; 15 > i; i++) {
n = ! t && 1 ==(1 & o >> i);
8 > i ? this.modules[8][ this.moduleCount - i -1] = n: 9 > i ? this.modules[8][15 - i -1 + 1] = n: this.modules[8][15 - i -1] = n
}
this.modules[ this.moduleCount -8][8] = ! t
},
mapData: function (t, e) {
for (var r = -1, o = this.moduleCount -1, i = 7, n = 0, a = this.moduleCount -1; a > 0; a -= 2) for (6 == a && a--;;) {
for (var s = 0; 2 > s; s++) if (null == this.modules[o][a - s]) {
var h = ! 1;
n < t.length &&(h = 1 ==(1 & t[n] >>> i)), l.getMask(e, o, a - s) &&(h = ! h), this.modules[o][a - s] = h, -1 ==-- i &&(n++, i = 7)
}
if (0 >(o += r) || this.moduleCount <= o) {
o -= r, r = - r;
break
}
}
}
},
e.PAD0 = 236, e.PAD1 = 17, e.createData = function (t, r, n) {
for (var a = o.getRSBlocks(t, r), s = new i, h = 0; h < n.length; h++) {
var u = n[h];
s.put(u.mode, 4), s.put(u.getLength(), l.getLengthInBits(u.mode, t)), u.write(s)
}
var f = 0;
for (h = 0; h < a.length; h++) f += a[h].dataCount;
if (s.getLengthInBits() > 8 * f) throw new Error("code length overflow. (" + s.getLengthInBits() + ">" + 8 * f + ")");
for (s.getLengthInBits() + 4 <= 8 * f && s.put(0, 4);
0 != s.getLengthInBits() % 8;) s.putBit(! 1);
for (; !(s.getLengthInBits() >= 8 * f) &&(s.put(e.PAD0, 8), !(s.getLengthInBits() >= 8 * f));) s.put(e.PAD1, 8);
return e.createBytes(s, a)
},
e.createBytes = function (t, e) {
for (var o = 0, i = 0, n = 0, a = new Array(e.length), s = new Array(e.length), h = 0; h < e.length; h++) {
var u = e[h].dataCount, f = e[h].totalCount - u;
i = Math.max(i, u), n = Math.max(n, f), a[h] = new Array(u);
for (var g = 0; g < a[h].length; g++) a[h][g] = 255 & t.buffer[g + o];
o += u;
var d = l.getErrorCorrectPolynomial(f), c = new r(a[h], d.getLength() -1).mod(d);
s[h] = new Array(d.getLength() -1);
for (g = 0; g < s[h].length; g++) {
var p = g + c.getLength() - s[h].length;
s[h][g] = p >= 0 ? c. get (p): 0
}
}
var m = 0;
for (g = 0; g < e.length; g++) m += e[g].totalCount;
var _ = new Array(m), v = 0;
for (g = 0; i > g; g++) for (h = 0; h < e.length; h++) g < a[h].length &&(_[v++] = a[h][g]);
for (g = 0; n > g; g++) for (h = 0; h < e.length; h++) g < s[h].length &&(_[v++] = s[h][g]);
return _
};
for (var s = {
MODE_NUMBER: 1, MODE_ALPHA_NUM: 2, MODE_8BIT_BYTE: 4, MODE_KANJI: 8
},
h = {
L: 1, M: 0, Q: 3, H: 2
},
u = {
PATTERN000: 0, PATTERN001: 1, PATTERN010: 2, PATTERN011: 3, PATTERN100: 4, PATTERN101: 5, PATTERN110: 6, PATTERN111: 7
},
l = {
PATTERN_POSITION_TABLE:[[],[6, 18],[6, 22],[6, 26],[6, 30],[6, 34],[6, 22, 38],[6, 24, 42],[6, 26, 46],[6, 28, 50],[6, 30, 54],[6, 32, 58],[6, 34, 62],[6, 26, 46, 66],[6, 26, 48, 70],[6, 26, 50, 74],[6, 30, 54, 78],[6, 30, 56, 82],[6, 30, 58, 86],[6, 34, 62, 90],[6, 28, 50, 72, 94],[6, 26, 50, 74, 98],[6, 30, 54, 78, 102],[6, 28, 54, 80, 106],[6, 32, 58, 84, 110],[6, 30, 58, 86, 114],[6, 34, 62, 90, 118],[6, 26, 50, 74, 98, 122],[6, 30, 54, 78, 102, 126],[6, 26, 52, 78, 104, 130],[6, 30, 56, 82, 108, 134],[6, 34, 60, 86, 112, 138],[6, 30, 58, 86, 114, 142],[6, 34, 62, 90, 118, 146],[6, 30, 54, 78, 102, 126, 150],[6, 24, 50, 76, 102, 128, 154],[6, 28, 54, 80, 106, 132, 158],[6, 32, 58, 84, 110, 136, 162],[6, 26, 54, 82, 110, 138, 166],[6, 30, 58, 86, 114, 142, 170]], G15: 1335, G18: 7973, G15_MASK: 21522, getBCHTypeInfo: function (t) {
for (var e = t << 10; l.getBCHDigit(e) - l.getBCHDigit(l.G15) >= 0;) e ^= l.G15 << l.getBCHDigit(e) - l.getBCHDigit(l.G15);
return (t << 10 | e) ^ l.G15_MASK
},
getBCHTypeNumber: function (t) {
for (var e = t << 12; l.getBCHDigit(e) - l.getBCHDigit(l.G18) >= 0;) e ^= l.G18 << l.getBCHDigit(e) - l.getBCHDigit(l.G18);
return t << 12 | e
},
getBCHDigit: function (t) {
for (var e = 0; 0 != t;) e++, t >>>= 1; return e
},
getPatternPosition: function (t) {
return l.PATTERN_POSITION_TABLE[t -1]
},
getMask: function (t, e, r) {
switch (t) {
case u.PATTERN000: return 0 ==(e + r) % 2; case u.PATTERN001: return 0 == e % 2; case u.PATTERN010: return 0 == r % 3; case u.PATTERN011: return 0 ==(e + r) % 3; case u.PATTERN100: return 0 ==(Math.floor(e / 2) + Math.floor(r / 3)) % 2; case u.PATTERN101: return 0 == e * r % 2 + e * r % 3; case u.PATTERN110: return 0 ==(e * r % 2 + e * r % 3) % 2; case u.PATTERN111: return 0 ==(e * r % 3 +(e + r) % 2) % 2; default: throw new Error("bad maskPattern:" + t)
}
},
getErrorCorrectPolynomial: function (t) {
for (var e = new r([1], 0), o = 0; t > o; o++) e = e.multiply(new r([1, f.gexp(o)], 0));
return e
},
getLengthInBits: function (t, e) {
if (e >= 1 && 10 > e) switch (t) {
case s.MODE_NUMBER: return 10; case s.MODE_ALPHA_NUM: return 9; case s.MODE_8BIT_BYTE: case s.MODE_KANJI: return 8; default: throw new Error("mode:" + t)
} else if (27 > e) switch (t) {
case s.MODE_NUMBER: return 12; case s.MODE_ALPHA_NUM: return 11; case s.MODE_8BIT_BYTE: return 16; case s.MODE_KANJI: return 10; default: throw new Error("mode:" + t)
} else {
if (!(41 > e)) throw new Error("type:" + e);
switch (t) {
case s.MODE_NUMBER: return 14; case s.MODE_ALPHA_NUM: return 13; case s.MODE_8BIT_BYTE: return 16; case s.MODE_KANJI: return 12; default: throw new Error("mode:" + t)
}
}
},
getLostPoint: function (t) {
for (var e = t.getModuleCount(), r = 0, o = 0; e > o; o++) for (var i = 0; e > i; i++) {
for (var n = 0, a = t.isDark(o, i), s = -1; 1 >= s; s++) if (!(0 > o + s || o + s >= e)) for (var h = -1; 1 >= h; h++) 0 > i + h || i + h >= e ||(0 != s || 0 != h) && a == t.isDark(o + s, i + h) && n++; n > 5 &&(r += 3 + n -5)
}
for (o = 0; e -1 > o; o++) for (i = 0; e -1 > i; i++) {
var u = 0; t.isDark(o, i) && u++, t.isDark(o + 1, i) && u++, t.isDark(o, i + 1) && u++, t.isDark(o + 1, i + 1) && u++,(0 == u || 4 == u) &&(r += 3)
}
for (o = 0; e > o; o++) for (i = 0; e -6 > i; i++) t.isDark(o, i) && ! t.isDark(o, i + 1) && t.isDark(o, i + 2) && t.isDark(o, i + 3) && t.isDark(o, i + 4) && ! t.isDark(o, i + 5) && t.isDark(o, i + 6) &&(r += 40);
for (i = 0; e > i; i++) for (o = 0; e -6 > o; o++) t.isDark(o, i) && ! t.isDark(o + 1, i) && t.isDark(o + 2, i) && t.isDark(o + 3, i) && t.isDark(o + 4, i) && ! t.isDark(o + 5, i) && t.isDark(o + 6, i) &&(r += 40);
var l = 0; for (i = 0; e > i; i++) for (o = 0; e > o; o++) t.isDark(o, i) && l++; return r + 10 *(Math.abs(100 * l / e / e -50) / 5)
}
},
f = {
glog: function (t) {
if (1 > t) throw new Error("glog(" + t + ")");
return f.LOG_TABLE[t]
},
gexp: function (t) {
for (; 0 > t;) t += 255; for (; t >= 256;) t -= 255; return f.EXP_TABLE[t]
},
EXP_TABLE: new Array(256), LOG_TABLE: new Array(256)
},
g = 0; 8 > g; g++) f.EXP_TABLE[g] = 1 << g;
for (g = 8; 256 > g; g++) f.EXP_TABLE[g] = f.EXP_TABLE[g -4] ^ f.EXP_TABLE[g -5] ^ f.EXP_TABLE[g -6] ^ f.EXP_TABLE[g -8];
for (g = 0; 255 > g; g++) f.LOG_TABLE[f.EXP_TABLE[g]] = g;
r.prototype = {
get: function (t) {
return this.num[t]
},
getLength: function () {
return this.num.length
},
multiply: function (t) {
for (var e = new Array(this.getLength() + t.getLength() -1), o = 0; o < this.getLength();
o++) for (var i = 0; i < t.getLength();
i++) e[o + i] ^= f.gexp(f.glog(this. get (o)) + f.glog(t. get (i)));
return new r(e, 0)
},
mod: function (t) {
if (this.getLength() - t.getLength() < 0) return this;
for (var e = f.glog(this. get (0)) - f.glog(t. get (0)), o = new Array(this.getLength()), i = 0; i < this.getLength();
i++) o[i] = this. get (i);
for (i = 0; i < t.getLength();
i++) o[i] ^= f.gexp(f.glog(t. get (i)) + e);
return new r(o, 0).mod(t)
}
},
o.RS_BLOCK_TABLE =[[1, 26, 19],[1, 26, 16],[1, 26, 13],[1, 26, 9],[1, 44, 34],[1, 44, 28],[1, 44, 22],[1, 44, 16],[1, 70, 55],[1, 70, 44],[2, 35, 17],[2, 35, 13],[1, 100, 80],[2, 50, 32],[2, 50, 24],[4, 25, 9],[1, 134, 108],[2, 67, 43],[2, 33, 15, 2, 34, 16],[2, 33, 11, 2, 34, 12],[2, 86, 68],[4, 43, 27],[4, 43, 19],[4, 43, 15],[2, 98, 78],[4, 49, 31],[2, 32, 14, 4, 33, 15],[4, 39, 13, 1, 40, 14],[2, 121, 97],[2, 60, 38, 2, 61, 39],[4, 40, 18, 2, 41, 19],[4, 40, 14, 2, 41, 15],[2, 146, 116],[3, 58, 36, 2, 59, 37],[4, 36, 16, 4, 37, 17],[4, 36, 12, 4, 37, 13],[2, 86, 68, 2, 87, 69],[4, 69, 43, 1, 70, 44],[6, 43, 19, 2, 44, 20],[6, 43, 15, 2, 44, 16],[4, 101, 81],[1, 80, 50, 4, 81, 51],[4, 50, 22, 4, 51, 23],[3, 36, 12, 8, 37, 13],[2, 116, 92, 2, 117, 93],[6, 58, 36, 2, 59, 37],[4, 46, 20, 6, 47, 21],[7, 42, 14, 4, 43, 15],[4, 133, 107],[8, 59, 37, 1, 60, 38],[8, 44, 20, 4, 45, 21],[12, 33, 11, 4, 34, 12],[3, 145, 115, 1, 146, 116],[4, 64, 40, 5, 65, 41],[11, 36, 16, 5, 37, 17],[11, 36, 12, 5, 37, 13],[5, 109, 87, 1, 110, 88],[5, 65, 41, 5, 66, 42],[5, 54, 24, 7, 55, 25],[11, 36, 12],[5, 122, 98, 1, 123, 99],[7, 73, 45, 3, 74, 46],[15, 43, 19, 2, 44, 20],[3, 45, 15, 13, 46, 16],[1, 135, 107, 5, 136, 108],[10, 74, 46, 1, 75, 47],[1, 50, 22, 15, 51, 23],[2, 42, 14, 17, 43, 15],[5, 150, 120, 1, 151, 121],[9, 69, 43, 4, 70, 44],[17, 50, 22, 1, 51, 23],[2, 42, 14, 19, 43, 15],[3, 141, 113, 4, 142, 114],[3, 70, 44, 11, 71, 45],[17, 47, 21, 4, 48, 22],[9, 39, 13, 16, 40, 14],[3, 135, 107, 5, 136, 108],[3, 67, 41, 13, 68, 42],[15, 54, 24, 5, 55, 25],[15, 43, 15, 10, 44, 16],[4, 144, 116, 4, 145, 117],[17, 68, 42],[17, 50, 22, 6, 51, 23],[19, 46, 16, 6, 47, 17],[2, 139, 111, 7, 140, 112],[17, 74, 46],[7, 54, 24, 16, 55, 25],[34, 37, 13],[4, 151, 121, 5, 152, 122],[4, 75, 47, 14, 76, 48],[11, 54, 24, 14, 55, 25],[16, 45, 15, 14, 46, 16],[6, 147, 117, 4, 148, 118],[6, 73, 45, 14, 74, 46],[11, 54, 24, 16, 55, 25],[30, 46, 16, 2, 47, 17],[8, 132, 106, 4, 133, 107],[8, 75, 47, 13, 76, 48],[7, 54, 24, 22, 55, 25],[22, 45, 15, 13, 46, 16],[10, 142, 114, 2, 143, 115],[19, 74, 46, 4, 75, 47],[28, 50, 22, 6, 51, 23],[33, 46, 16, 4, 47, 17],[8, 152, 122, 4, 153, 123],[22, 73, 45, 3, 74, 46],[8, 53, 23, 26, 54, 24],[12, 45, 15, 28, 46, 16],[3, 147, 117, 10, 148, 118],[3, 73, 45, 23, 74, 46],[4, 54, 24, 31, 55, 25],[11, 45, 15, 31, 46, 16],[7, 146, 116, 7, 147, 117],[21, 73, 45, 7, 74, 46],[1, 53, 23, 37, 54, 24],[19, 45, 15, 26, 46, 16],[5, 145, 115, 10, 146, 116],[19, 75, 47, 10, 76, 48],[15, 54, 24, 25, 55, 25],[23, 45, 15, 25, 46, 16],[13, 145, 115, 3, 146, 116],[2, 74, 46, 29, 75, 47],[42, 54, 24, 1, 55, 25],[23, 45, 15, 28, 46, 16],[17, 145, 115],[10, 74, 46, 23, 75, 47],[10, 54, 24, 35, 55, 25],[19, 45, 15, 35, 46, 16],[17, 145, 115, 1, 146, 116],[14, 74, 46, 21, 75, 47],[29, 54, 24, 19, 55, 25],[11, 45, 15, 46, 46, 16],[13, 145, 115, 6, 146, 116],[14, 74, 46, 23, 75, 47],[44, 54, 24, 7, 55, 25],[59, 46, 16, 1, 47, 17],[12, 151, 121, 7, 152, 122],[12, 75, 47, 26, 76, 48],[39, 54, 24, 14, 55, 25],[22, 45, 15, 41, 46, 16],[6, 151, 121, 14, 152, 122],[6, 75, 47, 34, 76, 48],[46, 54, 24, 10, 55, 25],[2, 45, 15, 64, 46, 16],[17, 152, 122, 4, 153, 123],[29, 74, 46, 14, 75, 47],[49, 54, 24, 10, 55, 25],[24, 45, 15, 46, 46, 16],[4, 152, 122, 18, 153, 123],[13, 74, 46, 32, 75, 47],[48, 54, 24, 14, 55, 25],[42, 45, 15, 32, 46, 16],[20, 147, 117, 4, 148, 118],[40, 75, 47, 7, 76, 48],[43, 54, 24, 22, 55, 25],[10, 45, 15, 67, 46, 16],[19, 148, 118, 6, 149, 119],[18, 75, 47, 31, 76, 48],[34, 54, 24, 34, 55, 25],[20, 45, 15, 61, 46, 16]], o.getRSBlocks = function (t, e) {
var r = o.getRsBlockTable(t, e);
if (null == r) throw new Error("bad rs block @ typeNumber:" + t + "/errorCorrectLevel:" + e);
for (var i = r.length / 3, n =[], a = 0; i > a; a++) for (var s = r[3 * a + 0], h = r[3 * a + 1], u = r[3 * a + 2], l = 0; s > l; l++) n.push(new o(h, u));
return n
},
o.getRsBlockTable = function (t, e) {
switch (e) {
case h.L: return o.RS_BLOCK_TABLE[4 *(t -1) + 0];
case h.M: return o.RS_BLOCK_TABLE[4 *(t -1) + 1];
case h.Q: return o.RS_BLOCK_TABLE[4 *(t -1) + 2];
case h.H: return o.RS_BLOCK_TABLE[4 *(t -1) + 3];
default: return
}
},
i.prototype = {
get: function (t) {
var e = Math.floor(t / 8);
return 1 ==(1 & this.buffer[e] >>> 7 - t % 8)
},
put: function (t, e) {
for (var r = 0; e > r; r++) this.putBit(1 ==(1 & t >>> e - r -1))
},
getLengthInBits: function () {
return this.length
},
putBit: function (t) {
var e = Math.floor(this.length / 8);
this.buffer.length <= e && this.buffer.push(0), t &&(this.buffer[e] |= 128 >>> this.length % 8), this.length++
}
};
var d =[[17, 14, 11, 7],[32, 26, 20, 14],[53, 42, 32, 24],[78, 62, 46, 34],[106, 84, 60, 44],[134, 106, 74, 58],[154, 122, 86, 64],[192, 152, 108, 84],[230, 180, 130, 98],[271, 213, 151, 119],[321, 251, 177, 137],[367, 287, 203, 155],[425, 331, 241, 177],[458, 362, 258, 194],[520, 412, 292, 220],[586, 450, 322, 250],[644, 504, 364, 280],[718, 560, 394, 310],[792, 624, 442, 338],[858, 666, 482, 382],[929, 711, 509, 403],[1003, 779, 565, 439],[1091, 857, 611, 461],[1171, 911, 661, 511],[1273, 997, 715, 535],[1367, 1059, 751, 593],[1465, 1125, 805, 625],[1528, 1190, 868, 658],[1628, 1264, 908, 698],[1732, 1370, 982, 742],[1840, 1452, 1030, 790],[1952, 1538, 1112, 842],[2068, 1628, 1168, 898],[2188, 1722, 1228, 958],[2303, 1809, 1283, 983],[2431, 1911, 1351, 1051],[2563, 1989, 1423, 1093],[2699, 2099, 1499, 1139],[2809, 2213, 1579, 1219],[2953, 2331, 1663, 1273]], c = function () {
var t = function (t, e) {
this._el = t, this._htOption = e
};
return t.prototype.draw = function (t) {
function e(t, e) {
var r = document.createElementNS("http://www.w3.org/2000/svg", t);
for (var o in e) e.hasOwnProperty(o) && r.setAttribute(o, e[o]);
return r
}
var r = this._htOption, o = this._el, i = t.getModuleCount();
Math.floor(r.width / i), Math.floor(r.height / i), this.clear();
var n = e("svg", {
viewBox: "0 0 " + String(i) + " " + String(i), width: "100%", height: "100%", fill: r.colorLight
});
n.setAttributeNS("http://www.w3.org/2000/xmlns/", "xmlns:xlink", "http://www.w3.org/1999/xlink"), o.appendChild(n), n.appendChild(e("rect", {
fill: r.colorDark, width: "1", height: "1", id: "template"
}));
for (var a = 0; i > a; a++) for (var s = 0; i > s; s++) if (t.isDark(a, s)) {
var h = e("use", {
x: String(a), y: String(s)
});
h.setAttributeNS("http://www.w3.org/1999/xlink", "href", "#template"), n.appendChild(h)
}
},
t.prototype.clear = function () {
for (; this._el.hasChildNodes();) this._el.removeChild(this._el.lastChild)
},
t
}
(), p = "svg" === document.documentElement.tagName.toLowerCase() ? c: "undefined" != typeof CanvasRenderingContext2D ? function () {
function t() {
this._elImage.src = this._elCanvas.toDataURL("image/png"), this._elImage.style.display = "block", this._elCanvas.style.display = "none"
}
function e(t, e) {
var r = this;
if (r._fFail = e, r._fSuccess = t, null === r._bSupportDataURI) {
var o = document.createElement("img"), i = function () {
r._bSupportDataURI = ! 1, r._fFail && _fFail.call(r)
};
return o.onabort = i, o.onerror = i, o.onload = function () {
r._bSupportDataURI = ! 0, r._fSuccess && r._fSuccess.call(r)
},
void (o.src = "data:image/gif;base64,iVBORw0KGgoAAAANSUhEUgAAAAUAAAAFCAYAAACNbyblAAAAHElEQVQI12P4//8/w38GIAXDIBKE0DHxgljNBAAO9TXL0Y4OHwAAAABJRU5ErkJggg==")
} ! 0 === r._bSupportDataURI && r._fSuccess ? r._fSuccess.call(r): ! 1 === r._bSupportDataURI && r._fFail && r._fFail.call(r)
}
if (this._android && this._android <= 2.1) {
var r = 1 / window.devicePixelRatio, o = CanvasRenderingContext2D.prototype.drawImage;
CanvasRenderingContext2D.prototype.drawImage = function (t, e, i, n, a, s, h, u) {
if ("nodeName" in t && /img/i.test(t.nodeName)) for (var l = arguments.length -1; l >= 1; l--) arguments[l] = arguments[l] * r; else void 0 === u &&(arguments[1] *= r, arguments[2] *= r, arguments[3] *= r, arguments[4] *= r);
o.apply(this, arguments)
}
}
var i = function (t, e) {
this._bIsPainted = ! 1, this._android = n(), this._htOption = e, this._elCanvas = document.createElement("canvas"), this._elCanvas.width = e.width, this._elCanvas.height = e.height, t.appendChild(this._elCanvas), this._el = t, this._oContext = this._elCanvas.getContext("2d"), this._bIsPainted = ! 1, this._elImage = document.createElement("img"), this._elImage.style.display = "none", this._el.appendChild(this._elImage), this._bSupportDataURI = null
};
return i.prototype.draw = function (t) {
var e = this._elImage, r = this._oContext, o = this._htOption, i = t.getModuleCount(), n = o.width / i, a = o.height / i, s = Math.round(n), h = Math.round(a);
e.style.display = "none", this.clear();
for (var u = 0; i > u; u++) for (var l = 0; i > l; l++) {
var f = t.isDark(u, l), g = l * n, d = u * a;
r.strokeStyle = f ? o.colorDark: o.colorLight, r.lineWidth = 1, r.fillStyle = f ? o.colorDark: o.colorLight, r.fillRect(g, d, n, a), r.strokeRect(Math.floor(g) + .5, Math.floor(d) + .5, s, h), r.strokeRect(Math.ceil(g) -.5, Math.ceil(d) -.5, s, h)
}
this._bIsPainted = ! 0
},
i.prototype.makeImage = function () {
this._bIsPainted && e.call(this, t)
},
i.prototype.isPainted = function () {
return this._bIsPainted
},
i.prototype.clear = function () {
this._oContext.clearRect(0, 0, this._elCanvas.width, this._elCanvas.height), this._bIsPainted = ! 1
},
i.prototype.round = function (t) {
return t ? Math.floor(1e3 * t) / 1e3: t
},
i
}
(): function () {
var t = function (t, e) {
this._el = t, this._htOption = e
};
return t.prototype.draw = function (t) {
for (var e = this._htOption, r = this._el, o = t.getModuleCount(), i = Math.floor(e.width / o), n = Math.floor(e.height / o), a =[ '<table style="border:0;border-collapse:collapse;">'], s = 0; o > s; s++) {
a.push("<tr>");
for (var h = 0; o > h; h++) a.push('<td style="border:0;border-collapse:collapse;padding:0;margin:0;width:' + i + "px;height:" + n + "px;background-color:" +(t.isDark(s, h) ? e.colorDark: e.colorLight) + ';"></td>');
a.push("</tr>")
}
a.push("</table>"), r.innerHTML = a.join("");
var u = r.childNodes[0], l =(e.width - u.offsetWidth) / 2, f =(e.height - u.offsetHeight) / 2;
l > 0 && f > 0 &&(u.style.margin = f + "px " + l + "px")
},
t.prototype.clear = function () {
this._el.innerHTML = ""
},
t
}
();
QRCode = function (t, e) {
if (this._htOption = {
width: 256, height: 256, typeNumber: 4, colorDark: "#000000", colorLight: "#ffffff", correctLevel: h.H
},
"string" == typeof e &&(e = {
text: e
}), e) for (var r in e) this._htOption[r] = e[r];
"string" == typeof t &&(t = document.getElementById(t)), this._android = n(), this._el = t, this._oQRCode = null, this._oDrawing = new p(this._el, this._htOption), this._htOption.text && this.makeCode(this._htOption.text)
},
QRCode.prototype.makeCode = function (t) {
this._oQRCode = new e(a(t, this._htOption.correctLevel), this._htOption.correctLevel), this._oQRCode.addData(t), this._oQRCode.make(), this._el.title = t, this._oDrawing.draw(this._oQRCode), this.makeImage()
},
QRCode.prototype.makeImage = function () {
"function" == typeof this._oDrawing.makeImage &&(! this._android || this._android >= 3) && this._oDrawing.makeImage()
},
QRCode.prototype.clear = function () {
this._oDrawing.clear()
},
QRCode.CorrectLevel = h
}
();//]]></script>
</head>
<body>
<div id="qrvalue" style="visibility: hidden"> {"vkntckn":"<xsl:value-of select="n1:DespatchAdvice/cac:DespatchSupplierParty/cac:Party/cac:PartyIdentification/cbc:ID[@schemeID = 'TCKN' or @schemeID = 'VKN']"/>", "avkntckn":"<xsl:value-of select="n1:DespatchAdvice/cac:DeliveryCustomerParty/cac:Party/cac:PartyIdentification/cbc:ID[@schemeID = 'TCKN' or @schemeID = 'VKN']"/>", "senaryo":"<xsl:value-of select="n1:DespatchAdvice/cbc:ProfileID"/>",
"tip":"<xsl:value-of select="n1:DespatchAdvice/cbc:DespatchAdviceTypeCode"/>", "tarih":"<xsl:value-of select="n1:DespatchAdvice/cbc:IssueDate"/>",
"no":"<xsl:value-of select="n1:DespatchAdvice/cbc:ID"/>",
"ettn":"<xsl:value-of select="n1:DespatchAdvice/cbc:UUID"/>",
"sevktarihi":"<xsl:for-each select="n1:DespatchAdvice/cac:Shipment/cac:Delivery/cac:Despatch/cbc:ActualDespatchDate">
<xsl:apply-templates select="."/>
</xsl:for-each>",
"sevkzamani":"<xsl:for-each select="n1:DespatchAdvice/cac:Shipment/cac:Delivery/cac:Despatch/cbc:ActualDespatchTime">
<xsl:apply-templates select="."/>
</xsl:for-each>",
"tasiyicivkn":"<xsl:for-each select="//cac:CarrierParty">
<xsl:if test="cac:PartyIdentification/cbc:ID[@schemeID = 'VKN']">
<xsl:value-of select="./cac:PartyIdentification/cbc:ID"/>
</xsl:if>
</xsl:for-each>
<xsl:for-each select="//cac:CarrierParty">
<xsl:if test="cac:PartyIdentification/cbc:ID[@schemeID = 'TCKN']">
<xsl:value-of select="./cac:PartyIdentification/cbc:ID"/>
</xsl:if>
</xsl:for-each>", "plaka":"<xsl:value-of select="n1:DespatchAdvice/cac:Shipment/cac:ShipmentStage/cac:TransportMeans/cac:RoadTransport/cbc:LicensePlateID[@schemeID = 'PLAKA']"/>"} </div>
<xsl:for-each select="$XML">
<table width="100%">
<tbody>
<tr>
<td width="40%" style="vertical-align: top;">
<table class="metro-invoice-line-table">
<thead>
<tr>
<td>
<strong>Teslim Eden</strong>
</td>
</tr>
</thead>
<tbody>
<tr>
<td style="font-weight: bold;">
<xsl:for-each select="//n1:DespatchAdvice/cac:DespatchSupplierParty/cac:Party">
<xsl:if test="./cac:PartyName">
<xsl:value-of select="./cac:PartyName/cbc:Name"/>
<div style="clear:both"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:Title">
<xsl:value-of select="./cac:Person/cbc:Title"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FirstName">
<xsl:value-of select="./cac:Person/cbc:FirstName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:MiddleName">
<xsl:value-of select="./cac:Person/cbc:MiddleName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FamilyName">
<xsl:value-of select="./cac:Person/cbc:FamilyName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:NameSuffix">
<xsl:value-of select="./cac:Person/cbc:NameSuffix"/>
</xsl:if>
</xsl:for-each>
</td>
</tr>
<tr>
<td>
<xsl:call-template name="renderAddress">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:DespatchSupplierParty"/>
</xsl:call-template>
</td>
</tr>
<xsl:call-template name="renderContactInfo">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:DespatchSupplierParty"/>
</xsl:call-template>
</tbody>
</table>
<xsl:variable name="hasAddSection" select="count(/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection']) > 0"/>
<xsl:choose>
<xsl:when test="$hasAddSection > 0">
<table id="additional_section" style="margin-top: 10px; margin-bottom: 10px;" class="metro-invoice-line-table">
<thead>
<tr>
<td>
<strong>
<xsl:value-of select="/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection' and cbc:DocumentType = 'Title']/cbc:DocumentDescription"/>
</strong>
</td>
</tr>
</thead>
<tbody>
<tr>
<td>
<xsl:value-of select="/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection' and cbc:DocumentType = 'Name']/cbc:DocumentDescription"/>
</td>
</tr>
<tr>
<td>
<xsl:call-template name="replace-newlines">
<xsl:with-param name="text" select="/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection' and cbc:DocumentType = 'Address']/cbc:DocumentDescription"/>
</xsl:call-template>
</td>
</tr>
<xsl:variable name="hasAddSectionTel" select="count(/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection' and cbc:DocumentType = 'Telephone']) > 0"/>
<xsl:choose>
<xsl:when test="$hasAddSectionTel > 0">
<tr>
<td>
<span class="pair_key">Tel</span>
<span class="pair_seperator">:</span>
<span class="pair_value">
<xsl:value-of select="/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection' and cbc:DocumentType = 'Telephone']/cbc:DocumentDescription"/>
</span>
</td>
</tr>
</xsl:when>
</xsl:choose>
<xsl:variable name="hasAddSectionEmail" select="count(/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection' and cbc:DocumentType = 'Email']) > 0"/>
<xsl:choose>
<xsl:when test="$hasAddSectionEmail > 0">
<tr>
<td>
<span class="pair_key">E-Posta</span>
<span class="pair_seperator">:</span>
<span class="pair_value">
<xsl:value-of select="/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSection' and cbc:DocumentType = 'Email']/cbc:DocumentDescription"/>
</span>
</td>
</tr>
</xsl:when>
</xsl:choose>
<xsl:for-each select="/n1:DespatchAdvice/cac:AdditionalDocumentReference[cbc:DocumentTypeCode = 'AddSectionOther']">
<tr>
<td>
<span class="pair_key">
<xsl:value-of select="cbc:DocumentType"/>
</span>
<span class="pair_seperator">:</span>
<span class="pair_value">
<xsl:value-of select="cbc:DocumentDescription"/>
</span>
</td>
</tr>
</xsl:for-each>
</tbody>
</table>
</xsl:when>
</xsl:choose>
</td>
<td width="20%" align="center" style="vertical-align: top;">
<div class="GIBLogo"/>
<xsl:call-template name="checkProfileID"/>
<p> </p>
<div class="Sign"/>
</td>
<td width="50%" align="center" style="vertical-align: top;">
<div style="display: block" id="qrcode"/>
<img class="CompanyLogo"/>
</td>
</tr>
<tr>
<td width="40%" valign="top" style="vertical-align: top;">
<table class="metro-invoice-line-table">
<thead>
<tr>
<td>
<strong>Teslim Alan</strong>
</td>
</tr>
</thead>
<tbody>
<tr>
<td>
<xsl:for-each select="//n1:DespatchAdvice/cac:DeliveryCustomerParty/cac:Party">
<xsl:if test="./cac:PartyName">
<xsl:value-of select="./cac:PartyName/cbc:Name"/>
<div style="clear:both"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:Title">
<xsl:value-of select="./cac:Person/cbc:Title"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FirstName">
<xsl:value-of select="./cac:Person/cbc:FirstName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:MiddleName">
<xsl:value-of select="./cac:Person/cbc:MiddleName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FamilyName">
<xsl:value-of select="./cac:Person/cbc:FamilyName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:NameSuffix">
<xsl:value-of select="./cac:Person/cbc:NameSuffix"/>
</xsl:if>
</xsl:for-each>
</td>
</tr>
<tr>
<td>
<xsl:call-template name="renderAddress">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:DeliveryCustomerParty"/>
</xsl:call-template>
</td>
</tr>
<xsl:call-template name="renderContactInfo">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:DeliveryCustomerParty"/>
</xsl:call-template>
</tbody>
</table>
<xsl:if test="//n1:DespatchAdvice/cac:BuyerCustomerParty">
<p/>
<table class="metro-invoice-line-table">
<thead>
<tr>
<td>
<strong>Alıcı</strong>
</td>
</tr>
</thead>
<tbody>
<tr>
<td>
<xsl:for-each select="//n1:DespatchAdvice/cac:BuyerCustomerParty/cac:Party">
<xsl:if test="./cac:PartyName">
<xsl:value-of select="./cac:PartyName/cbc:Name"/>
<div style="clear:both"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:Title">
<xsl:value-of select="./cac:Person/cbc:Title"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FirstName">
<xsl:value-of select="./cac:Person/cbc:FirstName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:MiddleName">
<xsl:value-of select="./cac:Person/cbc:MiddleName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FamilyName">
<xsl:value-of select="./cac:Person/cbc:FamilyName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:NameSuffix">
<xsl:value-of select="./cac:Person/cbc:NameSuffix"/>
</xsl:if>
</xsl:for-each>
</td>
</tr>
<tr>
<td>
<xsl:call-template name="renderAddress">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:BuyerCustomerParty"/>
</xsl:call-template>
</td>
</tr>
<xsl:call-template name="renderContactInfo">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:BuyerCustomerParty"/>
</xsl:call-template>
</tbody>
</table>
</xsl:if>
<xsl:if test="//n1:DespatchAdvice/cac:SellerSupplierParty">
<p/>
<table class="metro-invoice-line-table">
<thead>
<tr>
<td>
<strong>Satıcı</strong>
</td>
</tr>
</thead>
<tbody>
<tr>
<td>
<xsl:for-each select="//n1:DespatchAdvice/cac:SellerSupplierParty/cac:Party">
<xsl:if test="./cac:PartyName">
<xsl:value-of select="./cac:PartyName/cbc:Name"/>
<div style="clear:both"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:Title">
<xsl:value-of select="./cac:Person/cbc:Title"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FirstName">
<xsl:value-of select="./cac:Person/cbc:FirstName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:MiddleName">
<xsl:value-of select="./cac:Person/cbc:MiddleName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:FamilyName">
<xsl:value-of select="./cac:Person/cbc:FamilyName"/>
</xsl:if>
<xsl:if test="./cac:Person/cbc:NameSuffix">
<xsl:value-of select="./cac:Person/cbc:NameSuffix"/>
</xsl:if>
</xsl:for-each>
</td>
</tr>
<tr>
<td>
<xsl:call-template name="renderAddress">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:SellerSupplierParty"/>
</xsl:call-template>
</td>
</tr>
<xsl:call-template name="renderContactInfo">
<xsl:with-param name="dynamicPath" select="//n1:DespatchAdvice/cac:SellerSupplierParty"/>
</xsl:call-template>
</tbody>
</table>
</xsl:if>
<p/>
<table id="uuid_table" class="metro-invoice-line-table">
<thead>
<tr>
<td>
<span class="pair_key">ETTN</span>
<span class="pair_seperator">:</span>
<span class="pair_value">
<xsl:value-of select="n1:DespatchAdvice/cbc:UUID"/>
</span>
</td>
</tr>
</thead>
</table>
</td>
<td width="20%" align="center"> </td>
<td width="50%" style="vertical-align: top;">
<table class="metro-invoice-line-table">
<thead>
<tr>
<td>
<xsl:call-template name="checkProfileID"/>
</td>
</tr>
</thead>
<tbody>
<tr>
<td>
<span class="pair_key">Özelleştirme No</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cbc:CustomizationID"/>
</td>
</tr>
<tr>
<td>
<span class="pair_key">Senaryo</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cbc:ProfileID"/>
</td>
</tr>
<tr>
<td>
<span class="pair_key">İrsaliye Tipi</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cbc:DespatchAdviceTypeCode"/>
</td>
</tr>
<tr>
<td>
<span class="pair_key">İrsaliye No</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cbc:ID"/>
</td>
</tr>
<tr>
<td>
<span class="pair_key">İrsaliye Tarihi</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cbc:IssueDate"/>
</td>
</tr>
<tr>
<td>
<span class="pair_key">İrsaliye Zamanı</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cbc:IssueTime"/>
</td>
</tr>
<tr>
<td>
<span class="pair_key">Sevk Tarihi</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cac:Shipment/cac:Delivery/cac:Despatch/cbc:ActualDespatchDate"/>
</td>
</tr>
<tr>
<td>
<span class="pair_key">Sevk Zamanı</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cac:Shipment/cac:Delivery/cac:Despatch/cbc:ActualDespatchTime"/>
</td>
</tr>
<xsl:if test="n1:DespatchAdvice/cac:OrderReference">
<tr>
<td>
<span class="pair_key">Sipariş No</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cac:OrderReference/cbc:ID"/>
</td>
</tr>
</xsl:if>
<xsl:if test="n1:DespatchAdvice/cac:OrderReference/cbc:IssueDate">
<tr>
<td>
<span class="pair_key">Sipariş Tarihi</span>
<span class="pair_seperator">:</span>
<xsl:value-of select="n1:DespatchAdvice/cac:OrderReference/cbc:IssueDate"/>
</td>
</tr>
</xsl:if>
</tbody>
</table>
</td>
</tr>
</tbody>
</table>
<div id="lineTableAligner">
<span>
<xsl:text> </xsl:text>
</span>
</div>
<xsl:variable name="PriceAmount">
<xsl:for-each select="//n1:DespatchAdvice/cac:DespatchLine/cac:Shipment/cac:GoodsItem/cac:InvoiceLine/cac:Price/cbc:PriceAmount">
<xsl:if test=". != 0">
<xsl:value-of select="."/>
</xsl:if>
</xsl:for-each>